diff --git a/.gitignore b/.gitignore old mode 100644 new mode 100755 index cf3b9c6..fc15ab7 --- a/.gitignore +++ b/.gitignore @@ -186,4 +186,9 @@ cython_debug/ # End of https://www.toptal.com/developers/gitignore/api/fortran,python .DS_Store -.vscode/settings.json +.vscode/ + +#ignore folder +docs/tutorial/ + +example/ diff --git a/CONAN3/GRtest_v1.py b/CONAN3/GRtest_v1.py deleted file mode 100755 index 894e7fe..0000000 --- a/CONAN3/GRtest_v1.py +++ /dev/null @@ -1,18 +0,0 @@ -# this routine calculates the GR statistics for a set of ndim MCMC chains - - -import sys -import numpy as np - -def grtest_emcee(chains_out): - # note: chains_out has the dimensions (nchains,nsteps,ndim) - nc,ns,nd = np.shape(chains_out) - mcs = np.mean(chains_out, axis=1) # mcs should be an (nchains, ndim) array - mc = np.mean(mcs, axis=0) # mc should be an (ndim) array - BV = ns/(nc-1.) * np.sum((mcs-mc)**2, axis=0) # BV should be an (ndim) array - mvs = np.var(chains_out, axis=1) # mvs should be an (nchains, ndim) array - WV = np.mean(mvs, axis=0) # WV should be an (ndim) array - VV = (ns-1.)/ns * WV + (nc + 1.)/(ns*nc) * BV # VV should be an (ndim) array - GR = VV/WV # GR should be an (ndim) array - - return GR diff --git a/CONAN3/RVmodel_v3.py b/CONAN3/RVmodel_v3.py deleted file mode 100755 index 1c0f427..0000000 --- a/CONAN3/RVmodel_v3.py +++ /dev/null @@ -1,145 +0,0 @@ -import sys -import numpy as np -import matplotlib.pyplot as plt -import time -import scipy - -#plt.ion() - -def get_RVmod(params,tt,RVmes,RVerr,bis,fwhm,contra,nfilt,baseLSQ,inmcmc,nddf,nocc,nRV,nphot,j,RVnames,bvarsRV, gammaind): - - #RVmes = np.copy(farr[indlist[nphot+j][0]]) - #RVerr = np.copy(earr[indlist[nphot+j][0]]) - - ecc = params[5]**2+params[6]**2 - - - if (ecc >= 0.99): - ecc = 0.99 - if (params[6]/np.sqrt(ecc) < 1.): - ome2 = np.arccos(params[6]/np.sqrt(ecc)) - # print(ome2) - else: - ome2 = 0 - # print('ome2 000') - params[5] = np.sqrt(ecc)*np.sin(ome2) - # print('here') - - if (ecc>0.00001): - ome = np.arctan(np.abs(params[5]/params[6])) #DA LIEGT DER HUND BEGRABEN!!! TANGENS IST KEIN ISOMORPHISMUS!!! - if (ome<0): - ome = ome + 2.*np.pi - if (params[5]>0 and params[6]<0): - ome = np.pi - ome - - if (params[5]<0 and params[6]<0): - ome = np.pi + ome - - if (params[5]<0 and params[6]>0): - ome = 2.*np.pi - ome - - else: - ome=0. - ecc=0. - - # calculate the ars - efac1=np.sqrt(1.-ecc**2)/(1.+ecc*np.sin(ome)) - efac2=params[2]*(1.-ecc**2)/(1.+ecc*np.sin(ome)) - ars = np.sqrt(((1.+params[1])**2 - efac2**2 * (1.-(np.sin(params[3]*np.pi/params[4]))**2))/(np.sin(params[3]*np.pi/params[4]))**2) * efac1 - #print ars, params[1], params[2], params[3], params[4], params[11], params[27]#, params[14], params[15], params[16], params[17], params[18], params[19] - #time.sleep(0.05) # delays for 5 seconds - - # calculate the true -> eccentric -> mean anomaly at transit -> perihelion time - TA_tra = np.pi/2. - ome - TA_tra = np.mod(TA_tra,2.*np.pi) - EA_tra = 2.*np.arctan( np.tan(TA_tra/2.) * np.sqrt((1.-ecc)/(1.+ecc)) ) - EA_tra = np.mod(EA_tra,2.*np.pi) - MA_tra = EA_tra - ecc * np.sin(EA_tra) - MA_tra = np.mod(MA_tra,2.*np.pi) - mmotio = 2.*np.pi/params[4] # the mean motion, i.e. angular velocity [rad/day] if we had a circular orbit - T_peri = params[0] - MA_tra/mmotio - - MA_rv = (tt-T_peri)*mmotio - MA_rv = np.mod(MA_rv,2*np.pi) - EA_rv = MA_rv + np.sin(MA_rv)*ecc + 1./2.*np.sin(2.*MA_rv)*ecc**2 + \ - (3./8.*np.sin(3.*MA_rv) - 1./8.*np.sin(MA_rv))*ecc**3 + \ - (1./3.*np.sin(4.*MA_rv) - 1./6.*np.sin(2*MA_rv))*ecc**4 + \ - (1./192*np.sin(MA_rv)-27./128.*np.sin(3.*MA_rv)+125./384.*np.sin(5*MA_rv))*ecc**5 + \ - (1./48.*np.sin(2.*MA_rv)+27./80.*np.sin(6.*MA_rv)-4./15.*np.sin(4.*MA_rv))*ecc**6 - EA_rv = np.mod(EA_rv,2*np.pi) - TA_rv = 2.*np.arctan(np.tan(EA_rv/2.) * np.sqrt((1.+ecc)/(1.-ecc)) ) - TA_rv = np.mod(TA_rv,2*np.pi) # that's the true anomaly! - - # get the model RV at each time stamp - # gammaind = 8 + nddf + nocc+ nfilt*4 - # print(f"params:{params}\ngamma_ind={gammaind}\ngamma={params[gammaind]}") - mod_RV = params[7] * (np.cos(TA_rv + ome) + ecc * np.sin(ome)) + params[gammaind] - - bfstartRV= 8 + nddf + nocc + nfilt*4 + nRV + nphot*20 # the first index in the param array that refers to a baseline function - incoeff = list(range(bfstartRV+j*12,bfstartRV+j*12+12)) # the indices for the coefficients for the base function - - ts = tt-np.mean(tt) - - if (baseLSQ == 'y'): - RVmres=RVmes/mod_RV - #get the indices of the variable baseline parameters via bvar (0 for fixed, 1 for variable) - ivars = np.copy(bvarsRV[j][0]) - #print ivars - #print incoeff - #print params - #time.sleep(100) - incoeff=np.array(incoeff) - coeffstart = np.copy(params[incoeff[ivars]]) # RANDOM NOTE: you can use lists as indices to np.arrays but not np.arrays to lists or lists to lists - if len(ivars) > 0: - icoeff,dump = scipy.optimize.leastsq(para_minfuncRV, coeffstart, args=(ivars, mod_RV, RVmes, ts, bis, fwhm, contra)) - coeff = np.copy(params[incoeff]) # the full coefficients -- set to those defined in params (in case any are fixed non-zero) - coeff[ivars] = np.copy(icoeff) # and the variable ones are set to the result from the minimization - else: - coeff = np.copy(params[incoeff]) - - else: - coeff = np.copy(params[incoeff]) # the coefficients for the base function - - bfuncRV=basefuncRV(coeff, ts, bis, fwhm, contra) - - mod_RVbl = mod_RV + bfuncRV - - indsort = np.unravel_index(np.argsort(TA_rv, axis=None), TA_rv.shape) - plt.clf() - #plt.errorbar(ts,RVmes,yerr=RVerr,fmt='g*',ecolor='g') - #plt.plot(ts,mod_RVbl,'r-') - #plt.plot(ts,bfuncRV,'y-') - # plt.errorbar(EA_rv[indsort],RVmes[indsort],yerr=RVerr[indsort],fmt='g*',ecolor='g') - # plt.plot(EA_rv[indsort],mod_RV[indsort],'r-') - # plt.show(block=False) - # plt.pause(0.001) - -# write the RVcurve and the model to file if we're not inside the MCMC - if (inmcmc == 'n'): - outfile=RVnames[j][:-4]+'_out.dat' - phases = ((tt-params[0])/params[4]) - np.round( ((tt-params[0])/params[4])) - of=open(outfile,'w') - of.write("%10s %10s %10s %10s %10s %10s %10s %10s\n" %("# time","RV","error","full_mod","base","Rvmodel","det_RV", "phase")) - print(f"gamma_kms = {params[gammaind]}") - for k in range(len(tt)): - of.write('%10.6f %10.6f %10.6f %10.6f %10.6f %10.6f %10.6f %10.6f\n' % (tt[k], RVmes[k], RVerr[k], mod_RVbl[k],bfuncRV[k], +\ - mod_RV[k]-params[gammaind],RVmes[k]-bfuncRV[k]-params[gammaind],phases[k])) - - of.close() - - return mod_RVbl - - - -def para_minfuncRV(icoeff, ivars, mod_RV, RVmes, ts, bis, fwhm, contra): - icoeff_full = np.zeros(21) - icoeff_full[ivars] = np.copy(icoeff) - return (RVmes - mod_RV * basefuncRV(icoeff_full, ts, bis, fwhm, contra)) - -def basefuncRV(coeff, ts, bis, fwhm, contra): - # the full baseline function calculated with the coefficients given; of which some are not jumping and set to 0 - bfunc=coeff[0]*ts+coeff[1]*np.power(ts,2)+coeff[2]*bis+coeff[3]*np.power(bis,2)+ +\ - coeff[4]*fwhm+coeff[5]*np.power(fwhm,2)+coeff[6]*contra+coeff[7]*np.power(contra,2)+ +\ - coeff[8]*np.sin(coeff[9]*ts+coeff[10]) - - return bfunc diff --git a/CONAN3/RVmodel_v3.pyc b/CONAN3/RVmodel_v3.pyc deleted file mode 100644 index 9915285..0000000 Binary files a/CONAN3/RVmodel_v3.pyc and /dev/null differ diff --git a/CONAN3/VERSION.dat b/CONAN3/VERSION.dat new file mode 100755 index 0000000..a0cd9f0 --- /dev/null +++ b/CONAN3/VERSION.dat @@ -0,0 +1 @@ +3.1.0 \ No newline at end of file diff --git a/CONAN3/__init__.py b/CONAN3/__init__.py old mode 100644 new mode 100755 index f59abef..5818a11 --- a/CONAN3/__init__.py +++ b/CONAN3/__init__.py @@ -1,4 +1,10 @@ -__all__ = ["load_lightcurves", "load_rvs", "mcmc_setup", "fit_data", "create_configfile","load_configfile","load_result_array"] -from .__version__ import __version__ -from ._classes import load_lightcurves, load_rvs, mcmc_setup, create_configfile, load_chains, load_configfile, __default_backend__,load_result_array -from .fit_data import fit_data \ No newline at end of file +__all__ = ["load_lightcurves", "load_rvs", "fit_setup", "run_fit", "create_configfile","load_configfile","fit_configfile"] + +from ._classes import load_lightcurves, load_rvs, fit_setup, load_result, __default_backend__ +from .conf import create_configfile, load_configfile,fit_configfile +from .fit_data import run_fit + +from os import path +here = path.abspath(path.dirname(__file__)) +with open(path.join(here, 'VERSION.dat')) as version_file: + __version__ = version_file.read().strip() \ No newline at end of file diff --git a/CONAN3/__pycache__/GRtest_v1.cpython-36.pyc b/CONAN3/__pycache__/GRtest_v1.cpython-36.pyc old mode 100644 new mode 100755 diff --git a/CONAN3/__pycache__/GRtest_v1.cpython-38.pyc b/CONAN3/__pycache__/GRtest_v1.cpython-38.pyc old mode 100644 new mode 100755 diff --git a/CONAN3/__pycache__/RVmodel_v3.cpython-36.pyc b/CONAN3/__pycache__/RVmodel_v3.cpython-36.pyc old mode 100644 new mode 100755 diff --git a/CONAN3/__pycache__/RVmodel_v3.cpython-38.pyc b/CONAN3/__pycache__/RVmodel_v3.cpython-38.pyc old mode 100644 new mode 100755 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a/CONAN3/__version__.py b/CONAN3/__version__.py deleted file mode 100644 index f12655c..0000000 --- a/CONAN3/__version__.py +++ /dev/null @@ -1,3 +0,0 @@ -__all__ = ['__version__'] - -__version__ = '3.0.4' diff --git a/CONAN3/_classes.py b/CONAN3/_classes.py old mode 100644 new mode 100755 index 41c5eea..a19e643 --- a/CONAN3/_classes.py +++ b/CONAN3/_classes.py @@ -1,4 +1,3 @@ -from typing import Type import numpy as np import matplotlib.pyplot as plt import corner @@ -11,165 +10,196 @@ import batman from warnings import warn from ldtk import SVOFilter +from .utils import outlier_clipping, rho_to_aR, rho_to_tdur, rescale0_1, rescale_minus1_1, cosine_atm_variation +from .utils import phase_fold, supersampling, convert_LD, get_transit_time +from copy import deepcopy +from scipy.interpolate import LSQUnivariateSpline - - -__all__ = ["load_lightcurves", "load_rvs", "setup_fit", "__default_backend__","load_result_array"] +__all__ = ["load_lightcurves", "load_rvs", "fit_setup", "load_result", "__default_backend__"] #helper functions __default_backend__ = matplotlib.get_backend() matplotlib.use(__default_backend__) -def _plot_data(obj, plot_cols, col_labels, nrow_ncols=None, figsize=None, - fit_order=0, model_overplot=None): +def _plot_data(obj, plot_cols, col_labels, nrow_ncols=None, figsize=None, fit_order=0, + model_overplot=None, detrended=False, hspace=None, wspace=None): """ Takes a data object (containing light-curves or RVs) and plots them. """ - n_data = len(obj._names) + tsm= True if plot_cols[0]==0 else False cols = plot_cols+(1,) if len(plot_cols)==2 else plot_cols + if isinstance(obj, dict): # + input_data = obj + else: + input_data = obj._input_lc if obj._obj_type=="lc_obj" else obj._input_rv + + fnames = list(input_data.keys()) + n_data = len(fnames) + + if plot_cols[1] == "res": + cols = (cols[0],1,2) + col_labels = (col_labels[0],"residuals") + + #TODO: option to plot detrended data + if n_data == 1: - p1, p2, p3 = np.loadtxt(obj._fpath+obj._names[0], usecols=cols, unpack=True ) + p1, p2, p3 = [input_data[fnames[0]][f"col{n}"] for n in cols] + if plot_cols[1] == "res": p2 = model_overplot[0].residual + if len(plot_cols)==2: p3 = None if figsize is None: figsize=(8,5) fig = plt.figure(figsize=figsize) - plt.errorbar(p1,p2,yerr=p3, fmt=".", color="b", ecolor="gray",label=f'{obj._names[0]}') - if model_overplot: - plt.plot(p1,model_overplot[0][0],"r",zorder=3,label="detrend_model") - plt.plot(model_overplot[0][2],model_overplot[0][1],"c",zorder=3,label="tra/occ_model") + plt.title(f'{fnames[0]}') + plt.errorbar(p1,p2,yerr=p3, fmt=".", color="b", ecolor="gray") + if model_overplot and plot_cols[1] != "res": + plt.plot(p1,model_overplot[0].tot_trnd_mod,"r",zorder=3,label="detrend_model") + if tsm: plt.plot(model_overplot[0].time_smooth,model_overplot[0].planet_mod_smooth,"c",zorder=3,label="planet_model") #smooth model plot if time on x axis + else: plt.plot(p1,model_overplot[0].planet_mod,"c",zorder=3,label="planet_model") + xmin = fig.axes[0].get_ylim()[0] + res_lvl = xmin - np.ptp(model_overplot[0].residual) + plt.axhline(res_lvl, color="k", ls="--", alpha=0.3) + plt.plot(p1,model_overplot[0].residual+res_lvl,".",c="gray") + plt.text(min(p1), max(model_overplot[0].residual+res_lvl),"residuals") + plt.legend(fontsize=10) if fit_order>0: pfit = np.polyfit(p1,p2,fit_order) srt = np.argsort(p1) plt.plot(p1[srt],np.polyval(pfit,p1[srt]),"r",zorder=3) - plt.legend(fontsize=12) else: if nrow_ncols is None: nrow_ncols = (int(n_data/2), 2) if n_data%2 ==0 else (int(np.ceil(n_data/3)), 3) - if figsize is None: figsize=(14,3*nrow_ncols[0]) + if figsize is None: figsize=(14,3.5*nrow_ncols[0]) fig, ax = plt.subplots(nrow_ncols[0], nrow_ncols[1], figsize=figsize) ax = ax.reshape(-1) - for i, d in enumerate(obj._names): - p1,p2,p3 = np.loadtxt(obj._fpath+d,usecols=cols, unpack=True ) + for i, d in enumerate(fnames): + p1,p2,p3 = [input_data[d][f"col{n}"] for n in cols] + if plot_cols[1] == "res": p2 = model_overplot[i].residual + if len(plot_cols)==2: p3 = None - ax[i].errorbar(p1,p2,yerr=p3, fmt=".", color="b", ecolor="gray",label=f'{obj._names[i]}') - if model_overplot: - ax[i].plot(p1,model_overplot[i][0],"r",zorder=3,label="detrend_model") - ax[i].plot(model_overplot[i][2],model_overplot[i][1],"c",zorder=3,label="tra/occ_model") + ax[i].set_title(f'{fnames[i]}') + ax[i].errorbar(p1,p2,yerr=p3, fmt=".", color="b", ecolor="gray") + if model_overplot and plot_cols[1] != "res": + ax[i].plot(p1,model_overplot[i].tot_trnd_mod,"r",zorder=3,label="detrend_model") + if tsm: ax[i].plot(model_overplot[i].time_smooth,model_overplot[i].planet_mod_smooth,"c",zorder=3,label="planet_model") + else: ax[i].plot(p1,model_overplot[i].planet_mod,"c",zorder=3,label="planet_model") + xmin = ax[i].get_ylim()[0] + res_lvl = xmin - np.ptp(model_overplot[i].residual) + ax[i].axhline(res_lvl, color="k", ls="--", alpha=0.3) + ax[i].plot(p1,model_overplot[i].residual+res_lvl,".",c="gray") + ax[i].text(min(p1), max(model_overplot[i].residual+res_lvl),"residuals") + ax[i].legend(fontsize=10) if fit_order>0: pfit = np.polyfit(p1,p2,fit_order) srt = np.argsort(p1) ax[i].plot(p1[srt],np.polyval(pfit,p1[srt]),"r",zorder=3) - - ax[i].legend(fontsize=12) + plt.subplots_adjust(hspace=0.3 if hspace is None else hspace , wspace = wspace if wspace!=None else None) + for i in range(len(fnames),np.product(nrow_ncols)): ax[i].axis("off") #remove unused subplots + fig.suptitle(f"{col_labels[0]} against {col_labels[1]}", y=0.99, fontsize=18) plt.show() return fig -def _skip_lines(file, n): - """ - takes a open file object and skips the reading of lines by n lines - - """ - for i in range(n): - dump = file.readline() - -def _reversed_dict(d): - """ - reverse the order of dictionary keys - """ - dd = dict() - for key in reversed(list(d.keys())): - dd[key] = d[key] - return dd - def _raise(exception_type, msg): raise exception_type(msg) -def _decorr(file, T_0=None, P=None, dur=None, L=0, b=0, rp=None, q1=0, q2=0, - mask=False, decorr_bound=(-1,1), +def _decorr(df, T_0=None, Period=None, rho_star=None, Impact_para=0, RpRs=None, Eccentricity=0, omega=90, + D_occ=0, A_pc=0, ph_off=0, q1=0, q2=0, + mask=False, decorr_bound=(-1,1), spline=None,ss_exp=None, offset=None, A0=None, B0=None, A3=None, B3=None, A4=None, B4=None, A5=None, B5=None, A6=None, B6=None, A7=None, B7=None, - A5_2=None, B5_2=None, A5_3=None,B5_3=None, - cheops=False, return_models=False): + npl=1,return_models=False): """ - linear decorrelation with different columns of data file. It performs a linear model fit to the 3rd column of the file. - It uses columns 0,3,4,5,6,7 to construct the linear trend model. + linear decorrelation with different columns of data file. It performs a linear model fit to the columns of the file. + It uses columns 0,3,4,5,6,7 to construct the linear trend model. A spline can also be included to decorrelate against any column. Parameters: ----------- - file : str; - path to data file with columns 0 to 8 (col0-col8). + df : dataframe/dict; + data file with columns 0 to 8 (col0-col8). - T_0, P, dur, L, b, rp : floats, None; - transit/eclipse parameters of the planet. T_0, P, and dur must be in same units as the time axis (cols0) in the data file. + T_0, Period, rho_star, D_occ, Impact_para, RpRs, Eccentricity, omega,A_pc,ph_off : floats, None; + transit/eclipse parameters of the planet. T_0 and P must be in same units as the time axis (cols0) in the data file. rho_star is the stellar density in g/cm^3. if float/int, the values are held fixed. if tuple/list of len 2 implies [min,max] while len 3 implies [min,start_val,max]. q1,q2 : float (optional); - quadratic limb darkening parameters according to kipping 2013. values are in the range (0,1). + Kipping quadratic limb darkening parameters. mask : bool ; - if True, transits and eclipses are masked using T_0, P and dur which must be float/int. + if True, transits and eclipses are masked using T_0, P and rho_star which must be float/int. offset, Ai, Bi; floats [-1,1] or None; coefficients of linear model where offset is the intercept. they have large bounds [-1,1]. Ai, Bi are the linear and quadratic term of the model against column i. A0*col0 + A0*col0**2 for time trend - cheops : Bool; - True, if data is from CHEOPS with col5 being the roll-angle. - In this case, a linear fourier model up to 3rd harmonic in roll-angle is used for col5 + spline : dict; + spline configuration to use in decorrelation an axis of the data. Default is None which implies no spline is used. + the config is given as a dict with keys "col", "knot_spacing", "degree" specifying the column, the knot spacing and the degree of the spline. + e.g. spline = {"col":0, "knot_spacing":0.1, "degree":3} will fit a spline the flux as a function ofcolumn 0 with knot spacing of 0.1 and degree 3. + + npl : int; + number of planets in the system. default is 1. return_models : Bool; True to return trend model and transit/eclipse model. - + Returns: ------- result: object; result object from fit with several attributes such as result.bestfit, result.params, result.bic, ... if return_models = True, returns (trend_model, transit/eclipse model) """ - in_pars = locals().copy() - _ = in_pars.pop("file") + DA = locals().copy() + assert isinstance(spline, dict) or spline is None, "spline must be a dictionary" + + + #transit variables + pl_vars = ["T_0", "Period", "rho_star", "D_occ", "Impact_para","RpRs", "Eccentricity", "omega", "A_pc", "ph_off", "q1","q2"] tr_pars = {} + for p in pl_vars: + for n in range(npl): + lbl = f"_{n+1}" if npl>1 else "" # numbering to add to parameter names of each planet + if p not in ["q1","q2","rho_star","A_pc","ph_off","D_occ"]: # parameters common to all planet or not used in multi-planet fit + tr_pars[p+lbl]= DA[p][n] #transit/eclipse pars + else: + tr_pars[p] = DA[p] #limb darkening pars - ff = np.loadtxt(file,usecols=(0,1,2,3,4,5,6,7,8)) - dict_ff = {} - for i in range(8): dict_ff[f"cols{i}"] = ff[:,i] - df = pd.DataFrame(dict_ff) #pandas dataframe + #decorr variables + decorr_vars = [f"{L}{i}" for i in [0,3,4,5,6,7] for L in ["A","B"]] + ["offset"] + in_pars = {k:v for k,v in DA.items() if k in decorr_vars} + + + df = pd.DataFrame(df) #pandas dataframe + col0_med = np.median(df["col0"]) - cols0_med = np.median(df["cols0"]) - if mask: + assert npl==1, "masking transits/eclipses only works for single planet systems" print("masking transit/eclipse phases") - for tp in ["T_0", "P", "dur"]: - if isinstance(in_pars[tp], tuple): - if len(in_pars[tp])==2: in_pars[tp]=in_pars[tp][0] - elif len(in_pars[tp])==3: in_pars[tp]=in_pars[tp][1] - # assert isinstance(in_pars[tp], (float,int)),f"{tp} must be float/int for masking transit/eclipses" - #use periodicity of 0.5*P to catch both transits and eclipses - E = np.round(( cols0_med - in_pars['T_0'])/(0.5*in_pars['P']) ) - Tc = E*(0.5*in_pars['P']) + in_pars['T_0'] - mask = abs(df["cols0"] - Tc) > 0.5*in_pars['dur'] + for tp in pl_vars: + if isinstance(tr_pars[tp], tuple): + if len(tr_pars[tp])==2: tr_pars[tp]=tr_pars[tp][0] + elif len(tr_pars[tp])==3: tr_pars[tp]=tr_pars[tp][1] + #use periodicity of 0.5*P to catch both transits and eclipses. this does not work for eccentric orbits + E = np.round(( col0_med - tr_pars['T_0'])/(0.5*tr_pars["Period"]) ) + Tc = E*(0.5*tr_pars["Period"]) + tr_pars['T_0'] + duration = rho_to_tdur(tr_pars["rho_star"], tr_pars["Impact_para"], tr_pars["RpRs"],tr_pars["Period"], tr_pars["Eccentricity"], tr_pars["omega"]) + phase = phase_fold(df["col0"], 0.5*tr_pars["Period"], Tc,-0.25) + mask = abs(phase) > 0.5*duration/(0.5*tr_pars["Period"]) df = df[mask] - - for p in ["T_0", "P", "dur", "L","b","rp","q1","q2"]: tr_pars[p]= in_pars[p] #transit/eclipse pars - #remove non-decorr variables - _ = [in_pars.pop(item) for item in ["T_0", "P", "dur", "L","b","rp","q1","q2", - "mask","cheops", "return_models","decorr_bound"]] + #decorr params params = Parameters() for key in in_pars.keys(): - val = in_pars[key] if in_pars[key] != None else 0 - vary = True if in_pars[key] != None else False - if not cheops and key in ["A5_2", "B5_2", "A5_3","B5_3"]: - val=0; vary = False + val = in_pars[key] if in_pars[key] != None else 0 #val is set to 0 or the value of the parameter + vary = False if in_pars[key] is None else True params.add(key, value=val, min=decorr_bound[0], max=decorr_bound[1], vary=vary) #transit/eclipseparameters @@ -185,93 +215,289 @@ def _decorr(file, T_0=None, P=None, dur=None, L=0, b=0, rp=None, q1=0, q2=0, if isinstance(tr_pars[key], (float,int)): tr_params.add(key, value=tr_pars[key], vary=False) if tr_pars[key] == None: - val = 1e-10 if key in ["rp","P","dur"] else 0 #allows to obtain transit/eclipse with zero depth + vs = ["RpRs","Period","rho_star"] + vs = [v+(f"_{n+1}" if npl>1 else "") for n in range(npl) for v in vs] + val = 1e-10 if key in vs else 0 #allows to obtain transit/eclipse with zero depth tr_params.add(key, value=val, vary=False) - def transit_occ_model(tr_params,t=None): - bt = batman.TransitParams() - - bt.per = tr_params["P"] - bt.t0 = tr_params["T_0"] - bt.fp = tr_params["L"] - bt.rp = tr_params["rp"] - b = tr_params["b"] - dur = tr_params["dur"] - bt.a = np.sqrt( (1+bt.rp)**2 - b**2)/(np.pi*dur/bt.per) - bt.inc = np.rad2deg(np.arccos(b/bt.a)) - bt.limb_dark = "quadratic" - u1 = 2 *tr_params["q1"]**0.5 *tr_params["q2"] #convert back to quadratic lds - u2 = tr_params["q1"]**0.5*(1-2*tr_params["q2"]) - bt.u = [u1,u2] - bt.ecc, bt.w = 0,90 - - bt.t_secondary = bt.t0 + 0.5*bt.per - if t is None: t = df["cols0"].values - - m_tra = batman.TransitModel(bt, t,transittype="primary") - m_ecl = batman.TransitModel(bt, t,transittype="secondary") - - f_tra = m_tra.light_curve(bt) - f_occ = (m_ecl.light_curve(bt)-bt.fp) - model_flux = f_tra*f_occ #transit and eclipse model - return np.array(model_flux) + def transit_occ_model(tr_params,t=None,ss_exp=ss_exp,npl=1): + if t is None: t = df["col0"].values + ss = supersampling(ss_exp/(60*24),int(ss_exp)) if ss_exp is not None else None + tt_ss = ss.supersample(t) if ss is not None else t + + model_flux = np.zeros_like(tt_ss) + + for n in range(1,npl+1): + lbl = f"_{n}" if npl>1 else "" + + bt = batman.TransitParams() + bt.per = tr_params["Period"+lbl] + bt.t0 = tr_params["T_0"+lbl] + bt.rp = tr_params["RpRs"+lbl] + b = tr_params["Impact_para"+lbl] + bt.ecc = tr_params["Eccentricity"+lbl] + bt.w = tr_params["omega"+lbl] + bt.a = rho_to_aR(tr_params["rho_star"], bt.per) + bt.fp = tr_params["D_occ"] + ecc_factor=(1-bt.ecc**2)/(1+bt.ecc*np.sin(np.deg2rad(bt.w))) + + bt.inc = np.rad2deg(np.arccos(b/(bt.a * ecc_factor))) + bt.limb_dark = "quadratic" + + u1,u2 = convert_LD(tr_params["q1"],tr_params["q2"],conv="q2u") + bt.u = [u1,u2] + + bt.t_secondary = bt.t0 + 0.5*bt.per*(1 + 4/np.pi * bt.ecc * np.cos(np.deg2rad(bt.w))) #eqn 33 (http://arxiv.org/abs/1001.2010) + m_tra = batman.TransitModel(bt, tt_ss,transittype="primary") + m_ecl = batman.TransitModel(bt, tt_ss,transittype="secondary") + + f_tra = m_tra.light_curve(bt) + if tr_params["A_pc"] != 0: + f_occ = rescale0_1(m_ecl.light_curve(bt)) + + phase = phase_fold(tt_ss, bt.per, bt.t0) + atm = cosine_atm_variation(phase,bt.fp, tr_params["A_pc"], tr_params["ph_off"]) + + model_flux += (f_tra + f_occ*atm.pc)-1 #transit, eclipse, atm model + else: + f_occ = m_ecl.light_curve(bt) + model_flux += f_tra + (f_occ - (1+bt.fp)) - 1 #transit, eclipse, no PC + + model_flux = ss.rebin_flux(model_flux) if ss is not None else model_flux #rebin the model to the original cadence + + return np.array(1+model_flux) def trend_model(params): trend = 1 + params["offset"] #offset - trend += params["A0"]*(df["cols0"]-cols0_med) + params["B0"]*(df["cols0"]-cols0_med)**2 #time trend - trend += params["A3"]*df["cols3"] + params["B3"]*df["cols3"]**2 #x - trend += params["A4"]*df["cols4"] + params["B4"]*df["cols4"]**2 #y - trend += params["A6"]*df["cols6"] + params["B6"]*df["cols6"]**2 #bg - trend += params["A7"]*df["cols7"] + params["B7"]*df["cols7"]**2 #conta - - if cheops is False: - trend += params["A5"]*df["cols5"] + params["B5"]*df["cols5"]**2 - else: #roll - sin_col5, cos_col5 = np.sin(np.deg2rad(df["cols5"])), np.cos(np.rad2deg(df["cols5"])) - sin_2col5, cos_2col5 = np.sin(2*np.deg2rad(df["cols5"])), np.cos(2*np.rad2deg(df["cols5"])) - sin_3col5, cos_3col5 = np.sin(3*np.deg2rad(df["cols5"])), np.cos(3*np.rad2deg(df["cols5"])) - - trend+= params["A5"]*sin_col5 + params["B5"]*cos_col5 - trend+= params["A5_2"]*sin_2col5 + params["B5_2"]*cos_2col5 - trend+= params["A5_3"]*sin_3col5 + params["B5_3"]*cos_3col5 + trend += params["A0"]*(df["col0"]-col0_med) + params["B0"]*(df["col0"]-col0_med)**2 #time trend + trend += params["A3"]*df["col3"] + params["B3"]*df["col3"]**2 #x + trend += params["A4"]*df["col4"] + params["B4"]*df["col4"]**2 #y + trend += params["A5"]*df["col5"] + params["B5"]*df["col5"]**2 + trend += params["A6"]*df["col6"] + params["B6"]*df["col6"]**2 #bg + trend += params["A7"]*df["col7"] + params["B7"]*df["col7"]**2 #conta return np.array(trend) + if spline is not None: + spl_col = spline["col"] + spl_kn = spline["knot_spacing"] + spl_deg = spline["degree"] + assert spl_col in [0,3,4,5,6,7], f'_decorr(): spline["col"] must be one of [0,3,4,5,6,7]' + + spl_x = df["col"+str(spl_col)] + srt = np.argsort(spl_x) + knots = np.arange(min(spl_x)+spl_kn,max(spl_x),spl_kn) + if return_models: - tsm = np.linspace(min(df["cols0"]),max(df["cols0"]),len(df["cols0"])*3) - return trend_model(params),transit_occ_model(tr_params,tsm),tsm + tra_occ_mod = transit_occ_model(tr_params,npl=npl) + trnd_mod = trend_model(params) + fl_mod = tra_occ_mod*trnd_mod + + if spline is not None: + splfunc = LSQUnivariateSpline(spl_x[srt],(df["col1"]-fl_mod)[srt],t=knots,k=spl_deg) + spl_mod = splfunc(spl_x) + else: spl_mod = 0 + + tsm = np.linspace(min(df["col0"]),max(df["col0"]),len(df["col0"])*3) + mods = SimpleNamespace(tot_trnd_mod = trnd_mod+spl_mod, + planet_mod = tra_occ_mod, + time_smooth = tsm, + planet_mod_smooth = transit_occ_model(tr_params,tsm,npl=npl), + residual = df["col1"] - fl_mod - spl_mod + ) + return mods #perform fitting def chisqr(fit_params): - flux_model = trend_model(fit_params)*transit_occ_model(fit_params) - res = (df["cols1"] - flux_model)/df["cols2"] + flux_model = trend_model(fit_params)*transit_occ_model(fit_params,npl=npl) + resid = df["col1"] - flux_model + if spline is not None: + splfunc = LSQUnivariateSpline(spl_x[srt],resid[srt],t=knots,k=spl_deg) + spl = splfunc(spl_x) + else: + spl = 0 + + res = (resid-spl)/df["col2"] for p in fit_params: u = fit_params[p].user_data #obtain tuple specifying the normal prior if defined if u: #modify residual to account for how far the value is from mean of prior res = np.append(res, (u[0]-fit_params[p].value)/u[1] ) -# print(f"chi-square:{np.sum(res**2)}") + # print(f"chi-square:{np.sum(res**2)}") return res fit_params = params+tr_params out = minimize(chisqr, fit_params, nan_policy='propagate') #modify output object - out.bestfit = trend_model(out.params)*transit_occ_model(out.params) - out.trend = trend_model(out.params) - out.transit = transit_occ_model(out.params) - out.time = np.array(df["cols0"]) - out.flux = np.array(df["cols1"]) - out.flux_err= np.array(df["cols2"]) - out.rms = np.std(out.flux - out.bestfit) + tra_occ_mod = transit_occ_model(out.params,npl=npl) + trnd_mod = trend_model(out.params) + spl_mod = 0 if spline is None else LSQUnivariateSpline(spl_x[srt],(df["col1"]-tra_occ_mod*trnd_mod)[srt],t=knots,k=spl_deg)(spl_x) + + out.bestfit = tra_occ_mod*trnd_mod + spl_mod + out.poly_trend = trnd_mod + out.trend = trnd_mod+spl_mod + out.transit = tra_occ_mod + out.spl_mod = spl_mod + out.spl_x = 0 if spline is None else spl_x + + out.time = np.array(df["col0"]) + out.flux = np.array(df["col1"]) + out.flux_err = np.array(df["col2"]) + out.data = df + + out.rms = np.std(out.flux - out.bestfit) + out.ndata = len(out.time) + out.residual = out.residual[:out.ndata] #note that residual = (y-mod)/err + out.nfree = out.ndata - out.nvarys + out.chisqr = np.sum(out.residual**2) + out.redchi = out.chisqr/out.nfree + out.lnlike = -0.5*np.sum(out.residual**2 + np.log(2*np.pi*out.flux_err**2)) + out.bic = out.chisqr + out.nvarys*np.log(out.ndata) + + return out + + +def _decorr_RV(df, T_0=None, Period=None, K=None, sesinw=0, secosw=0, gamma=None, decorr_bound=(-1000,1000), + A0=None, B0=None, A3=None, B3=None, A4=None, B4=None, A5=None, B5=None, npl=1,return_models=False): + """ + linear decorrelation with different columns of data file. It performs a linear model fit to the 3rd column of the file. + It uses columns 0,3,4,5 to construct the linear trend model. + + Parameters: + ----------- + df : dataframe/dict; + data file with columns 0 to 5 (col0-col5). + + T_0, Period, K, Eccentricity, omega : floats, None; + RV parameters of the planet. T_0 and P must be in same units as the time axis (cols0) in the data file. + if float/int, the values are held fixed. if tuple/list of len 2 implies [min,max] while len 3 implies [min,start_val,max]. + + offset, Ai, Bi; floats [-1,1] or None; + coefficients of linear model where offset is the systemic velocity. They have large bounds [-1000,1000]. + Ai, Bi are the linear and quadratic term of the model against column i. A0*col0 + A0*col0**2 for time trend + + npl : int; + number of planets in the system. default is 1. + + return_models : Bool; + True to return trend model and transit/eclipse model. + + Returns: + ------- + result: object; + result object from fit with several attributes such as result.bestfit, result.params, result.bic, ... + if return_models = True, returns (trend_model, transit/eclipse model) + """ + from CONAN3.models import RadialVelocity_Model + + DA = locals().copy() + rv_pars = {} + + df = pd.DataFrame(df) #pandas dataframe + col0_med = np.median(df["col0"]) + + + #add indices to parameters if npl>1 + for p in ["T_0", "Period", "K", "sesinw", "secosw"]: + for n in range(npl): + lbl = f"_{n+1}" if npl>1 else "" # numbering to add to parameter names of each planet + rv_pars[p+lbl]= DA[p][n] # rv pars + rv_pars["gamma"] = DA["gamma"] #same for all planets + + #decorr variables + decorr_vars = [f"{L}{i}" for i in [0,3,4,5] for L in ["A","B"]] + in_pars = {k:v for k,v in DA.items() if k in decorr_vars} #dictionary of decorr parameters Ai,Bi + + #decorr params to fit or fix + params = Parameters() + for key in in_pars.keys(): + val = in_pars[key] if in_pars[key] != None else 0 + vary = True if in_pars[key] != None else False + params.add(key, value=val, min=decorr_bound[0], max=decorr_bound[1], vary=vary) + + #rvparameters + rv_params = Parameters() + for key in rv_pars.keys(): + if isinstance(rv_pars[key], (list,tuple)): + assert len(rv_pars[key]) in [2,3],f"{key} must be float/int or tuple of length 2/3" + if len(rv_pars[key])==3: #uniform prior (min, start, max) + val = rv_pars[key] + rv_params.add(key, value=val[1], min=val[0], max=val[2], vary=True) + if len(rv_pars[key])==2: #normal prior (mean, std) + rv_params[key] = Parameter(key, value=rv_pars[key][0], vary=True, user_data = rv_pars[key] ) + if isinstance(rv_pars[key], (float,int)): + rv_params.add(key, value=rv_pars[key], vary=False) + if rv_pars[key] is None: + rv_params.add(key, value=0, vary=False) + + + def rv_model(rv_params,t=None,npl=1): + if t is None: t = df["col0"].values + rvmod = np.zeros_like(t) + + for n in range(1,npl+1): + lbl = f"_{n}" if npl>1 else "" + + per = [rv_params["Period"+lbl]] + t0 = [rv_params["T_0"+lbl]] + K = [rv_params["K"+lbl]] + sesinw = [rv_params["sesinw"+lbl]] + secosw = [rv_params["secosw"+lbl]] + mod,_ = RadialVelocity_Model(t, t0, per, K, sesinw, secosw, planet_only=True) + rvmod += mod + + return rvmod + rv_params["gamma"] + + + def trend_model(params): + trend = params["A0"]*(df["col0"]-col0_med) + params["B0"]*(df["col0"]-col0_med)**2 #time trend + trend += params["A3"]*df["col3"] + params["B3"]*df["col3"]**2 #bisector + trend += params["A4"]*df["col4"] + params["B4"]*df["col4"]**2 #fwhm + trend += params["A5"]*df["col5"] + params["B5"]*df["col5"]**2 #contrast + return np.array(trend) + + + if return_models: + tsm = np.linspace(min(df["col0"]),max(df["col0"]),max(500,len(df["col0"])*3)) + mods = SimpleNamespace(tot_trnd_mod = trend_model(params)+rv_params["gamma"], + planet_mod = rv_model(rv_params,npl=npl), + time_smooth = tsm, + planet_mod_smooth = rv_model(rv_params,tsm,npl=npl), + residual = df["col1"] - trend_model(params) - rv_model(rv_params,npl=npl) + ) + return mods + + #perform fitting + def chisqr(fit_params): + rvmod = trend_model(fit_params)+rv_model(fit_params,npl=npl) + res = (df["col1"] - rvmod)/df["col2"] + for p in fit_params: + u = fit_params[p].user_data #obtain tuple specifying the normal prior if defined + if u: #modify residual to account for how far the value is from mean of prior + res = np.append(res, (u[0]-fit_params[p].value)/u[1] ) + return res + + fit_params = params+rv_params + out = minimize(chisqr, fit_params, nan_policy='propagate') + + #modify output object + out.bestfit = trend_model(out.params)+rv_model(out.params,npl=npl) + out.trend = out.poly_trend = trend_model(out.params)+out.params["gamma"] + out.rvmodel = rv_model(out.params,npl=npl) + out.time = np.array(df["col0"]) + out.rv = np.array(df["col1"]) + out.rv_err = np.array(df["col2"]) + out.data = df + out.rms = np.std(out.rv - out.bestfit) out.ndata = len(out.time) - out.residual= out.residual[:out.ndata] + out.residual= out.residual[:out.ndata] #out.residual = chisqr(out.params) out.nfree = out.ndata - out.nvarys out.chisqr = np.sum(out.residual**2) out.redchi = out.chisqr/out.nfree - out.lnlike = -0.5*np.sum(out.residual**2 + np.log(2*np.pi*out.flux_err**2)) - out.bic = out.chisqr + out.nvarys*np.log(out.ndata) + out.lnlike = -0.5*np.sum(out.residual**2 + np.log(2*np.pi*out.rv_err**2)) + out.bic = out.chisqr + out.nvarys*np.log(out.ndata) return out @@ -279,187 +505,272 @@ def chisqr(fit_params): def _print_output(self, section: str, file=None): """function to print to screen/file the different sections of CONAN setup""" - lc_possible_sections= ["lc_baseline", "gp", "transit_rv_pars", "depth_variation", - "occultations", "limb_darkening", "contamination", "stellar_pars"] + lc_possible_sections = ["lc_baseline", "gp", "planet_parameters", "depth_variation", + "phasecurve", "limb_darkening", "contamination"] + rv_possible_sections = ["rv_baseline", "rv_gp"] + fit_possible_sections = ["fit", "stellar_pars"] + spacing = "" if file is None else "\t" + if self._obj_type == "lc_obj": - assert section in lc_possible_sections, f"{section} not a valid section of `lc_data`. \ - section must be one of {lc_possible_sections}." + assert section in lc_possible_sections, f"{section} not a valid section of `lc_obj`. Section must be one of {lc_possible_sections}." + max_name_len = max([len(n) for n in self._names]+[len("name")]) #max length of lc filename + max_filt_len = max([len(n) for n in self._filters]+[len("filt")]) #max length of lc filter name if self._obj_type == "rv_obj": - assert section == "rv_baseline", f"The only valid section for an RV data object is 'rv_baseline' but {section} given." - if self._obj_type == "mcmc_obj": - assert section == "mcmc", f"The only valid section for an mcmc object is 'mcmc' but {section} given." - - if section == "lc_baseline": - _print_lc_baseline = f"""#--------------------------------------------- \n# Input lightcurves filters baseline function--------------""" +\ - f""" \n{"name":15s}\t{"fil":3s}\t {"lamda":5s}\t {"time":4s}\t {"roll":3s}\t x\t y\t {"conta":5s}\t sky\t sin\t group\t id\t GP""" + assert section in rv_possible_sections, f"{section} not a valid section of `rv_obj`. Section must be one of {rv_possible_sections}." + max_name_len = max([len(n) for n in self._names]+[len("name")]) #max length of lc filename + if self._obj_type == "fit_obj": + assert section in fit_possible_sections, f"{section} not a valid section of `fit_obj`. Section must be one of {fit_possible_sections}." + + if section == "lc_baseline": + _print_lc_baseline = """# ============ Input lightcurves, filters baseline function =======================================================""" +\ + f"""\n{spacing}{"name":{max_name_len}s} {"filt":{max_filt_len}s} {"𝜆_𝜇m":5s}|{"s_samp ":7s} {"clip ":7s} {"scl_col":8s}|{"col0":4s} {"col3":4s} {"col4":4s} {"col5":4s} {"col6":4s} {"col7":4s}|{"sin":3s} {"id":2s} {"GP":2s} {"spline_config ":15s}""" #define print out format - txtfmt = "\n{0:15s}\t{1:3s}\t{2:5.1f}\t {3:4d}\t {4:3d}\t {5}\t {6}\t {7:5d}\t {8:3d}\t {9:3d}\t {10:5d}\t {11:2d}\t {12:2s}" + txtfmt = f"\n{spacing}{{0:{max_name_len}s}} {{1:{max_filt_len}s}}"+" {2:5s}|{3:7s} {4:7s} {5:8s}|{6:4d} {7:4d} {8:4d} {9:4d} {10:4d} {11:4d}|{12:3d} {13:2d} {14:2s} {15:15s}" for i in range(len(self._names)): - t = txtfmt.format(self._names[i], self._filters[i], self._lamdas[i], *self._bases[i], self._groups[i], self._useGPphot[i]) + t = txtfmt.format(self._names[i], self._filters[i], str(self._lamdas[i]), self._ss[i].config,self._clipped_data.config[i], self._rescaled_data.config[i], + *self._bases[i][:-1], self._groups[i], self._useGPphot[i],self._lcspline[i].conf, + ) _print_lc_baseline += t print(_print_lc_baseline, file=file) if section == "gp": DA = self._GP_dict - _print_gp = f"""# -------- photometry GP input properties: komplex kernel -> several lines -------------- """+\ - f"""\n{'name':13s} {'para':5s} kernel WN {'scale':7s} s_step {'s_pri':5s} s_pri_wid {'s_up':5s} """+\ - f"""{'s_lo':5s} {'metric':7s} m_step {'m_pri':6s} m_pri_wid {'m_up':4s} {'m_lo':4s}""" - #define gp print out format - if DA["lc_list"] != []: - txtfmt = "\n{0:13s} {1:5s} {2:6s} {3:2s} {4:5.1e} {5:6.4f} {6:5.1f} {7:9.2e} {8:4.1f} {9:4.1f} {10:5.1e} {11:6.4f} {12:5.2f} {13:9.2e} {14:4.1f} {15:4.1f}" - for i in range(len(DA["lc_list"])): - t = txtfmt.format(DA["lc_list"][i], DA["pars"][i],DA["kernels"][i], - DA["WN"][i], DA["scale"][i], DA["s_step"][i], - DA["s_pri"][i], DA["s_pri_wid"][i], DA["s_up"][i], - DA["s_lo"][i],DA["metric"][i],DA["m_step"][i], DA["m_pri"][i], - DA["m_pri_wid"][i],DA["m_up"][i],DA["m_lo"][i]) + _print_gp = f"""# ==================== Photometry GP properties ==================================================================""" + # _print_gp += f"""\nsame_GP: {self._sameLCgp.flag}""" + _print_gp += f"""\n{spacing}{"name":{max_name_len}s} {'par1':4s} {"kern1":5s} {'Amplitude1_ppm':18s} {'length_scale':17s} |{'op':2s}| {'par2':4s} {"kern2":5s} {'Amplitude2_ppm':18s} {'length_scale2':17s}""" + if DA != {}: + #define gp print out format + txtfmt = f"\n{spacing}{{0:{max_name_len}s}}"+" {1:4s} {2:5s} {3:18s} {4:17s} |{5:2s}| {6:4s} {7:5s} {8:18s} {9:17s} " + + for lc in DA.keys(): + ngp = DA[lc]["ngp"] + prior={} + for p in ["amplitude", "lengthscale"]: + for j in range(ngp): + if DA[lc][p+str(j)].to_fit == "n": + prior[p+str(j)] = f"F({DA[lc][p+str(j)].start_value})" + elif DA[lc][p+str(j)].to_fit == "y" and DA[lc][p+str(j)].prior == "n": + b_lo = 0 if DA[lc][p+str(j)].bounds_lo==1e-20 else DA[lc][p+str(j)].bounds_lo + prior[p+str(j)] = f"LU({b_lo},{DA[lc][p+str(j)].start_value},{DA[lc][p+str(j)].bounds_hi})" + elif DA[lc][p+str(j)].to_fit == "y" and DA[lc][p+str(j)].prior == "p": + prior[p+str(j)] = f"N({DA[lc][p+str(j)].prior_mean},{DA[lc][p+str(j)].prior_width_lo})" + + if ngp == 2: + t = txtfmt.format('same' if self._sameLCgp.flag else lc,DA[lc]["amplitude0"].user_data[1], DA[lc]["amplitude0"].user_data[0], + prior["amplitude0"], prior["lengthscale0"], DA[lc]["op"], + DA[lc]["amplitude1"].user_data[1], DA[lc]["amplitude1"].user_data[0], + prior["amplitude1"], prior["lengthscale1"]) + else: + t = txtfmt.format('same' if self._sameLCgp.flag else lc,DA[lc]["amplitude0"].user_data[1], DA[lc]["amplitude0"].user_data[0], + prior["amplitude0"], prior["lengthscale0"], "--", + "None", "None", "None", "None") _print_gp += t + if self._sameLCgp.flag: #dont print the other GPs if same_GP is True + break print(_print_gp, file=file) - if section == "transit_rv_pars": + if section == "planet_parameters": DA = self._config_par - _print_transit_rv_pars = f"""#=========== jump parameters (Jump0value step lower_limit upper_limit priors) ====================== """+\ - f"""\n{'name':12s}\tfit\tstart_val\tstepsize\tlow_lim\tup_lim\tprior\tvalue\tsig_lo\tsig_hi""" - + _print_planet_parameters = f"""# ============ Planet parameters (Transit and RV) setup ========================================================== """+\ + f"""\n{spacing}{'name':12s}\tfit\tprior""" #define print out format - txtfmt = "\n{0:12s}\t{1:3s}\t{2:8.5f}\t{3:.7f}\t{4:4.2f}\t{5:4.2f}\t{6}\t{7:.5f}\t{8:4.1e}\t{9:4.1e} " - for i,p in enumerate(self._parnames): - t = txtfmt.format( p, DA[p].to_fit, DA[p].start_value, - DA[p].step_size, DA[p].bounds_lo, - DA[p].bounds_hi, DA[p].prior, DA[p].prior_mean, - DA[p].prior_width_lo, DA[p].prior_width_hi) - _print_transit_rv_pars += t - print(_print_transit_rv_pars, file=file) + txtfmt = f"\n{spacing}"+"{0:12s}\t{1:3s}\t{2:}" + #print line for stellar density + p = "rho_star" + pri_par = f"N({DA[f'pl{1}'][p].prior_mean},{DA[f'pl{1}'][p].prior_width_lo})" if DA[f'pl{1}'][p].prior == "p" else f"U({DA[f'pl{1}'][p].bounds_lo},{DA[f'pl{1}'][p].start_value},{DA[f'pl{1}'][p].bounds_hi})" if DA[f'pl{1}'][p].bounds_hi else f"F({DA[f'pl{1}'][p].start_value})" + _print_planet_parameters += txtfmt.format( p, DA[f'pl{1}'][p].to_fit, pri_par) + _print_planet_parameters += f"\n{spacing}------------" + #then cycle through parameters for each planet + for n in range(1,self._nplanet+1): + for i,p in enumerate(self._TR_RV_parnames): + if p != "rho_star": + pri_par = f"N({DA[f'pl{n}'][p].prior_mean},{DA[f'pl{n}'][p].prior_width_lo})" if DA[f'pl{n}'][p].prior == "p" else f"U({DA[f'pl{n}'][p].bounds_lo},{DA[f'pl{n}'][p].start_value},{DA[f'pl{n}'][p].bounds_hi})" if DA[f'pl{n}'][p].bounds_hi else f"F({DA[f'pl{n}'][p].start_value})" + t = txtfmt.format( p+(f"_{n}" if self._nplanet>1 else ""), DA[f'pl{n}'][p].to_fit, pri_par) + _print_planet_parameters += t + if n!=self._nplanet: _print_planet_parameters += f"\n{spacing}------------" + print(_print_planet_parameters, file=file) if section == "depth_variation": grnames = np.array(list(sorted(set(self._groups)))) ngroup = len(grnames) - _print_depth_variation = f"""#=========== ddF setup ============================================================================== """+\ - f"""\nFit_ddFs step\t low_lim up_lim prior sig_lo sig_hi div_white""" + _print_depth_variation = f"""# ============ ddF setup ========================================================================================"""+\ + f"""\n{spacing}{"Fit_ddFs":8s}\t{"dRpRs":16s}\tdiv_white""" #define print out format - txtfmt = "\n{0:8s} {1:.3f}\t {2:.4f} {3:.4f} {4:5s} {5:.5f} {6:.5f} {7:3s}" - t = txtfmt.format(self._ddfs.ddfYN,*self._ddfs.drprs_op[1:4], - self._ddfs.prior, self._ddfs.prior_width_lo, - self._ddfs.prior_width_hi,self._ddfs.divwhite) + txtfmt = f"\n{spacing}"+"{0:8s}\t{1:16s}\t{2:3s}" + pri_ddf = f"N({self._ddfs.drprs_op[4]},{self._ddfs.drprs_op[5]})" if self._ddfs.drprs_op[5] else f"U({self._ddfs.drprs_op[2]},{self._ddfs.drprs_op[0]},{self._ddfs.drprs_op[3]})" + t = txtfmt.format(self._ddfs.ddfYN, pri_ddf, self._ddfs.divwhite) _print_depth_variation += t - _print_depth_variation += "\ngroup_ID RpRs_0 err\t\tdwfile" - txtfmt = "\n{0:6d}\t {1:.4f} {2:.2e} {3}" - for i in range(ngroup): - t2 = txtfmt.format( grnames[i] , self._ddfs.depth_per_group[i], - self._ddfs.depth_err_per_group[i],f"dw_00{grnames[i]}.dat") - _print_depth_variation += t2 + # _print_depth_variation += "\ngroup_ID RpRs_0 err\t\tdwfile" + # txtfmt = "\n{0:6d}\t {1:.4f} {2:.2e} {3}" + # for i in range(ngroup): + # t2 = txtfmt.format( grnames[i] , self._ddfs.depth_per_group[i], + # self._ddfs.depth_err_per_group[i],f"dw_00{grnames[i]}.dat") + # _print_depth_variation += t2 print(_print_depth_variation, file=file) - if section == "occultations": - DA = self._occ_dict - _print_occultations = f"""#=========== occultation setup ============================================================================= """+\ - f"""\n{'filters':7s}\tfit start_val\tstepsize {'low_lim':8s} {'up_lim':8s} prior {'value':8s} {'sig_lo':8s}\t{'sig_hi':8s}""" - + if section == "phasecurve": + pars = ["D_occ", "A_pc", "ph_off"] + _print_phasecurve = f"""# ============ Phase curve setup ================================================================================ """+\ + f"""\n{spacing}{'filt':{max_filt_len}s} {'param':6s} fit \tprior""" #define print out format - # txtfmt = "\n{0:7s}\t{1:3s} {2:.8f}\t{3:.6f} {4:7.6f} {5:6.6f} {6:5s} {7:4.3e} {8:4.2e}\t{9:4.2e} " - txtfmt = "\n{0:7s}\t{1:3s} {2:4.3e}\t{3:3.2e} {4:3.2e} {5:3.2e} {6:5s} {7:3.2e} {8:3.2e}\t{9:3.2e} " - for i in range(len(self._filnames)): - t = txtfmt.format( DA["filters_occ"][i], DA["filt_to_fit"][i], - DA["start_value"][i], DA["step_size"][i], - DA["bounds_lo"][i],DA["bounds_hi"][i], - DA["prior"][i], DA["prior_mean"][i], - DA["prior_width_lo"][i], DA["prior_width_hi"][i]) - _print_occultations += t - print(_print_occultations, file=file) + txtfmt = f"\n{spacing}{{0:{max_filt_len}s}}"+" {1:6s} {2:3s} \t{3:}" + + for par in pars: + DA = self._PC_dict[par] + for i,f in enumerate(self._filnames): + pri_PC = f"N({DA[f].prior_mean},{DA[f].prior_width_lo})" if DA[f].prior == "p" else f"U({DA[f].bounds_lo},{DA[f].start_value},{DA[f].bounds_hi})" if DA[f].bounds_hi else f"F({DA[f].start_value})" + t = txtfmt.format( f, par, DA[f].to_fit, pri_PC) + _print_phasecurve += t + if par != pars[-1]: _print_phasecurve += f"\n{spacing}"+"-"*max_filt_len+"---" + print(_print_phasecurve, file=file) if section == "limb_darkening": DA = self._ld_dict - _print_limb_darkening = f"""#=========== Limb darkending setup ==================================================================="""+\ - f"""\n{'filters':7s} priors\t{'c_1':4s} {'step1':5s} sig_lo1 sig_hi1 lo_lim1 hi_lim1\t{'c_2':4s} {'step2':5s} sig_lo2 sig_hi2 lo_lim2 hi_lim2""" - + _print_limb_darkening = f"""# ============ Limb darkening setup ============================================================================= """+\ + f"""\n{spacing}{'filters':7s}\tfit\t{'q_1':17s}\t{'q_2':17s}""" #define print out format - txtfmt = "\n{0:7s} {1:6s}\t{2:4.3f} {3:5.3f} {4:7.4f} {5:7.4f} {6:7.4f} {7:7.4f}\t{8:4.3f} {9:5.3f} {10:7.4f} {11:7.4f} {12:7.4f} {13:7.4f}" + txtfmt = f"\n{spacing}"+"{0:7s}\t{1:3s}\t{2:17s}\t{3:17s}" for i in range(len(self._filnames)): - t = txtfmt.format(self._filnames[i],DA["priors"][i], - DA["c1"][i], DA["step1"][i], DA["sig_lo1"][i], DA["sig_hi1"][i], DA["bound_lo1"][i], DA["bound_hi1"][i], - DA["c2"][i], DA["step2"][i], DA["sig_lo2"][i], DA["sig_hi2"][i], DA["bound_lo2"][i], DA["bound_hi2"][i],) + pri_q1 = f"N({DA['q1'][i]},{DA['sig_lo1'][i]})" if DA['sig_lo1'][i] else f"U({DA['bound_lo1'][i]},{DA['q1'][i]},{DA['bound_hi1'][i]})" if DA['bound_hi1'][i] else f"F({DA['q1'][i]})" + pri_q2 = f"N({DA['q2'][i]},{DA['sig_lo2'][i]})" if DA['sig_lo2'][i] else f"U({DA['bound_lo2'][i]},{DA['q2'][i]},{DA['bound_hi2'][i]})" if DA['bound_hi2'][i] else f"F({DA['q2'][i]})" + to_fit = "y" if (pri_q1[0]!="F" or pri_q2[0]!="F") else "n" + t = txtfmt.format(self._filnames[i], to_fit, pri_q1, pri_q2) _print_limb_darkening += t print(_print_limb_darkening, file=file) if section == "contamination": DA = self._contfact_dict - _print_contamination = f"""#=========== contamination setup === give contamination as flux ratio ================================"""+\ - f"""\n{'filters':7s}\tcontam\terr""" + _print_contamination = f"""# ============ contamination setup (give contamination as flux ratio) ======================================== """+\ + f"""\n{spacing}{'filters':7s}\tcontam_factor""" #define print out format - txtfmt = "\n{0:7s}\t{1:.4f}\t{2:.4f}" + txtfmt = f"\n{spacing}"+"{0:7s}\t{1}" for i in range(len(self._filnames)): - t = txtfmt.format(self._filnames[i],DA["cont_ratio"][i], - DA["err"][i]) + t = txtfmt.format(self._filnames[i],f'F({DA["cont_ratio"][i][0]})') _print_contamination += t print(_print_contamination, file=file) if section == "stellar_pars": DA = self._stellar_dict - _print_stellar_pars = f"""#=========== Stellar input properties ================================================================"""+\ - f"""\n{'# parameter':13s} value sig_lo sig_hi """+\ - f"""\n{'Radius_[Rsun]':13s} {DA['R_st'][0]:.3f} {DA['R_st'][1]:.3f} {DA['R_st'][2]:.3f} """+\ - f"""\n{'Mass_[Msun]':13s} {DA['M_st'][0]:.3f} {DA['M_st'][1]:.3f} {DA['M_st'][2]:.3f}"""+\ - f"""\nStellar_para_input_method:_R+rho_(Rrho),_M+rho_(Mrho),_M+R_(MR): {DA['par_input']}""" + _print_stellar_pars = f"""# ============ Stellar input properties ======================================================================"""+\ + f"""\n{spacing}{'# parameter':13s} value """+\ + f"""\n{spacing}{'Radius_[Rsun]':13s} N({DA['R_st'][0]:.3f},{DA['R_st'][1]:.3f})"""+\ + f"""\n{spacing}{'Mass_[Msun]':13s} N({DA['M_st'][0]:.3f},{DA['M_st'][1]:.3f})"""+\ + f"""\n{spacing}Input_method:[R+rho(Rrho), M+rho(Mrho)]: {DA['par_input']}""" print(_print_stellar_pars, file=file) - if section == "mcmc": - DA = self._mcmc_dict - _print_mcmc_pars = f"""#=========== MCMC setup =============================================================================="""+\ - f"""\n{'Total_no_steps':23s} {DA['n_steps']*DA['n_chains']} \n{'Number_chains':23s} {DA['n_chains']} \n{'Number_of_processes':23s} {DA['n_cpus']} """+\ - f"""\n{'Burnin_length':23s} {DA['n_burn']} \n{'Walk_(snooker/demc/mrw)':23s} {DA['sampler']} \n{'GR_test_(y/n)':23s} {DA['GR_test']} """+\ - f"""\n{'Make_plots_(y/n)':23s} {DA['make_plots']} \n{'leastsq_(y/n)':23s} {DA['leastsq']} \n{'Savefile':23s} {DA['savefile']} \n{'Savemodel':23s} {DA['savemodel']} """+\ - f"""\n{'Adapt_base_stepsize':23s} {DA['adapt_base_stepsize']} \n{'Remove_param_for_CNM':23s} {DA['remove_param_for_CNM']} \n{'leastsq_for_basepar':23s} {DA['leastsq_for_basepar']} """+\ - f"""\n{'lssq_use_Lev-Marq':23s} {DA['lssq_use_Lev_Marq']} \n{'apply_CFs':23s} {DA['apply_CFs']} \n{'apply_jitter':23s} {DA['apply_jitter']}""" + if section == "fit": + DA = self._fit_dict + _print_fit_pars = f"""# ============ FIT setup ====================================================================================="""+\ + f"""\n{spacing}{'Number_steps':33s} {DA['n_steps']} \n{spacing}{'Number_chains':33s} {DA['n_chains']} \n{spacing}{'Number_of_processes':33s} {DA['n_cpus']} """+\ + f"""\n{spacing}{'Burnin_length':33s} {DA['n_burn']} \n{spacing}{'n_live':33s} {DA['n_live']} \n{spacing}{'force_nlive':33s} {DA['force_nlive']} \n{spacing}{'d_logz':33s} {DA['dyn_dlogz']} """+\ + f"""\n{spacing}{'Sampler[emcee/dynesty]':33s} {DA['sampler']} \n{spacing}{'emcee_move[stretch/demc/snooker]':33s} {DA['emcee_move']} \n{spacing}{'leastsq_for_basepar':33s} {DA['leastsq_for_basepar']} """+\ + f"""\n{spacing}{'apply_LCjitter':33s} {DA['apply_LCjitter']} \n{spacing}{'apply_RVjitter':33s} {DA['apply_RVjitter']} """+\ + f"""\n{spacing}{'LCjitter_loglims':33s} {DA['LCjitter_loglims']} \n{spacing}{'RVjitter_lims':33s} {DA['RVjitter_lims']} """+\ + f"""\n{spacing}{'LCbasecoeff_lims':33s} {DA['LCbasecoeff_lims']} \n{spacing}{'RVbasecoeff_lims':33s} {DA['RVbasecoeff_lims']} """ - print(_print_mcmc_pars, file=file) + + print(_print_fit_pars, file=file) if section == "rv_baseline": - _print_rv_baseline = f"""# ------------------------------------------------------------\n# Input RV curves, baseline function, gamma """+\ - f"""\n{'name':13s} time bis fwhm contrast sinPs gamma_kms stepsize prior value sig_lo sig_hi""" - + _print_rv_baseline = """# ============ Input RV curves, baseline function, GP, spline, gamma ============================================ """+\ + f"""\n{spacing}{'name':{max_name_len}s} {"scl_col":7s} |{'col0':4s} {'col3':4s} {'col4':4s} {"col5":4s}| {'sin':3s} {"GP":2s} {"spline_config ":15s} | {f'gamma_{self._RVunit}':9s}""" if self._names != []: - #define gp print out format - txtfmt = "\n{0:13s} {1:4d} {2:3d} {3:4d} {4:8d} {5:5d} {6:9.4f} {7:8.4f} {8:5s} {9:6.4f} {10:6.4f} {11:6.4f}" + DA = self._rvdict + txtfmt = f"\n{spacing}{{0:{max_name_len}s}}"+" {1:7s} |{2:4d} {3:4d} {4:4d} {5:4d}| {6:3d} {7:2s} {8:15s} | {9} " for i in range(self._nRV): - t = txtfmt.format(self._names[i],*self._RVbases[i],self._gammas[i], - self._gamsteps[i], self._prior[i], self._gampri[i], - self._siglo[i], self._sighi[i]) + gam_pri_ = f'N({DA["gammas"][i]},{DA["sig_lo"][i]})' if DA["sig_lo"][i] else f'U({DA["bound_lo"][i]},{DA["gammas"][i]},{DA["bound_hi"][i]})' if DA["bound_hi"][i] else f"F({DA['gammas'][i]})" + t = txtfmt.format(self._names[i],self._rescaled_data.config[i], *self._RVbases[i], + self._useGPrv[i],self._rvspline[i].conf,gam_pri_) _print_rv_baseline += t - print(_print_rv_baseline, file=file) + if section == "rv_gp": + DA = self._rvGP_dict + _print_gp = f"""# ==================== RV GP properties ========================================================================== """ + # _print_gp += f"""\nsame_GP: {self._sameRVgp.flag}""" + _print_gp += f"""\n{spacing}{"name":{max_name_len}s} {'par1':4s} {"kern1":5s} {'Amplitude1':18s} {'length_scale':17s} |{'op':2s}| {'par2':4s} {"kern2":5s} {'Amplitude2':18s} {'length_scale2':15s}""" + if DA != {}: + #define gp print out format + txtfmt = f"\n{spacing}{{0:{max_name_len}s}}"+" {1:4s} {2:5s} {3:18s} {4:17s} |{5:2s}| {6:4s} {7:5s} {8:18s} {9:15s} " + + for rv in DA.keys(): + ngp = DA[rv]["ngp"] + prior={} + for p in ["amplitude", "lengthscale"]: + for j in range(ngp): + if DA[rv][p+str(j)].to_fit == "n": + prior[p+str(j)] = f"F({DA[rv][p+str(j)].start_value})" + elif DA[rv][p+str(j)].to_fit == "y" and DA[rv][p+str(j)].prior == "n": + b_lo = 0 if DA[rv][p+str(j)].bounds_lo==1e-20 else DA[rv][p+str(j)].bounds_lo + prior[p+str(j)] = f"LU({b_lo},{DA[rv][p+str(j)].start_value},{DA[rv][p+str(j)].bounds_hi})" + elif DA[rv][p+str(j)].to_fit == "y" and DA[rv][p+str(j)].prior == "p": + prior[p+str(j)] = f"N({DA[rv][p+str(j)].prior_mean},{DA[rv][p+str(j)].prior_width_lo})" + + if ngp == 2: + t = txtfmt.format('same' if self._sameRVgp.flag else rv,DA[rv]["amplitude0"].user_data[1], DA[rv]["amplitude0"].user_data[0], + prior["amplitude0"], prior["lengthscale0"], DA[rv]["op"], + DA[rv]["amplitude1"].user_data[1], DA[rv]["amplitude1"].user_data[0], + prior["amplitude1"], prior["lengthscale1"]) + else: + t = txtfmt.format('same' if self._sameRVgp.flag else rv,DA[rv]["amplitude0"].user_data[1], DA[rv]["amplitude0"].user_data[0], + prior["amplitude0"], prior["lengthscale0"], "--", + "None", "None", "None", "None") + _print_gp += t + if self._sameRVgp.flag: #dont print the other GPs if same_GP is True + break + print(_print_gp, file=file) + class _param_obj(): - def __init__(self,par_list): - """ - par_list: list of len =9; - list of configuration values for the specified model parameter. - """ - assert len(par_list) == 9, f"length of input list must be 9 ({len(par_list)} given)." - for i in range(len(par_list)): assert isinstance(par_list[i], (int,float,str)), \ - f"par_list[{i}] must be of type: int, float or str." - - self.to_fit = par_list[0] if (par_list[0] in ["n","y"]) \ - else _raise(ValueError, "to_fit (par_list[0]) must be 'n' or 'y'") - self.start_value = par_list[1] - self.step_size = par_list[2] - self.prior = par_list[3] if (par_list[3] in ["n","p"]) \ - else _raise(ValueError, "prior (par_list[3]) must be 'n' or 'p'") - self.prior_mean = par_list[4] - self.prior_width_lo = par_list[5] - self.prior_width_hi = par_list[6] - self.bounds_lo = par_list[7] - self.bounds_hi = par_list[8] + def __init__(self,to_fit,start_value,step_size, + prior, prior_mean, prior_width_lo, prior_width_hi, + bounds_lo, bounds_hi,user_data=None): + """ + Parameters: + ----------- + to_fit : str; + 'y' or 'n' to fit or not fit the parameter. + start_value : float; + starting value for the parameter. + step_size : float; + step size for the parameter. + prior : str; + 'n' or 'p' to not use (n) or use (p) a normal prior. + prior_mean : float; + mean of the normal prior. + prior_width_lo : float; + lower sigma of the normal prior. + prior_width_hi : float; + upper sigma of the normal prior. + bounds_lo : float; + lower bound for the parameter. + bounds_hi : float; + upper bound for the parameter. + user_data : any; + any data to be stored in the parameter object. + + Returns: + -------- + param_obj : object; + object with the parameters. + """ + + self.to_fit = to_fit if (to_fit in ["n","y"]) else _raise(ValueError, "to_fit (to_fit) must be 'n' or 'y'") + self.start_value = start_value + self.step_size = step_size + self.prior = prior if (prior in ["n","p"]) else _raise(ValueError, "prior (prior) must be 'n' or 'p'") + self.prior_mean = prior_mean + self.prior_width_lo = prior_width_lo + self.prior_width_hi = prior_width_hi + self.bounds_lo = bounds_lo + self.bounds_hi = bounds_hi + self.user_data = user_data def _set(self, par_list): - return self.__init__(par_list) + return self.__init__(*par_list) - @classmethod - def re_init(cls, par_list): - _ = cls(par_list) - def __repr__(self): return f"{self.__dict__}" @@ -504,7 +815,6 @@ class load_lightcurves: Parameters: ----------- - data_filepath : str; Filepath where lightcurves files are located. Default is None which implies the data is in the current working directory. @@ -518,17 +828,22 @@ class load_lightcurves: if None, the default of "V" is used for all. lamdas : list, int, float, None; - central wavelength for each lightcurve in file_list. if a int or float is given, it is used for all lightcurves, - if None, the default of 6000.0 is used for all. + central wavelength in microns for each lightcurve in file_list. if a int or float is given, it is used for all lightcurves, + if None, the default of 0.6 is used for all. Returns: -------- - lc_data : light curve object + lc_obj : light curve object + + Example: + -------- + >>> lc_obj = load_lightcurves(file_list=["lc1.dat","lc2.dat"], filters=["V","I"], lamdas=[0.6,0.8]) """ - def __init__(self, file_list, data_filepath=None, filters=None, lamdas=None, - verbose=True, show_guide=False): + def __init__(self, file_list=None, data_filepath=None, filters=None, lamdas=None, nplanet=1, + verbose=True, show_guide=False): self._obj_type = "lc_obj" + self._nplanet = nplanet self._fpath = os.getcwd()+'/' if data_filepath is None else data_filepath self._names = [file_list] if isinstance(file_list, str) else [] if file_list is None else file_list for lc in self._names: assert os.path.exists(self._fpath+lc), f"file {lc} does not exist in the path {self._fpath}." @@ -541,74 +856,129 @@ def __init__(self, file_list, data_filepath=None, filters=None, lamdas=None, if isinstance(filters, str): filters = [filters] if isinstance(lamdas, (int, float)): lamdas = [float(lamdas)] - if filters is not None and len(filters) == 1: filters = filters*len(self._names) - if lamdas is not None and len(lamdas) == 1: lamdas = lamdas *len(self._names) + self._nphot = len(self._names) + if filters is not None and len(filters) == 1: filters = filters*self._nphot + if lamdas is not None and len(lamdas) == 1: lamdas = lamdas *self._nphot - self._filters = ["V"]*len(self._names) if filters is None else [f for f in filters] - self._lamdas = [6000.0]*len(self._names) if lamdas is None else [l for l in lamdas] + self._filters = ["V"]*self._nphot if filters is None else [f for f in filters] + self._lamdas = [0.6]*self._nphot if lamdas is None else [l for l in lamdas] self._filter_shortcuts = filter_shortcuts - assert len(self._names) == len(self._filters) == len(self._lamdas), \ - f"filters and lamdas must be a list with same length as file_list (={len(self._names)})" + assert self._nphot == len(self._filters) == len(self._lamdas), \ + f"filters and lamdas must be a list with same length as file_list (={self._nphot})" self._filnames = np.array(list(sorted(set(self._filters),key=self._filters.index))) - #modify input files to have 9 columns as CONAN expects + #modify input files to have 9 columns as CONAN expects then save as attribute of self + self._input_lc = {} #dictionary to hold input lightcurves for f in self._names: fdata = np.loadtxt(self._fpath+f) nrow,ncol = fdata.shape if ncol < 9: print(f"writing ones to the missing columns of file: {f}") new_cols = np.ones((nrow,9-ncol)) - ndata = np.hstack((fdata,new_cols)) - np.savetxt(self._fpath+f,ndata,fmt='%.8f') - - if verbose: - print(f"Filters: {self._filters}") - print(f"Order of unique filters: {list(self._filnames)}") + fdata = np.hstack((fdata,new_cols)) + np.savetxt(self._fpath+f,fdata,fmt='%.8f') + #store input files in lc object + self._input_lc[f] = {} + for i in range(9): self._input_lc[f][f"col{i}"] = fdata[:,i] + + #list to hold initial baseline model coefficients for each lc + self._bases_init = [dict(off=1, A0=0, B0= 0, C0=0, D0=0,A3=0, B3=0, A4=0, B4=0, + A5=0, B5=0, A6=0, B6=0,A7=0, B7=0, amp=0,freq=0,phi=0,ACNM=1,BCNM=0) + for _ in range(self._nphot)] self._show_guide = show_guide - self.lc_baseline(verbose=False) + self._clipped_data = SimpleNamespace(flag=False, lc_list=self._names, config=["None"]*self._nphot) + self._rescaled_data = SimpleNamespace(flag=False, config=["None"]*self._nphot) + self.lc_baseline(re_init = hasattr(self,"_bases"), verbose=False) if self._show_guide: print("\nNext: use method `lc_baseline` to define baseline model for each lc or method " + \ "`get_decorr` to obtain best best baseline model parameters according bayes factor comparison") - def get_decorr(self, T_0=None, P=None, dur=None, L=0, b=0, rp=1e-5,q1=0, q2=0, mask=False, delta_BIC=-1, decorr_bound =(-1,1), - cheops=False, verbose=True, show_steps=False, plot_model=True, use_result=True): + def rescale_data_columns(self,method="med_sub", verbose=True): + + """ + Function to rescale the data columns of the lightcurves. This can be important when decorrelating the data with polynomials. + The operation is not performed on columns 0,1,2. It is only performed on columns whose values do not span zero. + Function can only be run once on the loaded datasets but can be reset by running `load_lightcurves()` again. + + The method can be one of ["med_sub", "rs0to1", "rs-1to1","None"] which subtracts the median, rescales t0 [0-1], rescales to [-1,1], or does nothing, respectively. + The default is "med_sub" which subtracts the median from each column. + """ + + if self._rescaled_data.flag: + print("Data columns have already been rescaled. run `load_lightcurves()` again to reset.") + return None + + if isinstance(method,str): method = [method]*self._nphot + elif isinstance(method, list): + assert len(method)==1 or len(method)==self._nphot, f'rescale_data_columns(): method must be either str or list of same length as number of input lcs ({self._nphot})' + else: _raise(TypeError,'rescale_data_columns(): method must be either str or list of same length as number of input lcs ({self._nphot})') + + + for j,lc in enumerate(self._names): + assert method[j] in ["med_sub", "rs0to1", "rs-1to1","None"], f"method must be one of ['med_sub','rs0to1','rs-1to1','None'] but {method[j]} given" + if verbose: print(f"No rescaling for {lc}") if method[j]=="None" else print(f"Rescaled data columns of {lc} with method:{method[j]}") + for i in range(9): + if i not in [0,1,2]: + if not (min(self._input_lc[lc][f"col{i}"]) <= 0 <= max(self._input_lc[lc][f"col{i}"])): #if zero not in array + if method[j] == "med_sub": + self._input_lc[lc][f"col{i}"] -= np.median(self._input_lc[lc][f"col{i}"]) + elif method[j] == "rs0to1": + self._input_lc[lc][f"col{i}"] = rescale0_1(self._input_lc[lc][f"col{i}"]) + elif method[j] == "rs-1to1": + self._input_lc[lc][f"col{i}"] = rescale_minus1_1(self._input_lc[lc][f"col{i}"]) + else: pass + + self._rescaled_data = SimpleNamespace(flag=True, config=method) + + def get_decorr(self, T_0=None, Period=None, rho_star=None, D_occ=0, Impact_para=0, RpRs=1e-5, + Eccentricity=0, omega=90, A_pc=0, ph_off=0, K=0, q1=0, q2=0, + mask=False, spline=None,ss_exp =None,delta_BIC=-5, decorr_bound =(-1,1), + exclude_cols=[], enforce_pars=[],show_steps=False, plot_model=True, + setup_baseline=True, setup_planet=False,verbose=True): """ Function to obtain best decorrelation parameters for each light-curve file using the forward selection method. It compares a model with only an offset to a polynomial model constructed with the other columns of the data. - It uses columns 0,3,4,5,6,7 to construct the polynomial trend model. The temporary decorr parameters are labelled Ai,Bi for 1st & 2nd order in column i. - If cheops is True, A5, B5 are the sin and cos of the roll-angle while A5_i, B5_i are the corresponding harmonics with i=2,3. If these are significant, a gp in roll-angle will be needed. - Decorrelation parameters that reduces the BIC by 1(i.e delta_BIC = -1) are iteratively selected. - The result can then be used to populate the `lc_baseline` method, if use_result is set to True. + It uses columns 0,3,4,5,6,7 to construct the polynomial trend model. The temporary decorr parameters are labelled Ai,Bi for 1st & 2nd order coefficients in column i. + A spline can also be included to decorrelate against any column. + + Decorrelation parameters that reduce the BIC by 5(i.e delta_BIC = -5) are iteratively selected. This implies bayes_factor=exp(-0.5*-5) = 12 or more is required for a parameter to be selected. + The result can then be used to populate the `lc_baseline` method, if use_result is set to True. The transit, limb darkening and phase curve parameters can also be setup from the inputs to this function. Parameters: ----------- - T_0, P, dur, L, b, rp : floats, None; - transit/eclipse parameters of the planet. T_0, P, and dur must be in same units as the time axis (cols0) in the data file. + T_0, Period, rho_star, D_occ, Impact_para, RpRs, Eccentricity, omega, A_pc, ph_off: floats,tuple, None; + transit/eclipse parameters of the planet. T_0 and Period must be in same units as the time axis (col0) in the data file. if float/int, the values are held fixed. if tuple/list of len 2 implies gaussian prior as (mean,std) while len 3 implies [min,start_val,max]. - q1,q2 : float (optional); - quadratic limb darkening parameters according to kipping 2013. values are in the range (0,1). + q1,q2 : float,tuple, list (optional); + Kipping quadratic limb darkening parameters. if float, the values are held fixed. if tuple/list of len 2 implies gaussian prior as (mean,std) while len 3 implies [min,start_val,max]. + Give list of values to assign value to each unique filter in the data, or one value to be used for all filtets. Default is 0 for all filters. delta_BIC : float (negative); BIC improvement a parameter needs to provide in order to be considered relevant for decorrelation. + \ - Default is conservative and set to -1 i.e, parameters needs to lower the BIC by 1 to be included as decorrelation parameter. + Default is conservative and set to -5 i.e, parameters needs to lower the BIC by 5 to be included as decorrelation parameter. mask : bool ; - If True, transits and eclipses are masked using T_0, P and dur which must be float/int. + If True, transits and eclipses are masked using T_0, P and rho_star (duration). decorr_bound: tuple of size 2; bounds when fitting decorrelation parameters. Default is (-1,1) - cheops : Bool or list of Bool; - Flag to specify if data is from CHEOPS with col5 being the roll-angle. if True, a linear + \ - fourier model (sin and cos) up to 3rd harmonic in roll-angle is used for col5. - If Bool is given, the same is used for all input lc, else a list specifying bool for each lc is required. - Default is False. + spline : list of dict; + spline configuration to use in decorrelation an axis of the data. Default is None which implies no spline is used. + the config is given as a dict with keys "col", "knot_spacing", "degree" specifying the column, the knot spacing and the degree of the spline. + e.g. spline = {"col":0, "knot_spacing":0.1, "degree":3} will fit a spline the flux as a function ofcolumn 0 with knot spacing of 0.1 and degree 3. - verbose : Bool, optional; - Whether to show the table of baseline model obtained. Defaults to True. + ss_exp : list, None; + exposure time of the lcs to configure supersampline. Default is None which implies no supersampling. + + exclude_cols : list of int; + list of column numbers (e.g. [3,4]) to exclude from decorrelation. Default is []. + + enforce_pars : list of int; + list of decorr params (e.g. ['B3', 'A5']) to enforce in decorrelation. Default is []. show_steps : Bool, optional; Whether to show the steps of the forward selection of decorr parameters. Default is False @@ -616,44 +986,113 @@ def get_decorr(self, T_0=None, P=None, dur=None, L=0, b=0, rp=1e-5,q1=0, q2=0, m plot_model : Bool, optional; Whether to overplot suggested trend model on the data. Defaults to True. - use_result : Bool, optional; - whether to use result/input to setup the baseline model and transit/eclipse models. Default is True. + setup_baseline : Bool, optional; + whether to use result to setup the baseline model and transit/eclipse models. Default is True. + + setup_planet : Bool, optional; + whether to use input to setup the transit model(planet_parameters/phasecurve/LD functions). Default is False. + + verbose : Bool, optional; + Whether to show the table of baseline model obtained. Defaults to True. Returns ------- decorr_result: list of result object list containing result object for each lc. """ - - blpars = {"dt":[], "dphi":[],"dx":[], "dy":[], "dconta":[], "dsky":[],"gp":[]} #inputs to lc_baseline method - self._decorr_result = [] #list of decorr result for each lc - self._tra_occ_pars = dict(T_0=T_0, P=P, dur=dur, L=L, b=b, rp=rp, q1=q1,q2=q2) #transit/occultation parameters - + assert isinstance(exclude_cols, list), f"get_decorr(): exclude_cols must be a list of column numbers to exclude from decorrelation but {exclude_cols} given." + for c in exclude_cols: assert isinstance(c, int), f"get_decorr(): column number to exclude from decorrelation must be an integer but {c} given in exclude_cols." - #check cheops input - assert delta_BIC<0,f'get_decorr: delta_BIC must be negative for parameters to provide improved fit but {delta_BIC} given.' - if isinstance(cheops, bool): cheops_flag = [cheops]*len(self._names) - elif isinstance(cheops, list): - assert len(cheops) == len(self._names),f"list given for cheops must have same +\ - length as number of input lcs but {len(cheops)} given." - for flag in cheops: - assert isinstance(flag, bool), f"get_decorr: all elements in cheops list must be bool: +\ - True or False, but {flag} given" - cheops_flag = cheops - else: _raise(TypeError, f"get_decorr: `cheops` must be bool or list of bool with same length as +\ - number of input files but type{cheops} given.") + nfilt = len(self._filnames) + if isinstance(q1, np.ndarray): q1 = list(q1) + if isinstance(q1, list): assert len(q1) == nfilt, f"get_decorr(): q1 must be a list of same length as number of unique filters {nfilt} but {len(q1)} given." + else: q1=[q1]*nfilt + if isinstance(q2, np.ndarray): q2 = list(q2) + if isinstance(q2, list): assert len(q2) == nfilt, f"get_decorr(): q2 must be a list of same length as number of unique filters {nfilt} but {len(q2)} given." + else: q2=[q2]*nfilt + + blpars = {"dcol0":[], "dcol3":[],"dcol4":[], "dcol5":[], "dcol6":[], "dcol7":[]} #inputs to lc_baseline method + self._decorr_result = [] #list of decorr result for each lc. + + input_pars = dict(T_0=T_0, Period=Period, rho_star=rho_star, Impact_para=Impact_para, \ + RpRs=RpRs, Eccentricity=Eccentricity, omega=omega, K=K) + + self._tra_occ_pars = dict(T_0=T_0, Period=Period, rho_star=rho_star, D_occ=D_occ, Impact_para=Impact_para, \ + RpRs=RpRs, Eccentricity=Eccentricity, omega=omega, A_pc=A_pc, ph_off=ph_off,) #transit/occultation parameters + + for p in self._tra_occ_pars: + if p not in ["rho_star","A_pc","ph_off","D_occ"]: + if isinstance(self._tra_occ_pars[p], (int,float,tuple)): self._tra_occ_pars[p] = [self._tra_occ_pars[p]]*self._nplanet + if isinstance(self._tra_occ_pars[p], (list)): assert len(self._tra_occ_pars[p]) == self._nplanet, \ + f"get_decorr(): {p} must be a list of same length as number of planets {self._nplanet} but {len(self._tra_occ_pars[p])} given." + else: + assert isinstance(self._tra_occ_pars[p],(int,float,tuple)),f"get_decorr(): {p} must be one of int/float/tuple but {self._tra_occ_pars[p]} given " + ld_q1, ld_q2 = {},{} + for i,fil in enumerate(self._filnames): + ld_q1[fil] = q1[i] + ld_q2[fil] = q2[i] + + assert delta_BIC<0,f'get_decorr(): delta_BIC must be negative for parameters to provide improved fit but {delta_BIC} given.' + + #check spline input + if spline is None: + if [self._lcspline[i].conf for i in range(self._nphot)] == ["None"]*self._nphot: + spline = [None]*self._nphot + else: + spline = [self._lcspline[i].conf for i in range(self._nphot)] + for i,sp in enumerate(spline): + if sp != "None": + spline[i]= dict(col= int(sp.split("k")[0].split("d")[0][1]) , + knot_spacing=float(sp.split("k")[-1]) , + degree = int(sp.split("k")[0].split("d")[-1]) ) + else: + spline[i] = None + elif isinstance(spline, dict): spline = [spline]*self._nphot + elif isinstance(spline, list): + if len(spline) == 1: spline = spline*self._nphot + assert len(spline) == self._nphot,f"get_decorr(): list given for spline must have same length as number of input lcs but {len(spline)} given." + else: _raise(TypeError, f"get_decorr(): `spline` must be dict or list of dict with same length as number of input files but {type(spline)} given.") + + for sp in spline: + if isinstance(sp, dict): + assert "col" in sp.keys(), f"get_decorr(): spline dict must have key 'col' " + assert "knot_spacing" in sp.keys(), f"get_decorr(): spline dict must have key 'knot_spacing' " + assert "degree" in sp.keys(), f"get_decorr(): spline dict must have key 'degree' " + elif sp is None: pass + else: _raise(TypeError, f"get_decorr(): all elements in spline list must be dict or None but {sp} given") + + #check supersampling input. If no input check if already defined in .supersample() method + if ss_exp is None: + if [self._ss[i].config for i in range(self._nphot)] == ["None"]*self._nphot: + ss_exp = [None]*self._nphot + else: + ss_exp = [self._ss[i].config for i in range(self._nphot)] + ss_exp = [(float(exp[1:]) if exp!="None" else None) for exp in ss_exp] + elif isinstance(ss_exp, (int,float)): ss_exp = [ss_exp]*self._nphot + elif isinstance(ss_exp, list): + if len(ss_exp) == 1: ss_exp= ss_exp*self._nphot + assert len(ss_exp) == self._nphot,f"get_decorr(): list given for spline must have same length as number of input lcs but {len(spline)} given." + else: _raise(TypeError, f"get_decorr(): `spline` must be dict or list of dict with same length as number of input files but {type(spline)} given.") + + + self._tmodel = [] #list to hold determined trendmodel for each lc + decorr_cols = [0,3,4,5,6,7] + for c in exclude_cols: assert c in decorr_cols, f"get_decorr(): column number to exclude from decorrelation must be in {decorr_cols} but {c} given in exclude_cols." + _ = [decorr_cols.remove(c) for c in exclude_cols] #remove excluded columns from decorr_cols - t_model = [] #list to hold determined trendmodel for each lc for j,file in enumerate(self._names): - if verbose: print(_text_format.BOLD + f"\ngetting decorrelation parameters for lc: {file} (cheops={cheops_flag[j]})" + _text_format.END) - all_par = [f"{L}{i}" for i in [0,3,4,5,6,7] for L in ["A","B"]] - if cheops_flag[j]: all_par += ["A5_2","B5_2","A5_3","B5_3"] + df = self._input_lc[file] + if verbose: print(_text_format.BOLD + f"\ngetting decorrelation parameters for lc: {file} (spline={spline[j] is not None},s_samp={ss_exp[j] is not None})" + _text_format.END) + all_par = [f"{L}{i}" for i in decorr_cols for L in ["A","B"]] + + out = _decorr(df, **self._tra_occ_pars, q1=ld_q1[self._filters[j]],q2=ld_q2[self._filters[j]], mask=mask, + offset=0, decorr_bound=decorr_bound,spline=spline[j],ss_exp=ss_exp[j], npl=self._nplanet) #no trend, only offset + best_bic = out.bic + best_pars = {"offset":0} if spline[j] is None else {} #parameter always included + for cp in enforce_pars: best_pars[cp]=0 #add enforced parameters + _ = [all_par.remove(cp) for cp in enforce_pars if cp in all_par] #remove enforced parameters from all_par to test - out = _decorr(self._fpath+file, **self._tra_occ_pars, mask=mask, - offset=0,cheops=cheops_flag[j], decorr_bound=decorr_bound) #no trend, only offset - best_bic = out.bic - best_pars = {"offset":0} if show_steps: print(f"{'Param':7s} : {'BIC':6s} N_pars \n---------------------------") del_BIC = -np.inf # bic_ratio = 0 # bf = np.inf @@ -663,554 +1102,1040 @@ def get_decorr(self, T_0=None, P=None, dur=None, L=0, b=0, rp=1e-5,q1=0, q2=0, m for p in all_par: dtmp = best_pars.copy() #always include offset dtmp[p] = 0 - out = _decorr(self._fpath+file, **self._tra_occ_pars,**dtmp, - cheops=cheops_flag[j], decorr_bound=decorr_bound) + out = _decorr(self._input_lc[file], **self._tra_occ_pars, q1=ld_q1[self._filters[j]],q2=ld_q2[self._filters[j]],**dtmp, + decorr_bound=decorr_bound,spline=spline[j],ss_exp=ss_exp[j], npl=self._nplanet) if show_steps: print(f"{p:7s} : {out.bic:.2f} {out.nvarys}") pars_bic[p] = out.bic - par_in = min(pars_bic,key=pars_bic.get) + par_in = min(pars_bic,key=pars_bic.get) #parameter that gives lowest BIC par_in_bic = pars_bic[par_in] - # bic_ratio = par_in_bic/best_bic del_BIC = par_in_bic - best_bic bf = np.exp(-0.5*(del_BIC)) if show_steps: print(f"+{par_in} -> BF:{bf:.2f}, del_BIC:{del_BIC:.2f}") - # if bic_ratio < 1: + if del_BIC < delta_BIC:# if bf>1: if show_steps: print(f"adding {par_in} lowers BIC to {par_in_bic:.2f}\n" ) best_pars[par_in]=0 best_bic = par_in_bic all_par.remove(par_in) - - result = _decorr(self._fpath+file, **self._tra_occ_pars, - **best_pars, cheops=cheops_flag[j], decorr_bound=decorr_bound) + + result = _decorr(df, **self._tra_occ_pars, q1=ld_q1[self._filters[j]],q2=ld_q2[self._filters[j]], + **best_pars, decorr_bound=decorr_bound,spline=spline[j],ss_exp=ss_exp[j], npl=self._nplanet) + self._decorr_result.append(result) - print(f"BEST BIC:{result.bic:.2f}, pars:{list(best_pars.keys())}") + if verbose: print(f"BEST BIC:{result.bic:.2f}, pars:{list(best_pars.keys())}") #calculate determined trend and tra/occ model over all data(no mask) pps = result.params.valuesdict() - t_model.append(_decorr(self._fpath+file,**pps, cheops=cheops_flag[j], return_models=True)) + #convert result transit parameters to back to a list + for p in ['RpRs', 'Impact_para', 'T_0', 'Period', 'Eccentricity', 'omega']: + if self._nplanet==1: + pps[p] = [pps[p]] + else: + pps[p] = [pps[p+f"_{n}"] for n in range(1,self._nplanet+1)] + _ = [pps.pop(f"{p}_{n}") for n in range(1,self._nplanet+1)] + + self._tmodel.append(_decorr(df,**pps, spline=spline[j],ss_exp=ss_exp[j],npl=self._nplanet, return_models=True)) #set-up lc_baseline model from obtained configuration - blpars["dt"].append( 2 if pps["B0"]!=0 else 1 if pps["A0"]!=0 else 0) - blpars["dx"].append( 2 if pps["B3"]!=0 else 1 if pps["A3"]!=0 else 0) - blpars["dy"].append( 2 if pps["B4"]!=0 else 1 if pps["A4"]!=0 else 0) - blpars["dconta"].append( 2 if pps["B6"]!=0 else 1 if pps["A6"]!=0 else 0) - blpars["dsky"].append( 2 if pps["B7"]!=0 else 1 if pps["A7"]!=0 else 0) - blpars["gp"].append("n") - if not cheops_flag[j]: - blpars["dphi"].append( 2 if pps["B5"]!=0 else 1 if pps["A5"]!=0 else 0) - else: - blpars["dphi"].append(0) - # blpars["gp"].append("y") #for gp in roll-angle (mostly needed) + blpars["dcol0"].append( 2 if pps["B0"]!=0 else 1 if pps["A0"]!=0 else 0) + blpars["dcol3"].append( 2 if pps["B3"]!=0 else 1 if pps["A3"]!=0 else 0) + blpars["dcol4"].append( 2 if pps["B4"]!=0 else 1 if pps["A4"]!=0 else 0) + blpars["dcol5"].append( 2 if pps["B5"]!=0 else 1 if pps["A5"]!=0 else 0) + blpars["dcol6"].append( 2 if pps["B6"]!=0 else 1 if pps["A6"]!=0 else 0) + blpars["dcol7"].append( 2 if pps["B7"]!=0 else 1 if pps["A7"]!=0 else 0) + # store baseline model coefficients for each lc, to used as start values of mcmc + self._bases_init[j] = dict(off=1+pps["offset"], + A0=pps["A0"], B0=pps["B0"], C0=0, D0=0, + A3=pps["A3"], B3=pps["B3"], + A4=pps["A4"], B4=pps["B4"], + A5=pps["A5"], B5=pps["B5"], + A6=pps["A6"], B6=pps["B6"], + A7=pps["A7"], B7=pps["B7"], + amp=0,freq=0,phi=0,ACNM=1,BCNM=0) if plot_model: - _plot_data(self,plot_cols=(0,1,2),col_labels=("time","flux"),model_overplot=t_model) - - if np.any(cheops): - print(_text_format.BOLD + f"\nSetting-up spline for roll-angle decorrelation."+ _text_format.END +\ - " Use `.add_spline(None)` method to remove") - self.add_spline() + _plot_data(self,plot_cols=(0,1,2),col_labels=("time","flux"),model_overplot=self._tmodel) #prefill other light curve setup from the results here or inputs given here. - if use_result: - if verbose: print(_text_format.BOLD + "Setting-up baseline model from result" +_text_format.END) - self.lc_baseline(**blpars, verbose=verbose) - # print(_text_format.RED + f"\n Note: GP flag for each lc has been set to {self._useGPphot}. "+\ - # "Use `._useGPphot` method to modify this list with 'y' or 'n' for each loaded lc\n" + _text_format.END) - - if isinstance(self._tra_occ_pars["L"], (list, tuple)): - if verbose: print(_text_format.BOLD + "\nSetting-up occultation pars from input values" +_text_format.END) - self.setup_occultation("all",start_depth=tuple(self._tra_occ_pars["L"]), verbose=verbose) - - if all([p in self._tra_occ_pars for p in["P","dur","b","rp","T_0"]]): - if verbose: print(_text_format.BOLD + "\nSetting-up transit pars from input values" +_text_format.END) - self.setup_transit_rv(RpRs=self._tra_occ_pars["rp"], Impact_para=self._tra_occ_pars["b"], T_0=self._tra_occ_pars["T_0"], - Period=self._tra_occ_pars["P"], Duration=self._tra_occ_pars["dur"], verbose=verbose) + if setup_baseline: + # spline + if spline != [None]*self._nphot: + print(_text_format.BOLD + f"\nSetting-up spline for decorrelation."+ _text_format.END +\ + " Use `.add_spline(None)` method to remove/modify") + spl_lcs,spl_par,spl_knots,spl_deg = [],[],[],[] + for j,file in enumerate(self._names): + if spline[j] is not None: + spl_lcs.append(file) + spl_par.append(f"col{spline[j]['col']}") + spl_knots.append(spline[j]['knot_spacing']) + spl_deg.append(spline[j]['degree']) + self.add_spline(lc_list=spl_lcs, par = spl_par, knot_spacing=spl_knots, degree=spl_deg,verbose=False) + + # supersampling + if ss_exp != [None]*self._nphot: + print(_text_format.BOLD + f"\nSetting-up supersampling."+ _text_format.END + " Use `.supersample(None)` method to remove/modify") + ss_lcs,ss_exp_list = [],[] + for j,file in enumerate(self._names): + if ss_exp[j] is not None: + ss_lcs.append(file) + ss_exp_list.append(ss_exp[j]) + self.supersample(lc_list=ss_lcs, exp_time = ss_exp_list,verbose=False) + + # baseline + if verbose: print(_text_format.BOLD + "\nSetting-up baseline model from result" +_text_format.END) + self.lc_baseline(**blpars, gp=self._useGPphot, verbose=verbose) + if verbose: print(_text_format.RED + f"\nNote: GP flag for the lcs has been set to {self._useGPphot}. "+\ + "Use `._useGPphot` attribute to modify this list with 'y','ce' or 'n' for each loaded lc\n" + _text_format.END) + + if setup_planet: + # transit/RV + if verbose: print(_text_format.BOLD + "\nSetting-up transit pars from input values" +_text_format.END) + self.planet_parameters(**input_pars, verbose=verbose) + + # phasecurve + if np.any([self._tra_occ_pars["D_occ"],self._tra_occ_pars["A_pc"],self._tra_occ_pars["ph_off"]] != 0): + if verbose: print(_text_format.BOLD + "\nSetting-up Phasecurve pars from input values" +_text_format.END) + self.setup_phasecurve(D_occ=self._tra_occ_pars["D_occ"], A_pc=self._tra_occ_pars["A_pc"], + ph_off=self._tra_occ_pars["ph_off"], verbose=verbose) + else: + self.setup_phasecurve(verbose=False) + + # limb darkening + if verbose: print(_text_format.BOLD + "\nSetting-up Limb darkening pars from input values" +_text_format.END) + self.limb_darkening(q1=q1, q2=q2, verbose=verbose) + + return self._decorr_result + + + def clip_outliers(self, lc_list="all", clip=5, width=15, show_plot=True, verbose=True): - def lc_baseline(self, dt=None, dphi=None, dx=None, dy=None, dconta=None, - dsky=None, dsin=None, grp=None, grp_id=None, gp="n", verbose=True): - """ - Define lightcurve baseline model parameters to fit. - Each baseline decorrelation parameter should be a list of integers specifying the polynomial order for each light curve. - e.g. Given 3 input light curves, if one wishes to fit a 2nd order time trend to only the first and third lightcurves, - then dt = [2, 0, 2]. - The decorrelation parameters depend on the columns of the input light curve. Any desired array can be put in these columns to decorrelate against them irrespective of the name here (which would be modified soon). - The columns are: - * dt: column 0 - * dx: colums 3 - * dy: colums 4 - * dphi: colums 5 - * dconta: colums 6 - * dsky: colums 7 + """ + Remove outliers using a running median method. Points > clip*M.A.D are removed + where M.A.D is the mean absolute deviation from the median in each window - Parameters: - ----------- - dt, dx,dy,dphi,dconta,dsky : time, x_pos,roll_angle(col5) - grp_id : list (same length as file_list); - group the different input lightcurves by id so that different transit depths can be fitted for each group. + Parameters: + ------------ + lc_list: list of string, None, 'all'; + list of lightcurve filenames on which perform outlier clipping. Default is 'all' which clips all lightcurves in the object. + + clip: int/float,list; + cut off value above the median. Default is 5 - gp : list (same length as file_list); - list containing 'y', 'n', or 'ce' to specify if a gp will be fitted to a light curve. +\ - 'ce' indicates that the celerite package will be used for the gp. + width: int,list; + Number of points in window to use when computing the running median. Must be odd. Default is 15 + + show_plot: bool; + set True to plot the data and show clipped points. + + verbose: bool; + Prints number of points that have been cut. Default is True """ - dict_args = locals().copy() #get a dictionary of the input arguments for easy manipulation - _ = dict_args.pop("self") #remove self from dictionary - _ = dict_args.pop("verbose") + if self._clipped_data.flag: + print("Data has already been clipped. run `load_lightcurves()` again to reset.") + return None - n_lc = len(self._names) + if lc_list == None or lc_list == []: + print("lc_list is None: No lightcurve to clip outliers.") + return None + + if isinstance(lc_list, str) and (lc_list != 'all'): lc_list = [lc_list] + if lc_list == "all": lc_list = self._names - for par in dict_args.keys(): - assert dict_args[par] is None or isinstance(dict_args[par], (int,str)) or \ - (isinstance(dict_args[par], (list,np.ndarray)) and len(dict_args[par]) == n_lc), \ - f"lc_baseline: parameter {par} must be a list of length {n_lc} or int (if same degree is to be used for all LCs) or None (if not used in decorrelation)." + if isinstance(width, int): width = [width]*len(lc_list) + elif isinstance(width, list): + if len(width)==1: width = width*len(lc_list) + else: _raise(TypeError, f"clip_outliers(): width must be an int or list of int but {clip} given.") + + if isinstance(clip, int): clip = [clip]*len(lc_list) + elif isinstance(clip, list): + if len(clip)==1: clip = clip*len(lc_list) + else: _raise(TypeError, f"clip_outliers(): width must be an int or list of int but {clip} given.") - if isinstance(dict_args[par], (int,str)): dict_args[par] = [dict_args[par]]*n_lc - elif dict_args[par] is None: dict_args[par] = [0]*n_lc + assert len(width) == len(clip) == len(lc_list), f"clip_outliers(): width, clip and lc_list must have same length but {len(width)}, {len(clip)} and {len(lc_list)} given." - dict_args["grp_id"] = list(np.arange(1,n_lc+1)) if grp_id is None else grp_id + # conf=[] + for i,file in enumerate(lc_list): + assert file in self._names, f"clip_outliers(): filename {file} not in loaded lightcurves." + + if width[i]%2 == 0: width[i] += 1 #if width is even, make it odd + + self._clipped_data.config[self._names.index(file)] = f"W{width[i]}C{clip[i]}" + # conf.append(f"W{width[i]}C{clip[i]}") - self._bases = [ [dict_args["dt"][i], dict_args["dphi"][i], dict_args["dx"][i], dict_args["dy"][i], - dict_args["dconta"][i], dict_args["dsky"][i], dict_args["dsin"][i], - dict_args["grp"][i]] for i in range(n_lc) ] + thisLCdata = self._input_lc[file]# np.loadtxt(self._fpath+file) - self._groups = dict_args["grp_id"] - self._grbases = dict_args["grp"] - self._useGPphot= dict_args["gp"] - self._gp_lcs = np.array(self._names)[np.array(self._useGPphot) != "n"] #lcs with gp == "y" or "ce" + _,_,clpd_mask = outlier_clipping(x=thisLCdata["col0"],y=thisLCdata["col1"],clip=clip[i],width=width[i], + verbose=False, return_clipped_indices=True) #returns mask of the clipped points + ok = ~clpd_mask #invert mask to get indices of points that are not clipped + if verbose: print(f'\n{file}: Rejected {sum(~ok)} points more than {clip[i]:0.1f} x MAD from the median') - if verbose: _print_output(self,"lc_baseline") + if show_plot: + fig = plt.figure(figsize=(15,3)) + plt.title(file) + plt.plot(thisLCdata["col0"][ok], thisLCdata["col1"][ok], '.b') + plt.plot(thisLCdata["col0"][~ok], thisLCdata["col1"][~ok], '.r') + plt.show() - if np.all(np.array(self._useGPphot) == "n") or self._useGPphot==[]: #if gp is "n" for all input lightcurves, run add_GP with None - self.add_GP(None, verbose=verbose) - if self._show_guide: print("\nNo GPs required.\nNext: use method `setup_transit_rv` to configure transit an rv model parameters.") - else: - if self._show_guide: print("\nNext: use method `add_GP` to include GPs for the specified lcs. Get names of lcs with GPs using `._gp_lcs` attribute of the lightcurve object.") + #replace all columns of input file with the clipped data + self._input_lc[file] = {k:v[ok] for k,v in thisLCdata.items()} - #initialize other methods to empty incase they are not called/have not been called - if not hasattr(self,"_spline"): self.add_spline(None, verbose=False) - if not hasattr(self,"_config_par"): self.setup_transit_rv(verbose=False) - if not hasattr(self,"_ddfs"): self.transit_depth_variation(verbose=False) - if not hasattr(self,"_occ_dict"): self.setup_occultation(verbose=False) - if not hasattr(self,"_contfact_dict"): self.contamination_factors(verbose=False) - if not hasattr(self,"_ld_dict"): self.limb_darkening(verbose=False) - if not hasattr(self,"_stellar_dict"): self.stellar_parameters(verbose=False) + self._clipped_data.flag = True # SimpleNamespace(flag=True, width=width, clip=clip, lc_list=lc_list, config=conf) - def add_spline(self, par = "air", knots_every=45, periodicity=360,verbose=True): + + def split_transits(self, filename=None, P=None, t_ref=None, baseline_amount=0.3, input_t0s=None, show_plot=True, save_separate=True, same_filter=True): + """ - add spline to fit correlation along a column. for now the spline only works on column5 to correct roll-angle trends. - This splits the data at the defined knots and fits a cubic spline to each section. A spline is used for all datasets. + Function to split the transits in the data into individual transits and save them in separate files or to remove a certain amount of data points around the transits while keeping them in the original file. + Recommended to set show_plot=True to visually ensure that transits are well separated. - Parameters - ---------- - par : str, optional - axis to which to fit the spline, by default "air" for roll-angle detrending + Parameters: + ----------- - knots_every : int, optional - distance between knots of the spline, by default 15 degrees for cheops data roll-angle + filename: string; + name of the lightcurve file to clip. Default is None - periodicity : int, optional - periodicity of the axis data. for cheops data in degress, the default is a periodicity is 360 degrees. set to zero if no periodicity. - """ - assert par in ["air","",None],"add_spline: par must either be set to None or 'air'" - self._spline = SimpleNamespace() - self._spline.use = True if par else False - self._spline.knots = knots_every - self._spline.period = periodicity - if verbose: - print(f"Adding a spline to fit column5: knots = {knots_every}, periodicity={periodicity}\n") if par else print("No spline\n") + P : float; + Orbital period in same unit as t. - def add_GP(self, lc_list=None, pars="time", kernels="mat32", WN="y", - log_scale=[(-25,-15.2,-5)], s_step=0.1, - log_metric=[(-10,6.9,15)], m_step=0.1, - verbose=True): - """ - Model variations in light curve with a GP (using george GP package) + t_ref : float; + reference time of transit - T0 from literature or visual estimate of a mid-transit time in the data + Used to calculate expected time of transits in the data assuming linear ephemerides. + + baseline_amount: float between 0.05 and 0.5 times the period P; + amount of baseline data to keep before and after each transit. Default is 0.3*P, has to be between 0.05P and 0.5P. - Parameters: + input_t0s: array, list, (optional); + split transit using these mid-transit times - lc_list : list of strings, None; - list of lightcurve filenames to which a GP is to be applied. - If n-dimensional GP is to be applied to a lightcurve, the filename should be listed n times consecutively (corresponding to each dimension). + show_plot: bool; + set true to plot the data and show split points. - pars : list of strings; - independent variable of the GP for each lightcurve name in lc_list. - If a lightcurve filename is listed more than once in lc_list, par is used to apply a GP along a different axis. - For each lightcurve, `par` can be any of ["time", "xshift", "yshift", "air", "fwhm", "sky", "eti"] - - kernel : list of strings; - GP kernel for each lightcuve file in lc_list. Options: "mat32" - - WN : list; - list containing "y" or "n" to specify whether to fit a white noise component for each GP. - - log_scale, log_metric : list of tuples; - Prior of log_scale (variance) and log_metric (lengthscale) of the GP kernel applied for each lc in lc_list. - * if tuple is of len 2, set normal prior with index[0] as prior mean and index[1] as prior width. - * if tuple is of len 3, set uniform prior with between index[0] and index[2], index[1] is the initial value. - if a single tuple is given, same prior is used for all specified lcs - - - s_step, m_step : list of floats; - step sizes of the scale and metric parameter of the GP kernel. - - """ - assert hasattr(self,"_bases"), f"add_GP: need to run lc_baseline() function before adding GP." - assert isinstance(log_scale, (tuple,list)), f"add_GP: log_scale must be a list of tuples specifying value for each lc or single tuple if same for all lcs." - assert isinstance(log_metric, (tuple,list)), f"add_GP: log_metric must be a list of tuples specifying value for each lc or single tuple if same for all lcs." - - if isinstance(log_scale, tuple): log_scale= [log_scale] - if isinstance(log_metric, tuple): log_metric= [log_metric] - - #unpack scale and metric to the expected CONAN parameters - scale, s_pri, s_pri_wid, s_lo, s_up = [], [], [], [], [] - for s in log_scale: - if isinstance(s,tuple) and len(s)==2: - s_pri.append(s[0]) - scale.append( np.exp(s[0]) ) - s_pri_wid.append(s[1]) - s_up.append( np.max((s[0]+10, s[0]+5*s[1])) ) #set bounds at +/- 10 from prior mean or 5stdev (the larger value) - s_lo.append( np.min((s[0]-10, s[0]-5*s[1])) ) - - elif isinstance(s,tuple) and len(s)==3: - s_pri_wid.append(0) #using uniform prior so set width = 0 - s_lo.append(s[0]) - scale.append(np.exp(s[1])) - s_pri.append(0.0) - s_up.append(s[2]) - - else: _raise(TypeError, f"add_GP: tuple of len 2 or 3 was expected but got the value {s} in log_scale.") - - metric, m_pri, m_pri_wid, m_lo, m_up = [], [], [], [], [] - for m in log_metric: - if isinstance(m,tuple) and len(m)==2: - m_pri.append(m[0]) - metric.append( np.exp(m[0]) ) - m_pri_wid.append(m[1]) - m_up.append( np.max((m[0]+10,m[0]+5*m[1])) ) #set uniform bounds at _+/- 10 from prior mean - m_lo.append( np.min((m[0]-10, m[0]-5*m[1])) ) - - elif isinstance(m,tuple) and len(m)==3: - m_pri_wid.append(0) - m_lo.append(m[0]) - metric.append( np.exp(m[1]) ) - m_pri.append(0.0) - m_up.append(m[2]) - - else: _raise(TypeError, f"add_GP: tuple of len 2 or 3 was expected but got the value {m} in log_metric.") + save_separate: bool; + set True to separately save each transit and its baseline_amount around it in a new file. Default is True. + same_filter: bool; + set True to save the split transits in the same filter as the original file. Default is True. + """ - DA = locals().copy() - _ = DA.pop("self") #remove self from dictionary - _ = DA.pop("verbose") - if "m" in DA: DA.pop("m") - if "s" in DA: DA.pop("s") - _ = [DA.pop(item) for item in ["log_metric", "log_scale"]] - - - if lc_list is None: - self._GP_dict = {"lc_list":[]} - if len(self._gp_lcs)>0: print(f"\nWarning: GP was expected for the following lcs {self._gp_lcs} \nMoving on ...") - if verbose: _print_output(self,"gp") - return - elif isinstance(lc_list, str): lc_list = [lc_list] - - if 'all' not in lc_list: - for lc in self._gp_lcs: - assert lc in lc_list,f"add_GP: GP was expected for {lc} but was not given in lc_list." - - for lc in lc_list: - assert lc in self._names,f"add_GP: {lc} is not one of the loaded lightcurve files" - assert lc in self._gp_lcs, f"add_GP: while defining baseline model in the `lc_baseline` method, gp = 'y' was not specified for {lc}." - n_list = len(lc_list) - - #transform - for key in DA.keys(): - if (isinstance(DA[key],list) and len(DA[key])==1): - DA[key]= DA[key]*n_list - if isinstance(DA[key], list): - assert len(DA[key]) == n_list, f"add_GP: {key} must have same length as lc_list" - if isinstance(DA[key],(float,int,str)): - DA[key] = [DA[key]]*n_list - + if filename==None: + print("No lightcurve filename given.") + return None + assert filename in self._names, f"split_transits(): filename {filename} not in loaded lightcurves." - for p in DA["pars"]: - assert p in ["time", "xshift", "yshift", "air", "fwhm", "sky", "eti"], \ - f"add_GP: pars {p} cannot be the GP independent variable" + data = np.loadtxt(self._fpath+filename) + # data = self._input_lc[filename] + #TODO allow to split data at any given points or with user defined gap size + t = data.transpose()[0] + flux = data.transpose()[1] - assert len(DA["pars"]) == len(DA["kernels"]) == len(DA["WN"]) == n_list, f"add_GP:pars and kernels must have same length as lc_list (={len(lc_list)})" - - self._GP_dict = DA #save dict of gp pars in lc object - - if verbose: _print_output(self,"gp") - - if self._show_guide: print("\nNext: use method `setup_transit_rv` to configure transit parameters.") + if baseline_amount < 0.05 : + baseline_amount = 0.05 + print("Baseline amount defaulted to minimum 0.05") + elif baseline_amount > 0.5 : + baseline_amount = 0.5 + print("Baseline amount defaulted to maximum 0.5") + + + if input_t0s is not None: + t0s = list(input_t0s) - def setup_transit_rv(self, RpRs=0., Impact_para=0, Duration=0, T_0=0, Period=0, - Eccentricity=0, omega=90, K=0, verbose=True): - """ - Define parameters an priors of model parameters. - By default, the parameters are fixed to the given values. To fit a parameter use the `to_fit` method to change it from 'n' to 'y'. - The parameters can be defined in following ways: + else: + tref = t_ref + if t_ref < t.min() or t.max() < t_ref: #if reference time t0 is not within this timeseries + #find transit time that falls around middle of the data + ntrans = int((np.median(t) - tref)/P) + tref = t_ref + ntrans*P + + nt = int( (tref-t.min())/P ) #how many transits behind tref is the first transit + tr_first = tref - nt*P #time of first transit in data + tr_last = tr_first + int((t.max() - tr_first)/P)*P #time of last transit in data + + n_tot_tr = int((tr_last - tr_first)/P) #total nmumber of transits in data_range + t0s = [tr_first + P*n for n in range(n_tot_tr+1) ] #expected tmid of transits in data (if no TTV) + #remove tmid without sufficient transit data around it + t0s = list(filter(lambda t0: ( t[ (tt0-0.1*P)] ).size>0, t0s)) + + + #split data into individual transits. taking points around each tmid + tr_times= [] + fluxes= [] + indz = [] + for i in range(len(t0s)): + higher_than = t>(t0s[i]-baseline_amount*P) + lower_than = t<(t0s[i]+baseline_amount*P) + if i==0: + tr_times.append(t[higher_than & lower_than]) + indz.append( np.argwhere(higher_than & lower_than).reshape(-1) ) + elif i == len(t0s)-1: + tr_times.append(t[higher_than & lower_than]) + indz.append( np.argwhere(higher_than & lower_than).reshape(-1) ) + else: + tr_times.append(t[higher_than & lower_than]) + indz.append( np.argwhere(higher_than & lower_than).reshape(-1)) + fluxes.append(flux[indz[i]]) - * fixed value as float or int, e.g Period = 3.4 - * free parameter with gaussian prior given as tuple of len 2, e.g. T_0 = (5678, 0.1) - * free parameters with uniform prior interval and initial value given as tuple of length 3, e.g. RpRs = (0,0.1,0.2) with 0.1 being the initial value. - """ + tr_edges = [(tr_t[0], tr_t[-1]) for tr_t in tr_times] #take last time in each timebin as breakpts - DA = locals().copy() #dict of arguments (DA) - _ = DA.pop("self") #remove self from dictionary - _ = DA.pop("verbose") - #sort to specific order - key_order = ["RpRs","Impact_para","Duration", "T_0", "Period", "Eccentricity","omega", "K"] - DA = {key:DA[key] for key in key_order if key in DA} + tr_times = np.concatenate(tr_times) + fluxes = np.concatenate(fluxes) - self._parnames = [n for n in DA.keys()] - self._npars = 8 - - for par in DA.keys(): - if par in ["RpRs","Duration", "Eccentricity"]: up_lim = 1 - elif par=="Impact_para": up_lim=1.5 - elif par == "omega": up_lim = 360 - else: up_lim = 10000 - - #fitting parameter - if isinstance(DA[par], tuple): - #gaussian - if len(DA[par]) == 2: - if par in ["T_0","Duration"]: up_lim = DA[par][0]+20*DA[par][1] #uplim is mean+20*sigma - DA[par] = _param_obj(["y", DA[par][0], 0.1*DA[par][1], "p", DA[par][0], - DA[par][1], DA[par][1], 0, up_lim]) - #uniform - elif len(DA[par]) == 3: - DA[par] = _param_obj(["y", DA[par][1], min(0.01,0.01*np.ptp(DA[par])), "n", DA[par][1], - 0, 0, DA[par][0], DA[par][2]]) + if show_plot: + assert fluxes is not None, f"plotting requires input flux" + plt.figure(figsize=(15,3)) + plt.plot(tr_times,fluxes,".") + for edg in tr_edges: + plt.axvline(edg[0], ls="dashed", c="k", alpha=0.3) + plt.axvline(edg[1], ls="dashed", c="k", alpha=0.3) + plt.plot(t0s, (0.997*np.min(flux))*np.ones_like(t0s),"k^") + plt.xlabel("Time (days)", fontsize=14) + plt.title("Using t_ref: dashed vertical lines = transit splitting times; triangles = identified transits"); + + if save_separate: + #replace filter names + _flt = self._filters[self._names.index(filename)] + _lbd = self._lamdas[self._names.index(filename)] + self._filters.remove(_flt) + self._lamdas.remove(_lbd) + self._names.remove(filename) + + for i in range(len(t0s)): + + tr_data = data[indz[i]] - else: _raise(ValueError, f"setup_transit_rv: length of tuple is {len(DA[par])} but it must be 2 or 3 such that it follows (lo_limit, start_value, up_limit).") - #fixing parameter - elif isinstance(DA[par], (int, float)): - DA[par] = _param_obj(["n", DA[par], 0.00, "n", DA[par], - 0, 0, 0, up_lim]) + tr_filename = os.path.splitext(filename) + tr_filename = tr_filename[0] + "_tr" + str(i) + tr_filename[1] + + np.savetxt(self._fpath+tr_filename,tr_data,fmt='%.8f') + print("Saved " + self._fpath + tr_filename) - else: _raise(TypeError, f"setup_transit_rv: {par} must be one of [tuple(of len 2 or 3), int, float] but is {type(DA[par])}") + self._names.append(tr_filename) + if same_filter: self._filters.append(_flt) + else: self._filters.append(_flt+str(i)) + # self._filnames = np.array(list(sorted(set(self._filters),key=self._filters.index))) - self._config_par = DA #add to object - self._items = DA["RpRs"].__dict__.keys() - - if verbose: _print_output(self,"transit_rv_pars") + self._lamdas.append(_lbd) + # self.lc_baseline(re_init=True,verbose=False) + self.__init__(self._names, self._fpath, self._filters, self._lamdas, self._nplanet) + + def lc_baseline(self, dcol0=None, dcol3=None, dcol4=None, dcol5=None, dcol6=None, + dcol7=None, dsin=None, grp=None, grp_id=None, gp="n", re_init=False,verbose=True): + """ + Define baseline model parameters to fit for each light curve using the columns of the input data. `dcol0` refers to decorrelation setup for column 0, `dcol3` for column 3 and so on. + Each baseline decorrelation parameter (dcolx) should be a list of integers specifying the polynomial order for column x for each light curve. + e.g. Given 3 input light curves, if one wishes to fit a 2nd order trend in column 0 to the first and third lightcurves, + then `dcol0` = [2, 0, 2]. + The decorrelation parameters depend on the columns (col) of the input light curve. Any desired array can be put in these columns to decorrelate against them. + Note that col0 is usually the time array. - if self._show_guide: print("\nNext: use method transit_depth_variation` to include variation of RpRs for the different filters or \n`setup_occultation` to fit the occultation depth or \n`limb_darkening` for fit or fix LDCs or `contamination_factors` to add contamination.") - def transit_depth_variation(self, ddFs="n", transit_depth_per_group=[(0.1,0.0001)], divwhite="n", - step=0.001, bounds=(-1,1), prior="n", prior_width=(0,0), - verbose=True): - """ - Include transit depth variation between the different lcs or lc groups. Note RpRs must be fixed to a reference value and not a jump parameter. - Parameters: - ---------- - - ddFs : str ("y" or "n"); - specify if to fit depth variation or not. default is "n" + ----------- + dcol0, dcol3,dcol4,dcol5,dcol6,dcol7 : list of ints; + polynomial order to fit to each column. Default is 0 for all columns. - transit_depth_per_group : list of size2-tuples; - the reference depth (and uncertainty) to compare the transit depth of each lightcurve group with. - Usually from fit to the white (or total) available light-curves. - The length should be equal to the length of unique groups defined in lc_baseline. - if list contains only 1 tuple, then same value of depth and uncertainty is used for all groups. + grp_id : list (same length as file_list); + group the different input lightcurves by id so that different transit depths can be fitted for each group. - divwhite : str ("y" or "n"); - flag to divide each light-curve by the white lightcurve. Default is "n" + gp : list (same length as file_list); + list containing 'y', 'n', or 'ce' to specify if a gp will be fitted to a light curve. +\ + 'y' indicates that the george gp package will be used while 'ce' uses the celerite package. + + re_init : bool; + if True, re-initialize all other methods to empty. Default is False. - step: float; - stepsize when fitting for depth variation + """ + DA = locals().copy() #get a dictionary of the input arguments for easy manipulation + _ = DA.pop("self") #remove self from dictionary + _ = DA.pop("re_init") #remove self from dictionary + _ = DA.pop("verbose") - bounds: tuple of len 2; - tuple with lower and upper bound of the deviation of depth. Default is (-1,1). - prior: str ("y" or "n"): - use gaussian prior or not on the depth deviation + for par in DA.keys(): + if isinstance(DA[par], (int,str)): DA[par] = [DA[par]]*self._nphot #use same for all lcs + elif DA[par] is None: DA[par] = ["n"]*self._nphot if par=="gp" else [0]*self._nphot #no decorr or gp for all lcs + elif isinstance(DA[par], (list,np.ndarray)): + if par=="gp": assert len(DA[par]) == self._nphot, f"lc_baseline(): parameter `{par}` must be a list of length {self._nphot} or str (if same is to be used for all LCs) or None." + else: assert len(DA[par]) == self._nphot, f"lc_baseline(): parameter `{par}` must be a list of length {self._nphot} or int (if same degree is to be used for all LCs) or None (if not used in decorrelation)." - prior_width: tuple of len 2; - if using gaussian prior, set the width of the priors. + for p in DA[par]: + if par=="gp": assert p in ["y","n","ce"], f"lc_baseline(): gp must be a list of 'y', 'n', or 'ce' for each lc but {p} given." + else: assert isinstance(p, (int,np.int64)) and p<3, f"lc_baseline(): decorrelation parameters must be a list of integers (max int value = 2) but {type(p)} {p} given for {par}." - verbose: bool; - print output - + DA["grp_id"] = list(np.arange(1,self._nphot+1)) if grp_id is None else grp_id + + self._bases = [ [DA["dcol0"][i], DA["dcol3"][i], DA["dcol4"][i], DA["dcol5"][i], + DA["dcol6"][i], DA["dcol7"][i], DA["dsin"][i], + DA["grp"][i]] for i in range(self._nphot) ] + + self._groups = DA["grp_id"] + self._grbases = DA["grp"] #TODO: never used, remove instances of it + self._useGPphot = DA["gp"] + self._gp_lcs = lambda : np.array(self._names)[np.array(self._useGPphot) != "n"] + + if verbose: _print_output(self,"lc_baseline") + if np.all(np.array(self._useGPphot) == "n") or self._useGPphot==[]: #if gp is "n" for all input lightcurves, run add_GP with None + self.add_GP(None, verbose=False) + + #initialize other methods to empty incase they are not called/have not been called + if not hasattr(self,"_lcspline") or re_init: self.add_spline(None, verbose=False) + if not hasattr(self,"_ss") or re_init: self.supersample(None, verbose=False) + if not hasattr(self,"_config_par") or re_init: self.planet_parameters(verbose=False) + if not hasattr(self,"_ddfs") or re_init: self.transit_depth_variation(verbose=False) + if not hasattr(self,"_PC_dict") or re_init: self.setup_phasecurve(verbose=False) + if not hasattr(self,"_contfact_dict") or re_init: self.contamination_factors(verbose=False) + if not hasattr(self,"_ld_dict") or re_init: self.limb_darkening(verbose=False) + + def supersample(self, lc_list=None,exp_time=0,verbose=True): """ - - self._ddfs= SimpleNamespace() + Supersample long intergration time of lcs in lc_list. This divides each exposure of the lc into int(exp_time) subexposures to attain ~1min sampling. + e.g a lc with 30 minute exp_time will be divided into 30 subexposures of 1 minute each. - if ddFs == "y": - assert self._config_par["RpRs"].to_fit == "n",'Fix `RpRs` in `setup_transit_rv` to a reference value in order to setup depth variation.' - - assert isinstance(transit_depth_per_group, (tuple,list)),f"transit_depth_variation: transit_depth_per_group must be type tuple or list of tuples." - if isinstance(transit_depth_per_group,tuple): transit_depth_per_group = [transit_depth_per_group] - depth_per_group = [d[0] for d in transit_depth_per_group] - depth_err_per_group = [d[1] for d in transit_depth_per_group] + Parameters + ---------- + lc_list : list, str, optional + list of lc files to supersample. set to "all" to use supersampling for all lc files. Default is None. - assert isinstance(prior_width, tuple),f"transit_depth_variation: prior_width must be tuple with lower and upper widths." - prior_width_lo, prior_width_hi = prior_width + exp_time : float, tuple, list, optional + exposure time of each lc to supersample in minutes. if different for each lc in lc_list, give list with exp_time for each lc. + Default is 0 for no exposure time, which means no supersampling - assert isinstance(bounds, tuple),f"transit_depth_variation: bounds must be tuple with lower and upper values." - bounds_lo, bounds_hi = bounds + verbose : bool, optional + print output. Default is True. + Examples + -------- + To supersample a light curve that has a long cadence of 30mins (0.0208days) to 1 min, 30 points are needed to subdivide each exposure. + >>> lc_obj.supersample(lc_list="lc1.dat",exp_time=30) + """ + + #default supersampling config -- None + self._ss = [None]*self._nphot + for i in range(self._nphot): + self._ss[i] = supersampling() + + if lc_list is None: + if verbose: print("No supersampling\n") + return + elif lc_list == "all": + lc_list = self._names + else: + if isinstance(lc_list, str): lc_list = [lc_list] - width_lo = (0 if (prior == 'n' or ddFs == 'n' or bounds_lo == 0.) else prior_width_lo) - width_hi = (0 if (prior == 'n' or ddFs == 'n' or bounds_hi == 0.) else prior_width_hi) + nlc_ss = len(lc_list) #number of lcs to supersample + for lc in lc_list: + assert lc in self._names, f"supersample(): {lc} not in loaded lc files: {self._names}." - self._ddfs.drprs_op=[0., step, bounds_lo, bounds_hi, 0., width_lo, width_hi] # the dRpRs options + if isinstance(exp_time, (int,float)): exp_time = [exp_time]*nlc_ss + elif isinstance(exp_time, list): + if len(exp_time) == 1: exp_time = exp_time*nlc_ss + assert len(exp_time)==nlc_ss, f"supersample(): exp_time must be a list of length {nlc_ss} or length 1 (if same is to be used for all lcs)." + else: _raise(TypeError, f"supersample(): exp_time must be int/float/list but {exp_time} given.") + + supersample_factor = [int(exp) for exp in exp_time] #supersample to around 1minute + + for i,lc in enumerate(lc_list): + ind = self._names.index(lc) #index of lc in self._names + self._ss[ind]= supersampling(exp_time=exp_time[i]/(60*24), supersample_factor=supersample_factor[i]) + + if verbose: print(f"Supersampling {lc} with exp_time={exp_time[i]:.2f}mins each divided into {supersample_factor[i]} subexposures") + + if verbose: _print_output(self,"lc_baseline") + + + def add_spline(self, lc_list= None, par = None, degree=3, knot_spacing=None,verbose=True): + """ + add spline to fit correlation along 1 or 2 columns of the data. This splits the data at the defined knots interval and fits a spline to each section. + scipy's LSQUnivariateSpline() and LSQBivariateSpline() functions are used for 1D spline and 2D splines respectively. + All arguments can be given as a list to specify config for each lc file in lc_list. + + Parameters + ---------- + lc_list : list, str, optional + list of lc files to fit a spline to. set to "all" to use spline for all lc files. Default is None for no splines. + + par : str,tuple,list, optional + column of input data to which to fit the spline. must be one/two of ["col0","col3","col4","col5","col6","col7"]. Default is None. + Give list of columns if different for each lc file. e.g. ["col0","col3"] for spline in col0 for lc1.dat and col3 for lc2.dat. + For 2D spline for an lc file, use tuple of length 2. e.g. ("col0","col3") for simultaneous spline fit to col0 and col3. + + degree : int, tuple, list optional + Degree of the smoothing spline. Must be 1 <= degree <= 5. Default is 3 for a cubic spline. - grnames = np.array(list(sorted(set(self._groups)))) - ngroup = len(grnames) + knot_spacing : float, tuple, list + distance between knots of the spline. E.g 15 degrees for roll angle in CHEOPS data. - if len(depth_per_group)==1: depth_per_group = depth_per_group * ngroup #depth for each group - if len(depth_err_per_group)==1: depth_err_per_group = depth_err_per_group * ngroup + verbose : bool, optional + print output. Default is True. + Examples + -------- + To use different spline configuration for 2 lc files: 2D spline for the first file and 1D for the second. + >>> lc_obj.add_spline(lc_list=["lc1.dat","lc2.dat"], par=[("col3","col4"),"col4"], degree=[(3,3),2], knot_spacing=[(5,3),2]) + + For same spline configuration for all loaded lc files + >>> lc_obj.add_spline(lc_list="all", par="col3", degree=3, knot_spacing=5) + """ + + #default spline config -- None + self._lcspline = [None]*self._nphot #list to hold spline configuration for each lc + for i in range(self._nphot): + self._lcspline[i] = SimpleNamespace() #create empty namespace for each lc + self._lcspline[i].name = self._names[i] + self._lcspline[i].dim = 0 + self._lcspline[i].par = None + self._lcspline[i].use = False + self._lcspline[i].deg = None + self._lcspline[i].knots = None + self._lcspline[i].conf = "None" + + if lc_list is None: + if verbose: print("No spline\n") + return + elif lc_list == "all": + lc_list = self._names + else: + if isinstance(lc_list, str): lc_list = [lc_list] - assert len(depth_per_group)== len(depth_err_per_group)== ngroup, \ - f"transit_depth_variation: length of depth_per_group and depth_err_per_group must be equal to the number of unique groups (={ngroup}) defined in `lc_baseline`" + nlc_spl = len(lc_list) #number of lcs to add spline to + for lc in lc_list: + assert lc in self._names, f"add_spline(): {lc} not in loaded lc files: {self._names}." - nphot = len(self._names) # the number of photometry input files + DA = locals().copy() - self._ddfs.depth_per_group = depth_per_group - self._ddfs.depth_err_per_group = depth_err_per_group - self._ddfs.divwhite = divwhite - self._ddfs.prior = prior - self._ddfs.ddfYN = ddFs - self._ddfs.prior_width_lo = prior_width_lo - self._ddfs.prior_width_hi = prior_width_hi - if divwhite=="y": - assert ddFs=='n', 'transit_depth_variation: you can not do divide-white and not fit ddfs!' + for p in ["par","degree","knot_spacing"]: + if DA[p] is None: DA[p] = [None]*nlc_spl + if isinstance(DA[p], (str,int,float,tuple)): DA[p] = [DA[p]]*nlc_spl + if isinstance(DA[p], list): assert len(DA[p])==nlc_spl, f"add_spline(): {p} must be a list of length {nlc_spl} or length 1 (if same is to be used for all lcs)." - for i in range(nphot): - if (self._bases[i][6]>0): - _raise(ValueError, 'transit_depth_variation: you can not have CNMs active and do divide-white') + #check if inputs are valid + for list_item in DA[p]: + if p=="par": + if isinstance(list_item, str): assert list_item in ["col0","col3","col4","col5","col6","col7",None],f'add_spline(): {p} must be in ["col0","col3","col4","col5"] but {list_item} given.' + if isinstance(list_item, tuple): + for tup_item in list_item: assert tup_item in ["col0","col3","col4","col5","col6","col7",None],f'add_spline(): {p} must be in ["col0","col3","col4","col5"] but {tup_item} given.' + if p=="degree": + assert isinstance(list_item, (int,tuple)),f'add_spline(): {p} must be an integer but {list_item} given.' + if isinstance(list_item, tuple): + for tup_item in list_item: assert isinstance(tup_item, int),f'add_spline(): {p} must be an integer but {tup_item} given.' + + for i,lc in enumerate(lc_list): + ind = self._names.index(lc) #index of lc in self._names + par, deg, knots = DA["par"][i], DA["degree"][i], DA["knot_spacing"][i] + dim = 1 if isinstance(par,str) else len(par) + assert dim <=2, f"add_spline(): dimension of spline must be 1 or 2 but {par} (dim {dim}) given for {lc}." + if dim==2: #if 2d spline + if isinstance(deg, int): deg = (deg,deg) #if degree is int, make it a tuple + if isinstance(knots, int): knots = (knots,knots) + + self._lcspline[ind].name = lc + self._lcspline[ind].dim = dim + self._lcspline[ind].par = par + self._lcspline[ind].use = True if par else False + self._lcspline[ind].deg = deg + self._lcspline[ind].knots = knots + + if dim==1: + self._lcspline[ind].conf = f"c{par[-1]}:d{deg}k{knots}" + else: + self._lcspline[ind].conf = f"c{par[0][-1]}:d{deg[0]}K{knots[0]}|c{par[1][-1]}:d{deg[1]}k{knots[1]}" + + if verbose: print(f"{lc} – Adding a degree {deg} spline to fit {par}: knot spacing = {knots} --> [{self._lcspline[ind].conf}]") + if verbose: _print_output(self,"lc_baseline") - if len(self._names)>0: - if (ddFs=='n' and np.max(self._grbases)>0): _raise(ValueError,'no ddFs but groups? Not a good idea!') + + def add_GP(self ,lc_list=None, par=["col0"], kernel=["mat32"], operation=[""], + amplitude=[], lengthscale=[], verbose=True): + """ + Define GP parameters for each lc. + The GP parameters, amplitude in ppm and lengthscale in unit of the desired column can be defined in following ways: + * fixed value as float or int, e.g amplitude = 2 + * free parameter with lognormal prior given as tuple of len 2, e.g. amplitude = (2, 1) + * free parameters with loguniform prior interval and initial value given as tuple of length 3, e.g. amplitude = (1,2,5) with 2 being the initial value. - if verbose: _print_output(self,"depth_variation") - - def setup_occultation(self, filters_occ=None, start_depth=[(0,20e-6,1000e-6)], step_size=0.00001,verbose=True): - """ - setup fitting for occultation depth + Here the amplitude corresponds to the standard deviation of the noise process and the lengthscale corresponds to the characteristic timescale of the noise process. + For the celerite sho kernel, the quality factor Q has been fixed to 1/sqrt(2) which is commonly used to model stellar oscillations/granulation noise (eqn 24 celerite paper). + this lengthscale here is the undamped period of the oscillator. + + For the cosine kernel in George, lengthscale is the period. This kernel should probably always be multiplied by a stationary kernel (e.g. ExpSquaredKernel) to allow quasi-periodic variations. + Parameters: ----------- + lc_list : str, list; + list of lc files to add GP to. Default is None for no GP. if "all" is given, GP is added to all lc files where gp use has been indicated in ``lc_baseline()``. + If "same" is given, a global (same) GP is used for all indicated lc files in ``lc_baseline()``. + par : str, tuple, list; + column of the input data to use as the GP independent variable. a list is expected if different columns are to be used for the lc files given in lc_list. + to use 2 different kernels on a single lc file, give column name for each kernel as a tuple of length 2. + e.g. lc_list=["lc1.dat","lc2.dat"], par = [("col0","col0"),"col3"] to use col0 for both kernels of lc1, and col3 for lc2. + kernel : str, tuple, list; + kernel to use for the GP. Must be one of ["mat32","mat52","exp","expsq","cos"] if George package is selected and one of ["real","mat32","sho"] if using Celerite package + A list is expected if different kernels are to be used for the lc files given in lc_list. + to use 2 different kernels on a single lc file, give kernel name for each kernel as a tuple of length 2. + e.g. lc_list=["lc1.dat","lc2.dat"], kernel = [("mat32","expsq"),"exp"] to use mat32 and expsq for lc1, and exp for lc2. + operation : str, tuple, list; + operation to combine 2 kernels. Must be one of ["+","*"]. Default is "" for no combination. + amplitude : float, tuple, list; + amplitude of the GP kernel. Must be list containing int/float or tuple of length 2 or 3 + lengthscale : float, tuple, list; + lengthscale of the GP kernel. Must be list containing int/float or tuple of length 2 or 3 + verbose : bool; + print output. Default is True. + """ + # supported 2-hyperparameter kernels + george_allowed = dict(kernels = ["mat32","mat52","exp","expsq","cos"],columns= ["col0","col3","col4","col5"]) + celerite_allowed = dict(kernels = ["real","mat32","sho"], columns=["col0"]) + + self._GP_dict = {} + self._sameLCgp = SimpleNamespace(flag = False, first_index =None) + + if lc_list is None or lc_list == []: + if self._nphot>0: + if len(self._gp_lcs())>0: print(f"\nWarning: GP was expected for the following lcs {self._gp_lcs()} \nMoving on ...") + if verbose:_print_output(self,"gp") + return + elif isinstance(lc_list, str): + if lc_list == "same": + self._sameLCgp.flag = True + self._sameLCgp.first_index = self._names.index(self._gp_lcs()[0]) + if lc_list in ["all","same"]: + lc_list = self._gp_lcs() + else: lc_list=[lc_list] + + + for lc in self._gp_lcs(): assert lc in lc_list,f"add_GP(): GP was expected for {lc} but was not given in lc_list." + for lc in lc_list: + assert lc in self._names,f"add_GP(): {lc} not in loaded lc files." + assert lc in self._gp_lcs(),f"add_GP(): GP was not expected for {lc} but was given in lc_list. Use `._useGPphot` attribute to modify this list with 'y','ce' or 'n' for each loaded lc" + + lc_ind = [self._names.index(lc) for lc in lc_list] + gp_pck = [self._useGPphot[i] for i in lc_ind] #gp_pck is a list of "y" or "ce" for each lc in lc_list + + DA = locals().copy() + _ = [DA.pop(item) for item in ["self","verbose"]] + + for p in ["par","kernel","operation","amplitude","lengthscale"]: + if isinstance(DA[p], (str,int,float,tuple)): DA[p] = [DA[p]] + if isinstance(DA[p], list): + if self._sameLCgp.flag: + assert len(DA[p])==1 or len(DA[p])==len(lc_list), f"add_GP(): {p} must be a list of length {len(lc_list)} or length 1 (if same is to be used for all LCs)." + if len(DA[p])==2: assert DA[p][0]==DA[p][1], f"add_GP(): {p} must be same for all lc files if sameGP is used." + if len(DA[p])==1: DA[p] = DA[p]*len(lc_list) + + assert len(DA[p])==len(lc_list), f"add_GP(): {p} must be a list of length {len(lc_list)} or length 1 (if same is to be used for all LCs)." - filters_occ : list; - List of unique filters to fit. - If "all", occultation depth is fit for all filters given in `lc.load_lightcurves`. - use `lc_data._filnames` to obtain the list of unique filters. - If None, will not fit occultation. - - start_depth : list of tuples, tuple; - define start value for occultation depth in each filter and the priors/bounds. - * if tuple is of len 2, set normal prior with index[0] as prior mean and index[1] as prior width. \ - hard bounds are set between 0 and 1 - * if tuple is of len 3, set uniform prior with between index[0] and index[2], index[1] is the initial value. - - - step_size : list, float; - step size for each filter. If float, the same step size is used for all filters. + for p in ["par","kernel","operation","amplitude","lengthscale"]: + #check if inputs for p are valid + for i,list_item in enumerate(DA[p]): + if p=="par": + if isinstance(list_item, str): + if gp_pck[i]=="y": assert list_item in george_allowed["columns"], f'add_GP(): inputs of {p} must be in {george_allowed["columns"]} but {list_item} given.' + if gp_pck[i]=="ce": assert list_item in celerite_allowed["columns"],f'add_GP(): inputs of {p} must be in {celerite_allowed["columns"]} but {list_item} given.' + DA["operation"][i] = "" + elif isinstance(list_item, tuple): + assert len(list_item)==2,f'add_GP(): max of 2 gp kernels can be combined, but {list_item} given in {p}.' + assert DA["operation"][i] in ["+","*"],f'add_GP(): operation must be one of ["+","*"] to combine 2 kernels but {DA["operation"][i]} given.' + for tup_item in list_item: + if gp_pck[i]=="y": assert tup_item in george_allowed["columns"], f'add_GP(): {p} must be in {george_allowed["columns"]} but {tup_item} given.' + if gp_pck[i]=="ce": assert tup_item in celerite_allowed["columns"],f'add_GP(): {p} must be in {celerite_allowed["columns"]} but {tup_item} given.' + # assert that a tuple of length 2 is also given for kernels, amplitude and lengthscale. + for chk_p in ["kernel","amplitude","lengthscale"]: + assert isinstance(DA[chk_p][i], tuple) and len(DA[chk_p][i])==2,f'add_GP(): expected tuple of len 2 for {chk_p} element {i} but {DA[chk_p][i]} given.' + + else: _raise(TypeError, f"add_GP(): elements of {p} must be a tuple of length 2 or str but {list_item} given.") - verbose: bool; - print output configuration or not. - + if p=="kernel": + if isinstance(list_item, str): + if gp_pck[i]=="y": assert list_item in george_allowed["kernels"], f'add_GP(): {p} must be one of {george_allowed["kernels"]} but {list_item} given.' + if gp_pck[i]=="ce": assert list_item in celerite_allowed["kernels"],f'add_GP(): {p} must be one of {celerite_allowed["kernels"]} but {list_item} given.' + elif isinstance(list_item, tuple): + for tup_item in list_item: + if gp_pck[i]=="y": assert tup_item in george_allowed["kernels"], f'add_GP(): {p} must be one of {george_allowed["kernels"]} but {tup_item} given.' + if gp_pck[i]=="ce": assert tup_item in celerite_allowed["kernels"],f'add_GP(): {p} must be one of {celerite_allowed["kernels"]} but {tup_item} given.' + else: _raise(TypeError, f"add_GP(): elements of {p} must be a tuple of length 2 or str but {list_item} given.") + + if p=="operation": + assert list_item in ["+","*",""],f'add_GP(): {p} must be one of ["+","*",""] but {list_item} given.' + + if p in ["amplitude", "lengthscale"]: + if isinstance(list_item, (int,float)): pass + elif isinstance(list_item, tuple): + if isinstance(DA["par"][i],tuple): + for tup in list_item: + if isinstance(tup, (int,float)): pass + elif isinstance(tup, tuple): + assert len(tup) in [2,3],f'add_GP(): {p} must be a float/int or tuple of length 2/3 but {tup} given.' + if len(tup)==3: assert tup[0]0 else 0.007, bounds_hi=v[2], + user_data=[this_kern, this_par]) + else: _raise(TypeError, f"add_GP(): elements of {p} must be a tuple of length 2/3 or float/int but {v} given.") + + if verbose: _print_output(self,"gp") + + + def planet_parameters(self, RpRs=0., Impact_para=0, rho_star=0, T_0=0, Period=0, + Eccentricity=0, omega=90, K=0, verbose=True): """ - if isinstance(filters_occ, str): - if filters_occ == "all": filters_occ = list(self._filnames) - else: filters_occ= [filters_occ] - if filters_occ is None: filters_occ = [] + Define parameters an priors of model parameters. + By default, the parameters are fixed to the given values. To fit a parameter use the `to_fit` method to change it from 'n' to 'y'. + The parameters can be defined in following ways: + + * fixed value as float or int, e.g Period = 3.4 + * free parameter with gaussian prior given as tuple of len 2, e.g. T_0 = (5678, 0.1) + * free parameters with uniform prior interval and initial value given as tuple of length 3, e.g. RpRs = (0,0.1,0.2) with 0.1 being the initial value. - assert isinstance(start_depth,(int,float,tuple,list)), f"setup_occulation:start depth must be list of tuple/float for depth in each filter or tuple/float for same in all filters." - if isinstance(start_depth, (int,float,tuple)): start_depth= [start_depth] - # unpack start_depth input - start_value, prior, prior_mean, prior_width_hi, prior_width_lo, bounds_hi, bounds_lo = [],[],[],[],[],[],[] - for dp in start_depth: - if isinstance(dp, (int,float)): - start_value.append(dp) - prior.append("n") - prior_mean.append(0) - prior_width_hi.append(0) - prior_width_lo.append(0) - bounds_lo.append(0) - bounds_hi.append(0) - - elif isinstance(dp,tuple) and len(dp)==2: - start_value.append(dp[0]) - prior.append("y" if dp[1] else "n") - prior_mean.append(dp[0]) - prior_width_hi.append(dp[1]) - prior_width_lo.append(dp[1]) - bounds_lo.append(0) - bounds_hi.append(1) - - elif isinstance(dp,tuple) and len(dp)==3: - start_value.append(dp[1]) - prior.append("n") - prior_mean.append(0) - prior_width_hi.append(0) - prior_width_lo.append(0) - bounds_lo.append(dp[0]) - bounds_hi.append(dp[2]) + Parameters: + ----------- + RpRs : float, tuple; + Ratio of planet to stellar radius. Default is 0. - else: _raise(TypeError, f"setup_occultation: float or tuple (of len 2 or 3) was expected but got the value {dp} in start_depth.") + Impact_para : float, tuple; + Impact parameter of the transit. Default is 0. + rho_star : float, tuple; + density of the star in g/cm^3. Default is 0. - DA = _reversed_dict(locals().copy()) - _ = DA.pop("self") #remove self from dictionary + T_0 : float, tuple; + Mid-transit time in days. Default is 0. + + Period : float, tuple; + Orbital period of the planet in days. Default is 0. + + Eccentricity : float, tuple; + Eccentricity of the orbit. Default is 0. + + omega : float, tuple; + Argument of periastron om degrees. Default is 90. + + K : float, tuple; + Radial velocity semi-amplitude in same unit as the data. Default is 0. + + verbose : bool; + print output. Default is True. + """ + + DA = deepcopy(locals()) #dict of arguments (DA) + _ = DA.pop("self") #remove self from dictionary _ = DA.pop("verbose") - _ = DA.pop("dp") - _ = DA.pop("start_depth") + #sort to specific order + key_order = ["RpRs","Impact_para","rho_star", "T_0", "Period", "Eccentricity","omega", "K"] + DA = {key:DA[key] for key in key_order if key in DA} + + self._TR_RV_parnames = [nm for nm in DA.keys()] + # self._npars = 8 + self._config_par = {} + + for par in DA.keys(): + if isinstance(DA[par], (float,int,tuple)): DA[par] = [DA[par]]*self._nplanet + if isinstance(DA[par], list): assert len(DA[par])==self._nplanet, f"planet_parameters: {par} must be a list of length {self._nplanet} or float/int/tuple." + + for n in range(self._nplanet): #n is planet number + self._config_par[f"pl{n+1}"] = {} + + for par in DA.keys(): + if par in ["RpRs", "Eccentricity"]: lo_lim,up_lim = 0,1 + elif par == "rho_star": lo_lim,up_lim = 0,8 + elif par == "Impact_para": lo_lim,up_lim = 0,2 + elif par == "omega": lo_lim,up_lim = 0,360 + + #fitting parameter + if isinstance(DA[par][n], tuple): + #gaussian + if len(DA[par][n]) == 2: + if par in ["T_0","rho_star","Period"]: + lo_lim = DA[par][n][0]-20*DA[par][n][1] if par=="T_0" else max(0,DA[par][n][0]-20*DA[par][n][1]) #lowlim is mean-20*sigma + up_lim = DA[par][n][0]+20*DA[par][n][1] #uplim is mean+20*sigma + DA[par][n] = _param_obj(to_fit="y", start_value=DA[par][n][0], step_size=0.1*DA[par][n][1], + prior="p", prior_mean=DA[par][n][0], + prior_width_lo=DA[par][n][1], prior_width_hi=DA[par][n][1], + bounds_lo=lo_lim, bounds_hi=up_lim) + #uniform + elif len(DA[par][n]) == 3: + DA[par][n] = _param_obj(*["y", DA[par][n][1], min(0.001,0.001*np.ptp(DA[par][n])), "n", DA[par][n][1], + 0, 0, DA[par][n][0], DA[par][n][2]]) + + else: _raise(ValueError, f"planet_parameters: length of tuple {par} is {len(DA[par][n])} but it must be 2 for gaussian or 3 for uniform priors") + #fixing parameter + elif isinstance(DA[par][n], (int, float)): + DA[par][n] = _param_obj(*["n", DA[par][n], 0.00, "n", DA[par][n], 0, 0, 0, 0]) + + else: _raise(TypeError, f"planet_parameters(): {par} for planet{n} must be one of [tuple(of len 2 or 3), int, float] but is {type(DA[par][n])}") + + self._config_par[f"pl{n+1}"][par] = DA[par][n] #add to object + + if verbose: _print_output(self,"planet_parameters") + + if self._show_guide: print("\nNext: use method transit_depth_variation` to include variation of RpRs for the different filters or \n`setup_phasecurve` to fit the occultation depth or \n`limb_darkening` for fit or fix LDCs or `contamination_factors` to add contamination.") + + + def update_planet_parameters(self, RpRs=0., Impact_para=0, rho_star=0, T_0=0, Period=0, + Eccentricity=0, omega=90, K=0, verbose=True): + """ + update parameters and priors of model parameters. + By default, the parameters are fixed to the given values. To fit a parameter use the `to_fit` method to change it from 'n' to 'y'. + The parameters can be defined in following ways: + + * fixed value as float or int, e.g Period = 3.4 + * free parameter with gaussian prior given as tuple of len 2, e.g. T_0 = (5678, 0.1) + * free parameters with uniform prior interval and initial value given as tuple of length 3, e.g. RpRs = (0,0.1,0.2) with 0.1 being the initial value. + + Parameters: + ----------- + RpRs : float, tuple; + Ratio of planet to stellar radius. Default is 0. + + Impact_para : float, tuple; + Impact parameter of the transit. Default is 0. + + rho_star : float, tuple; + density of the star in g/cm^3. Default is 0. + + T_0 : float, tuple; + Mid-transit time in days. Default is 0. + + Period : float, tuple; + Orbital period of the planet in days. Default is 0. + + Eccentricity : float, tuple; + Eccentricity of the orbit. Default is 0. + + omega : float, tuple; + Argument of periastron. Default is 90. + + K : float, tuple; + Radial velocity semi-amplitude in m/s. Default is 0. + + verbose : bool; + print output. Default is True. + """ - if verbose: - if filters_occ != [] : print(f"fitting occultation depth for filters: {filters_occ}\n") - else: print("Not fitting occultation\n") + DA = locals().copy() #dict of arguments (DA) + _ = DA.pop("self") #remove self from dictionary + _ = DA.pop("verbose") - nfilt = len(self._filnames) #length of unique filters - nocc = len(filters_occ) #length of given filters to fit + rm_par= [] + for par in DA.keys(): + if DA[par] == 0: rm_par.append(par) + _ = [DA.pop(p) for p in rm_par] - - if filters_occ != []: - for f in filters_occ: assert f in self._filnames, \ - f"setup_occultation: {f} is not in list of defined filters" - + for par in DA.keys(): + if isinstance(DA[par], (float,int,tuple)): DA[par] = [DA[par]]*self._nplanet + if isinstance(DA[par], list): assert len(DA[par])==self._nplanet, f"planet_parameters: {par} must be a list of length {self._nplanet} or float/int/tuple." + + for n in range(self._nplanet): #n is planet number + for par in DA.keys(): - assert isinstance(DA[par], (int,float,str)) or \ - (isinstance(DA[par], list) and ( (len(DA[par]) == nocc) or (len(DA[par]) == 1))), \ - f"setup_occultation: length of input {par} must be equal to the length of filters_occ (={nocc}) or float or None." + if par in ["RpRs", "Eccentricity"]: lo_lim,up_lim = 0,1 + elif par == "rho_star": lo_lim,up_lim = 0,8 + elif par == "Impact_para": lo_lim,up_lim = 0,2 + elif par == "omega": lo_lim,up_lim = 0,360 + + #fitting parameter + if isinstance(DA[par][n], tuple): + #gaussian + if len(DA[par][n]) == 2: + if par in ["T_0","rho_star","Period"]: + lo_lim = DA[par][n][0]-20*DA[par][n][1] if par=="T_0" else max(0,DA[par][n][0]-20*DA[par][n][1]) #lowlim is mean-20*sigma + up_lim = DA[par][n][0]+20*DA[par][n][1] #uplim is mean+20*sigma + DA[par][n] = _param_obj(to_fit="y", start_value=DA[par][n][0], step_size=0.1*DA[par][n][1], + prior="p", prior_mean=DA[par][n][0], + prior_width_lo=DA[par][n][1], prior_width_hi=DA[par][n][1], + bounds_lo=lo_lim, bounds_hi=up_lim) + #uniform + elif len(DA[par][n]) == 3: + DA[par][n] = _param_obj(*["y", DA[par][n][1], min(0.001,0.001*np.ptp(DA[par][n])), "n", DA[par][n][1], + 0, 0, DA[par][n][0], DA[par][n][2]]) + + else: _raise(ValueError, f"update_planet_parameters(): length of tuple {par} is {len(DA[par][n])} but it must be 2 for gaussian or 3 for uniform priors") + #fixing parameter + elif isinstance(DA[par][n], (int, float)): + DA[par][n] = _param_obj(*["n", DA[par][n], 0.00, "n", DA[par][n], 0, 0, 0, 0]) + + else: _raise(TypeError, f"update_planet_parameters(): {par} for planet{n} must be one of [tuple(of len 2 or 3), int, float] but is {type(DA[par][n])}") + + self._config_par[f"pl{n+1}"][par] = DA[par][n] #add to object + + if verbose: _print_output(self,"planet_parameters") + + if self._show_guide: print("\nNext: use method transit_depth_variation` to include variation of RpRs for the different filters or \n`setup_phasecurve` to fit the occultation depth or \n`limb_darkening` for fit or fix LDCs or `contamination_factors` to add contamination.") + + + def transit_depth_variation(self, ddFs="n", dRpRs=(-0.5,0,0.5), divwhite="n", verbose=True): + """ + Include transit depth variation between the different lcs or lc groups. Note: "RpRs" must be fixed to a reference value in `.planet_parameters()` and not a jump parameter . + transit depth variation is calculated as the deviation of each group's transit depth from the fixed RpRs + + Parameters: + ----------- - if (isinstance(DA[par], list) and len(DA[par]) == 1): DA[par] = DA[par]*nocc - if isinstance(DA[par], (int,float,str)): DA[par] = [DA[par]]*nocc + ddFs : str ("y" or "n"); + specify if to fit depth variation or not. default is "n" + + dRpRs : tuple of len 2 or 3; + deviation of depth in each group from the reference values. Must be tuple of len 2/3 specifying (mu,std)/(min,start,max) + divwhite : str ("y" or "n"); + flag to divide each light-curve by the white lightcurve. Default is "n" + verbose: bool; + print output + + """ + assert hasattr(self, "_config_par"), "transit_depth_variation(): planet_parameters() must be called before transit_depth_variation()." + assert isinstance(dRpRs, tuple),f"transit_depth_variation(): dRpRs must be tuple of len 2/3 specifying (mu,std)/(min,start,max)." + if ddFs == "y": + assert self._config_par["pl1"]["RpRs"].to_fit == "n" or self._config_par["pl1"]["RpRs"].step_size ==0,'Fix `RpRs` in `.planet_parameters()` to a reference value in order to setup depth variation.' - DA2 = {} # expand dictionary to also include specifications for non-fitted filters - DA2["filt_to_fit"] = [("y" if f in filters_occ else "n") for f in self._filnames] + + grnames = np.array(list(sorted(set(self._groups)))) + ngroup = len(grnames) + transit_depth_per_group = [(self._config_par["pl1"]["RpRs"].start_value,0)] + depth_per_group = [d[0] for d in transit_depth_per_group] * ngroup # depth for each group + depth_err_per_group = [d[1] for d in transit_depth_per_group] * ngroup + step = 0.001 + + if len(dRpRs)==3: + start_val = dRpRs[1] + bounds_lo,bounds_hi = dRpRs[0],dRpRs[2] + prior_width_lo = prior_width_hi = 0 + else: + start_val = dRpRs[0] + bounds_lo, bounds_hi = -0.5, 0.5 + prior_width_lo = prior_width_hi = dRpRs[1] - indx = [ list(self._filnames).index(f) for f in filters_occ] #index of given filters_occ in unique filter names - for par in DA.keys(): - if par == "prior": DA2[par] = ["n"]*nfilt - elif par == "filters_occ": DA2[par] = list(self._filnames) - else: DA2[par] = [0]*nfilt + self._ddfs= SimpleNamespace() + self._ddfs.drprs_op=[start_val, step, bounds_lo, bounds_hi, start_val, prior_width_lo, prior_width_hi] # the dRpRs options + + + self._ddfs.depth_per_group = depth_per_group + self._ddfs.depth_err_per_group = depth_err_per_group + self._ddfs.divwhite = divwhite + # self._ddfs.prior = prior + self._ddfs.ddfYN = ddFs + self._ddfs.prior_width_lo = prior_width_lo + self._ddfs.prior_width_hi = prior_width_hi + if divwhite=="y": + assert ddFs=='n', 'transit_depth_variation(): you can not do divide-white and not fit ddfs!' + + for i in range(self._nphot): + if (self._bases[i][6]>0): + _raise(ValueError, 'transit_depth_variation(): you can not have CNMs active and do divide-white') + + if self._nphot>0: + if (ddFs=='n' and np.max(self._grbases)>0): _raise(ValueError,'no ddFs but groups? Not a good idea!') + + if verbose: _print_output(self,"depth_variation") + + + def transit_timing_variation(self, ttvs="n", dt=(-0.125,0,0.125), verbose=True): + """ + include transit timing variation between the transit. Note: "T_0" and "P" must be fixed to reference values in `.planet_parameters()` and not a jump parameter . + transit timing variation is calculated as the deviation of each transit time from the expected T_0 + P*n + """ + #TODO: implement this + assert hasattr(self, "_config_par"), "transit_timing_variation(): planet_parameters() must be called before transit_timing_variation()." + raise NotImplementedError("transit_timing_variation() is not implemented yet.") - for i,j in zip(indx, range(nocc)): - DA2[par][i] = DA[par][j] + def setup_phasecurve(self, D_occ=0, A_pc=0, ph_off=0, verbose=True ): + """ + Setup phase curve parameters for each unique filter in loaded lightcurve. use `._fil_names` attribute to see the unique filter order. + + Parameters: + ----------- + D_occ : float, tuple, list; + Occultation depth. Default is 0. + + A_pc : float, tuple, list; + Amplitude of the phase curve. Default is 0. - DA2["filt_to_fit"] = [("y" if step else "n") for step in DA2["step_size"]] - self._occ_dict = DA = DA2 - if verbose: _print_output(self,"occultations") + ph_off : float, tuple,list; + Offset of the hotspot in degrees. Default is 0. - def get_LDs(self,Teff,logg,Z, filter_names, unc_mult=10, use_result=True, verbose=True): + verbose : bool; + print output. Default is True. """ - get quadratic limb darkening parameters using ldtk (requires internet connection). + DA = locals().copy() + _ = [DA.pop(item) for item in ["self","verbose"]] + + nfilt = len(self._filnames) #length of unique filters + + for par in DA.keys(): + if isinstance(DA[par], (int,float,tuple)): DA[par] = [DA[par]]*nfilt + if isinstance(DA[par], list): + if len(DA[par])==1: DA[par] = DA[par]*nfilt + assert len(DA[par])==nfilt, \ + f"setup_phasecurve(): {par} must be a list of length {nfilt} (for filters {list(self._filnames)}) or float/int/tuple." + + #occ_depth + self._PC_dict = dict(D_occ = {}, A_pc = {}, ph_off = {}) #dictionary to store phase curve parameters + for par in DA.keys(): #D_occ, A_pc, ph_off + for i,f in enumerate(self._filnames): + v = DA[par][i] + if isinstance(v, tuple): + #recall: _param_obj([to_fit, start_value, step_size,prior, prior_mean,pr_width_lo,prior_width_hi, bounds_lo, bounds_hi]) + step = 1 if par=="ph_off" else 1e-6 + if len(v) == 2: #gaussian prior + self._PC_dict[par][f] = _param_obj(*["y", v[0], step, "p", v[0], v[1], v[1], 0, 1]) + elif len(v) == 3: #uniform prior + self._PC_dict[par][f] = _param_obj(*["y", v[1], step, "n", v[1], 0, 0, v[0], v[2]]) + else: _raise(ValueError, f"setup_phasecurve(): length of tuple {par} is {len(v)} but it must be 2 for gaussian or 3 for uniform priors") + + elif isinstance(v, (int, float)): #fixed value + self._PC_dict[par][f] = _param_obj(*["n", v, 0.00, "n", v, 0, 0, 0, 0]) + + else: _raise(TypeError, f"setup_phasecurve(): {par} must be one of [tuple(of len 2 or 3), float] but {v} is given for filter {f}.") + + if verbose: _print_output(self,"phasecurve") + + def get_LDs(self,Teff,logg,Z, filter_names, unc_mult=10, use_result=False, verbose=True): + """ + get Kipping quadratic limb darkening parameters (q1,q2) using ldtk (requires internet connection). Parameters ---------- @@ -1225,7 +2150,7 @@ def get_LDs(self,Teff,logg,Z, filter_names, unc_mult=10, use_result=True, verbos filter_names : list of str SVO filter name such as 'Spitzer/IRAC.I1' or a name shortcut such as "TESS", "CHEOPS","kepler". - use `lc_data._filter_shortcuts` to get list of filter shortcut names. Filter names can be obtained from http://svo2.cab.inta-csic.es/theory/fps/ + use `lc_obj._filter_shortcuts` to get list of filter shortcut names. Filter names can be obtained from http://svo2.cab.inta-csic.es/theory/fps/ unc_mult : int/float, optional value by which to multiply ldtk uncertainties which are usually underestimated, by default 10 @@ -1235,13 +2160,13 @@ def get_LDs(self,Teff,logg,Z, filter_names, unc_mult=10, use_result=True, verbos Returns ------- - u1, u2 : arrays + q1, q2 : arrays each coefficient is an array of only values (no uncertainity) for each filter. - These can be fed to the `limb_darkening` function to fix the coefficients + These can be fed to the `limb_darkening()` function to fix the coefficients """ from ldtk import LDPSetCreator, BoxcarFilter - u1, u2 = [], [] + q1, q2 = [], [] if isinstance(filter_names,list): assert len(filter_names)==len(self._filnames),\ @@ -1251,9 +2176,9 @@ def get_LDs(self,Teff,logg,Z, filter_names, unc_mult=10, use_result=True, verbos for i,f in enumerate(filter_names): if f.lower() in self._filter_shortcuts.keys(): ft = self._filter_shortcuts[f.lower()] - + else: ft=f flt = SVOFilter(ft) - ds = 'visir' if np.any(flt.wavelength > 1200) else 'vis' + ds = 'visir-lowres' if np.any(flt.wavelength > 1000) else 'vis-lowres' sc = LDPSetCreator(teff=Teff, logg=logg, z=Z, # spectra from the Husser et al. filters=[flt], dataset=ds) # FTP server automatically. @@ -1263,153 +2188,122 @@ def get_LDs(self,Teff,logg,Z, filter_names, unc_mult=10, use_result=True, verbos ps.resample_linear_z(300) #calculate ld profiles - c, e = ps.coeffs_qd(do_mc=True, n_mc_samples=10000,mc_burn=1000) + c, e = ps.coeffs_tq(do_mc=True, n_mc_samples=10000,mc_burn=1000) ld1 = (round(c[0][0],4),round(e[0][0],4)) ld2 = (round(c[0][1],4),round(e[0][1],4)) - u1.append(ld1) - u2.append(ld2) - if verbose: print(f"{f:10s}({self._filters[i]}): u1={ld1}, u2={ld2}") + q1.append(ld1) + q2.append(ld2) + if verbose: print(f"{f:10s}({self._filters[i]}): q1={ld1}, q2={ld2}") if use_result: + q_1 = deepcopy(q1) + q_2 = deepcopy(q2) if verbose: print(_text_format.BOLD + "\nSetting-up limb-darkening priors from LDTk result" +_text_format.END) - self.limb_darkening(u1,u2) - return u1,u2 + self.limb_darkening(q_1,q_2) + return q1,q2 - def limb_darkening(self, c1=0, c2 = 0,verbose=True): + def limb_darkening(self, q1=0, q2 = 0,verbose=True): """ - Setup quadratic limb darkening LD coefficient (c1, c2) for transit light curves. - c1 and c2 stand for coefficient 1 and 2 (Note they are usually denoted u1 and u2 in literature) + Setup Kipping quadratic limb darkening LD coefficient (q1, q2) for transit light curves. Different LD coefficients are required if observations of different filters are used. Parameters: - --------- - c1,c2 : float/tuple or list of float/tuple for each filter; + ----------- + q1,q2 : float/tuple or list of float/tuple for each filter; Stellar quadratic limb darkening coefficients. if tuple, must be of - length 2 for normal prior (mean,std) or length 3 for uniform prior defined as (lo_lim, val, uplim). - **recall the conditions: c1+c2<1, c1>0, c1+c2>0 (https://ui.adsabs.harvard.edu/abs/2013MNRAS.435.2152K/abstract)\n - This implies the a broad uniform prior of [0,2] for c1 and [-1,1] for c2. However, it is highly recommended to use gaussian priors on c1 and c2. + The values must obey: (0 0 - + DA[f"bound_lo{par[-1]}"][i] = 0 + DA[f"bound_hi{par[-1]}"][i] = 1 + DA[f"step{par[-1]}"][i] = 0.1*DA[f"sig_lo{par[-1]}"][i] + # DA[f"prior_type{par[-1]}"][i] = "N" if len(d) == 3: #uniform prior - if d[0]!= 0 and d[2]!=0: assert d[0]=0 and d[2]<=1),f'limb_darkening(): uniform prior must be (lo_lim, val, uplim) where lo_lim>=0 and uplim<=1 but {d} given.' DA[par][i] = d[1] DA[f"bound_lo{par[-1]}"][i] = d[0] DA[f"bound_hi{par[-1]}"][i] = d[2] DA[f"sig_lo{par[-1]}"][i] = DA[f"sig_hi{par[-1]}"][i] = 0 - DA[f"step{par[-1]}"][i] = min(0.001, np.ptp([d[0],d[2]])) if (d[0] or d[2]) else 0 #if bounds != 0 - + DA[f"step{par[-1]}"][i] = min(0.001, np.ptp([d[0],d[2]])) + # DA[f"prior_type{par[-1]}"][i] = "U" + DA["priors"] = [0]*nfilt for i in range(nfilt): - DA["priors"][i] = "y" if np.any( [DA["sig_lo1"][i], DA["sig_lo2"][i],DA["sig_lo3"][i], DA["sig_lo4"][i] ]) else "n" + DA["priors"][i] = "y" if np.any( [DA["sig_lo1"][i], DA["sig_lo2"][i] ]) else "n" self._ld_dict = DA if verbose: _print_output(self,"limb_darkening") - def contamination_factors(self, cont_ratio=0, err = 0, verbose=True): + def contamination_factors(self, cont_ratio=0, verbose=True): """ add contamination factor for each unique filter defined from load_lightcurves(). Paramters: ---------- cont_ratio: list, float; - ratio of contamination flux to target flux in aperture for each filter. The order of list follows lc_data._filnames. - very unlikely but if float, same cont_ratio is used for all filters. - - err : list, float; - error of the contamination flux - + ratio of contamination flux to target flux in aperture for each filter. The order of list follows lc_obj._filnames. + Very unlikely but if a single float/tuple is given for several filters, same cont_ratio is used for all. """ - - DA = _reversed_dict(locals().copy()) + DA = locals().copy() _ = DA.pop("self") #remove self from dictionary _ = DA.pop("verbose") nfilt = len(self._filnames) - for par in DA.keys(): - assert isinstance(DA[par], (int,float)) or (isinstance(DA[par], list) and len(DA[par]) == nfilt), f"length of input {par} must be equal to the length of unique filters (={nfilt}) or float." - if isinstance(DA[par], (int,float)): DA[par] = [DA[par]]*nfilt + for par in DA.keys(): + if isinstance(DA[par], (int,float)): DA[par] = [(DA[par],0)]*nfilt + elif isinstance(DA[par], list): + assert len(DA[par]) == nfilt, f"contamination_factors(): length of input {par} must be equal to the length of unique filters (={nfilt}) or float." + for i in range(nfilt): + if isinstance(DA[par][i], (int,float)): DA[par][i] = (DA[par][i],0) + else: _raise(TypeError, f"contamination_factors(): {par} must be a float but {DA[par]} given.") + self._contfact_dict = DA if verbose: _print_output(self,"contamination") - def stellar_parameters(self,R_st=None, M_st=None, par_input = "MR", verbose=True): - """ - input parameters of the star - - Parameters: - ----------- - - R_st, Mst : tuple of length 2 or 3; - stellar radius and mass (in solar units) to use for calculating absolute dimensions. - First tuple element is the value and the second is the uncertainty. use a third element if asymmetric uncertainty - - par_input : str; - input method of stellar parameters. It can be "Rrho","Mrho" or "MR", to use the combination of 2 stellar params to get the third. - - """ - - - DA = _reversed_dict(locals().copy()) - _ = DA.pop("self") #remove self from dictionary - _ = DA.pop("verbose") - - for par in ["R_st", "M_st"]: - assert DA[par] is None or isinstance(DA[par],tuple), f"stellar_parameters: {par} must be either None or tuple of length 2 or 3 " - if DA[par] is None: DA[par] = (1,0.01) - if isinstance(DA[par],tuple): - assert len(DA[par])==2 or len(DA[par]) <=3, f"stellar_parameters: length of {par} tuple must be 2 or 3 " - if len(DA[par])== 2: DA[par]= (DA[par][0], DA[par][1], DA[par][1]) - - assert DA["par_input"] in ["Rrho","Mrho", "MR"], f"stellar_parameters: par_input must be one of 'Rrho','Mrho' or 'MR'. " - - self._stellar_dict = DA - - if verbose: _print_output(self,"stellar_pars") - def __repr__(self): data_type = str(self.__class__).split("load_")[1].split("'>")[0] - return f'Object containing {len(self._names)} {data_type}\nFiles:{self._names}\nFilepath: {self._fpath}' - + self.print("lc_baseline") + if self._nphot>0: + return f'{data_type} from filepath: {self._fpath}\n{self._nplanet} transiting planet(s)\nOrder of unique filters: {list(self._filnames)}' + else: + return "" def print(self, section="all"): """ Print out all input configuration (or particular section) for the light curve object. @@ -1417,27 +2311,26 @@ def print(self, section="all"): Parameters: ------------ section : str (optional) ; - section of configuration to print. - Must be one of ["lc_baseline", "gp", "transit_rv_pars", "depth_variation", "occultations", "limb_darkening", "contamination", "stellar_pars"]. + section of configuration to print.Must be one of ["lc_baseline", "gp", "planet_parameters", "depth_variation", "occultations", "limb_darkening", "contamination", "stellar_pars"]. Default is 'all' to print all sections. """ if section=="all": _print_output(self,"lc_baseline") _print_output(self,"gp") - _print_output(self,"transit_rv_pars") + _print_output(self,"planet_parameters") _print_output(self,"depth_variation") - _print_output(self,"occultations") + _print_output(self,"phasecurve") _print_output(self,"limb_darkening") _print_output(self,"contamination") - _print_output(self,"stellar_pars") else: - possible_sections= ["lc_baseline", "gp", "transit_rv_pars", "depth_variation", - "occultations", "limb_darkening", "contamination", "stellar_pars"] - assert section in possible_sections, f"print: {section} not a valid section of `lc_data`. \ + possible_sections= ["lc_baseline", "gp", "planet_parameters", "depth_variation", + "phasecurve", "limb_darkening", "contamination", "stellar_pars"] + assert section in possible_sections, f"print: {section} not a valid section of `lc_obj`. \ section must be one of {possible_sections}." _print_output(self, section) - def plot(self, plot_cols=(0,1,2), col_labels=None, nrow_ncols=None, figsize=None, fit_order=0, return_fig=False): + def plot(self, plot_cols=(0,1,2), col_labels=None, nrow_ncols=None, figsize=None, fit_order=0, + show_decorr_model=False, hspace=None, wspace=None, return_fig=False): """ visualize data @@ -1446,8 +2339,8 @@ def plot(self, plot_cols=(0,1,2), col_labels=None, nrow_ncols=None, figsize=None plot_cols : tuple of length 2 or 3; Tuple specifying which columns in input file to plot. Default is (0,1,2) to plot column 0 against 1, and 2 as errorbar (i.e. time against flux with fluxerr). - Use (3,1,2) to show the correlation between column 3 and the flux. - Using tuple of length 2 does not plot errorbars. e.g (3,1). + Use (3,1,2) to show the correlation between column 3 and the flux. Using tuple of length 2 does not plot errorbars. e.g (3,1). + if decorrelation has been done with `lmfit`, the "res" can also be given to plot a column against the residual of the fit. col_labels : tuple of length 2; label of the given columns in plot_cols. Default is ("time", "flux"). @@ -1458,6 +2351,12 @@ def plot(self, plot_cols=(0,1,2), col_labels=None, nrow_ncols=None, figsize=None fit_order : int; order of polynomial to fit to the plotted data columns to visualize correlation. + + show_decorr_model : bool; + show decorrelation model if decorrelation has been done. + + hspace, wspace: float; + height and width space between subplots. Default is None to use matplotlib defaults. figsize: tuple of length 2; Figure size. If None, (8,5) is used for a single input file and optimally determined for more inputs. @@ -1472,18 +2371,24 @@ def plot(self, plot_cols=(0,1,2), col_labels=None, nrow_ncols=None, figsize=None f"plot: col_labels must be tuple of length 2, but is {type(col_labels)} and length of {len(col_labels)}." assert isinstance(fit_order,int),f'fit_order must be an integer' + + if show_decorr_model: + if not hasattr(self,"_tmodel"): + print("cannot show decorr model since decorrelation has not been done. First, use `lc_obj.get_decorr()` to launch decorrelation.") + show_decorr_model = False if col_labels is None: col_labels = ("time", "flux") if plot_cols[:2] == (0,1) else (f"column[{plot_cols[0]}]",f"column[{plot_cols[1]}]") if self._names != []: - fig = _plot_data(self, plot_cols=plot_cols, col_labels = col_labels, nrow_ncols=nrow_ncols, figsize=figsize, fit_order=fit_order) + fig = _plot_data(self, plot_cols=plot_cols, col_labels = col_labels, nrow_ncols=nrow_ncols, figsize=figsize, fit_order=fit_order, + hspace=hspace, wspace=wspace, model_overplot=self._tmodel if show_decorr_model else None) if return_fig: return fig else: print("No data to plot") - + #rv data class load_rvs: """ @@ -1491,67 +2396,309 @@ class load_rvs: Parameters: ----------- - data_filepath : str; filepath where rvs files are located file_list : list; list of filenames for the rvs + nplanet : int; + number of planets in the system. Default is 1. + + rv_unit : str; + unit of the rv data. Must be one of ["m/s","km/s"]. Default is "km/s". + + lc_obj : object; + lightcurve object to modify rv parameters + + show_guide : bool; + print output to guide the user. Default is False. + Returns: -------- - rv_data : rv object + rv_obj : rv object + + Examples: + --------- + >>> rv_obj = load_rvs(file_list=["rv1.dat","rv2.dat"], data_filepath="/path/to/data/", rv_unit="km_s") """ - def __init__(self, file_list=None, data_filepath=None, show_guide =False): + def __init__(self, file_list=None, data_filepath=None, nplanet=1, rv_unit="km/s",lc_obj=None,show_guide =False): self._obj_type = "rv_obj" - self._fpath = os.getcwd()+"/" if data_filepath is None else data_filepath - self._names = [] if file_list is None else file_list + self._nplanet = nplanet + self._fpath = os.getcwd()+"/" if data_filepath is None else data_filepath + self._names = [] if file_list is None else file_list + self._input_rv = {} + self._RVunit = rv_unit + self._nRV = len(self._names) + self._lcobj = lc_obj + + assert rv_unit in ["m/s","km/s"], f"load_rvs(): rv_unit must be one of ['m/s','km/s'] but {rv_unit} given." if self._names == []: self.rv_baseline(verbose=False) else: for rv in self._names: assert os.path.exists(self._fpath+rv), f"file {rv} does not exist in the path {self._fpath}." if show_guide: print("Next: use method `rv_baseline` to define baseline model for for the each rv") + #modify input files to have 6 columns as CONAN expects for f in self._names: fdata = np.loadtxt(self._fpath+f) nrow,ncol = fdata.shape if ncol < 6: - print(f"Expected 6 columns for RV file: writing zeros to the missing columns of file: {f}") - new_cols = np.zeros((nrow,6-ncol)) - ndata = np.hstack((fdata,new_cols)) - np.savetxt(self._fpath+f,ndata,fmt='%.8f') + print(f"Expected at least 6 columns for RV file: writing ones to the missing columns of file: {f}") + new_cols = np.ones((nrow,6-ncol)) + fdata = np.hstack((fdata,new_cols)) + np.savetxt(self._fpath+f,fdata,fmt='%.8f') + #store input files in rv object + self._input_rv[f] = {} + for i in range(6): self._input_rv[f][f"col{i}"] = fdata[:,i] + + #list to hold initial baseline model coefficients for each rv + self._RVbases_init = [dict( A0=0, B0=0, A3=0, B3=0, A4=0, B4=0, A5=0, B5=0, + amp=0,freq=0,phi=0,phi2=0) + for _ in range(self._nRV)] + + self._rescaled_data = SimpleNamespace(flag=False, config=["None"]*self._nRV) + self.rv_baseline(verbose=False) + + + def update_planet_parameters(self, T_0=0, Period=0, Eccentricity=0, omega=90, K=0, verbose=True): + """ + Update the rv planet parameters defined in the lightcurve object. + + Parameters: + ----------- + T_0 : float, tuple; + Mid-transit time in days. Default is 0. + + Period : float, tuple; + Orbital period of the planet in days. Default is 0. + + Eccentricity : float, tuple; + Eccentricity of the orbit. Default is 0. + + omega : float, tuple; + Argument of periastron. Default is 90. + + K : float, tuple; + Radial velocity semi-amplitude in same unit as the data. Default is 0. + + verbose : bool; + print output. Default is True. + """ + assert self._lcobj is not None, "update_planet_parameters(): lightcurve object not defined. Use `lc_obj` argument in `load_rvs()` to define lightcurve object." + self._lcobj.update_planet_parameters(T_0=T_0, Period=Period, Eccentricity=Eccentricity, omega=omega, K=K, verbose=verbose) + + def rescale_data_columns(self,method="med_sub", verbose=True): + + """ + Function to rescale the data columns of the RVs. This can be important when decorrelating the data with polynomials. + The operation is not performed on columns 0,1,2. It is only performed on columns whose values do not span zero. + Function can only be run once on the loaded datasets but can be reset by running `load_rvs()` again. + + The method can be one of ["med_sub", "rs0to1", "rs-1to1","None"] which subtracts the median, rescales to [0,1], rescales to [-1,1], or does nothing, respectively. + """ + + if self._rescaled_data.flag: + print("Data columns have already been rescaled. run `load_rvs()` again to reset.") + return None + + if isinstance(method,str): method = [method]*self._nRV + elif isinstance(method, list): + assert len(method)==1 or len(method)==self._nRV, f'rescale_data_columns(): method must be either str or list of same length as number of input lcs ({self._nphot})' + else: _raise(TypeError,'rescale_data_columns(): method must be either str or list of same length as number of input lcs ({self._nphot})') + + for j,rv in enumerate(self._names): + assert method[j] in ["med_sub", "rs0to1", "rs-1to1","None"], f"method must be one of ['med_sub','rs0to1','rs-1to1','None'] but {method[j]} given" + if verbose: print(f"No rescaling for {rv}") if method[j]=="None" else print(f"Rescaled data columns of {rv} with method:{method[j]}") + for i in range(6): + if i not in [0,1,2]: + if not (min(self._input_rv[rv][f"col{i}"]) <= 0 <= max(self._input_rv[rv][f"col{i}"])): #if zero not in array + if method[j] == "med_sub": + self._input_rv[rv][f"col{i}"] -= np.median(self._input_rv[rv][f"col{i}"]) + elif method[j] == "rs0to1": + self._input_rv[rv][f"col{i}"] = rescale0_1(self._input_rv[rv][f"col{i}"]) + elif method[j] == "rs-1_1": + self._input_rv[rv][f"col{i}"] = rescale_minus1_1(self._input_rv[rv][f"col{i}"]) + else: pass + self._rescaled_data = SimpleNamespace(flag=True, config=method) + + def get_decorr(self, T_0=None, Period=None, K=None, sesinw=0, secosw=0, gamma=0, + delta_BIC=-5, decorr_bound =(-1000,1000), exclude_cols=[],enforce_pars=[], + show_steps=False, plot_model=True, setup_baseline=True,verbose=True ): + """ + Function to obtain best decorrelation parameters for each rv file using the forward selection method. + It compares a model with only an offset to a polynomial model constructed with the other columns of the data. + It uses columns 0,3,4,5 to construct the polynomial trend model. The temporary decorr parameters are labelled Ai,Bi for 1st & 2nd order in column i. + Decorrelation parameters that reduces the BIC by 5(i.e delta_BIC = -5, 12X more probable) are iteratively selected. + The result can then be used to populate the `rv_baseline()` method, if use_result is set to True. + + Parameters: + ----------- + T_0, Period, K, Eccentricity, omega : floats, None; + RV parameters of the planet. T_0 and P must be in same units as the time axis (cols0) in the data file. + if float/int, the values are held fixed. if tuple/list of len 2 implies [min,max] while len 3 implies [min,start_val,max]. + + delta_BIC : float (negative); + BIC improvement a parameter needs to provide in order to be considered relevant for decorrelation. + \ + Default is conservative and set to -5 i.e, parameters needs to lower the BIC by 5 to be included as decorrelation parameter. + + decorr_bound: tuple of size 2; + bounds when fitting decorrelation parameters. Default is (-1000,1000) + + exclude_cols : list of int; + list of column numbers (e.g. [3,4]) to exclude from decorrelation. Default is []. - self._nRV = len(self._names) + enforce_pars : list of int; + list of decorr params (e.g. ['B3', 'A5']) to enforce in decorrelation. Default is []. - def rv_baseline(self, dt=None, dbis=None, dfwhm=None, dcont=None,sinPs=None, - gammas_kms=0.0, gam_steps=0.01, + show_steps : Bool, optional; + Whether to show the steps of the forward selection of decorr parameters. Default is False + + plot_model : Bool, optional; + Whether to plot data and suggested trend model. Defaults to True. + + setup_baseline : Bool, optional; + whether to use result to setup the baseline model. Default is True. + + verbose : Bool, optional; + Whether to show the table of baseline model obtained. Defaults to True. + + Returns + ------- + decorr_result: list of result object + list containing result object for each lc. + """ + assert isinstance(exclude_cols, list), f"get_decorr(): exclude_cols must be a list of column numbers to exclude from decorrelation but {exclude_cols} given." + for c in exclude_cols: assert isinstance(c, int), f"get_decorr(): column number to exclude from decorrelation must be an integer but {c} given in exclude_cols." + assert delta_BIC<0,f'get_decorr(): delta_BIC must be negative for parameters to provide improved fit but {delta_BIC} given.' + if isinstance(gamma, tuple): + assert len(gamma)==2 or len(gamma)==3,f"get_decorr(): gamma must be float or tuple of length 2/3, but {gamma} given." + else: assert isinstance(gamma, (int,float)),f"get_decorr(): gamma must be float or tuple of length 2/3, but {gamma} given." + + blpars = {"dcol0":[], "dcol3":[],"dcol4":[], "dcol5":[]} #inputs to rv_baseline method + self._rvdecorr_result = [] #list of decorr result for each lc. + self._rvmodel = [] #list to hold determined trendmodel for each rv + gamma_init = [] #list to update gamma prior for each rv based on the lmfit + + self._rv_pars = dict(T_0=T_0, Period=Period, K=K, sesinw=sesinw, secosw=secosw, gamma=gamma) #rv parameters + for p in self._rv_pars: + if p != "gamma": + if isinstance(self._rv_pars[p], (int,float,tuple)): self._rv_pars[p] = [self._rv_pars[p]]*self._nplanet + if isinstance(self._rv_pars[p], (list)): assert len(self._rv_pars[p]) == self._nplanet, \ + f"get_decorr(): {p} must be a list of same length as number of planets {self._nplanet} but {len(self._rv_pars[p])} given." + + + decorr_cols = [0,3,4,5] + for c in exclude_cols: assert c in decorr_cols, f"get_decorr(): column number to exclude from decorrelation must be in {decorr_cols} but {c} given in exclude_cols." + _ = [decorr_cols.remove(c) for c in exclude_cols] #remove excluded columns from decorr_cols + + for j,file in enumerate(self._names): + df = self._input_rv[file] + if verbose: print(_text_format.BOLD + f"\ngetting decorrelation parameters for rv: {file}" + _text_format.END) + all_par = [f"{L}{i}" for i in decorr_cols for L in ["A","B"]] + + out = _decorr_RV(df, **self._rv_pars, decorr_bound=decorr_bound, npl=self._nplanet) #no trend, only offset + best_bic = out.bic + best_pars = {} #parameter salways included + for cp in enforce_pars: best_pars[cp]=0 #add enforced parameters + _ = [all_par.remove(cp) for cp in enforce_pars if cp in all_par] #remove enforced parameters from all_par + + if show_steps: print(f"{'Param':7s} : {'BIC':6s} N_pars \n---------------------------") + del_BIC = -np.inf + while del_BIC < delta_BIC: + if show_steps: print(f"{'Best':7s} : {best_bic:.2f} {len(best_pars.keys())} {list(best_pars.keys())}\n---------------------") + pars_bic = {} + for p in all_par: + dtmp = best_pars.copy() #temporary dict to hold parameters to test + dtmp[p] = 0 + out = _decorr_RV(df, **self._rv_pars,**dtmp, decorr_bound=decorr_bound, npl=self._nplanet) + if show_steps: print(f"{p:7s} : {out.bic:.2f} {out.nvarys}") + pars_bic[p] = out.bic + + par_in = min(pars_bic,key=pars_bic.get) #parameter that gives lowest BIC + par_in_bic = pars_bic[par_in] + del_BIC = par_in_bic - best_bic + bf = np.exp(-0.5*(del_BIC)) + if show_steps: print(f"+{par_in} -> BF:{bf:.2f}, del_BIC:{del_BIC:.2f}") + + if del_BIC < delta_BIC:# if bf>1: + if show_steps: print(f"adding {par_in} lowers BIC to {par_in_bic:.2f}\n" ) + best_pars[par_in]=0 + best_bic = par_in_bic + all_par.remove(par_in) + + result = _decorr_RV(df, **self._rv_pars,**best_pars, decorr_bound=decorr_bound, npl=self._nplanet) + self._rvdecorr_result.append(result) + if verbose: print(f"\nBEST BIC:{result.bic:.2f}, pars:{list(best_pars.keys())}") + + #calculate determined trend and rv model over all data + pps = result.params.valuesdict() + #convert result transit parameters to back to a list + for p in ["T_0", "Period", "K", "sesinw", "secosw"]: + if self._nplanet==1: + pps[p] = [pps[p]] + else: + pps[p] = [pps[p+f"_{n}"] for n in range(1,self._nplanet+1)] + _ = [pps.pop(f"{p}_{n}") for n in range(1,self._nplanet+1)] + + self._rvmodel.append(_decorr_RV(df,**pps,decorr_bound=decorr_bound, npl=self._nplanet, return_models=True)) + + #set-up lc_baseline model from obtained configuration + blpars["dcol0"].append( 2 if pps["B0"]!=0 else 1 if pps["A0"]!=0 else 0) + blpars["dcol3"].append( 2 if pps["B3"]!=0 else 1 if pps["A3"]!=0 else 0) + blpars["dcol4"].append( 2 if pps["B4"]!=0 else 1 if pps["A4"]!=0 else 0) + blpars["dcol5"].append( 2 if pps["B5"]!=0 else 1 if pps["A5"]!=0 else 0) + # store baseline model coefficients for each lc, to used as start values of mcmc + self._RVbases_init[j] = dict( A0=pps["A0"], B0=pps["B0"], + A3=pps["A3"], B3=pps["B3"], + A4=pps["A4"], B4=pps["B4"], + A5=pps["A5"], B5=pps["B5"], + amp=0,freq=0,phi=0,phi2=0) + + # adjust gamma prior based on result of the fit to each rv + if isinstance(gamma, tuple): + if len(gamma) ==2: gamma_init.append( (pps["gamma"], gamma[1])) + if len(gamma) ==3: gamma_init.append( (gamma[0], pps["gamma"], gamma[2]) ) + + if plot_model: + _plot_data(self,plot_cols=(0,1,2),col_labels=("time","rv"),model_overplot=self._rvmodel) + + + #prefill other light curve setup from the results here or inputs given here. + if setup_baseline: + if verbose: print(_text_format.BOLD + "Setting-up rv baseline model from result" +_text_format.END) + self.rv_baseline(dcol0 = blpars["dcol0"], dcol3=blpars["dcol3"], dcol4=blpars["dcol4"], + dcol5=blpars["dcol5"], gamma= gamma_init, verbose=verbose) + + return self._rvdecorr_result + + def rv_baseline(self, dcol0=None, dcol3=None, dcol4=None, dcol5=None,sinPs=None, + gamma=0.0, gam_steps=0.001, gp="n", verbose=True): """ Define rv baseline model parameters to fit. Each baseline model parameter should be a list of numbers specifying the polynomial order for each rv data. e.g. Given 3 input rvs, and one wishes to fit a 2nd order time trend to only the first and third lightcurves, - then dt = [2, 0, 2]. + then dcol0 = [2, 0, 2]. - dt, dbis, dfwhm,dcont: list of ints; - decorrelatation paramters: time, bis, fwhm, contrast + dcol0,dcol3,dcol4,dcol5,: list of ints; + polynomial order to fit to each column. Default is 0 for all columns. - gammas_kms: tuple,floats or list of tuple/float; - specify if to fit for gamma. if float/int, it is fixed to this value. If tuple of len 2 it is fitted gaussian prior as (prior_mean, width). + gamma: tuple,floats or list of tuple/float; + specify if to fit for gamma. if float/int, it is fixed to this value. If tuple of len 2 it assumes gaussian prior as (prior_mean, width). """ - # assert self._names != [], "No rv files given" - # assert - if self._names == []: - if verbose: _print_output(self,"rv_baseline") - return + # if self._names == []: + # if verbose: _print_output(self,"rv_baseline") + # return - if isinstance(gammas_kms, list): assert len(gammas_kms) == self._nRV, f"gammas_kms must be type tuple/int or list of tuples/floats/ints of len {self._nRV}." - elif isinstance(gammas_kms, (tuple,float,int)): gammas_kms=[gammas_kms]*self._nRV - else: _raise(TypeError, f"gammas_kms must be type tuple/int or list of tuples/floats/ints of len {self._nRV}." ) + if isinstance(gamma, list): assert len(gamma) == self._nRV, f"gamma must be type tuple/int or list of tuples/floats/ints of len {self._nRV}." + elif isinstance(gamma, (tuple,float,int)): gamma=[gamma]*self._nRV + else: _raise(TypeError, f"gamma must be type tuple/int or list of tuples/floats/ints of len {self._nRV}." ) - gammas,prior,gam_pri,sig_lo,sig_hi = [],[],[],[],[] - for g in gammas_kms: + gammas,prior,gam_pri,sig_lo,sig_hi,bound_lo, bound_hi = [],[],[],[],[],[],[] + for g in gamma: #fixed gammas if isinstance(g, (float,int)): prior.append("n") @@ -1559,54 +2706,349 @@ def rv_baseline(self, dt=None, dbis=None, dfwhm=None, dcont=None,sinPs=None, gam_pri.append(g) sig_lo.append(0) sig_hi.append(0) + bound_lo.append(0) + bound_hi.append(0) #fit gammas - elif isinstance(g, tuple) and len(g)==2: - prior.append("y") - gammas.append(g[0]) - gam_pri.append(g[0]) - sig_lo.append(g[1]) - sig_hi.append(g[1]) - else: _raise(TypeError, f"a tuple of len 2, float or int was expected but got the value {g} in gammas_kms.") - - dict_args = locals().copy() #get a dictionary of the input/variables arguments for easy manipulation - _ = dict_args.pop("self") #remove self from dictionary - _ = [dict_args.pop(item) for item in ["verbose","gammas_kms","g"]] - + elif isinstance(g, tuple): + if len(g)==2: + prior.append("y") + gammas.append(g[0]) + gam_pri.append(g[0]) + sig_lo.append(g[1]) + sig_hi.append(g[1]) + bound_lo.append(g[0]-10*g[1]) + bound_hi.append(g[0]+10*g[1]) + if len(g)==3: + prior.append("n") + gammas.append(g[1]) + gam_pri.append(g[1]) + sig_lo.append(0) + sig_hi.append(0) + bound_lo.append(g[0]) + bound_hi.append(g[2]) + + else: _raise(TypeError, f"a tuple of len 2 or 3, float or int was expected but got the value {g} in gamma.") + + DA = locals().copy() #get a dictionary of the input/variables arguments for easy manipulation + _ = DA.pop("self") #remove self from dictionary + _ = [DA.pop(item) for item in ["verbose","gamma"]] + if "g" in DA: _ = DA.pop("g") - for par in dict_args.keys(): - assert dict_args[par] is None or isinstance(dict_args[par], (int,float)) or (isinstance(dict_args[par], (list,np.ndarray)) and len(dict_args[par]) == self._nRV), f"parameter {par} must be a list of length {self._nRV} or int (if same degree is to be used for all RVs) or None (if not used in decorrelation)." - - if dict_args[par] is None: dict_args[par] = [0]*self._nRV - elif isinstance(dict_args[par], (int,float,str)): dict_args[par] = [dict_args[par]]*self._nRV + for par in DA.keys(): + assert DA[par] is None or isinstance(DA[par], (int,float,str)) or (isinstance(DA[par], (list,np.ndarray)) and len(DA[par]) == self._nRV), f"parameter {par} must be a list of length {self._nRV} or int (if same degree is to be used for all RVs) or None (if not used in decorrelation)." + if DA[par] is None: DA[par] = [0]*self._nRV + elif isinstance(DA[par], (int,float,str)): DA[par] = [DA[par]]*self._nRV - self._RVbases = [ [dict_args["dt"][i], dict_args["dbis"][i], dict_args["dfwhm"][i], dict_args["dcont"][i],dict_args["sinPs"][i]] for i in range(self._nRV) ] + if par=="gp": + for p in DA[par]: assert p in ["ce","y","n"], f"rv_baseline(): gp must be one of ['y','n'] but {p} given." + - self._gammas = dict_args["gammas"] - self._gamsteps = dict_args["gam_steps"] - self._gampri = dict_args["gam_pri"] - - self._prior = dict_args["prior"] - self._siglo = dict_args["sig_lo"] - self._sighi = dict_args["sig_hi"] + self._RVbases = [ [DA["dcol0"][i], DA["dcol3"][i], DA["dcol4"][i], DA["dcol5"][i],DA["sinPs"][i]] for i in range(self._nRV) ] + self._useGPrv = DA["gp"] + self._gp_rvs = lambda : np.array(self._names)[np.array(self._useGPrv) != "n"] #lcs with gp == "y" or "ce" gampriloa=[] gamprihia=[] for i in range(self._nRV): - gampriloa.append( 0. if (self._prior[i] == 'n' or self._gamsteps[i] == 0.) else self._siglo[i]) - gamprihia.append( 0. if (self._prior[i] == 'n' or self._gamsteps[i] == 0.) else self._sighi[i]) + gampriloa.append( 0. if (DA["prior"][i] == 'n' or DA["gam_steps"][i] == 0.) else DA["sig_lo"][i]) + gamprihia.append( 0. if (DA["prior"][i] == 'n' or DA["gam_steps"][i] == 0.) else DA["sig_hi"][i]) - self._gamprilo = gampriloa - self._gamprihi = gamprihia - self._sinPs = dict_args["sinPs"] + DA["gampriloa"] = gampriloa + DA["gamprihia"] = gamprihia + + self._rvdict = DA + if not hasattr(self,"_rvspline"): self.add_spline(None, verbose=False) + if np.all(np.array(self._useGPrv) == "n") or self._useGPrv==[]: #if gp is "n" for all input lightcurves, run add_GP with None + self.add_rvGP(None, verbose=False) + + if verbose: _print_output(self,"rv_baseline") + + + def add_rvGP(self ,rv_list=None, par=[], kernel=[], operation=[""], + amplitude=[], lengthscale=[], verbose=True): + """ + Define GP parameters for each RV. + The GP parameters, amplitude in RV unit and lengthscale in unit of the desired column) can be defined in following ways: + * fixed value as float or int, e.g amplitude = 2 + * free parameter with lognormal prior given as tuple of len 2, e.g. amplitude = (2, 1) + * free parameters with loguniform prior interval and initial value given as tuple of length 3, e.g. amplitude = (1,2,5) with 2 being the initial value. + + Here the amplitude corresponds to the standard deviation of the noise process and the lengthscale corresponds to the characteristic timescale of the noise process. + + For the celerite sho kernel, the quality factor Q has been fixed to 1/sqrt(2) which is commonly used to model stellar oscillations/granulation noise (eqn 24 celerite paper). + this lengthscale here is the undamped period of the oscillator. + + For the cosine kernel in George, lengthscale is the period. This kernel should probably always be multiplied by a stationary kernel (e.g. ExpSquaredKernel) to allow quasi-periodic variations. + + Parameters: + ----------- + rv_list : str, list; + list of rv files to add GP to. Default is None for no GP. if "all" is given, GP is added to all rv files where gp use has been indicated in ``rv_baseline()``. + If "same" is given, a global (same) GP is used for all indicated RV files in ``rv_baseline()``. + par : str, tuple, list; + column of the input data to use as the GP independent variable. a list is expected if different columns are to be used for the rv files given in rv_list. + to use 2 different kernels on a single rv file, give column name for each kernel as a tuple of length 2. + e.g. rv_list=["rv1.dat","rv2.dat"], par = [("col0","col0"),"col3"] to use col0 for both kernels of rv1, and col3 for rv2. + kernel : str, tuple, list; + kernel to use for the GP. Must be one of ["mat32","mat52","exp","expsq","cos"] if George package is selected and one of ["real","mat32","sho"] if using Celerite package + A list is expected if different kernels are to be used for the rv files given in rv_list. + to use 2 different kernels on a single rv file, give kernel name for each kernel as a tuple of length 2. + e.g. rv_list=["rv1.dat","rv2.dat"], kernel = [("mat32","expsq"),"exp"] to use mat32 and expsq for rv1, and exp for rv2. + operation : str, tuple, list; + operation to combine 2 kernels. Must be one of ["+","*"]. Default is "" for no combination. + amplitude : float, tuple, list; + amplitude of the GP kernel. Must be int/float or tuple of length 2 or 3 + lengthscale : float, tuple, list; + lengthscale of the GP kernel. Must be int/float or tuple of length 2 or 3 + verbose : bool; + print output. Default is True. + """ + # supported 2-hyperparameter kernels + george_allowed = dict(kernels = ["mat32","mat52","exp","expsq","cos"],columns= ["col0","col3","col4","col5"]) + celerite_allowed = dict(kernels = ["real","mat32","sho"], columns=["col0"]) + + self._rvGP_dict = {} + self._sameRVgp = SimpleNamespace(flag = False, first_index =None) + + if rv_list is None or rv_list == []: + if self._nRV>0: + if len(self._gp_rvs())>0: print(f"\nWarning: GP was expected for the following rvs {self._gp_rvs()} \nMoving on ...") + if verbose:_print_output(self,"rv_gp") + return + elif isinstance(rv_list, str): + if rv_list == "same": + self._sameRVgp.flag = True + self._sameRVgp.first_index = self._names.index(self._gp_rvs()[0]) + if rv_list in ["all","same"]: + rv_list = self._gp_rvs() + else: rv_list=[rv_list] + + + for rv in self._gp_rvs(): assert rv in rv_list,f"add_rvGP(): GP was expected for {rv} but was not given in rv_list {rv_list}." + for rv in rv_list: + assert rv in self._names,f"add_rvGP(): {rv} not in loaded rv files." + assert rv in self._gp_rvs(),f"add_rvGP(): GP was not expected for {rv} but was given in rv_list." + + rv_ind = [self._names.index(rv) for rv in rv_list] + gp_pck = [self._useGPrv[i] for i in rv_ind] #gp_pck is a list of "y" or "ce" for each rv in rv_list + + DA = locals().copy() + _ = [DA.pop(item) for item in ["self","verbose"]] + + for p in ["par","kernel","operation","amplitude","lengthscale"]: + if isinstance(DA[p], (str,int,float,tuple)): DA[p] = [DA[p]] #convert to list + if isinstance(DA[p], list): + if self._sameRVgp.flag: #ensure same inputs for all rvs with indicated gp + assert len(DA[p])==1 or len(DA[p])==len(rv_list), f"add_rvGP(): {p} must be a list of length {len(rv_list)} or length 1 (if same is to be used for all RVs)." + if len(DA[p])==2: assert DA[p][0] == DA[p][1],f"add_rvGP(): {p} must be same for all rv files if sameGP is used." + if len(DA[p])==1: DA[p] = DA[p]*len(rv_list) + + assert len(DA[p])==len(rv_list), f"add_rvGP(): {p} must be a list of length {len(rv_list)} or length 1 (if same is to be used for all RVs)." + + for p in ["par","kernel","operation","amplitude","lengthscale"]: + #check if inputs for p are valid + for i,list_item in enumerate(DA[p]): + if p=="par": + if isinstance(list_item, str): + if gp_pck[i]=="y": assert list_item in george_allowed["columns"], f'add_rvGP(): inputs of {p} must be in {george_allowed["columns"]} but {list_item} given.' + if gp_pck[i]=="ce": assert list_item in celerite_allowed["columns"],f'add_rvGP(): inputs of {p} must be in {celerite_allowed["columns"]} but {list_item} given.' + DA["operation"][i] = "" + elif isinstance(list_item, tuple): + assert len(list_item)==2,f'add_rvGP(): max of 2 gp kernels can be combined, but {list_item} given in {p}.' + assert DA["operation"][i] in ["+","*"],f'add_rvGP(): operation must be one of ["+","*"] to combine 2 kernels but {DA["operation"][i]} given.' + for tup_item in list_item: + if gp_pck[i]=="y": assert tup_item in george_allowed["columns"], f'add_rvGP(): {p} must be in {george_allowed["columns"]} but {tup_item} given.' + if gp_pck[i]=="ce": assert tup_item in celerite_allowed["columns"],f'add_rvGP(): {p} must be in {celerite_allowed["columns"]} but {tup_item} given.' + # assert that a tuple of length 2 is also given for kernels, amplitude and lengthscale. + for chk_p in ["kernel","amplitude","lengthscale"]: + assert isinstance(DA[chk_p][i], tuple) and len(DA[chk_p][i])==2,f'add_rvGP(): expected tuple of len 2 for {chk_p} element {i} but {DA[chk_p][i]} given.' + + else: _raise(TypeError, f"add_rvGP(): elements of {p} must be a tuple of length 2 or str but {list_item} given.") + + if p=="kernel": + if isinstance(list_item, str): + if gp_pck[i]=="y": assert list_item in george_allowed["kernels"], f'add_rvGP(): {p} must be one of {george_allowed["kernels"]} but {list_item} given.' + if gp_pck[i]=="ce": assert list_item in celerite_allowed["kernels"],f'add_rvGP(): {p} must be one of {celerite_allowed["kernels"]} but {list_item} given.' + elif isinstance(list_item, tuple): + for tup_item in list_item: + if gp_pck[i]=="y": assert tup_item in george_allowed["kernels"], f'add_rvGP(): {p} must be one of {george_allowed["kernels"]} but {tup_item} given.' + if gp_pck[i]=="ce": assert tup_item in celerite_allowed["kernels"],f'add_rvGP(): {p} must be one of {celerite_allowed["kernels"]} but {tup_item} given.' + else: _raise(TypeError, f"add_rvGP(): elements of {p} must be a tuple of length 2 or str but {list_item} given.") + + if p=="operation": + assert list_item in ["+","*",""],f'add_rvGP(): {p} must be one of ["+","*",""] but {list_item} given.' + + if p in ["amplitude", "lengthscale"]: + if isinstance(list_item, (int,float)): pass + elif isinstance(list_item, tuple): + if isinstance(DA["par"][i],tuple): + for tup in list_item: + if isinstance(tup, (int,float)): pass + elif isinstance(tup, tuple): + assert len(tup) in [2,3],f'add_rvGP(): {p} must be a float/int or tuple of length 2/3 but {tup} given.' + if len(tup)==3: assert tup[0]0 else 0.007, bounds_hi=v[2], + user_data=[this_kern, this_par]) + #TODO add len(v)==4 for truncated normal (a,b,mu,std) + else: _raise(TypeError, f"add_rvGP(): elements of {p} must be a tuple of length 2/3 or float/int but {v} given.") + + if verbose: _print_output(self,"rv_gp") + + def add_custom_rvGP(): + raise NotImplementedError + + + def add_spline(self, rv_list=None, par = None, degree=3, knot_spacing=None, verbose=True): + """ + add spline to fit correlation along 1 or 2 columns of the data. This splits the data at the defined knots interval and fits a spline to each section. + scipy's LSQUnivariateSpline() and LSQBivariateSpline() functions are used for 1D spline and 2D splines respectively. + All arguments can be given as a list to specify config for each rv file in rv_list. + + Parameters + ---------- + rv_list : list, str, optional + list of rv files to fit a spline to. set to "all" to use spline for all rv files. Default is None for no splines. + + par : str,tuple,list, optional + column of input data to which to fit the spline. must be one/two of ["col0","col3","col4","col5"]. Default is None. + Give list of columns if different for each rv file. e.g. ["col0","col3"] for spline in col0 for rv1.dat and col3 for rv2.dat. + For 2D spline for an rv file, use tuple of length 2. e.g. ("col0","col3") for simultaneous spline fit to col0 and col3. + + degree : int, tuple, list optional + Degree of the smoothing spline. Must be 1 <= degree <= 5. Default is 3 for a cubic spline. + + knot_spacing : float, tuple, list + distance between knots of the spline, by default 15 degrees for cheops data roll-angle + + verbose : bool, optional + print output. Default is True. + + Examples + -------- + To use different spline configuration for 2 rv files: 2D spline for the first file and 1D for the second. + >>> rv_obj.add_spline(rv_list=["rv1.dat","rv2.dat"], par=[("col3","col4"),"col4"], degree=[(3,3),2], knot_spacing=[(5,3),2]) + + For same spline configuration for all loaded RV files + >>> rv_obj.add_spline(rv_list="all", par="col3", degree=3, knot_spacing=5) + """ + #default spline config -- None + self._rvspline = [None]*self._nRV #list to hold spline configuration for each rv + for i in range(self._nRV): + self._rvspline[i] = SimpleNamespace() #create empty namespace for each rv + self._rvspline[i].name = self._names[i] + self._rvspline[i].dim = 0 + self._rvspline[i].par = None + self._rvspline[i].use = False + self._rvspline[i].deg = None + self._rvspline[i].knots = None + self._rvspline[i].conf = "None" + + if rv_list is None: + if verbose: print("No spline\n") + return + elif rv_list == "all": + rv_list = self._names + else: + if isinstance(rv_list, str): rv_list = [rv_list] + + nrv_spl = len(rv_list) #number of rvs to add spline to + for rv in rv_list: + assert rv in self._names, f"add_spline(): {rv} not in loaded rv files: {self._names}." + + DA = locals().copy() + _ = [DA.pop(item) for item in ["self", "verbose"]] + + for p in ["par","degree","knot_spacing"]: + if DA[p] is None: DA[p] = [None]*nrv_spl + if isinstance(DA[p], (str,int,float,tuple)): DA[p] = [DA[p]]*nrv_spl + if isinstance(DA[p], list): assert len(DA[p])==nrv_spl, f"add_spline(): {p} must be a list of length {nrv_spl} or length 1 (if same is to be used for all RVs)." + + #check if inputs are valid + for list_item in DA[p]: + if p=="par": + if isinstance(list_item, str): assert list_item in ["col0","col3","col4","col5",None],f'add_spline(): {p} must be in ["col0","col3","col4","col5"] but {list_item} given.' + if isinstance(list_item, tuple): + for tup_item in list_item: assert tup_item in ["col0","col3","col4","col5",None],f'add_spline(): {p} must be in ["col0","col3","col4","col5"] but {tup_item} given.' + if p=="degree": + assert isinstance(list_item, (int,tuple)),f'add_spline(): {p} must be an integer but {list_item} given.' + if isinstance(list_item, tuple): + for tup_item in list_item: assert isinstance(tup_item, int),f'add_spline(): {p} must be an integer but {tup_item} given.' + + for i,rv in enumerate(rv_list): + ind = self._names.index(rv) #index of rv in self._names + par, deg, knots = DA["par"][i], DA["degree"][i], DA["knot_spacing"][i] + dim = 1 if isinstance(par,str) else len(par) + assert dim <=2, f"add_spline(): dimension of spline must be 1 or 2 but {par} (dim {dim}) given for {rv}." + if dim==2: #if 2d spline + if isinstance(deg, int): deg = (deg,deg) #if degree is int, make it a tuple + if isinstance(knots, int): knots = (knots,knots) + + self._rvspline[ind].name = rv + self._rvspline[ind].dim = dim + self._rvspline[ind].par = par + self._rvspline[ind].use = True if par else False + self._rvspline[ind].deg = deg + self._rvspline[ind].knots = knots + + if dim==1: + self._rvspline[ind].conf = f"c{par[-1]}:d{deg}:k{knots}" if par else "None" + else: + self._rvspline[ind].conf = f"c{par[0][-1]}:d{deg[0]}K{knots[0]}|c{par[1][-1]}:d{deg[1]}k{knots[1]}" + + if verbose: print(f"{rv} – Adding a degree {deg} spline to fit {par}: knot spacing= {knots}") if verbose: _print_output(self,"rv_baseline") def __repr__(self): data_type = str(self.__class__).split("load_")[1].split("'>")[0] - return f'Object containing {len(self._names)} {data_type}\nFiles:{self._names}\nFilepath: {self._fpath}' + self.print() + if self._nRV>0: + return f'{data_type} from filepath: {self._fpath}\n{self._nplanet} planet(s)\n' + else: + return "" - def plot(self, plot_cols=(0,1,2), col_labels=None, nrow_ncols=None, figsize=None, fit_order=0, return_fig=False): + def plot(self, plot_cols=(0,1,2), col_labels=None, nrow_ncols=None, figsize=None, fit_order=0, + show_decorr_model=False,hspace=None, wspace=None, return_fig=False): """ visualize data @@ -1623,6 +3065,15 @@ def plot(self, plot_cols=(0,1,2), col_labels=None, nrow_ncols=None, figsize=None nrow_ncols : tuple of length 2; Number of rows and columns to plot the input files. Default is (None, None) to find the best layout. + + fit_order : int; + order of polynomial to fit to the plotted data columns to visualize correlation. + + show_decorr_model : bool; + show decorrelation model if decorrelation has been done. + + hspace, wspace: float; + height and width space between subplots. Default is None to use matplotlib defaults. figsize: tuple of length 2; Figure size. If None, (8,5) is used for a single input file and optimally determined for more inputs. @@ -1638,510 +3089,317 @@ def plot(self, plot_cols=(0,1,2), col_labels=None, nrow_ncols=None, figsize=None f"col_labels must be tuple of length 2, but is {type(col_labels)} and length of {len(col_labels)}." assert isinstance(fit_order,int),f'fit_order must be an integer' + + if show_decorr_model: + if not hasattr(self,"_rvmodel"): + print("cannot show decorr model since decorrelation has not been done. First, use `rv_obj.get_decorr()` to launch decorrelation.") + show_decorr_model = False if col_labels is None: col_labels = ("time", "rv") if plot_cols[:2] == (0,1) else (f"column[{plot_cols[0]}]",f"column[{plot_cols[1]}]") if self._names != []: - fig = _plot_data(self, plot_cols=plot_cols, col_labels = col_labels, nrow_ncols=nrow_ncols, fit_order=fit_order, figsize=figsize) + fig = _plot_data(self, plot_cols=plot_cols, col_labels = col_labels, nrow_ncols=nrow_ncols, fit_order=fit_order, figsize=figsize, + hspace=hspace, wspace=wspace, model_overplot=self._rvmodel if show_decorr_model else None) if return_fig: return fig else: print("No data to plot") - def print(self): - _print_output(self, "rv_baseline") + def print(self, section="rv_baseline"): + _print_output(self, section) -class mcmc_setup: - """ - class to setup fitting +class fit_setup: """ - def __init__(self, n_chains=64, n_steps=2000, n_burn=500, n_cpus=2, sampler=None, - leastsq_for_basepar="n", apply_CFs="y",apply_jitter="n", - verbose=True, remove_param_for_CNM="n", lssq_use_Lev_Marq="n", - GR_test="y", make_plots="n", leastsq="y", savefile="output_ex1.npy", - savemodel="n", adapt_base_stepsize="y"): - """ - configure mcmc run - - Parameters: - ---------- - n_chains: int; - number of chains/walkers - - n_steps: int; - length of each chain. the effective total steps becomes n_steps*n_chains. - - n_burn: int; - number of steps to discard as burn-in - - n_cpus: int; - number of cpus to use for parallelization. - - sampler: int; - sampler algorithm to use in traversing the parameter space. Options are ["demc","snooker"]. - if None, the default emcee StretchMove is used. - - leastsq_for_basepar: "y" or "n"; - whether to use least-squares fit within the mcmc to fit for the baseline. This reduces +\ - the computation time especially in cases with several input files. Default is "n". - - apply_jitter: "y" or "n"; - whether to apply a jitter term for the fit of RV data. Default is "y". + class to configure mcmc run - Other keyword arguments to the emcee sampler function `run_mcmc` can be given in the call to `CONAN3.fit_data`. - """ - - DA = _reversed_dict(locals().copy()) - _ = DA.pop("self") #remove self from dictionary - _ = DA.pop("verbose") - self._obj_type = "mcmc_obj" - self._mcmc_dict = DA + Parameters: + ------------ + R_st, Mst : tuple of length 2 ; + stellar radius and mass (in solar units) to use for calculating absolute dimensions. + First tuple element is the value and the second is the uncertainty + + par_input : str; + input method of stellar parameters. It can be one of ["Rrho","Mrho"], to use the fitted stellar density and one stellar parameter (M_st or R_st) to compute the other stellar parameter (R_st or M_st). + Default is 'Rrho' to use the fitted stellar density and stellar radius to compute the stellar mass. - if verbose: _print_output(self,"mcmc") - - def __repr__(self): - return f"mcmc setup: steps:{self._mcmc_dict['n_steps']} \nchains: {self._mcmc_dict['n_chains']}" - - def print(self): - _print_output(self, "mcmc") + leastsq_for_basepar: "y" or "n"; + whether to use least-squares fit within the mcmc to fit for the baseline. This reduces +\ + the computation time especially in cases with several input files. Default is "n". - + apply_jitter: "y" or "n"; + whether to apply a jitter term for the fit of RV data. Default is "y". + apply_LCjitter: "y" or "n"; + whether to apply a jitter term for the fit of LC data. Default is "y". -def create_configfile(lc, rv, mcmc, filename="input_config.dat"): - """ - create configuration file that of lc, rv, amd mcmc setup. - - Parameters: - ----------- - lc : object; - Instance of CONAN.load_lightcurve() object and its attributes. + LCbasecoeff_lims: list of length 2; + limits of uniform prior for the LC baseline coefficients. Default is [-1,1]. - rv : object, None; - Instance of CONAN.load_rvs() object and its attributes. - - mcmc : object; - Instance of CONAN.setup_fit() object and its attributes. - """ - f = open(filename,"w") - f.write("#=========== MCMC input file =======================\n") - f.write("Path_of_input_lightcurves:\n") - f.write(lc._fpath+"\n") - - _print_output(lc,"lc_baseline",file=f) - _print_output(lc,"gp",file=f) - _print_output(rv,"rv_baseline",file=f) - _print_output(lc,"transit_rv_pars",file=f) - _print_output(lc,"depth_variation",file=f) - _print_output(lc,"occultations",file=f) - _print_output(lc,"limb_darkening",file=f) - _print_output(lc,"contamination",file=f) - _print_output(lc,"stellar_pars",file=f) - _print_output(mcmc, "mcmc",file=f) - - f.close() - - -def load_configfile(configfile="input_config.dat", return_fit=False, verbose=True): - """ - configure conan from specified configfile. + RVbasecoeff_lims: list of length 2; + limits of uniform prior for the RV baseline coefficients. Default is [-2,2]. + + Other keyword arguments to the emcee or dynesty sampler functions (`run_mcmc()` or `run_nested()`) can be given in the call to `CONAN3.fit_data`. - Parameters: - ----------- - configfile: filepath; - path to configuration file. - - return_fit: bool; - whether to immediately perform the fit from this function call. - if True, the result object from the fit is also returned - - verbose: bool; - show print statements - Returns: -------- - lc_data, rv_data, mcmc. if return_fit is True, the result object of fit is also returned - - lc_data: object; - light curve data object generated from `conan3.load_lighturves`. - - rv_data: object; - rv data object generated from `conan3.load_rvs` - - mcmc: object; - fitting object generated from `conan3.setup_fit`. + fit_obj : fit object - result: object; - result object containing chains of the mcmc fit. - + Examples: + --------- + >>> fit_obj = CONAN3.fit_setup(R_st=(1,0.01), M_st=(1,0.01), par_input="Rrho", apply_LCjitter="y", apply_RVjitter="y") + fit_obj.sampling(sampler="emcee", ncpus=2,n_chains=64, n_steps=2000, n_burn=500) """ - _file = open(configfile,"r") - _skip_lines(_file,2) #remove first 2 comment lines - fpath= _file.readline().rstrip() # the path where the files are - _skip_lines(_file,2) #remove 2 comment lines - - - # ========== Lightcurve input ==================== - _names=[] # array where the LC filenames are supposed to go - _filters=[] # array where the filter names are supposed to go - _lamdas=[] - _bases=[] # array where the baseline exponents are supposed to go - _groups=[] # array where the group indices are supposed to go - _grbases=[] - _useGPphot=[] - _skip_lines(_file,1) - - #read specification for each listed light-curve file - dump = _file.readline() - while dump[0] != '#': # if it is not starting with # then - _adump = dump.split() # split it - - _names.append(_adump[0]) # append the first field to the name array - _filters.append(_adump[1]) # append the second field to the filters array - _lamdas.append(float(_adump[2])) # append the second field to the filters array - strbase=_adump[3:11] # string array of the baseline function exponents - base = [int(i) for i in strbase] - _bases.append(base) - group = int(_adump[11]) - _groups.append(group) - grbase=int(_adump[10]) - _useGPphot.append(_adump[12]) - _grbases.append(grbase) - - #move to next LC - dump =_file.readline() - - - dump=_file.readline() # read the next line - dump=_file.readline() # read the next line - - # ========== GP input ==================== - gp_namelist, gp_pars, kernels, WN = [],[],[],[] - log_scale, log_metric, s_step, m_step = [],[],[],[] - - - while dump[0] != '#': - adump=dump.split() - gp_namelist.append(adump[0]) - gp_pars.append(adump[1]) - kernels.append(adump[2]) - WN.append(adump[3]) - - s_step.append(float(adump[5])) - m_step.append(float(adump[11])) - - #gp scale - if float(adump[7]) == 0.0: #prior width ==0 - #uniform prior - lo_lim = float(adump[9]) - up_lim = float(adump[8]) - scale = float(adump[4]) - log_scale.append( (lo_lim, np.log(scale), up_lim) ) - else: - #gaussian prior - prior_mean = float(adump[6]) - width = float(adump[7]) - log_scale.append( (prior_mean, width) ) - - #gp metric - if float(adump[13]) == 0.0: #prior width ==0 - #uniform prior - lo_lim = float(adump[15]) - up_lim = float(adump[14]) - metric = float(adump[10]) - log_metric.append( (lo_lim, np.log(metric), up_lim) ) - else: - #gaussian prior - prior_mean = float(adump[12]) - width = float(adump[13]) - log_metric.append( (prior_mean, width) ) - - dump=_file.readline() # read the next line - - lc_data = load_lightcurves(_names, fpath, _filters, _lamdas,verbose) - lc_data.lc_baseline(*np.array(_bases).T, grp_id=_groups, gp=_useGPphot,verbose=verbose ) - lc_data.add_GP(gp_namelist,gp_pars,kernels,WN, - log_scale, s_step, log_metric, m_step,verbose=verbose) - - _skip_lines(_file,2) - dump=_file.readline() - - # ========== RV input ==================== - - RVnames=[] - RVbases=[] - gammas=[] - gamsteps=[] - gampri=[] - gamprilo=[] - gamprihi=[] - sinPs=[] - - while dump[0] != '#': # if it is not starting with # then - adump=dump.split() - RVnames.append(adump[0]) # append the first field to the RVname array - strbase=adump[1:6] # string array of the baseline function exponents - base = [int(i) for i in strbase] - RVbases.append(base) - gammas.append(float(adump[6])) - gamsteps.append(float(adump[7])) - gampri.append(float(adump[9])) - gampriloa = (0. if (adump[8] == 'n' or adump[7] == 0.) else float(adump[10])) - gamprilo.append(gampriloa) - gamprihia = (0. if (adump[8] == 'n' or adump[7] == 0.) else float(adump[11])) - gamprihi.append(gamprihia) - sinPs.append(adump[5]) - dump=_file.readline() - - gamm = [((g,e) if e!=0 else g) for g,e in zip(gampri,gamprilo)] - - - rv_data = load_rvs(RVnames,fpath) - rv_data.rv_baseline(*np.array(RVbases).T, gammas_kms=gamm, - gam_steps=gamsteps,verbose=verbose) - - #========== transit and rv model paramters===================== - dump=_file.readline() - dump=_file.readline() - - model_par = {} - for _ in range(8): - adump=dump.split() - - par_name = adump[0] - fit = adump[1] - val = float(adump[2]) - step = float(adump[3]) - lo_lim= float(adump[4]) - up_lim= float(adump[5]) - prior = adump[6] - pr_width_lo= float(adump[8]) - pr_width_hi= float(adump[9]) - - if par_name == "K_[m/s]": par_name = "K" - - if fit == "n" or step==0: model_par[par_name] = val - else: - model_par[par_name] = ( (lo_lim,val,up_lim) if prior =="n" else (val,pr_width_lo) ) #unform if prior is n else gaussian - - dump=_file.readline() - - lc_data.setup_transit_rv(**model_par,verbose=verbose) - - #========== depth variation===================== - dump=_file.readline() - dump=_file.readline() - adump=dump.split() - - ddf = adump[0] - step = float(adump[1]) - bounds=(float(adump[2]), float(adump[3])) - prior = adump[4] - pr_width = (float(adump[5]),float(adump[6])) - div_white= adump[7] - - dump=_file.readline() - dump=_file.readline() - depth_per_group = [] - while dump[0] != '#': # if it is not starting with # then - adump=dump.split() - depth_per_group.append( (float(adump[1]),float(adump[2]))) - dump=_file.readline() - - if ddf != "n": - lc_data.transit_depth_variation(ddf,depth_per_group,div_white, - step,bounds,prior,pr_width, - verbose) - else: lc_data.transit_depth_variation(verbose=verbose) - - #=========== occultation setup =========================== - dump=_file.readline() - dump=_file.readline() - - filts,depths,step = [],[],[] - - while dump[0] != '#': # if it is not starting with # then - adump=dump.split() - filts.append(adump[0]) - val = float(adump[2]) - step.append (float(adump[3])) - lo_lim= float(adump[4]) - up_lim= float(adump[5]) - prior = adump[6] - pr_width = float(adump[8]) + def __init__(self, R_st=None, M_st=None, par_input = "Rrho", + apply_LCjitter="y", apply_RVjitter="y", + LCjitter_loglims=[-15,-4], RVjitter_lims=[0,5], + LCbasecoeff_lims = [-1,1], RVbasecoeff_lims = [-5,5], + leastsq_for_basepar="n", verbose=True): - depths.append( (lo_lim,val,up_lim) if prior=="n" else (val,pr_width) ) + self._obj_type = "fit_obj" + self._stellar_parameters(R_st=R_st, M_st=M_st, par_input = par_input, verbose=verbose) - dump=_file.readline() + DA = locals().copy() + _ = DA.pop("self") #remove self from dictionary + _ = DA.pop("verbose") - lc_data.setup_occultation(filts, depths, step,verbose) - - #=========== Limb darkening setup ================== - dump=_file.readline() - dump=_file.readline() + self._fit_dict = DA + self.sampling(verbose=False) - c1,c2,step =[],[],[] - while dump[0] != '#': - adump=dump.split() - step = ( float(adump[3]), float(adump[9])) - - sig_lo1 = float(adump[4]) - lo_lim1 = float(adump[6]) - hi_lim1 = float(adump[7]) - - sig_lo2 = float(adump[10]) - lo_lim2 = float(adump[12]) - hi_lim2 = float(adump[13]) - - if step[0]: c1.append( (float(adump[2]),sig_lo1) if sig_lo1 else (lo_lim1,float(adump[2]),hi_lim1) ) - else: c1.append(float(adump[2])) - - if step[1]: c2.append( (float(adump[8]),sig_lo2) if sig_lo2 else (lo_lim2,float(adump[8]),hi_lim2) ) - else: c2.append(float(adump[8])) - - dump=_file.readline() + def sampling(self, sampler="dynesty", n_cpus=2, + n_chains=64, n_steps=2000, n_burn=500, emcee_move="stretch", + n_live=300, dyn_dlogz=0.1, force_nlive=False, verbose=True, + apply_CFs="y",remove_param_for_CNM="n", lssq_use_Lev_Marq="n", + GR_test="y", make_plots="n", leastsq="y", savefile="output_ex1.npy", + savemodel="n", adapt_base_stepsize="y"): + """ + configure sampling - lc_data.limb_darkening(c1,c2,verbose ) + Parameters: + ----------- - #=========== contamination setup === - dump=_file.readline() - dump=_file.readline() + sampler: str; + sampler to use. Default is "dynesty". Options are ["emcee","dynesty"]. + + n_cpus: int; + number of cpus to use for parallelization. + + n_chains: int; + number of chains/walkers + + n_steps: int; + length of each chain. the effective total steps becomes n_steps*n_chains. - cont, err = [],[] - while dump[0] != '#': - adump=dump.split() - cont.append(float(adump[1])) - err.append(float(adump[2])) - dump=_file.readline() + n_burn: int; + number of steps to discard as burn-in - lc_data.contamination_factors(cont,err,verbose) + emcee_move: str; + sampler algorithm to use in traversing the parameter space. Options are ["demc","snooker",stretch]. + The default is stretch to use the emcee StretchMove. - #=========== Stellar input properties =========================== - dump=_file.readline() - dump=_file.readline() - - adump=dump.split() - Rst = ((float(adump[1]),float(adump[2]),float(adump[3]))) - dump=_file.readline() - adump=dump.split() - Mst = ((float(adump[1]),float(adump[2]),float(adump[3]))) - dump=_file.readline() - adump=dump.split() - howstellar = adump[1] - - lc_data.stellar_parameters(Rst,Mst,howstellar,verbose) - - #=========== MCMC setup ====================================== - dump=_file.readline() - dump=_file.readline() - - adump=dump.split() - nsamples=int(adump[1]) # total number of integrations - - dump=_file.readline() - adump=dump.split() - nchains=int(adump[1]) # number of chains - ppchain = int(nsamples/nchains) # number of points per chain - - dump=_file.readline() - adump=dump.split() - nproc=int(adump[1]) # number of processes - - dump=_file.readline() - adump=dump.split() - burnin=int(adump[1]) # Length of bun-in - - dump=_file.readline() - adump=dump.split() - walk=adump[1] # Differential Evolution? + n_live: int; + number of live points to use for dynesty sampler. Default is 300. - dump = _file.readline() - adump=dump.split() - grtest=adump[1] #GRTest? + dyn_dlogz: float; + stopping criterion for dynesty sampler. Default is 0.1. - dump = _file.readline() - adump=dump.split() - makeplots=adump[1] #Make plots? + force_nlive: bool; + force dynesty to use n_live even if less than the required ndim*(ndim+1)//2. Default is False. - dump = _file.readline() - adump=dump.split() - least_sq=adump[1] #Least squares?? + verbose: bool; + print output. Default is True. + """ - dump = _file.readline() - adump=dump.split() - save_file=adump[1] #Output file? + assert sampler in ["emcee","dynesty"],f'sampler must be one of ["emcee","dynesty"] but {sampler} given.' + assert emcee_move in ["demc","snooker","stretch"],f'emcee_move must be one of ["demc","snooker","stretch] but {emcee_move} given.' + + DA = locals().copy() + _ = DA.pop("self") #remove self from dictionary + _ = DA.pop("verbose") + self._obj_type = "fit_obj" + self._fit_dict.update(DA) - dump = _file.readline() - adump=dump.split() - save_model=adump[1] #Save the model?? + if verbose: _print_output(self,"fit") - dump = _file.readline() - adump=dump.split() - adaptbasestepsize=adump[1] #Adapt the stepsize of bases? + def _stellar_parameters(self,R_st=None, M_st=None, par_input = "Rrho", verbose=True): + """ + input parameters of the star - dump = _file.readline() - adump=dump.split() - removeparamforCNM=adump[1] #Remove paramameter for CNM? + Parameters: + ----------- + R_st, Mst : tuple of length 2 or 3; + stellar radius and mass (in solar units) to use for calculating absolute dimensions. + First tuple element is the value and the second is the uncertainty. use a third element if asymmetric uncertainty + + par_input : str; + input method of stellar parameters. It can be one of ["Rrho","Mrho"], to use the fitted stellar density and one stellar parameter (M_st or R_st) to compute the other stellar parameter (R_st or M_st). + Default is 'Rrho' to use the fitted stellar density and stellar radius to compute the stellar mass. + """ - dump = _file.readline() - adump=dump.split() - leastsqforbasepar=adump[1] #Least-squares for base parameters? + DA = locals().copy() + _ = DA.pop("self") #remove self from dictionary + _ = DA.pop("verbose") + + for par in ["R_st", "M_st"]: + assert DA[par] is None or isinstance(DA[par],tuple), f"stellar_parameters: {par} must be either None or tuple of length 2 " + if DA[par] is None: DA[par] = (1,0.01) + elif isinstance(DA[par],tuple): + assert len(DA[par])==2, f"stellar_parameters(): length of {par} tuple must be 2" + DA[par]= (DA[par][0], DA[par][1], DA[par][1]) + else: _raise(TypeError, f"stellar_parameters(): {par} must be either None or tuple of length 2 but {DA[par]} given.") + + assert DA["par_input"] in ["Rrho","Mrho"], f"stellar_parameters: par_input must be one of ['Rrho','Mrho']." + self._stellar_dict = DA - dump = _file.readline() - adump=dump.split() - lssquseLevMarq=adump[1] #Use Lev-Marq for least squares? + if verbose: _print_output(self,"stellar_pars") - dump = _file.readline() - adump=dump.split() - applyCFs=adump[1] #GRTest? + def __repr__(self): + if self._fit_dict['sampler'] == "emcee": + return f"Sampling setup:\n sampler: {self._fit_dict['sampler']}\n steps: {self._fit_dict['n_steps']}\n chains: {self._fit_dict['n_chains']}" + else: + return f"Sampling setup:\n sampler: {self._fit_dict['sampler']}\n live points: {self._fit_dict['n_live']}\n dlogz: {self._fit_dict['dyn_dlogz']}" - dump = _file.readline() - adump=dump.split() - applyjitter=adump[1] #GRTest? - - mcmc = mcmc_setup(n_chains=nchains, n_steps=ppchain, n_burn=burnin, n_cpus=nproc, sampler=walk, - GR_test=grtest, make_plots=makeplots, leastsq=least_sq, savefile=save_file, - savemodel=save_model, adapt_base_stepsize=adaptbasestepsize, - remove_param_for_CNM=removeparamforCNM,leastsq_for_basepar=leastsqforbasepar, - lssq_use_Lev_Marq=lssquseLevMarq, apply_CFs=applyCFs,apply_jitter=applyjitter, - verbose=verbose) + def print(self, section="fit"): + if section == "all": + _print_output(self,"stellar_pars") + _print_output(self,"fit") + else: + _print_output(self, section) - _file.close() - if return_fit: - from .fit_data import fit_data - result = fit_data(lc_data, rv_data, mcmc) - return lc_data,rv_data,mcmc,result +class load_result: + """ + Load results from emcee/dynesty run + + Parameters: + ------------ + folder: str; + folder where the output files are located. Default is "output". + + chain_file: str; + name of the file containing the posterior chains. Default is "chains_dict.pkl". + + burnin_chain_file: str; + name of the file containing the burn-in chains. Default is "burnin_chains_dict.pkl". - return lc_data,rv_data,mcmc + Returns: + -------- + load_result : load_result object + Examples: + --------- + >>> result = CONAN3.load_result(folder="output") + """ + def __init__(self, folder="output",chain_file = "chains_dict.pkl", burnin_chain_file="burnin_chains_dict.pkl",verbose=True): -class load_chains: - def __init__(self,chain_file = "chains_dict.pkl", burnin_chain_file="burnin_chains_dict.pkl"): - assert os.path.exists(chain_file) or os.path.exists(burnin_chain_file) , f"file {chain_file} or {burnin_chain_file} does not exist in this directory" + chain_file = folder+"/"+chain_file + burnin_chain_file = folder+"/"+burnin_chain_file + self._folder = folder + assert os.path.exists(chain_file) or os.path.exists(burnin_chain_file) , f"file {chain_file} or {burnin_chain_file} does not exist in the given directory" if os.path.exists(chain_file): self._chains = pickle.load(open(chain_file,"rb")) if os.path.exists(burnin_chain_file): self._burnin_chains = pickle.load(open(burnin_chain_file,"rb")) - self._par_names = self._chains.keys() if os.path.exists(chain_file) else self._burnin_chains.keys() - self.params_names = list(self._par_names) + self._obj_type = "result_obj" + self._par_names = self._chains.keys() if os.path.exists(chain_file) else self._burnin_chains.keys() + + #retrieve summary statistics of the fit + self._ind_para = pickle.load(open(folder+"/.par_config.pkl","rb")) + lc_names, rv_names = self._ind_para[31], self._ind_para[32] + self._nplanet = self._ind_para[58] + input_lcs = self._ind_para[65] + input_rvs = self._ind_para[66] + self.fit_sampler = self._ind_para[71] + + if not hasattr(self,"_chains"): + return + + #reconstruct posterior from dictionary of chains + if self.fit_sampler=="emcee": + posterior = np.array([ch for k,ch in self._chains.items()]) + posterior = np.moveaxis(posterior,0,-1) + s = posterior.shape + self.flat_posterior = posterior.reshape((s[0]*s[1],s[2])) #FLATTEN posterior + else: + self.flat_posterior = np.array([ch for k,ch in self._chains.items()]).T try: - ind_para = pickle.load(open(".par_config.pkl","rb")) - stat_vals = pickle.load(open(".stat_vals.pkl","rb")) - self.params_median = stat_vals["med"] - self.params_max = stat_vals["max"] - self.params_bestfit = stat_vals["bf"] + self._stat_vals = pickle.load(open(folder+"/.stat_vals.pkl","rb")) #load summary statistics of the fit + self.params = SimpleNamespace( names = list(self._par_names), + median = self._stat_vals["med"], + max = self._stat_vals["max"], + bestfit = self._stat_vals["bf"], + T0 = self._stat_vals["T0"], + P = self._stat_vals["P"], + dur = self._stat_vals["dur"]) except: - pass - + self.params = SimpleNamespace( names = list(self._par_names), + median = np.median(self.flat_posterior,axis=0)) + + self.params_dict = {k:v for k,v in zip(self.params.names, self.params.median)} + + if hasattr(self,"_stat_vals"): #summary statistics are available only if fit completed + # evaluate model of each lc at a smooth time grid + self._lc_smooth_time_mod = {} + for lc in lc_names: + self._lc_smooth_time_mod[lc] = SimpleNamespace() + if self._nplanet == 1: + this_T0 = get_transit_time(t=input_lcs[lc]["col0"],per=self.params.P[0],t0=self.params.T0[0]) + if input_lcs[lc]["col0"].min() >= this_T0-0.75*self.params.dur[0]: #data starts after/too close to ingress + tmin = this_T0 - 0.75*self.params.dur[0] + else: tmin = input_lcs[lc]["col0"].min() + if input_lcs[lc]["col0"].max() <= this_T0+0.75*self.params.dur[0]: #data finishes b4/too close to egress + tmax = this_T0 + 0.75*self.params.dur[0] + else: tmax = input_lcs[lc]["col0"].max() + else: + tmin, tmax = input_lcs[lc]["col0"].min(), input_lcs[lc]["col0"].max() + + self._lc_smooth_time_mod[lc].time = np.linspace(tmin,tmax,max(2000, len(input_lcs[lc]["col0"]))) + self._lc_smooth_time_mod[lc].model = self._evaluate_lc(file=lc, time=self._lc_smooth_time_mod[lc].time).planet_model + + + # evaluate model of each rv at a smooth time grid + self._rv_smooth_time_mod = {} + for i,rv in enumerate(rv_names): + self._rv_smooth_time_mod[rv] = SimpleNamespace() + # if self._nplanet == 1: + # this_T0 = get_transit_time(t=input_rvs[rv]["col0"],per=self.params.P[0],t0=self.params.T0[0]) + # ph_sm = np.linspace(-0.5,0.5, max(2000, len(input_rvs[rv]["col0"]))) + # t_sm = ph_sm*self.params.P[0] + this_T0 + # else: + tmin, tmax = input_rvs[rv]["col0"].min(), input_rvs[rv]["col0"].max() + t_sm = np.linspace(tmin,tmax,max(2000, len(input_rvs[rv]["col0"]))) + gam = self.params_dict[f"rv{i+1}_gamma"] + self._rv_smooth_time_mod[rv].time = t_sm + self._rv_smooth_time_mod[rv].model = self._evaluate_rv(file=rv, time=self._rv_smooth_time_mod[rv].time).planet_model+gam + + + #LC data and functions + self.lc = SimpleNamespace( names = lc_names, + filters = self._ind_para[12], + evaluate = self._evaluate_lc, + outdata = self._load_result_array(["lc"],verbose=verbose), + #load each lcfile as a pandas dataframe and store all in dictionary + indata = {fname:pd.DataFrame(df) for fname,df in input_lcs.items()} + ) + self.lc.plot_bestfit = self._plot_bestfit_lc + + #RV data and functions + self.rv = SimpleNamespace( names = rv_names, + filters = self._ind_para[12], + evaluate = self._evaluate_rv, + outdata = self._load_result_array(["rv"],verbose=verbose), + #load each rvfile as a pandas dataframe and store all in dictionary + indata = {fname:pd.DataFrame(df) for fname,df in input_rvs.items()} + ) + self.rv.plot_bestfit = self._plot_bestfit_rv + def __repr__(self): - return f'Object containing chains (main or burn-in) from mcmc. \ - \nParameters in chain are:\n\t {self._par_names} \ - \n\nuse `plot_chains`, `plot_burnin_chains`, `plot_corner` or `plot_posterior` methods on selected parameters to visualize results.' + return f'Object containing posterior from emcee/dynesty sampling \ + \nParameters in chain are:\n\t {self.params.names} \ + \n\nuse `plot_chains()`, `plot_burnin_chains()`, `plot_corner()` or `plot_posterior()` methods on selected parameters to visualize results.' def plot_chains(self, pars=None, figsize = None, thin=1, discard=0, alpha=0.05, color=None, label_size=12, force_plot = False): @@ -2149,17 +3407,35 @@ def plot_chains(self, pars=None, figsize = None, thin=1, discard=0, alpha=0.05, Plot chains of selected parameters. Parameters: - ---------- + ------------ pars: list of str; parameter names to plot. Plot less than 20 parameters at a time for clarity. + + figsize: tuple of length 2; + Figure size. If None, optimally determined. thin : int; factor by which to thin the chains in order to reduce correlation. discard : int; to discard first couple of steps within the chains. - + + alpha : float; + transparency of the lines in the plot. + + color : str; + color of the lines in the plot. + + label_size : int; + size of the labels in the plot. + + force_plot : bool; + if True, plot more than 20 parameters at a time. """ + if self.fit_sampler=="dynesty": + print("chains are not available for dynesty sampler") + return + assert pars is None or isinstance(pars, list) or pars == "all", \ f'pars must be None, "all", or list of relevant parameters.' if pars is None or pars == "all": pars = [p for p in self._par_names] @@ -2196,9 +3472,9 @@ def plot_burnin_chains(self, pars=None, figsize = None, thin=1, discard=0, alpha color=None, label_size=12, force_plot = False): """ Plot chains of selected parameters. - + Parameters: - ---------- + ------------ pars: list of str; parameter names to plot. Plot less than 20 parameters at a time for clarity. @@ -2209,8 +3485,11 @@ def plot_burnin_chains(self, pars=None, figsize = None, thin=1, discard=0, alpha to discard first couple of steps within the chains. """ + if self.fit_sampler=="dynesty": + print("chains are not available for dynesty sampler") + return assert pars is None or isinstance(pars, list) or pars == "all", \ - f'pars must be None, "all", or list of relevant parameters.' + f'pars must be None, "all", or list of relevant parameters.' if pars is None or pars == "all": pars = [p for p in self._par_names] for p in pars: assert p in self._par_names, f'{p} is not one of the parameter labels in the mcmc run.' @@ -2245,11 +3524,11 @@ def plot_corner(self, pars=None, bins=20, thin=1, discard=0, labelsize=20, multiply_by=1, add_value= 0, force_plot = False ): """ Corner plot of selected parameters. - + Parameters: - ---------- + ------------ pars : list of str; - parameter names to plot. Ideally less than 14 pars for clarity of plot + parameter names to plot. Ideally less than 15 pars for clarity of plot bins : int; number of bins in 1d histogram @@ -2269,6 +3548,24 @@ def plot_corner(self, pars=None, bins=20, thin=1, discard=0, giving the fraction of samples to include in bounds, e.g., [(0.,10.), (1.,5), 0.999, etc.]. If a fraction, the bounds are chosen to be equal-tailed. + + show_titles : bool; + whether to show titles for 1d histograms + + title_fmt : str; + format string for the quantiles given in titles. Default is ".3f" for 3 decimal places. + + titlesize : int; + size of the titles in the plot. + + labelsize : int; + size of the labels in the plot. + + multiply_by : float or list of floats; + factor by which to multiply the chains. Default is 1. If list, must be same length as pars. + + add_value : float or list of floats; + value to add to the chains. Default is 0. If list, must be same length as pars. """ assert pars is None or isinstance(pars, list) or pars == "all", \ f'pars must be None, "all", or list of relevant parameters.' @@ -2276,10 +3573,10 @@ def plot_corner(self, pars=None, bins=20, thin=1, discard=0, ndim = len(pars) - if not force_plot: assert ndim <= 14, \ - f'number of parameters to plot should be <=14 for clarity. Use force_plot = True to continue anyways.' + if not force_plot: assert ndim <= 15, \ + f'number of parameters to plot should be <=15 for clarity. Use force_plot = True to continue anyways.' - lsamp = len(self._chains[pars[0]][:,discard::thin].flatten()) + lsamp = len(self._chains[pars[0]][:,discard::thin].flatten()) if self.fit_sampler=="emcee" else len(self._chains[pars[0]]) samples = np.empty((lsamp,ndim)) #adjustments to make values more readable @@ -2291,8 +3588,10 @@ def plot_corner(self, pars=None, bins=20, thin=1, discard=0, for i,p in enumerate(pars): assert p in self._par_names, f'{p} is not one of the parameter labels in the mcmc run.' - samples[:,i] = self._chains[p][:,discard::thin].reshape(-1) * multiply_by[i] + add_value[i] - + if self.fit_sampler=="emcee": + samples[:,i] = self._chains[p][:,discard::thin].reshape(-1) * multiply_by[i] + add_value[i] + else: + samples[:,i] = self._chains[p]* multiply_by[i] + add_value[i] fig = corner.corner(samples, bins=bins, labels=pars, show_titles=show_titles, range=range, title_fmt=title_fmt,quantiles=q,title_kwargs={"fontsize": titlesize}, @@ -2333,7 +3632,11 @@ def plot_posterior(self, par, thin=1, discard=0, bins=20, density=True, range=No assert isinstance(q, (float, list)),"q must be either a single float or list of length 1, 3 or 5" if isinstance(q,float): q = [q] - par_samples = self._chains[par][:,discard::thin].flatten() * multiply_by + add_value + if self.fit_sampler=="emcee": + par_samples = self._chains[par][:,discard::thin].flatten() * multiply_by + add_value + else: + par_samples = self._chains[par] * multiply_by + add_value + quants = np.quantile(par_samples,q) if len(q)==1: @@ -2363,11 +3666,109 @@ def plot_posterior(self, par, thin=1, discard=0, bins=20, density=True, range=No return fig + def _plot_bestfit_lc(self, plot_cols=(0,1,2), col_labels=None, nrow_ncols=None, figsize=None, + hspace=None, wspace=None, return_fig=True): + """ + Plot the best-fit model of the input data. + + Parameters: + ----------- + plot_cols : tuple of length 2 or 3; + Tuple specifying which columns in input file to plot. + Default is (0,1,2) to plot column 0 against 1, and 2 as errorbar (i.e. time against flux with fluxerr). + Use (3,1,2) to show the correlation between column 3 and the flux. + Using tuple of length 2 does not plot errorbars. e.g (3,1). + + col_labels : tuple of length 2; + label of the given columns in plot_cols. Default is ("time", "flux"). + + nrow_ncols : tuple of length 2; + Number of rows and columns to plot the input files. + Default is None to find the best layout. + + figsize: tuple of length 2; + Figure size. If None, (8,5) is used for a single input file and optimally determined for more inputs. + + hspace, wspace: float; + height and width space between subplots. Default is None to use matplotlib defaults. + + return_fig : bool; + return figure object for saving to file. + """ + + obj = self.lc + if col_labels is None: + col_labels = ("time", "flux") if plot_cols[:2] == (0,1) else (f"column[{plot_cols[0]}]",f"column[{plot_cols[1]}]") + + if obj.names != []: + model_overplot = [] + for lc in obj.names: + df = obj.outdata[lc] + bl = list(df.keys())[4] #baseline name + mop = SimpleNamespace(tot_trnd_mod=df[bl], time_smooth=self._lc_smooth_time_mod[lc].time, + planet_mod=df["transit"], planet_mod_smooth=self._lc_smooth_time_mod[lc].model, + residual=df["flux"]-df["full_mod"]) + model_overplot.append(mop) + + fig = _plot_data(obj.indata, plot_cols=plot_cols, col_labels = col_labels, nrow_ncols=nrow_ncols, figsize=figsize, fit_order=0, + hspace=hspace, wspace=wspace, model_overplot = model_overplot) + + if return_fig: return fig + + + def _plot_bestfit_rv(self, plot_cols=(0,1,2), col_labels=None, nrow_ncols=None, figsize=None, + hspace=None, wspace=None, return_fig=True): + """ + Plot the best-fit model of the input data. + + Parameters: + ----------- + plot_cols : tuple of length 2 or 3; + Tuple specifying which columns in input file to plot. + Default is (0,1,2) to plot column 0 against 1, and 2 as errorbar (i.e. time against flux with fluxerr). + Use (3,1,2) to show the correlation between column 3 and the flux. + Using tuple of length 2 does not plot errorbars. e.g (3,1). + + col_labels : tuple of length 2; + label of the given columns in plot_cols. Default is ("time", "rv"). + + nrow_ncols : tuple of length 2; + Number of rows and columns to plot the input files. + Default is None to find the best layout. + + figsize: tuple of length 2; + Figure size. If None, (8,5) is used for a single input file and optimally determined for more inputs. + + hspace, wspace: float; + height and width space between subplots. Default is None to use matplotlib defaults. + + return_fig : bool; + return figure object for saving to file. + """ + + obj = self.rv + if col_labels is None: + col_labels = ("time", "rv") if plot_cols[:2] == (0,1) else (f"column[{plot_cols[0]}]",f"column[{plot_cols[1]}]") + + if obj.names != []: + model_overplot = [] + for rv in obj.names: + df = obj.outdata[rv] + bl = list(df.keys())[4] #baseline name + mop = SimpleNamespace(tot_trnd_mod=df[bl], time_smooth=self._rv_smooth_time_mod[rv].time, + planet_mod=df["Rvmodel"], planet_mod_smooth=self._rv_smooth_time_mod[rv].model, + residual=df["RV"]-df["full_mod"]) + model_overplot.append(mop) + + fig = _plot_data(obj.indata, plot_cols=plot_cols, col_labels = col_labels, nrow_ncols=nrow_ncols, figsize=figsize, fit_order=0, + hspace=hspace, wspace=wspace, model_overplot = model_overplot) + + if return_fig: return fig - def load_result_array(self): + def _load_result_array(self, data=["lc","rv"],verbose=True): """ Load result array from CONAN3 fit allowing for customised plots. - All files with '_out_full.dat' are loaded. + All files with '_**out.dat' are loaded. Returns: -------- @@ -2377,11 +3778,12 @@ def load_result_array(self): Examples -------- >>> import CONAN3 - >>> results = CONAN3.load_result_array() + >>> res=CONAN3.load_result() + >>> results = res._load_result_array() >>> list(results.keys()) - ['lc8det_out_full.dat', 'lc6bjd_out_full.dat'] + ['lc8det_lcout.dat', 'lc6bjd_lcout.dat'] - >>> df1 = results['lc8det_out_full.dat'] + >>> df1 = results['lc8det_lcout.dat'] >>> df1.keys() ['time', 'flux', 'error', 'full_mod', 'gp*base', 'transit', 'det_flux'] @@ -2391,21 +3793,25 @@ def load_result_array(self): >>> plt.plot(df["time"], df["transit"],"g") """ - out_files_lc = sorted([ f for f in os.listdir() if '_out_full.dat' in f]) - out_files_rv = sorted([ f for f in os.listdir() if '_out.dat' in f]) - all_files = out_files_lc+out_files_rv + out_files_lc = sorted([ f for f in os.listdir(self._folder) if '_lcout.dat' in f]) + out_files_rv = sorted([ f for f in os.listdir(self._folder) if '_rvout.dat' in f]) + all_files = [] + if "lc" in data: all_files.extend(out_files_lc) + if "rv" in data: all_files.extend(out_files_rv) + results = {} for f in all_files: - df = pd.read_fwf(f, header=0) + df = pd.read_fwf(self._folder+"/"+f, header=0) df = df.rename(columns={'# time': 'time'}) - results[f] = df - print(f"Output files loaded: {all_files} ") + keyname = f[:-10]+f[-4:] #remove _rvout or _lcout from filename + results[keyname] = df + if verbose: print(f"{data} Output files, {all_files}, loaded into result object") return results def make_output_file(self, stat="median"): """ - make output model file ("*_out_full.dat") from parameters obtained using different statistic on the posterior. - if a *_out_full.dat file already exists, it is overwritten (so be sure!!!). + make output model file ("*_??out.dat") from parameters obtained using different summary statistic on the posterior. + if a *_??out.dat file already exists, it is overwritten (so be sure!!!). Parameters ---------- @@ -2413,60 +3819,122 @@ def make_output_file(self, stat="median"): posterior summary statistic to use for model calculation, must be one of ["median","max","bestfit"], by default "median". "max" and "median" calculate the maximum and median of each parameter posterior respectively while "bestfit" \ is the parameter combination that gives the maximum joint posterior probability. - """ - from CONAN3.logprob_multi_sin_v4 import logprob_multi + from CONAN3.logprob_multi import logprob_multi from CONAN3.plots_v12 import mcmc_plots assert stat in ["median","max","bestfit"],f'make_output_file: stat must be of ["median","max","bestfit"] but {stat} given' if stat == "median": stat = "med" elif stat == "bestfit": stat = "bf" - ind_para = pickle.load(open(".par_config.pkl","rb")) - stat_vals = pickle.load(open(".stat_vals.pkl","rb")) - - mval2, merr2, T0_post, p_post = logprob_multi(stat_vals[stat],*ind_para,make_out_file=True, verbose=True) + mval2, merr2, T0_post, p_post = logprob_multi(self._stat_vals[stat],*self._ind_para,make_outfile=True, verbose=True) return + + def _evaluate_lc(self, file, time=None,params=None, nsamp=500,return_std=False): + """ + Compute transit model from CONAN3 fit for a given input file at the given times using specified parameters. -def load_result_array(): - """ - Load result array from CONAN3 fit allowing for customised plots. - All files with '_out.dat' or '_out_full.dat' are loaded. + Parameters: + ----------- + file : str; + name of the LC file for which to evaluate the LC model. + + time : array-like; + times at which to evaluate the model + + params : array-like; + parameters to evaluate the model at. The median posterior parameters from the fit are used if params is None + + nsamp : int; + number of posterior samples to use for computing the 1sigma quantiles of the model. Default is 500. + + return_std : bool; + if True, return the 1sigma quantiles of the model as well as the model itself. If False, return only the model. Returns: -------- - results : dict; - dictionary of holding the arrays for each output file. - - Examples + object : SimpleNamespace; + planet_model: LC model array evaluated at the given times, for a specific file. + components: lc_components of each planet in the system. + sigma_low, sigma_high: if return_std is True, 1sigma quantiles of the model is returned. + """ + + from CONAN3.logprob_multi import logprob_multi + + if params is None: params = self.params.median + mod = logprob_multi(params,*self._ind_para,t=time,get_model=True) + keys = mod.lc.keys() + + if not return_std: #return only the model + output = SimpleNamespace(planet_model=mod.lc[file][0], components=mod.lc[file][1], + sigma_low=None, sigma_high=None) + return output + + else: #return model and quantiles + lenpost = len(self.flat_posterior) + mods = [] #store model realization for each parameter combination + + for p in self.flat_posterior[np.random.randint(0,lenpost,int(min(nsamp,0.2*lenpost)))]: #at most 5000 random posterior samples + temp = logprob_multi(p,*self._ind_para,t=time,get_model=True) + mods.append(temp.lc[file][0]) + + qs = np.quantile(mods,q=[0.16,0.5,0.84],axis=0) #compute 68% percentiles + + output = SimpleNamespace(planet_model=mod.lc[file][0], components=mod.lc[file][1], + sigma_low=qs[0], sigma_high=qs[1]) + return output + + def _evaluate_rv(self, file, time=None,params=None, nsamp=500,return_std=False): + """ + Compute RV model from CONAN3 fit for a given input file at the given times using specified parameters. + + Parameters: + ----------- + file : str; + name of the RV file for which to evaluate the RVmodel. + + time : array-like; + times at which to evaluate the model + + params : array-like; + parameters to evaluate the model at. The median posterior parameters from the fit are used if params is None + + nsamp : int; + number of posterior samples to use for computing the 1sigma quantiles of the model. Default is 500. + + return_std : bool; + if True, return the 1sigma quantiles of the model as well as the model itself. If False, return only the model. + + Returns: -------- - >>> import CONAN3 - >>> results = CONAN3.load_result_array() - >>> list(results.keys()) - ['lc8det_out_full.dat', 'lc6bjd_out_full.dat'] + object : SimpleNamespace; + planet_model: RV model array evaluated at the given times, for a specific file. + components: rv_components of each planet in the system. + sigma_low, sigma_high: if return_std is True, 1sigma quantiles of the model is returned. + """ + + from CONAN3.logprob_multi import logprob_multi - >>> df1 = results['lc8det_out_full.dat'] - >>> df1.keys() - ['time', 'flux', 'error', 'full_mod', 'gp*base', 'transit', 'det_flux'] + if params is None: params = self.params.median + mod = logprob_multi(params,*self._ind_para,t=time,get_model=True) - >>> #plot arrays - >>> plt.plot(df["time"], df["flux"],"b.") - >>> plt.plot(df["time"], df["gp*base"],"r") - >>> plt.plot(df["time"], df["transit"],"g") + if not return_std: #return only the model + output = SimpleNamespace(planet_model=mod.rv[file][0], components=mod.rv[file][1], + sigma_low=None, sigma_high=None) + return output - """ - warn('This function call is deprecated. Use `res=CONAN3.load_chains()` and then `res.load_result_array()`,\ - or directly from the returned result object of the fit.', DeprecationWarning, stacklevel=2) - - out_files_lc = sorted([ f for f in os.listdir() if '_out_full.dat' in f]) - out_files_rv = sorted([ f for f in os.listdir() if '_out.dat' in f]) - all_files = out_files_lc+out_files_rv - results = {} - for f in all_files: - df = pd.read_fwf(f, header=0) - df = df.rename(columns={'# time': 'time'}) - results[f] = df - print(f"Output files loaded: {all_files} ") - return results \ No newline at end of file + else: #return model and quantiles + lenpost = len(self.flat_posterior) + mods = [] + + for p in self.flat_posterior[np.random.randint(0,lenpost,int(min(5000,0.2*lenpost)))]: #at most 5000 random posterior samples + temp = logprob_multi(p,*self._ind_para,t=time,get_model=True) + mods.append(temp.rv[file][0]) + + qs = np.quantile(mods,q=[0.16,0.5,0.84],axis=0) #compute 68% percentiles + + output = SimpleNamespace(planet_model=mod.rv[file][0], components=mod.rv[file][1], + sigma_low=qs[0], sigma_high=qs[1]) + return output diff --git a/CONAN3/basecoeff_setup.py b/CONAN3/basecoeff_setup.py new file mode 100755 index 0000000..e3a243b --- /dev/null +++ b/CONAN3/basecoeff_setup.py @@ -0,0 +1,240 @@ +import sys +import numpy as np + +def basecoeff(ibase,spline,init=None,lims=None): + # this function returns the input arrays for the baseline coefficients + # only those coefficients that are used are set to be jump parameters, + # all others are set == 0 value, 0 stepsize, [0,0] Boundaries. + + # each of the arrays have 4 parameter: [initial guess, step, min, max] -- perhaps 5 in the future if I use priors + # nbc is the number of non-fixed baseline coefficients + + # set the baseline function + # offset + # dcol0 coeff: A0*dcol0 + B0*dcol0^2 + C0*dcol0^3 + D0*dcol0^4 + # dcol3 coeff: A3*dcol3 + B3*dcol3^2 + # dcol4 coeff: A4*dcol4 + B4*dcol4^2 + # dcol5 coeff: A5*dcol5 + B5*dcol5^2 + # dcol6 coeff: A6*dcol6 + B6*dcol6^2 + # dcol7 coeff: A7*dcol7 + B7*dcol7^2 + # dsin coeff: Amp*sin(2pi(dcol0)/P + phi) + # CNM coeff: ACNM*?? + BCNM*??^2 + + #[initial guess, step, min, max] + nbc = 0 + + offset = np.zeros((4,1), dtype=float) + if ibase[7] > 0: # if we have a CNM + offset[:,0]=[0.,0.0001,-2.,2.1] # set the starting value and limits of the 0th-order start at 0 + nbc = nbc+1 + else: + offset[:,0]=[init["off"],0.001,0.8,1.2] # no CNM: set the starting value and limits of the offset + if spline.use: offset[:,0]=[init["off"],0,0,0] # if we use a spline, set offset to 1 and fix it + else: nbc = nbc+1 + + # dcol0 coeff: A0*dcol0 + B0*dcol0^2 + C0*dcol0^3 + D0*dcol0^4 + dcol0 = np.zeros((4,4), dtype=float) + if ibase[0] > 0: #A0 + dcol0[:,0]=[init["A0"],0.001,lims[0],lims[1]] + nbc = nbc+1 + + if ibase[0] > 1: #B0 + dcol0[:,1]=[init["B0"],0.001,lims[0],lims[1]] + nbc = nbc+1 + + if ibase[0] > 2: #C0 + dcol0[:,2]=[init["C0"],0.001,lims[0],lims[1]] + nbc = nbc+1 + + if ibase[0] > 3: #D0 + dcol0[:,3]=[init["D0"],0.001,lims[0],lims[1]] + nbc = nbc+1 + + # dcol3 coeff: A3*dcol3 + B3*dcol3^2 + dcol3=np.zeros((4,2), dtype=float) + if ibase[1] > 0: #A3 + dcol3[:,0]=[init["A3"],0.001,lims[0],lims[1]] + nbc = nbc+1 + + if ibase[1] > 1: #B3 + dcol3[:,1]=[init["B3"],0.001,lims[0],lims[1]] + nbc = nbc+1 + + # dcol4 coeff: A4*dcol4 + B4*dcol4^2 + dcol4=np.zeros((4,2), dtype=float) + if ibase[2] > 0: #A4 + dcol4[:,0]=[init["A4"],0.001,lims[0],lims[1]] + nbc = nbc+1 + + if ibase[2] > 1: #B4 + dcol4[:,1]=[init["B4"],0.001,lims[0],lims[1]] + nbc = nbc+1 + + # dcol5 coeff: A5*dcol5 + B5*dcol5^2 + dcol5=np.zeros((4,2), dtype=float) + if ibase[3] > 0: #A5 + dcol5[:,0]=[init["A5"],0.001,lims[0],lims[1]] # set the starting value and limits of the first-order B_in + nbc = nbc+1 + + if ibase[3] > 1: #B5 + dcol5[:,1]=[init["B5"],0.001,lims[0],lims[1]] # set the starting value and limits of the second-order B_in + nbc = nbc+1 + + # dcol6 coeff: A6*dcol6 + B6*dcol6^2 + dcol6=np.zeros((4,2), dtype=float) + if ibase[4] > 0: #A6 + dcol6[:,0]=[init["A6"],0.001,lims[0],lims[1]] + nbc = nbc+1 + + if ibase[4] > 1: #B6 + dcol6[:,1]=[init["B6"],0.001,lims[0],lims[1]] + nbc = nbc+1 + + # dcol7 coeff: A7*dcol7 + B7*dcol7^2 + dcol7=np.zeros((4,2), dtype=float) + if ibase[5] > 0: #A7 + dcol7[:,0]=[init["A7"],0.001,lims[0],lims[1]] + nbc = nbc+1 + + if ibase[5] > 1: #B7 + dcol7[:,1]=[init["B7"],0.001,lims[0],lims[1]] + nbc = nbc+1 + + # dsin coeff: Amp*sin(2pi(dcol0-phi)/P) -x-> Amp*sin(freq*dcol0+phi) + dsin=np.zeros((4,3), dtype=float) + if ibase[6] > 0: + dsin[:,0]=[init["amp"],0.001,0,1] + dsin[:,1]=[init["freq"],0.001,1,333] + dsin[:,2]=[init["phi"],0.001,0,1] + nbc = nbc+3 + + # H coeff => CNM + dCNM=np.zeros((4,2), dtype=float) + if ibase[7] > 0: #ACNM + dCNM[:,0]=[init["ACNM"],0.001,0,1.e8] + nbc = nbc+1 + + if ibase[7] > 1: #BCNM + dCNM[:,1]=[init["BCNM"],0.0001,-1.e8,1.e8] + nbc = nbc+1 + + return offset, dcol0, dcol3, dcol4, dcol5, dcol6, dcol7, dsin, dCNM, nbc + + +def basecoeffRV(ibaseRV,Pin,init=None,lims=None): + + nbcRV = 0 + + # set the baseline function + # dcol0 coeff: A0*dcol0 + B0*dcol0^2 + # dcol3 coeff: A3*dcol3 + B3*dcol3^2 + # dcol4 coeff: A4*dcol4 + B4*dcol4^2 + # dcol5 coeff: A5*dcol5 + B5*dcol5^2 + # dsin coeff: Amp*sin(2pi(dcol0)/P + phi) + + # dcol0 coeff: A0*dcol0 + B0*dcol0^2 + dcol0=np.zeros((4,2), dtype=float) + if ibaseRV[0] > 0: #A0 + dcol0[:,0]=[init["A0"],0.001,lims[0],lims[1]] + nbcRV = nbcRV+1 + + if ibaseRV[0] > 1: #B3 + dcol0[:,1]=[init["B0"],0.001,lims[0],lims[1]] + nbcRV = nbcRV+1 + + # dcol3 coeff: A3*dcol3 + B3*dcol3^2 + dcol3=np.zeros((4,2), dtype=float) + if ibaseRV[1] > 0: #A3 + dcol3[:,0]=[init["A3"],0.001,lims[0],lims[1]] + nbcRV = nbcRV+1 + + if ibaseRV[1] > 1: #B3 + dcol3[:,1]=[init["B3"],0.001,lims[0],lims[1]] + nbcRV = nbcRV+1 + + # dcol4 coeff: A4*dcol4 + B4*dcol4^2 + dcol4=np.zeros((4,2), dtype=float) + if ibaseRV[2] > 0: #A4 + dcol4[:,0]=[init["A4"],0.001,lims[0],lims[1]] + nbcRV = nbcRV+1 + + if ibaseRV[2] > 1: #B4 + dcol4[:,1]=[init["B4"],0.001,lims[0],lims[1]] + nbcRV = nbcRV+1 + + # dcol5 coeff: A5*dcol5 + B5*dcol5^2 + dcol5=np.zeros((4,2), dtype=float) + if ibaseRV[3] > 0: #A5 + dcol5[:,0]=[init["A5"],0.001,lims[0],lims[1]] + nbcRV = nbcRV+1 + + if ibaseRV[3] > 1: #B5 + dcol5[:,1]=[init["B5"],0.001,lims[0],lims[1]] + nbcRV = nbcRV+1 + + # dsin coeff: Amp*sin(2pi(dcol0-phi)/P) -x-> Amp*sin(freq*dcol0+phi) + dsin=np.zeros((4,4), dtype=float) + if ibaseRV[4] > 0: + dsin[:,0]=[init["amp"],0.001,0,1] + dsin[:,1]=[init["freq"],0,0.1,100] + dsin[:,2]=[init["phi"],0.001,0,1] + dsin[:,3]=[init["phi2"],0.,0,1] + nbcRV = nbcRV+4 + + return dcol0, dcol3, dcol4, dcol5, dsin, nbcRV + + # # W coeff => time: W[0]*t + W[1]*t^2 + # W_in=np.zeros((4,2), dtype=float) + # if ibaseRV[0] > 0: + # W_in[:,0]=[0.,0.001,lims[0],lims[1]] # set the starting value and limits of the first-order W_in + # nbcRV = nbcRV+1 + + # if ibaseRV[0] > 1: + # W_in[:,1]=[0.,0.001,lims[0],lims[1]] # set the starting value and limits of the second-order W_in + # nbcRV = nbcRV+1 + + # # V coeff => bisector : V[0]*bis + B[1]*bis^2 + # V_in=np.zeros((4,2), dtype=float) + + # if ibaseRV[1] > 0: + # V_in[:,0]=[0.,0.001,lims[0],lims[1]] # set the starting value and limits of the first-order V_in + # nbcRV = nbcRV+1 + + # if ibaseRV[1] > 1: + # V_in[:,1]=[0.,0.001,lims[0],lims[1]] # set the starting value and limits of the second-order V_in + # nbcRV = nbcRV+1 + + # # U coeff => fwhm: U[0]*fwhm + U[1]*fwhm^2 + # U_in=np.zeros((4,2), dtype=float) + + # if ibaseRV[2] > 0: + # U_in[:,0]=[0.,0.001,lims[0],lims[1]] # set the starting value and limits of the first-order U_in + # nbcRV = nbcRV+1 + + # if ibaseRV[2] > 1: + # U_in[:,1]=[0.,0.001,lims[0],lims[1]] # set the starting value and limits of the second-order U_in + # nbcRV = nbcRV+1 + + # # S coeff => contrast: S[0]*cont + S[1]*cont^2 + # S_in=np.zeros((4,2), dtype=float) + # if ibaseRV[3] > 0: + # S_in[:,0]=[0.,0.001,lims[0],lims[1]] # set the starting value and limits of the first-order S_in + # nbcRV = nbcRV+1 + + # if ibaseRV[3] > 1: + # S_in[:,1]=[0.,0.001,lims[0],lims[1]] # set the starting value and limits of the second-order S_in + # nbcRV = nbcRV+1 + + # P coeff => sin: P[0]*np.sin(P[1]*ts+P[2]) + # P_in=np.zeros((4,4), dtype=float) + # if ibaseRV[4] > 0: + # P_in[:,0]=[0.01,0.001,0,1] # set the starting value and limits of the sinus amplitude + # P_in[:,1]=[1,0.,0.1,100] # set the starting value and limits of the sinus frequency + # P_in[:,2]=[np.pi,np.pi/4.,0,2.*np.pi] # set the starting value and limits of the sinus offset (between 0 min and 2pi) + # P_in[:,3]=[0.0,0.,0,1] # set the starting value and limits of the cosine amplitude + # nbcRV = nbcRV+4 + + + # return W_in, V_in, U_in, S_in, P_in, nbcRV + + diff --git a/CONAN3/basecoeff_v14_LM.py b/CONAN3/basecoeff_v14_LM.py deleted file mode 100755 index 0831415..0000000 --- a/CONAN3/basecoeff_v14_LM.py +++ /dev/null @@ -1,202 +0,0 @@ -import sys -import numpy as np - -def basecoeff(ibase): - # this function returns the input arrays for the baseline coefficients - # only those coefficients that are used are set to be jump parameters, - # all others are set == 0 value, 0 stepsize, [0,0] Boundaries. - # NOTE that these are a lot of jump parameters if many LCs are used! - # perhaps I will need to implement leastsquare minimization at each step. - # FOR NOW, let's assume we're simple and analyze few LCs with simple baselines - # each of the _in arrays have 4 coefficients, for each parameter: [initial guess, step, min, max] -- perhaps 5 in the future if I use priors - # - # nbc is the number of non-fixed baseline coefficients - - nbc = np.copy(0) - - # set the baseline function - # A coeff => time: A[0] + A[1]*t + A[2]*t^2 + A[3]*t^3 + A[4]*t^4 - # B coeff => AM: B[0]*AM + B[1]*AM^2 TODDO: this should not be this simple - # C1 coeff => lam: C1[0]*lam + C1[1]*lam^2 - # C2 coeff => y: C2[0]*y + C1[1]*]y^2 - # D coeff => fwhm: D[0]*fwhm + D[1]*fwhm^2 - # E coeff => sky: E[0]*sky + E[1]*sky^2 - # G coeff => sin: G[0]*np.sin(G[1]*ts+G[2]) - # H coeff => CNM: H[0]*CNM + H[1]*CNM^2 - - # A coeff => time: A[0] + A[1]*t + A[2]*t^2 + A[3]*t^3 + A[4]*t^4 - - A_in=np.zeros((4,5), dtype=np.float) - - if ibase[6] > 0: # if we have a CNM - A_in[:,0]=[0.00,0.0001,-2.,2.1] # set the starting value and limits of the 0th-order start at 0 - else: - A_in[:,0]=[1.,0.0001,0.8,1.2] # no CNM: set the starting value and limits of the 0th-order start at 1 - - nbc = nbc+1 - - if ibase[0] > 0: - A_in[:,1]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the first-order A_in - nbc = nbc+1 - - if ibase[0] > 1: - A_in[:,2]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the second-order A_in - nbc = nbc+1 - - if ibase[0] > 2: - A_in[:,3]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the second-order A_in - nbc = nbc+1 - - if ibase[0] > 3: - A_in[:,4]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the second-order A_in - nbc = nbc+1 - - # B coeff => AM: B[0]*AM + B[1]*AM^2 - B_in=np.zeros((4,2), dtype=np.float) - if ibase[1] > 0: - B_in[:,0]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the first-order B_in - nbc = nbc+1 - - if ibase[1] > 1: - B_in[:,1]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the second-order B_in - nbc = nbc+1 - - # C1 coeff => lam: C1[0]*lam + C1[1]*lam^2 - C1_in=np.zeros((4,2), dtype=np.float) - if ibase[2] > 0: - C1_in[:,0]=[0.,0.0001,-1.e7,1.e7] # set the starting value and limits of the first-order C1_in - nbc = nbc+1 - - if ibase[2] > 1: - C1_in[:,1]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the second-order C1_in - nbc = nbc+1 - - # C2 coeff => lam: C2[0]*y + C2[1]*y^2 - C2_in=np.zeros((4,2), dtype=np.float) - if ibase[3] > 0: - C2_in[:,0]=[0.,0.0001,-1.e7,1.e7] # set the starting value and limits of the first-order C1_in - nbc = nbc+1 - - if ibase[3] > 1: - C2_in[:,1]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the second-order C1_in - nbc = nbc+1 - - # D coeff => fwhm: D[0]*fwhm + D[1]*fwhm^2 - D_in=np.zeros((4,2), dtype=np.float) - if ibase[4] > 0: - D_in[:,0]=[0.,0.1,-1.e7,1.e7] # set the starting value and limits of the first-order D_in - nbc = nbc+1 - - if ibase[4] > 1: - D_in[:,1]=[0.,0.01,-1.e7,1.e7] # set the starting value and limits of the second-order D_in - nbc = nbc+1 - - # E coeff => sky: E[0]*sky + E[1]*sky^2 - E_in=np.zeros((4,2), dtype=np.float) - if ibase[5] > 0: - E_in[:,0]=[0.,0.00001,-1.e8,1.e8] # set the starting value and limits of the first-order E_in - nbc = nbc+1 - - if ibase[5] > 1: - E_in[:,1]=[0.,0.0000001,-1.e8,1.e8] # set the starting value and limits of the second-order E_in - nbc = nbc+1 - # E coeff => sky: E[0]*sky + E[1]*sky^2 - - # G coeff => sin: G[0]*np.sin(G[1]*ts+G[2]) - G_in=np.zeros((4,3), dtype=np.float) - if ibase[6] > 0: - G_in[:,0]=[0.0001,0.0001,0,1] # set the starting value and limits of the sinus amplitude - G_in[:,1]=[50.,0.1,2.5,333] # set the starting value and limits of the sinus frequency (between 30 min and 10h) - G_in[:,2]=[np.pi,np.pi/40.,0,2.*np.pi] # set the starting value and limits of the sinus offset (between 0 min and 2pi) - nbc = nbc+3 - - # H coeff => CNM - H_in=np.zeros((4,2), dtype=np.float) - if ibase[7] > 0: - H_in[:,0]=[1.,0.001,0,1.e8] # set the starting value and limits of the first-order H_in - nbc = nbc+1 - - if ibase[7] > 1: - H_in[:,1]=[0.,0.0001,-1.e8,1.e8] # set the starting value and limits of the second-order H_in - nbc = nbc+1 - - return A_in, B_in, C1_in, C2_in, D_in, E_in, G_in, H_in, nbc - - -def basecoeffRV(ibaseRV,Pin): - # this function returns the input arrays for the baseline coefficients - # only those coefficients that are used are set to be jump parameters, - # all others are set == 0 value, 0 stepsize, [0,0] Boundaries. - # NOTE that these are a lot of jump parameters if many LCs are used! - # perhaps I will need to implement leastsquare minimization at each step. - # FOR NOW, let's assume we're simple and analyze few LCs with simple baselines - # each of the _in arrays have 4 coefficients, for each parameter: [initial guess, step, min, max] -- perhaps 5 in the future if I use priors - # - # nbcRV is the number of non-fixed baseline coefficients - - nbcRV = np.copy(0) - - # set the baseline function - # W coeff => time: W[0]*t + W[1]*t^2 NOTE: 0th order is GAMMA - # V coeff => bisector: V[0]*bis + B[1]*bis^2 - # U coeff => fwhm: U[0]*fwhm + U[1]*fwhm^2 - # S coeff => contrast: S[0]*cont + S[1]*cont^2 - # P coeff => sinus: P[0]*np.sin(P[1]*ts+P[2]) - - # W coeff => time: W[0]*t + W[1]*t^2 - - W_in=np.zeros((4,2), dtype=np.float) - - if ibaseRV[0] > 0: - W_in[:,0]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the first-order W_in - nbcRV = nbcRV+1 - - if ibaseRV[0] > 1: - W_in[:,1]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the second-order W_in - nbcRV = nbcRV+1 - - # V coeff => bisector : V[0]*bis + B[1]*bis^2 - V_in=np.zeros((4,2), dtype=np.float) - - if ibaseRV[1] > 0: - V_in[:,0]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the first-order V_in - nbcRV = nbcRV+1 - - if ibaseRV[1] > 1: - V_in[:,1]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the second-order V_in - nbcRV = nbcRV+1 - - # U coeff => fwhm: U[0]*fwhm + U[1]*fwhm^2 - U_in=np.zeros((4,2), dtype=np.float) - - if ibaseRV[2] > 0: - U_in[:,0]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the first-order U_in - nbcRV = nbcRV+1 - - if ibaseRV[2] > 1: - U_in[:,1]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the second-order U_in - nbcRV = nbcRV+1 - - # S coeff => contrast: S[0]*cont + S[1]*cont^2 - S_in=np.zeros((4,2), dtype=np.float) - if ibaseRV[3] > 0: - S_in[:,0]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the first-order S_in - nbcRV = nbcRV+1 - - if ibaseRV[3] > 1: - S_in[:,1]=[0.,0.001,-1.e7,1.e7] # set the starting value and limits of the second-order S_in - nbcRV = nbcRV+1 - - # P coeff => sin: P[0]*np.sin(P[1]*ts+P[2]) - P_in=np.zeros((4,4), dtype=np.float) - if ibaseRV[4] > 0: - P_in[:,0]=[0.01,0.001,0,1] # set the starting value and limits of the sinus amplitude - P_in[:,1]=[Pin,0.,0.1,100] # set the starting value and limits of the sinus frequency - P_in[:,2]=[np.pi,np.pi/4.,0,2.*np.pi] # set the starting value and limits of the sinus offset (between 0 min and 2pi) - P_in[:,3]=[0.0,0.,0,1] # set the starting value and limits of the cosine amplitude - nbcRV = nbcRV+4 - - - return W_in, V_in, U_in, S_in, P_in, nbcRV - - diff --git a/CONAN3/celeritenew.py b/CONAN3/celeritenew.py deleted file mode 100644 index d4b82d4..0000000 --- a/CONAN3/celeritenew.py +++ /dev/null @@ -1,567 +0,0 @@ -# -*- coding: utf-8 -*- - -from __future__ import division, print_function -import math -import warnings -import numpy as np - -from celerite import solver, terms -from celerite.modeling import ModelSet, ConstantModel - -__all__ = ["GPnew"] - - -class GPnew(ModelSet): - """The main interface to the celerite Gaussian Process solver - - Args: - kernel: An instance of a subclass of :class:`terms.Term`. - mean (Optional): A simple mean value for the process. This can either - be a ``float`` or a subclass of :class:`modeling.Model`. - (default: ``0.0``) - fit_mean (optional): If ``False``, all of the parameters of ``mean`` - will be frozen. Otherwise, the parameter states are unaffected. - (default: ``False``) - - """ - - def __init__( - self, - kernel, - mean=0.0, - fit_mean=False, - log_white_noise=None, - fit_white_noise=False - ): - self._solver = None - self._computed = False - self._t = None - self._y_var = None - - # Backwards compatibility for 'log_white_noise' parameter - if log_white_noise is not None: - warnings.warn( - "The 'log_white_noise' parameter is deprecated. " - "Use a 'JitterTerm' instead." - ) - k = terms.JitterTerm(log_sigma=float(log_white_noise)) - if not fit_white_noise: - k.freeze_parameter("log_sigma") - kernel += k - - # Build up a list of models for the ModelSet - models = [("kernel", kernel)] - - # And the mean model - try: - float(mean) - except TypeError: - pass - else: - mean = ConstantModel(float(mean)) - - if not fit_mean: - for k in mean.get_parameter_names(): - mean.freeze_parameter(k) - models += [("mean", mean)] - - # Init the superclass - super(GPnew, self).__init__(models) - - @property - def solver(self): - if self._solver is None: - self._solver = solver.CholeskySolver() - return self._solver - - @property - def mean(self): - """The mean :class:`modeling.Model`""" - return self.models["mean"] - - @property - def kernel(self): - return self.models["kernel"] - - @property - def dirty(self): - return super(GPnew, self).dirty or not self._computed - - @dirty.setter - def dirty(self, value): - self._computed = not value - super(GPnew, self.__class__).dirty.fset(self, value) - - @property - def computed(self): - return ( - self._solver is not None - and self.solver.computed() - and not self.dirty - ) - - def compute( - self, t, yerr=1.123e-12, check_sorted=True, A=None, U=None, V=None - ): - """ - Compute the extended form of the covariance matrix and factorize - - Args: - x (array[n]): The independent coordinates of the data points. - This array must be _sorted_ in ascending order. - yerr (Optional[float or array[n]]): The measurement uncertainties - for the data points at coordinates ``x``. These values will be - added in quadrature to the diagonal of the covariance matrix. - (default: ``1.123e-12``) - check_sorted (bool): If ``True``, ``x`` will be checked to make - sure that it is properly sorted. If ``False``, the coordinates - will be assumed to be in the correct order. - - Raises: - ValueError: For un-sorted data or mismatched dimensions. - solver.LinAlgError: For non-positive definite matrices. - - """ - t = np.atleast_1d(t) - if check_sorted and np.any(np.diff(t) < 0.0): - raise ValueError("the input coordinates must be sorted") - if check_sorted and len(t.shape) > 1: - raise ValueError("dimension mismatch") - self._t = t - self._yerr = np.empty_like(self._t) - self._yerr[:] = yerr - ( - alpha_real, - beta_real, - alpha_complex_real, - alpha_complex_imag, - beta_complex_real, - beta_complex_imag, - ) = self.kernel.coefficients - self._A = np.empty(0) if A is None else A - self._U = np.empty((0, 0)) if U is None else U - self._V = np.empty((0, 0)) if V is None else V - self.solver.compute( - self.kernel.jitter, - alpha_real, - beta_real, - alpha_complex_real, - alpha_complex_imag, - beta_complex_real, - beta_complex_imag, - self._A, - self._U, - self._V, - t, - self._yerr ** 2, - ) - self.dirty = False - - def _recompute(self): - if not self.computed: - if self._t is None: - raise RuntimeError("you must call 'compute' first") - self.compute( - self._t, - self._yerr, - check_sorted=False, - A=self._A, - U=self._U, - V=self._V, - ) - - def _process_input(self, y): - if self._t is None: - raise RuntimeError("you must call 'compute' first") - if len(self._t) != len(y): - raise ValueError("dimension mismatch") - return np.ascontiguousarray(y, dtype=float) - - def log_likelihood(self, y, args, _const=math.log(2.0 * math.pi), quiet=False): - """ - Compute the marginalized likelihood of the GP model - - The factorized matrix from the previous call to :func:`GP.compute` is - used so ``compute`` must be called first. - - Args: - y (array[n]): The observations at coordinates ``x`` from - :func:`GP.compute`. - quiet (bool): If true, return ``-numpy.inf`` for non-positive - definite matrices instead of throwing an error. - - Returns: - float: The marginalized likelihood of the GP model. - - Raises: - ValueError: For mismatched dimensions. - solver.LinAlgError: For non-positive definite matrices. - - """ - y = self._process_input(y) - resid = y - self.mean.get_value(self._t, args) - try: - self._recompute() - except solver.LinAlgError: - if quiet: - return -np.inf - raise - if len(y.shape) > 1: - raise ValueError("dimension mismatch") - logdet = self.solver.log_determinant() - if not np.isfinite(logdet): - return -np.inf - loglike = -0.5 * ( - self.solver.dot_solve(resid) + logdet + len(y) * _const - ) - if not np.isfinite(loglike): - return -np.inf - return loglike - - def grad_log_likelihood(self, y, quiet=False): - """ - Compute the gradient of the marginalized likelihood - - The factorized matrix from the previous call to :func:`GP.compute` is - used so ``compute`` must be called first. The gradient is taken with - respect to the parameters returned by :func:`GP.get_parameter_vector`. - This function requires the `autograd - `_ package. - - Args: - y (array[n]): The observations at coordinates ``x`` from - :func:`GP.compute`. - quiet (bool): If true, return ``-numpy.inf`` and a gradient vector - of zeros for non-positive definite matrices instead of - throwing an error. - - Returns: - The gradient of marginalized likelihood with respect to the - parameter vector. - - Raises: - ValueError: For mismatched dimensions. - solver.LinAlgError: For non-positive definite matrices. - - """ - if not solver.has_autodiff(): - raise RuntimeError( - "celerite must be compiled with autodiff " - "support to use the gradient methods" - ) - - if not self.kernel.vector_size: - return self.log_likelihood(y, quiet=quiet), np.empty(0) - - y = self._process_input(y) - if len(y.shape) > 1: - raise ValueError("dimension mismatch") - resid = y - self.mean.get_value(self._t, args) - - ( - alpha_real, - beta_real, - alpha_complex_real, - alpha_complex_imag, - beta_complex_real, - beta_complex_imag, - ) = self.kernel.coefficients - try: - val, grad = self.solver.grad_log_likelihood( - self.kernel.jitter, - alpha_real, - beta_real, - alpha_complex_real, - alpha_complex_imag, - beta_complex_real, - beta_complex_imag, - self._A, - self._U, - self._V, - self._t, - resid, - self._yerr ** 2, - ) - except solver.LinAlgError: - if quiet: - return -np.inf, np.zeros(self.vector_size) - raise - - if self.kernel._has_coeffs: - coeffs_jac = self.kernel.get_coeffs_jacobian() - full_grad = np.dot(coeffs_jac, grad[1:]) - else: - full_grad = np.zeros(self.kernel.vector_size) - if self.kernel._has_jitter: - jitter_jac = self.kernel.get_jitter_jacobian() - full_grad += jitter_jac * grad[0] - - if self.mean.vector_size: - self._recompute() - alpha = self.solver.solve(resid) - g = self.mean.get_gradient(self._t) - full_grad = np.append(full_grad, np.dot(g, alpha)) - - return val, full_grad - - def apply_inverse(self, y): - """ - Apply the inverse of the covariance matrix to a vector or matrix - - Solve ``K.x = y`` for ``x`` where ``K`` is the covariance matrix of - the GP with the white noise and ``yerr`` components included on the - diagonal. - - Args: - y (array[n] or array[n, nrhs]): The vector or matrix ``y`` - described above. - - Returns: - array[n] or array[n, nrhs]: The solution to the linear system. - This will have the same shape as ``y``. - - Raises: - ValueError: For mismatched dimensions. - - """ - self._recompute() - return self.solver.solve(self._process_input(y)) - - def dot( - self, y, t=None, A=None, U=None, V=None, kernel=None, check_sorted=True - ): - """ - Dot the covariance matrix into a vector or matrix - - Compute ``K.y`` where ``K`` is the covariance matrix of the GP without - the white noise or ``yerr`` values on the diagonal. - - Args: - y (array[n] or array[n, nrhs]): The vector or matrix ``y`` - described above. - kernel (Optional[terms.Term]): A different kernel can optionally - be provided to compute the matrix ``K`` from a different - kernel than the ``kernel`` property on this object. - - Returns: - array[n] or array[n, nrhs]: The dot product ``K.y`` as described - above. This will have the same shape as ``y``. - - Raises: - ValueError: For mismatched dimensions. - - """ - if kernel is None: - kernel = self.kernel - - if t is not None: - t = np.atleast_1d(t) - if check_sorted and np.any(np.diff(t) < 0.0): - raise ValueError("the input coordinates must be sorted") - if check_sorted and len(t.shape) > 1: - raise ValueError("dimension mismatch") - - A = np.empty(0) if A is None else A - U = np.empty((0, 0)) if U is None else U - V = np.empty((0, 0)) if V is None else V - else: - if not self.computed: - raise RuntimeError("you must call 'compute' first") - t = self._t - A = self._A - U = self._U - V = self._V - - ( - alpha_real, - beta_real, - alpha_complex_real, - alpha_complex_imag, - beta_complex_real, - beta_complex_imag, - ) = kernel.coefficients - - return self.solver.dot( - kernel.jitter, - alpha_real, - beta_real, - alpha_complex_real, - alpha_complex_imag, - beta_complex_real, - beta_complex_imag, - A, - U, - V, - t, - np.ascontiguousarray(y, dtype=float), - ) - - def predict(self, y, args, t=None, return_cov=True, return_var=False): - """ - Compute the conditional predictive distribution of the model - - You must call :func:`GP.compute` before this method. - - Args: - y (array[n]): The observations at coordinates ``x`` from - :func:`GP.compute`. - t (Optional[array[ntest]]): The independent coordinates where the - prediction should be made. If this is omitted the coordinates - will be assumed to be ``x`` from :func:`GP.compute` and an - efficient method will be used to compute the prediction. - return_cov (Optional[bool]): If ``True``, the full covariance - matrix is computed and returned. Otherwise, only the mean - prediction is computed. (default: ``True``) - return_var (Optional[bool]): If ``True``, only return the diagonal - of the predictive covariance; this will be faster to compute - than the full covariance matrix. This overrides ``return_cov`` - so, if both are set to ``True``, only the diagonal is computed. - (default: ``False``) - - Returns: - ``mu``, ``(mu, cov)``, or ``(mu, var)`` depending on the values of - ``return_cov`` and ``return_var``. These output values are: - (a) **mu** ``(ntest,)``: mean of the predictive distribution, - (b) **cov** ``(ntest, ntest)``: the predictive covariance matrix, - and - (c) **var** ``(ntest,)``: the diagonal elements of ``cov``. - - Raises: - ValueError: For mismatched dimensions. - - """ - y = self._process_input(y) - if len(y.shape) > 1: - raise ValueError("dimension mismatch") - - if t is None: - xs = self._t - else: - xs = np.ascontiguousarray(t, dtype=float) - if len(xs.shape) > 1: - raise ValueError("dimension mismatch") - - # Make sure that the model is computed - self._recompute() - - # Compute the predictive mean. - resid = y - self.mean.get_value(self._t, args) - - if t is None: - alpha = self.solver.solve(resid).flatten() - alpha = resid - (self._yerr ** 2 + self.kernel.jitter) * alpha - elif not len(self._A): - alpha = self.solver.predict(resid, xs) # ML note: NaNs appear here! - else: - Kxs = self.get_matrix(xs, self._t) - alpha = np.dot(Kxs, alpha) - - mu = self.mean.get_value(xs, args) + alpha - if not (return_var or return_cov): - return mu - - # Predictive variance. - Kxs = self.get_matrix(xs, self._t) - KxsT = np.ascontiguousarray(Kxs.T, dtype=np.float64) - if return_var: - var = -np.sum(KxsT * self.apply_inverse(KxsT), axis=0) - var += self.kernel.get_value(0.0) - return mu, var - - # Predictive covariance - cov = self.kernel.get_value(xs[:, None] - xs[None, :]) - cov -= np.dot(Kxs, self.apply_inverse(KxsT)) - return mu, cov - - def get_matrix( - self, x1=None, x2=None, include_diagonal=None, include_general=None - ): - """ - Get the covariance matrix at given independent coordinates - - Args: - x1 (Optional[array[n1]]): The first set of independent coordinates. - If this is omitted, ``x1`` will be assumed to be equal to ``x`` - from a previous call to :func:`GP.compute`. - x2 (Optional[array[n2]]): The second set of independent - coordinates. If this is omitted, ``x2`` will be assumed to be - ``x1``. - include_diagonal (Optional[bool]): Should the white noise and - ``yerr`` terms be included on the diagonal? - (default: ``False``) - - """ - if x1 is None and x2 is None: - if self._t is None or not self.computed: - raise RuntimeError("you must call 'compute' first") - K = self.kernel.get_value(self._t[:, None] - self._t[None, :]) - if include_diagonal is None or include_diagonal: - K[np.diag_indices_from(K)] += ( - self._yerr ** 2 + self.kernel.jitter - ) - if (include_general is None or include_general) and len(self._A): - K[np.diag_indices_from(K)] += self._A - K += np.tril(np.dot(self._U.T, self._V), -1) - K += np.triu(np.dot(self._V.T, self._U), 1) - return K - - incl = False - x1 = np.ascontiguousarray(x1, dtype=float) - if x2 is None: - x2 = x1 - incl = include_diagonal is not None and include_diagonal - K = self.kernel.get_value(x1[:, None] - x2[None, :]) - if incl: - K[np.diag_indices_from(K)] += self.kernel.jitter - return K - - def sample(self, args, size=None): - """ - Sample from the prior distribution over datasets - - Args: - size (Optional[int]): The number of samples to draw. - - Returns: - array[n] or array[size, n]: The samples from the prior - distribution over datasets. - - """ - self._recompute() - if size is None: - n = np.random.randn(len(self._t)) - else: - n = np.random.randn(len(self._t), size) - n = self.solver.dot_L(n) - if size is None: - return self.mean.get_value(self._t, args) + n[:, 0] - return self.mean.get_value(self._t, args)[None, :] + n.T - - def sample_conditional(self, y, args, t=None, size=None, regularize=None): - """ - Sample from the conditional (predictive) distribution - - Note: this method scales as ``O(M^3)`` for large ``M``, where - ``M == len(t)``. - - Args: - y (array[n]): The observations at coordinates ``x`` from - :func:`GP.compute`. - t (Optional[array[ntest]]): The independent coordinates where the - prediction should be made. If this is omitted the coordinates - will be assumed to be ``x`` from :func:`GP.compute` and an - efficient method will be used to compute the prediction. - size (Optional[int]): The number of samples to draw. - regularize (Optional[float]): For poorly conditioned systems, you - can provide a small number here to regularize the predictive - covariance. This number will be added to the diagonal. - - Returns: - array[n] or array[size, n]: The samples from the conditional - distribution over datasets. - - """ - mu, cov = self.predict(y, t, args, return_cov=True) - if regularize is not None: - cov[np.diag_indices_from(cov)] += regularize - return np.random.multivariate_normal(mu, cov, size=size) diff --git a/CONAN3/conf.py b/CONAN3/conf.py new file mode 100644 index 0000000..6fcaf4a --- /dev/null +++ b/CONAN3/conf.py @@ -0,0 +1,526 @@ +from ._classes import load_lightcurves, load_rvs, fit_setup,_print_output +from .fit_data import run_fit +from.utils import ecc_om_par +import numpy as np + + + +def fit_configfile(config_file = "input_config.dat", out_folder = "output", + rerun_result= True, verbose=True): + """ + Run CONAN fit from configuration file. + This loads the config file and creates the required objects (lc_obj, rv_obj, fit_obj) to perform the fit. + + Parameters: + ----------- + config_file: filepath; + path to configuration file. + + out_folder: filepath; + path to folder where output files will be saved. + """ + + lc_obj, rv_obj, fit_obj = load_configfile(config_file, verbose=verbose) + result = run_fit(lc_obj, rv_obj, fit_obj,out_folder=out_folder, + rerun_result=rerun_result,verbose=verbose) + return result + + +def _skip_lines(file, n): + """ takes an open file object and skips the reading of lines by n lines """ + for i in range(n): + dump = file.readline() + +def _prior_value(str_prior): + "convert string prior into float/tuple" + str_prior = str_prior[str_prior.find("(")+1:str_prior.find(")")].split(",") + tuple_prior = [float(v) for v in str_prior] + tuple_prior = [(int(v) if v.is_integer() else float(v)) for v in tuple_prior] + len_tup = len(tuple_prior) + val = tuple_prior[0] if len_tup==1 else tuple(tuple_prior) + return val + + + +def create_configfile(lc_obj=None, rv_obj=None, fit_obj=None, filename="input_config.dat"): + """ + create configuration file that of lc_obj, rv_obj, amd fit_obj setup. + + Parameters: + ----------- + lc_obj : object,None; + Instance of CONAN.load_lightcurve() object and its attributes. + + rv_obj : object, None; + Instance of CONAN.load_rvs() object and its attributes. + + fit_obj : object; + Instance of CONAN.fit_setup() object and its attributes. + """ + if lc_obj is None: + lc_obj = load_lightcurves() + if rv_obj is None: + rv_obj = load_rvs() + if fit_obj is None: + fit_obj = fit_setup() + f = open(filename,"w") + f.write("# ========================================== CONAN configuration file ============================================= \n") + f.write("# *********** KEYS *****************************************************************************************\n") + f.write("# PRIORS: *Fixed - F(val), *Normal - N(mu,std), *Uniform - U(min,start,max), *LogUniform - LU(min,start,max)\n") + f.write("# s_samp: supersampling - x{exp_time(mins)}\n") + f.write("# clip: clip outliers - W{window_width}C{clip_sigma}\n") + f.write("# scl_col: scale data columns – ['med_sub','rs0to1','rs-1to1','None']\n") + f.write("# spline_config: spline - c{column_no}:d{degree}K{knot_spacing}\n") + f.write("# ***********************************************************************************************************\n") + f.write("# -----------------------------------------------------------------------------------------------------------------------\n") + f.write(f"\tLC_filepath: {lc_obj._fpath}\n") + f.write(f"\tRV_filepath: {lc_obj._fpath}\n") + f.write(f"\tn_planet: {lc_obj._nplanet}\n") + f.write("# -----------------------------------------------------------------------------------------------------------------------\n") + f.write(f"\t{'LC_auto_decorr:':15s} False # automatically determine baseline function for the LCs\n") + f.write(f"\t{'exclude_cols:':15s} [] # list of column numbers (e.g. [3,4]) to exclude from decorrelation.\n") + f.write(f"\t{'enforce_pars:':15s} [] # list of decorr params (e.g. [B3, A5]) to enforce in decorrelation\n") + _print_output(lc_obj,"lc_baseline",file=f) + _print_output(lc_obj,"gp",file=f) + f.write("# -----------------------------------------------------------------------------------------------------------------------\n") + f.write(f"\t{'RV_auto_decorr:':15s} False # automatically determine baseline function for the RVs\n") + f.write(f"\t{'exclude_cols:':15s} [] # list of column numbers (e.g. [3,4]) to exclude from decorrelation.\n") + f.write(f"\t{'enforce_pars:':15s} [] # list of decorr params (e.g. [B3, A5]) to enforce in decorrelation\n") + _print_output(rv_obj,"rv_baseline",file=f) + _print_output(rv_obj,"rv_gp",file=f) + f.write("# -----------------------------------------------------------------------------------------------------------------------\n") + _print_output(lc_obj,"planet_parameters",file=f) + _print_output(lc_obj,"limb_darkening",file=f) + _print_output(lc_obj,"depth_variation",file=f) + _print_output(lc_obj,"phasecurve",file=f) + f.write("# -----------------------------------------------------------------------------------------------------------------------\n") + _print_output(lc_obj,"contamination",file=f) + _print_output(fit_obj,"stellar_pars",file=f) + f.write("# -----------------------------------------------------------------------------------------------------------------------\n") + _print_output(fit_obj, "fit",file=f) + f.close() + print(f"configuration file saved as {filename}") + + +def load_configfile(configfile="input_config.dat", return_fit=False, verbose=True): + """ + configure conan from specified configfile. + + Parameters: + ----------- + configfile: filepath; + path to configuration file. + + return_fit: bool; + whether to immediately perform the fit from this function call. + if True, the result object from the fit is also returned + + verbose: bool; + show print statements + + Returns: + -------- + lc_obj, rv_obj, fit_obj. if return_fit is True, the result object of fit is also returned + + lc_obj: object; + light curve data object generated from `conan3.load_lighturves()`. + + rv_obj: object; + rv data object generated from `conan3.load_rvs()` + + fit_obj: object; + fitting object generated from `conan3.fit_setup()`. + + result: object; + result object containing chains of the mcmc fit. + + """ + + _file = open(configfile,"r") + _skip_lines(_file,9) #remove first 2 comment lines + fpath = _file.readline().rstrip().split()[1] # the path where the files are + rv_fpath = _file.readline().rstrip().split()[1] # the path where the files are + nplanet = int(_file.readline().rstrip().split()[1]) # the path where the files are + _skip_lines(_file,1) #remove 3 comment lines + + #### auto decorrelation + dump = _file.readline().rstrip().split()[1] + assert dump in ["True","False"], f"LC_auto_decorr: must be 'True' or 'False' but {dump} given" + use_decorr = True if dump == "True" else False + dump = _file.readline().rstrip().split()[1] + assert dump[0] == "[" and dump[-1] == "]", f"exclude_cols: must be a list of column numbers (e.g. [3,4]) but {dump} given" + #convert dump to list of ints + exclude_cols = [int(i) for i in dump[1:-1].split(",")] if dump[1]!= "]" else [] + dump = _file.readline().rstrip().split()[1] + assert dump[0] == "[" and dump[-1] == "]", f"enforce_pars: must be a list of pars (e.g. [B3,A5]) but {dump} given" + #convert dump to list of strings + enforce_pars = [i for i in dump[1:-1].split(",")] if dump[1]!= "]" else [] + _skip_lines(_file,2) #remove 1 comment lines + + # ========== Lightcurve input ==================== + _names=[] # array where the LC filenames are supposed to go + _filters=[] # array where the filter names are supposed to go + _lamdas=[] + _bases=[] # array where the baseline exponents are supposed to go + _groups=[] # array where the group indices are supposed to go + _grbases=[] + _useGPphot=[] + + _ss_lclist,_ss_exp = [],[] + _clip_lclist, _clip, _clip_width = [],[],[] + _sclcol= [] + _spl_lclist,_spl_deg,_spl_par, _spl_knot=[],[],[],[] + + #read baseline specification for each listed light-curve file + dump = _file.readline() + while dump[0] != '#': # if it is not starting with # then + _adump = dump.split() # split it + + _names.append(_adump[0]) # append the first field to the name array + _filters.append(_adump[1]) # append the second field to the filters array + _lamdas.append(float(_adump[2])) # append the second field to the filters array + + #supersample + xt = _adump[3].split("|")[-1] + if xt != "None": + _ss_lclist.append(_adump[0]) + _ss_exp.append(float(xt.split("x")[1])) + + #clip_outlier + if _adump[4]!= "None": + _clip_lclist.append(_adump[0]) + clip_v = float(_adump[4].split("C")[1]) + _clip.append(int(clip_v) if clip_v.is_integer() else clip_v) # outlier clip value + _clip_width.append(int(_adump[4].split("C")[0].split("W")[1])) # windown width + + #scale columns + _sclcol.append(_adump[5]) + + strbase=_adump[7:12] + strbase.append(_adump[12].split("|")[0]) # string array of the baseline function coeffs + grbase = 0 + strbase.extend([_adump[13],grbase]) + _grbases.append(grbase) + base = [int(i) for i in strbase] + _bases.append(base) + + group = int(_adump[14]) + _groups.append(group) + _useGPphot.append(_adump[15]) + + #LC spline + if _adump[16] != "None": #TODO: only works for 1d spline + _spl_lclist.append(_adump[0]) + _spl_knot.append(float(_adump[16].split("k")[-1])) + _spl_deg.append(int(_adump[16].split("k")[0].split("d")[-1])) + _spl_par.append("col" + _adump[16].split("k")[0].split("d")[0][1]) + + #move to next LC + dump =_file.readline() + + + nphot = len(_names) + _skip_lines(_file,1) #remove 1 comment lines + + # ========== GP input ==================== + gp_lclist,op = [],[] + gp_pars, kernels, amplitude, lengthscale = [],[],[],[] + + dump =_file.readline() + while dump[0] != "#": + _adump = dump.split() + gp_lclist.append(_adump[0]) + gp_pars.append(_adump[1]) + kernels.append(_adump[2]) + amplitude.append(_prior_value(_adump[3])) + lengthscale.append(_prior_value(_adump[4])) + + op.append(_adump[5].strip("|")) + if op[-1] != "--": #if theres a second kernel + gp_pars[-1] = (gp_pars[-1],_adump[7]) + kernels[-1] = (kernels[-1],_adump[8]) + amplitude[-1] = (amplitude[-1],_prior_value(_adump[9])) + lengthscale[-1] = (lengthscale[-1],_prior_value(_adump[10])) + + #move to next LC + dump =_file.readline() + # _skip_lines(_file,1) + + + # instantiate light curve object + lc_obj = load_lightcurves(_names, fpath, _filters, _lamdas, nplanet) + lc_obj.lc_baseline(*np.array(_bases).T, grp_id=None, gp=_useGPphot,verbose=False ) + lc_obj.clip_outliers(lc_list=_clip_lclist , clip=_clip, width=_clip_width,show_plot=False,verbose=False ) + lc_obj.rescale_data_columns(method=_sclcol,verbose=False) + lc_obj.supersample(lc_list=_ss_lclist, exp_time=_ss_exp, verbose=False) + lc_obj.add_spline(lc_list=_spl_lclist ,par=_spl_par , degree=_spl_deg, + knot_spacing=_spl_knot , verbose=False) + if verbose: lc_obj.print("lc_baseline") + if gp_lclist !=[]: gp_lclist = gp_lclist[0] if gp_lclist[0]=='same' else gp_lclist + lc_obj.add_GP(lc_list=gp_lclist,par=gp_pars,kernel=kernels,operation=op, + amplitude=amplitude,lengthscale=lengthscale,verbose=verbose) + + ## RV ========================================================== + #### auto decorrelation + dump = _file.readline().rstrip().split()[1] + assert dump in ["True","False"], f"RV_auto_decorr: must be 'True' or 'False' but {dump} given" + use_decorrRV = True if dump == "True" else False + dump = _file.readline().rstrip().split()[1] + assert dump[0] == "[" and dump[-1] == "]", f"RV exclude_cols: must be a list of column numbers (e.g. [3,4]) but {dump} given" + #convert dump to list of ints + exclude_colsRV = [int(i) for i in dump[1:-1].split(",")] if dump[1]!= "]" else [] + dump = _file.readline().rstrip().split()[1] + assert dump[0] == "[" and dump[-1] == "]", f"RV enforce_pars: must be a list of pars (e.g. [B3,A5]) but {dump} given" + #convert dump to list of strings + enforce_parsRV = [i for i in dump[1:-1].split(",")] if dump[1]!= "]" else [] + _skip_lines(_file,2) #remove 1 comment lines + + RVnames, RVbases, gammas = [],[],[] + _RVsclcol, usegpRV,strbase = [],[],[] + _spl_rvlist,_spl_deg,_spl_par, _spl_knot=[],[],[],[] + + dump =_file.readline() + while dump[0] != '#': # if it is not starting with # then + _adump = dump.split() # split it + RVnames.append(_adump[0]) + _RVsclcol.append(_adump[1]) + strbase=_adump[3:6] # string array of the baseline function coeffs + strbase.append(_adump[6].split("|")[0]) + strbase.append(_adump[7]) + base = [int(i) for i in strbase] + RVbases.append(base) + usegpRV.append(_adump[8]) + + #RV spline + if _adump[9] != "None": + _spl_rvlist.append(_adump[0]) + _spl_knot.append(float(_adump[9].split("k")[-1])) + _spl_deg.append(int(_adump[9].split("k")[0].split("d")[-1])) + _spl_par.append("col" + _adump[9].split("k")[0].split("d")[0][1]) + + gammas.append(_prior_value(_adump[11])) + #move to next RV + dump =_file.readline() + + + nRV = len(RVnames) + _skip_lines(_file,1) #remove 1 comment lines + + # RV GP + gp_rvlist,op = [],[] + gp_pars, kernels, amplitude, lengthscale = [],[],[],[] + + dump =_file.readline() + while dump[0] != "#": + _adump = dump.split() + gp_rvlist.append(_adump[0]) + gp_pars.append(_adump[1]) + kernels.append(_adump[2]) + amplitude.append(_prior_value(_adump[3])) + lengthscale.append(_prior_value(_adump[4])) + + op.append(_adump[5].strip("|")) + if op[-1] != "––": #if theres a second kernel + gp_pars[-1] = (gp_pars[-1],_adump[7]) + kernels[-1] = (kernels[-1],_adump[8]) + amplitude[-1] = (amplitude[-1],_prior_value(_adump[9])) + lengthscale[-1] = (lengthscale[-1],_prior_value(_adump[10])) + + #move to next LC + dump =_file.readline() + + + rv_obj = load_rvs(RVnames,rv_fpath, nplanet=nplanet,lc_obj=lc_obj) + rv_obj.rv_baseline(*np.array(RVbases).T, gamma=gammas,gp=usegpRV,verbose=False) + rv_obj.rescale_data_columns(method=_RVsclcol,verbose=False) + rv_obj.add_spline(rv_list=_spl_rvlist ,par=_spl_par, degree=_spl_deg, + knot_spacing=_spl_knot, verbose=False) + if verbose: rv_obj.print("rv_baseline") + if gp_rvlist !=[]: gp_rvlist = gp_rvlist[0] if gp_rvlist[0]=='same' else gp_rvlist + rv_obj.add_rvGP(rv_list=gp_rvlist,par=gp_pars,kernel=kernels,operation=op, + amplitude=amplitude,lengthscale=lengthscale,verbose=verbose) + + _skip_lines(_file,2) #remove 2 comment lines + + ## Planet parameters + dump = _file.readline() + _adump = dump.split() + pl_pars = {} + pl_pars["rho_star"] = _prior_value(_adump[2]) + par_names = ["RpRs","Impact_para", "T_0", "Period", "Eccentricity","omega", "K"] + for p in par_names: pl_pars[p] = [] + sesinw, secosw = [],[] + + for n in range(1,nplanet+1): #load parameters for each planet + _skip_lines(_file,1) #remove dashes + for i in range(7): + dump =_file.readline() + _adump = dump.split() + pl_pars[par_names[i]].append(_prior_value(_adump[2])) + eos, eoc = ecc_om_par(pl_pars["Eccentricity"][-1],pl_pars["omega"][-1], + conv_2_obj=True,return_tuple=True) + sesinw.append(eos) + secosw.append(eoc) + _skip_lines(_file,2) #remove 2 comment lines + + ## limb darkening + q1, q2 = [],[] + for _ in range(len(lc_obj._filnames)): + dump = _file.readline() + _adump = dump.split() + q1.append(_prior_value(_adump[2])) + q2.append(_prior_value(_adump[3])) + + _skip_lines(_file,2) #remove 2 comment lines + + #DDFs + dump = _file.readline() + _adump = dump.split() + ddfyn,ddf_pri,div_wht = _adump[0], _prior_value(_adump[1]), _adump[2] + + _skip_lines(_file,2) #remove 2 comment lines + + #phase curve + D_occ,A_pc,ph_off = [],[],[] + for _ in range(len(lc_obj._filnames)): + dump = _file.readline() + _adump = dump.split() + D_occ.append(_prior_value(_adump[3])) + _skip_lines(_file,1) #remove 2 comment lines + for _ in range(len(lc_obj._filnames)): + dump = _file.readline() + _adump = dump.split() + A_pc.append(_prior_value(_adump[3])) + _skip_lines(_file,1) #remove 2 comment lines + for _ in range(len(lc_obj._filnames)): + dump = _file.readline() + _adump = dump.split() + ph_off.append(_prior_value(_adump[3])) + + _skip_lines(_file,3) #remove 3 comment lines + + #contamination factors + cont_fac = [] + for _ in range(len(lc_obj._filnames)): + dump = _file.readline() + _adump = dump.split() + cont_fac.append(_prior_value(_adump[1])) + + _skip_lines(_file,2) #remove 2 comment lines + + lc_obj.planet_parameters(**pl_pars,verbose=verbose) + lc_obj.limb_darkening(q1,q2,verbose=verbose) + lc_obj.transit_depth_variation(ddFs=ddfyn,dRpRs=ddf_pri, divwhite=div_wht,verbose=verbose) + lc_obj.setup_phasecurve(D_occ, A_pc, ph_off, verbose=verbose) + lc_obj.contamination_factors(cont_ratio=cont_fac, verbose=verbose) + + if nphot > 0: + if not use_decorr: + if verbose: print("\ngetting start values for LC decorrelation parameters ...") + lc_obj.get_decorr(**pl_pars,q1=q1,q2=q2, + D_occ=D_occ[0] if len(D_occ)>0 else 0, + A_pc=A_pc[0] if len(A_pc)>0 else 0, + ph_off=ph_off[0] if len(ph_off)>0 else 0, plot_model=False, + setup_baseline=use_decorr,exclude_cols=exclude_cols, + enforce_pars=enforce_pars, verbose=verbose if use_decorr else False) + #TODO: if not use_decorr, compare the auto decorr pars to the user-defined ones and only use start values for those + rel_cols = [b[:6] for b in lc_obj._bases] + _ = [b.insert(1,0) for b in rel_cols for _ in range(2)] #insert 0 to replace cols 1 and 2 + for j in range(lc_obj._nphot): + for i,v in enumerate(rel_cols[j]): + if i in [1,2]: continue + if v == 0: lc_obj._bases_init[j][f"A{i}"] = lc_obj._bases_init[j][f"B{i}"] = 0 + if v >= 1: lc_obj._bases_init[j][f"A{i}"] = lc_obj._bases_init[j][f"A{i}"] + if v == 2: lc_obj._bases_init[j][f"B{i}"] = lc_obj._bases_init[j][f"B{i}"] + + + if nRV > 0: + if not use_decorrRV: + if verbose: print("getting start values for RV decorrelation parameters ...\n") + rv_obj.get_decorr(T_0=pl_pars["T_0"], Period=pl_pars["Period"], K=pl_pars["K"], + sesinw=sesinw,secosw=secosw, + gamma=gammas[0] if len(gammas)>0 else 0, setup_baseline=use_decorrRV, + exclude_cols=exclude_colsRV, enforce_pars=enforce_parsRV, + plot_model=False,verbose=verbose if use_decorrRV else False) + rel_cols = [b[:6] for b in rv_obj._RVbases] + _ = [b.insert(1,0) for b in rel_cols for _ in range(2)] #insert 0 to replace cols 1 and 2 + for j in range(rv_obj._nRV): + for i,v in enumerate(rel_cols[j]): + if i in [1,2]: continue + if v == 0: rv_obj._RVbases_init[j][f"A{i}"] = rv_obj._RVbases_init[j][f"B{i}"] = 0 + if v >= 1: rv_obj._RVbases_init[j][f"A{i}"] = rv_obj._RVbases_init[j][f"A{i}"] + if v == 2: rv_obj._RVbases_init[j][f"B{i}"] = rv_obj._RVbases_init[j][f"B{i}"] + + + # stellar params + dump = _file.readline() + _adump = dump.split() + st_rad = _prior_value(_adump[1]) + dump = _file.readline() + _adump = dump.split() + st_mass = _prior_value(_adump[1]) + dump = _file.readline() + _adump = dump.split() + par_in = _adump[2] + + _skip_lines(_file,2) #remove 2 comment lines + #fit setup + nsteps = int(_file.readline().split()[1]) + nchains = int(_file.readline().split()[1]) + ncpus = int(_file.readline().split()[1]) + nburn = int(_file.readline().split()[1]) + nlive = int(_file.readline().split()[1]) + force_nl = _file.readline().split()[1] + force_nl = True if force_nl == "True" else False + dlogz = float(_file.readline().split()[1]) + sampler = _file.readline().split()[1] + mc_move = _file.readline().split()[1] + lsq_base = _file.readline().split()[1] + lcjitt = _file.readline().split()[1] + rvjitt = _file.readline().split()[1] + + _adump = _file.readline().split() + jittlo = float(_adump[1][_adump[1].find("[")+1:_adump[1].find(",")]) + jitthi = float(_adump[2][_adump[2].find("[")+1:_adump[2].find(",")]) + lcjittlim = [jittlo, jitthi] + + _adump = _file.readline().split() + jittlo = float(_adump[1][_adump[1].find("[")+1:_adump[1].find(",")]) + jitthi = float(_adump[2][_adump[2].find("[")+1:_adump[2].find(",")]) + rvjittlim = [jittlo, jitthi] + + + _adump = _file.readline().split() + baselo = float(_adump[1][_adump[1].find("[")+1:_adump[1].find(",")]) + basehi = float(_adump[2][_adump[2].find("[")+1:_adump[2].find(",")]) + lcbaselim = [baselo, basehi] + + _adump = _file.readline().split() + baselo = float(_adump[1][_adump[1].find("[")+1:_adump[1].find(",")]) + basehi = float(_adump[2][_adump[2].find("[")+1:_adump[2].find(",")]) + rvbaselim = [baselo, basehi] + + + fit_obj = fit_setup(R_st = st_rad, M_st = st_mass, par_input=par_in, + apply_LCjitter=lcjitt, apply_RVjitter=rvjitt, + leastsq_for_basepar=lsq_base, + LCbasecoeff_lims=lcbaselim, RVbasecoeff_lims=rvbaselim, + LCjitter_loglims=lcjittlim, RVjitter_lims=rvjittlim, + verbose=verbose) + + fit_obj.sampling(sampler=sampler,n_cpus=ncpus, emcee_move=mc_move, + n_chains=nchains, n_burn = nburn, n_steps = nsteps, + n_live=nlive, force_nlive=force_nl, + dyn_dlogz=dlogz,verbose=verbose ) + + _file.close() + + if return_fit: + from .fit_data import run_fit + result = run_fit(lc_obj, rv_obj, fit_obj) + return lc_obj,rv_obj,fit_obj,result + + return lc_obj,rv_obj,fit_obj + + + diff --git a/CONAN3/corfac_v8.py b/CONAN3/corfac_v8.py deleted file mode 100755 index d0afe2b..0000000 --- a/CONAN3/corfac_v8.py +++ /dev/null @@ -1,127 +0,0 @@ -# this is a routine to calculate the red noise and white noise amplitudes and the respective noise CFs -# -# takes as input: -# the complete residuals, time and error arrays -# indlist: the index array - specifying which pieces of data belong together -# the number of LCs -# -# produces outputs: -# the beta_w, beta_r, and CF values for each lightcurve -# the beta_r timescales. - -import sys -import numpy as np -from scipy.stats import binned_statistic -import matplotlib -import matplotlib.pyplot as plt -import scipy - -def corfac(rarr, tarr, earr, indlist, nphot, njumpphot): - bw=np.ones(nphot) - br=np.ones(nphot) - cf=np.ones(nphot) - brt=np.zeros(nphot) - tscales=np.arange(16)+5 # time bin sizes between 5 and 20 minutes - for j in range(nphot): - res=np.copy(rarr[indlist[j][0]]) - tt=np.copy(tarr[indlist[j][0]]) - err=np.copy(earr[indlist[j][0]]) - - # calculate the red noise factor - brs=np.zeros(len(tscales)) - for l in range(len(tscales)): - tscale=tscales[l]/60./24. # timescales - min1=1./60./24. # 1 minute in days - - # calculate the shifting bins: shift by 1 minute each - nshifts=np.copy(tscales[l]) # number of minutes of bin == number of shifts - brs2=np.zeros(nshifts) # the br amplitudes for all shifts - for ll in range(nshifts): - # calculate the bin edges - TT0=tt[0]+ll*min1 # starting point is start + ll * 1 minute - nbin=int((np.max(tt)-TT0)/tscale) - binlims=np.zeros(nbin+1) - bincens=np.zeros(nbin) - binnps=np.zeros(nbin) #number of points per bin - binlims[0]=np.copy(TT0) - binind=[] - for k in range(1,nbin+1): - binlims[k]=binlims[k-1]+tscale - for k in range(nbin): - bincens[k]=binlims[k]+0.5*tscale - binnps[k]=len(tt[(tt>binlims[k]) & (ttbinlims[k]) & (ttbinlims[k]) & (tt>> import numpy as np - >>> npoints = 100000 - >>> posterior = np.random.normal(0, 1.0, npoints) - >>> pdf, xpdf, HPDmin = credregion(posterior) - >>> # 68% HPD credible-region boundaries (somewhere close to +/-1.0): - >>> print(np.amin(xpdf[pdf>HPDmin]), np.amax(xpdf[pdf>HPDmin])) - >>> # Re-compute HPD for the 95% (withour recomputing the PDF): - >>> pdf, xpdf, HPDmin = credregion(pdf=pdf, xpdf=xpdf, percentile=0.9545) - >>> print(np.amin(xpdf[pdf>HPDmin]), np.amax(xpdf[pdf>HPDmin])) - """ - if pdf is None and xpdf is None: - # Thin if posterior has too many samples (> 120k): - thinning = np.amax([1, int(np.size(posterior)/120000)]) - # Compute the posterior's PDF: - kernel = stats.gaussian_kde(posterior[::thinning]) - # Remove outliers: - mean = np.mean(posterior) - std = np.std(posterior) - k = 6 - lo = np.amax([mean-k*std, np.amin(posterior)]) - hi = np.amin([mean+k*std, np.amax(posterior)]) - # Use a Gaussian kernel density estimate to trace the PDF: - x = np.linspace(lo, hi, 100) - # Interpolate-resample over finer grid (because kernel.evaluate - # is expensive): - f = si.interp1d(x, kernel.evaluate(x)) - xpdf = np.linspace(lo, hi, 3000) - pdf = f(xpdf) - - # Sort the PDF in descending order: - ip = np.argsort(pdf)[::-1] - # Sorted CDF: - cdf = np.cumsum(pdf[ip]) - # Indices of the highest posterior density: - iHPD = np.where(cdf >= percentile*cdf[-1])[0][0] - mHPD = np.argmax(pdf) - # Minimum density in the HPD region: - HPDmin = np.amin(pdf[ip][0:iHPD]) - return pdf, xpdf, HPDmin, mHPD - diff --git a/CONAN3/ecc_om_par.py b/CONAN3/ecc_om_par.py deleted file mode 100755 index 5047fda..0000000 --- a/CONAN3/ecc_om_par.py +++ /dev/null @@ -1,68 +0,0 @@ -import numpy as np - -def ecc_om_par(ecc_in, omega_in): - - sesino=np.sqrt(ecc_in[0])*np.sin(omega_in[0]) # starting value - sesinolo=-1. # lower limit - sesinoup=1. # upper limit - - dump1=np.sqrt(ecc_in[0]+ecc_in[1])*np.sin(omega_in[0]+omega_in[1])-np.sqrt(ecc_in[0])*np.sin(omega_in[0]) - dump2=np.sqrt(ecc_in[0]-ecc_in[1])*np.sin(omega_in[0]+omega_in[1])-np.sqrt(ecc_in[0])*np.sin(omega_in[0]) - dump3=np.sqrt(ecc_in[0]+ecc_in[1])*np.sin(omega_in[0]-omega_in[1])-np.sqrt(ecc_in[0])*np.sin(omega_in[0]) - dump4=np.sqrt(ecc_in[0]-ecc_in[1])*np.sin(omega_in[0]-omega_in[1])-np.sqrt(ecc_in[0])*np.sin(omega_in[0]) - - sesinostep=np.nanmax(np.abs([dump1,dump2,dump3,dump4])) # the stepsize - - if (ecc_in[5]!=0.): # if an eccentricity prior is set - edump=np.copy(ecc_in[4]) - eup=np.copy(ecc_in[5]) - elo=np.copy(ecc_in[6]) - else: - edump=np.copy(ecc_in[0]) - eup=0. - elo=0. - - if (omega_in[5]!=0.): # if an eccentricity prior is set - odump=np.copy(omega_in[4]) - oup=np.copy(omega_in[5]) - olo=np.copy(omega_in[6]) - else: - odump=np.copy(omega_in[0]) - oup=0. - olo=0. - - sesinop=np.sqrt(edump)*np.sin(odump) # the prior value - - dump1=np.sqrt(edump+eup)*np.sin(odump+oup)-np.sqrt(edump)*np.sin(odump) - dump2=np.sqrt(edump-elo)*np.sin(odump+oup)-np.sqrt(edump)*np.sin(odump) - dump3=np.sqrt(edump+eup)*np.sin(odump-olo)-np.sqrt(edump)*np.sin(odump) - dump4=np.sqrt(edump-elo)*np.sin(odump-olo)-np.sqrt(edump)*np.sin(odump) - - sesinoplo=np.abs(np.nanmin([dump1,dump2,dump3,dump4])) - sesinopup=np.abs(np.nanmax([dump1,dump2,dump3,dump4])) - - secoso=np.sqrt(ecc_in[0])*np.cos(omega_in[0]) - secosolo=-1. # lower limit - secosoup=1. # upper limit - - dump1=np.sqrt(ecc_in[0]+ecc_in[1])*np.cos(omega_in[0]+omega_in[1])-np.sqrt(ecc_in[0])*np.cos(omega_in[0]) - dump2=np.sqrt(ecc_in[0]-ecc_in[1])*np.cos(omega_in[0]+omega_in[1])-np.sqrt(ecc_in[0])*np.cos(omega_in[0]) - dump3=np.sqrt(ecc_in[0]+ecc_in[1])*np.cos(omega_in[0]-omega_in[1])-np.sqrt(ecc_in[0])*np.cos(omega_in[0]) - dump4=np.sqrt(ecc_in[0]-ecc_in[1])*np.cos(omega_in[0]-omega_in[1])-np.sqrt(ecc_in[0])*np.cos(omega_in[0]) - - secosostep=np.nanmax(np.abs([dump1,dump2,dump3,dump4])) - - dump1=np.sqrt(edump+eup)*np.cos(odump+oup)-np.sqrt(edump)*np.cos(odump) - dump2=np.sqrt(edump-elo)*np.cos(odump+oup)-np.sqrt(edump)*np.cos(odump) - dump3=np.sqrt(edump+eup)*np.cos(odump-olo)-np.sqrt(edump)*np.cos(odump) - dump4=np.sqrt(edump-elo)*np.cos(odump-olo)-np.sqrt(edump)*np.cos(odump) - - secosoplo=np.abs(np.nanmin([dump1,dump2,dump3,dump4])) - secosopup=np.abs(np.nanmax([dump1,dump2,dump3,dump4])) - - secosop=np.sqrt(edump)*np.cos(odump) # the prior - - eos_in=[sesino,sesinostep,sesinolo,sesinoup,sesinop,sesinoplo,sesinopup] - eoc_in=[secoso,secosostep,secosolo,secosoup,secosop,secosoplo,secosopup] - - return eos_in, eoc_in diff --git a/CONAN3/euler_fit_script.py b/CONAN3/euler_fit_script.py new file mode 100644 index 0000000..481598a --- /dev/null +++ b/CONAN3/euler_fit_script.py @@ -0,0 +1,117 @@ +#!/usr/bin/env python +# coding: utf-8 + +# # Euler transit observation fit + +# In[1]: + + +import numpy as np +import matplotlib.pyplot as plt +import os, sys +from astropy.io import fits + +import CONAN3 +from CONAN3.get_files import get_parameters +print(f"CONAN version: {CONAN3.__version__}") + +# In[29]: + +plt.rc('ytick', labelsize=14) +plt.rc('xtick', labelsize=14) +plt.rc('font', size=14) + +# In[2]: + + + +#inputs +planet_name = sys.argv[1] #"WASP-127 b" +filepath = sys.argv[2] #"data/lc6bjd.dat" +filt = sys.argv[3] #"gg" +path = os.path.dirname(filepath) + "/" + +if os.path.splitext(filepath)[1] == ".fits": + lc = fits.open(filepath) + + ti = lc[1].data['time (BJD-TDB)'] -2450000 + fl = lc[1].data['flux'] + fl_err = lc[1].data['sflux'] + + fwhm = lc[1].data['fwhm'] + peak_flux = lc[1].data['peak'] + air_mass = lc[1].data['airmass'] + sky = lc[1].data['bkg'] + xshift = lc[1].data['dx'] + yshift = lc[1].data['dy'] + exptime = lc[1].data['exptime'] + + np.savetxt(f'{path}{planet_name}_lc.dat', np.transpose([ti, fl, fl_err, xshift, yshift, air_mass, fwhm, sky, exptime]), fmt= '%3.5f') + lc_list = os.path.basename(f'{path}{planet_name}_lc.dat') + +else: + lc_list = os.path.basename(filepath) + + +# In[4]: + + +lc_obj = CONAN3.load_lightcurves(file_list = lc_list, + data_filepath = path, + filters = [filt], + lamdas = [600], + nplanet=1) +print(lc_obj) + + +print("\n") +params = get_parameters(planet_name) +print(params) + + +# In[6]: + +print(f"\nGetting limb darkening parameters for filter {filt}") +q1,q2 = lc_obj.get_LDs(Teff=params['star']['Teff'], + logg=params['star']['logg'], + Z =params['star']['FeH'], + filter_names=[filt],use_result=False) + + +# In[7]: +t0 = params["planet"]["T0"][0] - 2450000 +# In[8]: +traocc_pars =dict( T_0 = (t0-0.1,t0,t0+0.1), + Period = params["planet"]["period"][0], + Impact_para = (0,params["planet"]["b"][0],1), + RpRs = (0.001,params["planet"]["rprs"][0],0.2), + rho_star = params["star"]["density"], + q1 = q1, + q2 = q2) +# In[9]: +decorr_res = lc_obj.get_decorr( **traocc_pars, cheops=False, show_steps=False, + plot_model=False, setup_baseline=False) + +# In[12]: +res = decorr_res[0] +res.params.pretty_print() + +# In[35]: +fig, ax = plt.subplots(1,2, figsize=(15,6),sharey=True) +plt.suptitle(planet_name) +ax[0].set_title("undetrended") +ax[0].errorbar(res.time, res.flux, res.flux_err, fmt="b.", ecolor="gray") +ax[0].plot(res.time, res.transit,"c",lw=3,zorder=3, label="planet") +ax[0].plot(res.time, res.trend,"r",zorder=3, label="trend") +ax[0].legend() +ax[0].set_ylabel("Relative Flux") +ax[0].set_xlabel("Time") + +ax[1].set_title("detrended") +ax[1].errorbar(res.time, res.flux/res.trend, res.flux_err, fmt="b.", ecolor="gray") +ax[1].plot(res.time, res.transit,"c", lw=3,zorder=3) +ax[1].set_xlabel("Time") + + +plt.subplots_adjust(wspace=0.01) +fig.savefig(f"{planet_name}_{filt}_fit.png", bbox_inches="tight") diff --git a/CONAN3/fit_data.py b/CONAN3/fit_data.py old mode 100644 new mode 100755 index 994be25..cdc6a05 --- a/CONAN3/fit_data.py +++ b/CONAN3/fit_data.py @@ -1,356 +1,269 @@ -from logging import exception -from telnetlib import STATUS import numpy as np from types import SimpleNamespace import os from multiprocessing import Pool import pickle -import emcee +import emcee, dynesty +from dynesty.utils import resample_equal import time from occultquad import * from occultnl import * -from .basecoeff_v14_LM import * -from .model_GP_v3 import * -from .logprob_multi_sin_v4 import * +from .basecoeff_setup import * +from .models import * +from .logprob_multi import logprob_multi from .plots_v12 import * -from .corfac_v8 import * -from .groupweights_v2 import * -from .ecc_om_par import * -from .outputs_v6_GP import * -from .jitter_v1 import * -from .GRtest_v1 import * -from george.modeling import Model -from george import kernels -import corner -from .gpnew import * +from .funcs import corfac, grweights, grtest_emcee +from .utils import ecc_om_par +from .outputs import * + +import george +from george import GP + import celerite -from celerite import terms -from .celeritenew import GPnew as clnGPnew +from celerite import GP as cGP +from copy import deepcopy +from .utils import gp_params_convert +from scipy.stats import norm, uniform, lognorm, loguniform,truncnorm -from ._classes import _raise, mcmc_setup, __default_backend__, load_chains +from ._classes import _raise, fit_setup, __default_backend__, load_result, _text_format import matplotlib matplotlib.use(__default_backend__) import multiprocessing as mp mp.set_start_method('fork') -__all__ = ["fit_data"] +__all__ = ["run_fit"] -def fit_data(lc, rv=None, mcmc=None, statistic = "median", -verbose=False, debug=False, save_burnin_chains=True, **kwargs): +def prior_transform(u,prior_dst,prior_names): + """ + function to transform the unit cube,u, to the prior space. + Parameters + ---------- + u : array_like; + unit cube, array of values between 0 and 1. + prior_dst : list; + list of scipy.stats prior distributions for each parameter. + prior_names : list; + list of parameter names. + Returns + ------- + x : array_like; + array of values in the prior space. + """ + x = np.array(u) # copy u + for i, pr in enumerate(prior_dst): + x[i] = pr.ppf(u[i]) + x[i] = x[i]*1e6 if (prior_names[i].startswith('GPlc') and 'Amp' in prior_names[i]) else x[i] + return x + +def run_fit(lc_obj=None, rv_obj=None, fit_obj=None, statistic = "median", out_folder="output", progress=True, + rerun_result=False, verbose=False, debug=False, save_burnin_chains=True, **kwargs): """ - function to fit the data using the light-curve object lc, rv_object rv and mcmc setup object mcmc. + function to fit the data using the light-curve object lc_obj, rv_object rv_obj, and fit_setup object fit_obj. Parameters ---------- + lc_obj : lightcurve object; + object containing lightcurve data and setup parameters. + see CONAN3.load_lightcurves() for more details. + + rv_obj : rv object + object containing radial velocity data and setup parameters. + see CONAN3.load_rvs() for more details. + + fit_obj : fit_setup object; + object containing fit setup parameters. + see CONAN3.fit_setup() for more details. + statistic : str; - statistic to run on posteriors to obtain model parameters and create model output file ".._out_full.dat". + statistic to run on posteriors to obtain model parameters and create model output file ".._lcout.dat". must be one of ["median", "max", "bestfit"], default is "median". "max" and "median" calculate the maximum and median of each parameter posterior respectively while "bestfit" \ is the parameter combination that gives the maximum joint posterior probability. + progress : bool; + if True, show MCMC progress bar, default is True. + + out_folder : str; + path to output folder, default is "output". + + rerun_result : bool; + if True, rerun CONAN with previous fit result in order to regenerate plots and files. Default is False. + + verbose : bool; + if True, print out additional information, default is False. + + debug : bool; + if True, print out additional debugging information, default is False. + + save_burnin_chains : bool; + if True, save burn-in chains to file, default is True. + + **kwargs : dict; + other parameters sent to emcee.EnsembleSampler.run_mcmc() function + Returns: -------- result : object containing labeled mcmc chains Object that contains methods to plot the chains, corner, and histogram of parameters. e.g result.plot_chains(), result.plot_burnin_chains(), result.plot_corner, result.plot_posterior("T_0") - **kwargs: other parameters sent to emcee.EnsembleSampler.run_mcmc() function """ - print('CONAN3 launched!!!\n') - #begin loading data from the 3 objects and calling the methods - assert statistic in ["median", "max", "bestfit"], 'statistic can only be either median, max or bestfit' - -#============lc_data========================= - #from load_lightcurves() - fpath = lc._fpath - names = lc._names - filters = lc._filters - lamdas = lc._lamdas - bases = lc._bases - groups = lc._groups - useGPphot = lc._useGPphot - - nphot = len(names) # the number of photometry input files - njumpphot = np.zeros(nphot) - filnames = np.array(list(sorted(set(filters),key=filters.index))) - ulamdas = np.array(list(sorted(set(lamdas),key=lamdas.index))) - grnames = np.array(list(sorted(set(groups)))) - - nfilt = len(filnames) - ngroup = len(grnames) - useSpline = lc._spline - - #============GP Setup============================= - #from load_lightcurves.add_GP() - GPchoices = ["time", "xshift", "yshift", "air", "fwhm", "sky", "eti"] - ndimGP = len(GPchoices) - - GPphotlc = np.zeros((nphot,ndimGP)) - GPphotvars = np.zeros((nphot,ndimGP)) - GPphotkerns = np.zeros((nphot,ndimGP),dtype=object) - GPphotWN = np.zeros((nphot,1),dtype=object) - GPphotWNstartppm = 50 # start at 50 ppm - GPphotWNstart = -50*np.ones((nphot,1)) # set WN very low in case WN is not used - GPphotWNstep = np.zeros((nphot,1)) - GPphotWNprior = np.zeros((nphot,1)) - GPphotWNpriorwid = np.zeros((nphot,1)) - GPphotWNlimup = np.zeros((nphot,1)) - GPphotWNlimlo = np.zeros((nphot,1)) - GPphotpars1 = np.zeros((nphot,ndimGP)) - GPphotstep1 = np.zeros((nphot,ndimGP)) - GPphotprior1 = np.zeros((nphot,ndimGP)) - GPphotpriorwid1 = np.zeros((nphot,ndimGP)) - GPphotlim1up = np.zeros((nphot,ndimGP)) - GPphotlim1lo = np.zeros((nphot,ndimGP)) - GPphotpars2 = np.zeros((nphot,ndimGP)) - GPphotstep2 = np.zeros((nphot,ndimGP)) - GPphotprior2 = np.zeros((nphot,ndimGP)) - GPphotpriorwid2 = np.zeros((nphot,ndimGP)) - GPphotlim2up = np.zeros((nphot,ndimGP)) - GPphotlim2lo = np.zeros((nphot,ndimGP)) - GPncomponent = np.zeros((nphot,ndimGP)) # number of components in the kernel - GPjumping = np.zeros((nphot,ndimGP),dtype=bool) - GPall = np.zeros((nphot,ndimGP),dtype=bool) #Joint hyperparameters - - DA_gp = lc._GP_dict #load input gp parameters from dict - - for j, nm in enumerate(DA_gp["lc_list"]): - - k = np.where(np.array(GPchoices) == DA_gp["pars"][j]) - - if nm == 'all': - i = np.where(np.array(names) == nm) - GPjumping[0,k]=True - GPphotkerns[0,k]=DA_gp["kernels"][j] - GPphotpars1[0,k]=float(DA_gp["scale"][j]) - GPphotstep1[0,k]=float(DA_gp["s_step"][j]) - GPphotprior1[0,k]=float(DA_gp["s_pri"][j]) - GPphotpriorwid1[0,k]=float(DA_gp["s_pri_wid"][j]) - GPphotlim1up[0,k]=float(DA_gp["s_up"][j]) - GPphotlim1lo[0,k]=float(DA_gp["s_lo"][j]) - GPphotpars2[0,k]=float(DA_gp["metric"][j]) - GPphotstep2[0,k]=float(DA_gp["m_step"][j]) - GPphotprior2[0,k]=float(DA_gp["m_pri"][j]) - GPphotpriorwid2[0,k]=float(DA_gp["m_pri_wid"][j]) - GPphotlim2up[0,k]=float(DA_gp["m_up"][j]) - GPphotlim2lo[0,k]=float(DA_gp["m_lo"][j]) - GPall[0,k]=True - - if DA_gp["WN"][j] == 'y' and useGPphot[i]=='ce': - GPphotWNstart[0] = -8. - GPphotWNstep[0] = 0.1 - GPphotWNprior[0] = 0. - GPphotWNpriorwid[0] = 0. - GPphotWNlimup[0] = -5 - GPphotWNlimlo[0] = -12 - GPphotWN[0] = 'all' - - elif DA_gp["WN"][j] == 'y' and useGPphot[i]=='y': - GPphotWNstart[:] = np.log((GPphotWNstartppm/1e6)**2) # in absolute - GPphotWNstep[0] = 0.1 - GPphotWNprior[0] = 0.0 - GPphotWNpriorwid[0] = 0. - GPphotWNlimup[0] = -3 - GPphotWNlimlo[0] = -25.0 - GPphotWN[0] = 'all' - elif DA_gp["WN"][j] == 'n': - GPphotWN[:] = 'n' - else: - raise ValueError('For at least one GP an invalid White-Noise option input was provided. Set it to either y or n.') - - else: - i = np.where(np.array(names) == nm) - GPjumping[i,k]=True - GPphotkerns[i,k]=DA_gp["kernels"][j] - GPphotpars1[i,k]=float(DA_gp["scale"][j]) - GPphotstep1[i,k]=float(DA_gp["s_step"][j]) - GPphotprior1[i,k]=float(DA_gp["s_pri"][j]) - GPphotpriorwid1[i,k]=float(DA_gp["s_pri_wid"][j]) - GPphotlim1up[i,k]=float(DA_gp["s_up"][j]) - GPphotlim1lo[i,k]=float(DA_gp["s_lo"][j]) - GPphotpars2[i,k]=float(DA_gp["metric"][j]) - GPphotstep2[i,k]=float(DA_gp["m_step"][j]) - GPphotprior2[i,k]=float(DA_gp["m_pri"][j]) - GPphotpriorwid2[i,k]=float(DA_gp["m_pri_wid"][j]) - GPphotlim2up[i,k]=float(DA_gp["m_up"][j]) - GPphotlim2lo[i,k]=float(DA_gp["m_lo"][j]) - GPall[i,k]=False - - if DA_gp["WN"][j] == 'y' and useGPphot[i[0][0]] == 'ce': - GPphotWNstart[i[0][0]] = -8. - GPphotWNstep[i[0][0]] = 0.1 - GPphotWNprior[i[0][0]] = 0. - GPphotWNpriorwid[i[0][0]] = 0. - GPphotWNlimup[i[0][0]] = -5 - GPphotWNlimlo[i[0][0]] = -12 - GPphotWN[i[0][0]] = DA_gp["WN"][j] - elif DA_gp["WN"][j] == 'y' and useGPphot[i[0][0]] == 'y': - GPphotWNstart[i] = np.log((GPphotWNstartppm/1e6)**2) # in absolute - GPphotWNstep[i] = 0.1 - GPphotWNprior[i] = 0.0 - GPphotWNpriorwid[i] = 0. - GPphotWNlimup[i] = -3 - GPphotWNlimlo[i] = -21.0 - GPphotWN[i] = 'y' - elif DA_gp["WN"][j] == 'n': - GPphotWN[:] = 'n' - else: - raise ValueError('For at least one GP an invalid White-Noise option input was provided. Set it to either y or n.') + if not os.path.exists(out_folder): + print(f"Creating output folder...{out_folder}") + os.mkdir(out_folder) + if os.path.exists(f'{out_folder}/chains_dict.pkl'): + if not rerun_result: + print(f'Fit result already exists in this folder: {out_folder}.\n Loading results...') + result = load_result(out_folder) + return result + else: + print(f'Fit result already exists in this folder: {out_folder}.\nRerunning with results to generate plots and files...\n') + print('CONAN fit launched!!!\n') + + #begin loading data from the 3 objects and calling the methods + assert statistic in ["median", "max", "bestfit"], 'statistic can only be either median, max or bestfit' -#============rv_data========================== - # from load_rvs - if rv is not None and rv._names == []: rv = None - RVnames = [] if rv is None else rv._names - RVbases = [] if rv is None else rv._RVbases - gammas = [] if rv is None else rv._gammas - gamsteps = [] if rv is None else rv._gamsteps - gampri = [] if rv is None else rv._gampri - gamprilo = [] if rv is None else rv._gamprilo - gamprihi = [] if rv is None else rv._gamprihi - sinPs = [] if rv is None else rv._sinPs - rv_fpath = [] if rv is None else rv._fpath - if rv is None: #remove k as a free parameter - lc._config_par["K"].to_fit = "n" - lc._config_par["K"].step_size = 0 - - nRV=len(RVnames) # the number of RV input files - njumpRV=np.zeros(nRV) +#============lc_obj========================= + #from load_lightcurves() + fpath = lc_obj._fpath + names = lc_obj._names + filters = lc_obj._filters + lamdas = lc_obj._lamdas + bases = lc_obj._bases + bases_init = lc_obj._bases_init + groups = lc_obj._groups + useGPphot = lc_obj._useGPphot + + nphot = len(names) # the number of photometry input files + njumpphot = np.zeros(nphot) # the number of jumping parameters for each photometry input file + filnames = np.array(list(sorted(set(filters),key=filters.index))) # the unique filter names + ulamdas = np.array(list(sorted(set(lamdas),key=lamdas.index))) # the unique wavelengths + grnames = np.array(list(sorted(set(groups)))) # the unique group names + nfilt = len(filnames) # the number of unique filters + ngroup = len(grnames) # the number of unique groups + + useSpline_lc = lc_obj._lcspline # use spline to interpolate the light curve + input_lcs = {} if lc_obj is None else lc_obj._input_lc + s_samp = lc_obj._ss + +#============rv_obj========================== + # from load_rvs() + if rv_obj is not None and rv_obj._names == []: rv_obj = None + RVnames = [] if rv_obj is None else rv_obj._names + RVbases = [] if rv_obj is None else rv_obj._RVbases + rv_fpath = [] if rv_obj is None else rv_obj._fpath + rv_dict = {} if rv_obj is None else rv_obj._rvdict + sinPs = [] if rv_obj is None else rv_dict["sinPs"] + nRV = len(RVnames) # the number of RV input files + njumpRV = np.zeros(nRV) # the number of jumping parameters for each RV input file + useGPrv = ["n"]*nRV if rv_obj is None else rv_obj._useGPrv + + useSpline_rv = [] if rv_obj is None else rv_obj._rvspline + input_rvs = {} if rv_obj is None else rv_obj._input_rv + RVbases_init = [] if rv_obj is None else rv_obj._RVbases_init + RVunit = "kms" if rv_obj is None else rv_obj._RVunit + extinpars= [] # set up array to contain the names of the externally input parameters - gamma_in = np.zeros((nRV,7)) # set up array to contain the gamma values - extinpars = [] + for i in range(nRV): + if (float(rv_dict["gam_steps"][i]) != 0.) : + njumpRV[i]=njumpRV[i]+1 + - #============transit and RV jump parameters=============== - #from load_lightcurves.setup_transit_rv() + #from load_lightcurves.planet_parameters() - config_par = lc._config_par - - #rprs - rprs0 = config_par['RpRs'].start_value - rprs_in = [ config_par['RpRs'].start_value,config_par['RpRs'].step_size, \ - config_par['RpRs'].bounds_lo,config_par['RpRs'].bounds_hi, \ - config_par['RpRs'].prior_mean,config_par['RpRs'].prior_width_lo,\ - config_par['RpRs'].prior_width_hi ] - rprs_ext = [config_par['RpRs'].prior_mean,config_par['RpRs'].prior_width_lo,\ - config_par['RpRs'].prior_width_hi] - if config_par['RpRs'].step_size != 0.: njumpphot=njumpphot+1 - if (config_par['RpRs'].to_fit == 'n' and config_par['RpRs'].prior == 'p'): - extinpars.append('RpRs') - - erprs0=np.copy(0) - - #imp par - b_in = [config_par['Impact_para'].start_value,config_par['Impact_para'].step_size,\ - config_par['Impact_para'].bounds_lo,config_par['Impact_para'].bounds_hi,\ - config_par['Impact_para'].prior_mean,config_par['Impact_para'].prior_width_lo,\ - config_par['Impact_para'].prior_width_hi] - b_ext = [config_par['Impact_para'].prior_mean,config_par['Impact_para'].prior_width_lo,\ - config_par['Impact_para'].prior_width_hi] - if config_par['Impact_para'].step_size != 0.: njumpphot=njumpphot+1 - if (config_par['Impact_para'].to_fit == 'n' and config_par['Impact_para'].prior == 'p'): - extinpars.append('b') - - #duration - dur_in = [config_par['Duration'].start_value,config_par['Duration'].step_size,\ - config_par['Duration'].bounds_lo,config_par['Duration'].bounds_hi,\ - config_par['Duration'].prior_mean,config_par['Duration'].prior_width_lo,\ - config_par['Duration'].prior_width_hi] - dur_ext = [config_par['Duration'].prior_mean,config_par['Duration'].prior_width_lo,\ - config_par['Duration'].prior_width_hi] - if config_par['Duration'].step_size != 0.: njumpphot=njumpphot+1 - if (config_par['Duration'].to_fit == 'n' and config_par['Duration'].prior == 'p'): - extinpars.append('dur_[d]') + CP = deepcopy(lc_obj._config_par) #load input transit and RV parameters from dict + npl = lc_obj._nplanet + + # # rho_star (same for all planets) + rho_star = CP[f"pl{1}"]["rho_star"] + if nphot > 0: # if there is photometry, then define rho_star: can be a jumping parameter + if rho_star.step_size != 0.: njumpphot=njumpphot+1 + if (rho_star.to_fit == 'n' and rho_star.prior == 'p'): + extinpars.append('rho_star') + else: + rho_star.to_fit == 'n' + rho_star.step_size = 0 - #T0 - T0_in = [config_par['T_0'].start_value,config_par['T_0'].step_size,config_par['T_0'].bounds_lo,\ - config_par['T_0'].bounds_hi,config_par['T_0'].prior_mean,config_par['T_0'].prior_width_lo,\ - config_par['T_0'].prior_width_hi] - T0_ext = [config_par['T_0'].prior_mean,config_par['T_0'].prior_width_lo,config_par['T_0'].prior_width_hi] - if config_par['T_0'].step_size != 0. != 0.: - njumpphot=njumpphot+1 - njumpRV=njumpRV+1 - - if (config_par['T_0'].to_fit == 'n' and config_par['T_0'].prior == 'p'): - extinpars.append('T_0') + for n in range(1,npl+1): + if rv_obj is None: #remove k as a free parameter + CP[f"pl{n}"]['K'].to_fit = "n" + CP[f"pl{n}"]['K'].step_size = 0 + if nphot == 0: #remove rprs and impact_para as a free parameter + CP[f"pl{n}"]['RpRs'].to_fit = "n" + CP[f"pl{n}"]['RpRs'].step_size = 0 + CP[f"pl{n}"]['Impact_para'].to_fit = "n" + CP[f"pl{n}"]['Impact_para'].step_size = 0 + + + # # rprs + if CP[f"pl{n}"]['RpRs'].step_size != 0.: njumpphot=njumpphot+1 # if step_size is 0, then rprs is not a jumping parameter + if (CP[f"pl{n}"]['RpRs'].to_fit == 'n' and CP[f"pl{n}"]['RpRs'].prior == 'p'): # if to_fit is 'n' and prior is 'p', then rprs is an externally input parameter + extinpars.append('RpRs') - - #per - per_in = [config_par['Period'].start_value,config_par['Period'].step_size,config_par['Period'].bounds_lo,\ - config_par['Period'].bounds_hi,config_par['Period'].prior_mean,config_par['Period'].prior_width_lo,\ - config_par['Period'].prior_width_hi] - per_ext = [config_par['Period'].prior_mean,config_par['Period'].prior_width_lo,config_par['Period'].prior_width_hi] - if config_par['Period'].step_size != 0. != 0.: - njumpphot=njumpphot+1 - njumpRV=njumpRV+1 - - if (config_par['Period'].to_fit == 'n' and config_par['Period'].prior == 'p'): - extinpars.append('Period_[d]') - - #ecc - ecc_in = [config_par['Eccentricity'].start_value,config_par['Eccentricity'].step_size,\ - config_par['Eccentricity'].bounds_lo,config_par['Eccentricity'].bounds_hi,\ - config_par['Eccentricity'].prior_mean,config_par['Eccentricity'].prior_width_lo,\ - config_par['Eccentricity'].prior_width_hi] - eccpri= config_par['Eccentricity'].prior - if config_par['Eccentricity'].step_size != 0.: - njumpRV=njumpRV+1 - if (config_par['Eccentricity'].to_fit == 'n' and config_par['Eccentricity'].prior == 'p'): - _raise(ValueError, 'cant externally input eccentricity at this time!') - - #omega - opri= config_par['omega'].prior - omega_in = [config_par['omega'].start_value,config_par['omega'].step_size,config_par['omega'].bounds_lo,\ - config_par['omega'].bounds_hi,config_par['omega'].prior_mean,config_par['omega'].prior_width_lo,\ - config_par['omega'].prior_width_hi] - omega_in = np.multiply(omega_in,np.pi)/180. - if config_par['omega'].step_size != 0.: - njumpRV=njumpRV+1 - if (config_par['omega'].to_fit == 'n' and config_par['omega'].prior == 'p'): - _raise(ValueError, 'cant externally input eccentricity at this time!') - - #K - Kpri= config_par['K'].prior - K_in = [config_par['K'].start_value,config_par['K'].step_size,config_par['K'].bounds_lo,\ - config_par['K'].bounds_hi,config_par['K'].prior_mean,config_par['K'].prior_width_lo,\ - config_par['K'].prior_width_hi] - K_in=np.divide(K_in,1000.) # convert to km/s - - K_ext = [config_par['K'].prior_mean,config_par['K'].prior_width_lo,config_par['K'].prior_width_hi] - K_ext = np.divide(K_ext,1000.) # convert to km/s - if config_par['K'].step_size != 0.: njumpRV=njumpRV+1 - - if (config_par['K'].to_fit == 'n' and config_par['K'].prior == 'p'): - extinpars.append('K') + # # imp par + if CP[f"pl{n}"]['Impact_para'].step_size != 0.: njumpphot=njumpphot+1 + if (CP[f"pl{n}"]['Impact_para'].to_fit == 'n' and CP[f"pl{n}"]['Impact_para'].prior == 'p'): + extinpars.append('Impact_para') + + + # # T0 + if CP[f"pl{n}"]['T_0'].step_size != 0.: + njumpphot=njumpphot+1 + njumpRV=njumpRV+1 + if (CP[f"pl{n}"]['T_0'].to_fit == 'n' and CP[f"pl{n}"]['T_0'].prior == 'p'): + extinpars.append('T_0') + + # # per + if CP[f"pl{n}"]['Period'].step_size != 0.: + njumpphot=njumpphot+1 + njumpRV=njumpRV+1 + if (CP[f"pl{n}"]['Period'].to_fit == 'n' and CP[f"pl{n}"]['Period'].prior == 'p'): + extinpars.append('Period') + + # #ecc + if CP[f"pl{n}"]['Eccentricity'].step_size != 0.: njumpRV=njumpRV+1 + if (CP[f"pl{n}"]['Eccentricity'].to_fit == 'n' and CP[f"pl{n}"]['Eccentricity'].prior == 'p'): + _raise(ValueError, 'cant externally input eccentricity at this time!') + + # #omega + for key,val in CP[f"pl{n}"]["omega"].__dict__.items(): #convert to radians + if isinstance(val, (float,int)): CP[f"pl{n}"]["omega"].__dict__[key] *= np.pi/180 + if CP[f"pl{n}"]['omega'].step_size != 0.: njumpRV=njumpRV+1 + if (CP[f"pl{n}"]['omega'].to_fit == 'n' and CP[f"pl{n}"]['omega'].prior == 'p'): + _raise(ValueError, 'cant externally input eccentricity at this time!') + + # #K + if CP[f"pl{n}"]['K'].step_size != 0.: njumpRV=njumpRV+1 + if (CP[f"pl{n}"]['K'].to_fit == 'n' and CP[f"pl{n}"]['K'].prior == 'p'): + extinpars.append('K') + + # adapt the eccentricity and omega jump parameters sqrt(e)*sin(o), sqrt(e)*cos(o) + if ((CP[f"pl{n}"]['Eccentricity'].prior == 'y' and CP[f"pl{n}"]['omega'].prior == 'n') or (CP[f"pl{n}"]['Eccentricity'].prior == 'n' and CP[f"pl{n}"]['omega'].prior == 'y')): + _raise(ValueError,'priors on eccentricity and omega: either both on or both off') + + CP[f"pl{n}"]["sesin(w)"], CP[f"pl{n}"]["secos(w)"] = ecc_om_par(CP[f"pl{n}"]["Eccentricity"], CP[f"pl{n}"]["omega"]) - for i in range(nRV): - gamma_in[i,:]=[float(gammas[i]),float(gamsteps[i]),-1000,1000,float(gampri[i]),float(gamprilo[i]),float(gamprihi[i])] - if (gamma_in[i,1] != 0.) : - njumpRV[i]=njumpRV[i]+1 - - - # adapt the eccentricity and omega jump parameters sqrt(e)*sin(o), sqrt(e)*cos(o) + #now remove rho_star, Eccentricty and omega from the dictionary + _ = [CP[f"pl{n}"].pop(key) for key in ["rho_star","Eccentricity", "omega"]] - if ((eccpri == 'y' and opri == 'n') or (eccpri == 'n' and opri == 'y')): - _raise(ValueError,'priors on eccentricity and omega: either both on or both off') - eos_in, eoc_in = ecc_om_par(ecc_in, omega_in) - #============ddfs ========================== #from load_lighcurves.transit_depth_variations() - drprs_op = lc._ddfs.drprs_op - divwhite = lc._ddfs.divwhite - ddfYN = lc._ddfs.ddfYN + drprs_op = lc_obj._ddfs.drprs_op # drprs options --> [0., step, bounds_lo, bounds_hi, 0., width_lo, width_hi] + divwhite = lc_obj._ddfs.divwhite # do we do a divide-white? + ddfYN = lc_obj._ddfs.ddfYN # do we do a depth-dependent fit? - grprs = lc._ddfs.depth_per_group # the group rprs values - egrprs = lc._ddfs.depth_err_per_group # the uncertainties of the group rprs values + grprs = lc_obj._ddfs.depth_per_group # the group rprs values + egrprs = lc_obj._ddfs.depth_err_per_group # the uncertainties of the group rprs values dwfiles = [f"dw_00{n}.dat" for n in grnames] dwCNMarr=np.array([]) # initializing array with all the dwCNM values @@ -358,684 +271,641 @@ def fit_data(lc, rv=None, mcmc=None, statistic = "median", dwind=np.array([]) if (divwhite=='y'): # do we do a divide-white? for i in range(ngroup): # read fixed dwCNMs for each group - tdwCNM, dwCNM = np.loadtxt(lc._fpath + dwfiles[i], usecols=(0,1), unpack = True) + tdwCNM, dwCNM = np.loadtxt(lc_obj._fpath + dwfiles[i], usecols=(0,1), unpack = True) dwCNMarr = np.concatenate((dwCNMarr,dwCNM), axis=0) - dwind = np.concatenate((dwind,np.zeros(len(dwCNM),dtype=np.int)+i), axis=0) + dwind = np.concatenate((dwind,np.zeros(len(dwCNM),dtype=int)+i), axis=0) indices = np.where(dwind==i) dwCNMind.append(indices) - -#============occultation setup============= - #from load_lightcurves.setup_occultation() - DA_occ = lc._occ_dict - nocc = len(DA_occ["filters_occ"]) - occ_in = np.zeros((nocc,7)) + #============phasecurve setup============= + #from load_lightcurves.setup_phasecurve() - for i, f in enumerate(DA_occ["filters_occ"]): - j = np.where(filnames == f ) - k = np.where(np.array(lc._filters)== f) + DA_occ = lc_obj._PC_dict["D_occ"] + DA_Apc = lc_obj._PC_dict["A_pc"] + DA_off = lc_obj._PC_dict["ph_off"] - occ_in[j,:] = [DA_occ["start_value"][i], DA_occ["step_size"][i], DA_occ["bounds_lo"][i], DA_occ["bounds_hi"][i], - DA_occ["prior_mean"][i], DA_occ["prior_width_lo"][i], DA_occ["prior_width_hi"][i] ] + nocc = len(filnames) #len(DA_occ["filters_occ"]) + occ_in = np.zeros((nocc,7)) + Apc_in = np.zeros((nocc,7)) + phoff_in = np.zeros((nocc,7)) - if occ_in[j,1] != 0.: - njumpphot[k]=njumpphot[k]+1 + for i, f in enumerate(filnames): + k = np.where(np.array(lc_obj._filters)== f) # get indices where the filter name is the same as the one in the input file + + occ_in[i,:] = [DA_occ[f].start_value, DA_occ[f].step_size, DA_occ[f].bounds_lo, DA_occ[f].bounds_hi, + DA_occ[f].prior_mean, DA_occ[f].prior_width_lo, DA_occ[f].prior_width_hi ] + if DA_occ[f].step_size != 0.: njumpphot[k]=njumpphot[k]+1 + + + Apc_in[i,:] = [DA_Apc[f].start_value, DA_Apc[f].step_size, DA_Apc[f].bounds_lo, DA_Apc[f].bounds_hi, + DA_Apc[f].prior_mean, DA_Apc[f].prior_width_lo, DA_Apc[f].prior_width_hi ] + if DA_Apc[f].step_size != 0.: njumpphot[k]=njumpphot[k]+1 + phoff_in[i,:] = [DA_off[f].start_value, DA_off[f].step_size, DA_off[f].bounds_lo, DA_off[f].bounds_hi, + DA_off[f].prior_mean, DA_off[f].prior_width_lo, DA_off[f].prior_width_hi ] + if DA_off[f].step_size != 0.: njumpphot[k]=njumpphot[k]+1 + + #============limb darkening=============== #from load_lightcurves.limb_darkening() - DA_ld = lc._ld_dict + DA_ld = lc_obj._ld_dict - c1_in=np.zeros((nfilt,7)) - c2_in=np.zeros((nfilt,7)) - c3_in=np.zeros((nfilt,7)) - c4_in=np.zeros((nfilt,7)) + q1_in=np.zeros((nfilt,7)) + q2_in=np.zeros((nfilt,7)) for i in range(nfilt): j=np.where(filnames == filnames[i]) # make sure the sequence in this array is the same as in the "filnames" array - k=np.where(np.array(lc._filters) == filnames[i]) + k=np.where(np.array(lc_obj._filters) == filnames[i]) - c1_in[j,:] = [DA_ld["c1"][i], DA_ld["step1"][i],DA_ld["bound_lo1"][i],DA_ld["bound_hi1"][i],DA_ld["c1"][i],DA_ld["sig_lo1"][i],DA_ld["sig_hi1"][i]] - c1_in[j,5] = (0. if (DA_ld["priors"][i] == 'n' or DA_ld["step1"][i] == 0.) else c1_in[j,5]) - c1_in[j,6] = (0. if (DA_ld["priors"][i] == 'n' or DA_ld["step1"][i] == 0.) else c1_in[j,6]) - if c1_in[j,1] != 0.: + q1_in[j,:] = [DA_ld["q1"][i], DA_ld["step1"][i],DA_ld["bound_lo1"][i],DA_ld["bound_hi1"][i],DA_ld["q1"][i],DA_ld["sig_lo1"][i],DA_ld["sig_hi1"][i]] + q1_in[j,5] = (0. if (DA_ld["priors"][i] == 'n' or DA_ld["step1"][i] == 0.) else q1_in[j,5]) #sig_lo + q1_in[j,6] = (0. if (DA_ld["priors"][i] == 'n' or DA_ld["step1"][i] == 0.) else q1_in[j,6]) #sig_hi + if q1_in[j,1] != 0.: njumpphot[k]=njumpphot[k]+1 - c2_in[j,:] = [DA_ld["c2"][i], DA_ld["step2"][i],DA_ld["bound_lo2"][i],DA_ld["bound_hi2"][i],DA_ld["c2"][i],DA_ld["sig_lo2"][i],DA_ld["sig_hi2"][i]] # the limits are -3 and 3 => very safe - c2_in[j,5] = (0. if (DA_ld["priors"][i] == 'n' or DA_ld["step2"][i] == 0.) else c2_in[j,5]) - c2_in[j,6] = (0. if (DA_ld["priors"][i] == 'n' or DA_ld["step2"][i] == 0.) else c2_in[j,6]) - if c2_in[j,1] != 0.: + q2_in[j,:] = [DA_ld["q2"][i], DA_ld["step2"][i],DA_ld["bound_lo2"][i],DA_ld["bound_hi2"][i],DA_ld["q2"][i],DA_ld["sig_lo2"][i],DA_ld["sig_hi2"][i]] # the limits are -3 and 3 => very safe + q2_in[j,5] = (0. if (DA_ld["priors"][i] == 'n' or DA_ld["step2"][i] == 0.) else q2_in[j,5]) + q2_in[j,6] = (0. if (DA_ld["priors"][i] == 'n' or DA_ld["step2"][i] == 0.) else q2_in[j,6]) + if q2_in[j,1] != 0.: njumpphot[k]=njumpphot[k]+1 - c3_in[j,:] = [DA_ld["c3"][i], DA_ld["step3"][i],DA_ld["bound_lo3"][i],DA_ld["bound_hi3"][i],DA_ld["c3"][i],DA_ld["sig_lo3"][i],DA_ld["sig_hi3"][i]] # the limits are -3 and 3 => very safe - c3_in[j,5] = (0. if (DA_ld["priors"][i] == 'n' or DA_ld["step3"][i] == 0.) else c3_in[j,5]) - c3_in[j,6] = (0. if (DA_ld["priors"][i] == 'n' or DA_ld["step3"][i] == 0.) else c3_in[j,6]) - if c3_in[j,1] != 0.: - njumpphot[k]=njumpphot[k]+1 - - c4_in[j,:] = [DA_ld["c4"][i], DA_ld["step4"][i],DA_ld["bound_lo4"][i],DA_ld["bound_hi4"][i],DA_ld["c4"][i],DA_ld["sig_lo4"][i],DA_ld["sig_hi4"][i]] # the limits are -3 and 3 => very safe - c4_in[j,5] = (0. if (DA_ld["priors"][i] == 'n' or DA_ld["step4"][i] == 0.) else c4_in[j,5]) - c4_in[j,6] = (0. if (DA_ld["priors"][i] == 'n' or DA_ld["step4"][i] == 0.) else c4_in[j,6]) - if c4_in[j,1] != 0.: - njumpphot[k]=njumpphot[k]+1 - - - if (c3_in[j,0] == 0. and c4_in[j,0]==0 and c3_in[j,1] == 0. and c4_in[j,1] == 0.): - if verbose: print('Limb-darkening law: quadratic') - v1=2.*c1_in[j,0]+c2_in[j,0] #transform c1 and c2 - v2=c1_in[j,0]-c2_in[j,0] - # ev1=np.sqrt(4.*c1_in[j,1]**2+c2_in[j,1]**2) #transform steps (not needed) - # ev2=np.sqrt(c1_in[j,1]**2+c2_in[j,1]**2) - lov1=np.sqrt(4.*c1_in[j,5]**2+c2_in[j,5]**2) if c1_in[j,5] else 0 #transform sig_los - lov2=np.sqrt(c1_in[j,5]**2+c2_in[j,5]**2) if c2_in[j,5] else 0 - hiv1=np.sqrt(4.*c1_in[j,6]**2+c2_in[j,6]**2) if c1_in[j,6] else 0 #transform sig_his - hiv2=np.sqrt(c1_in[j,6]**2+c2_in[j,6]**2) if c2_in[j,6] else 0 - lo_lim1 = 2.*c1_in[j,2]+c2_in[j,2] if c1_in[j,2] else 0 #transform bound_lo - lo_lim2 = c1_in[j,2]-c2_in[j,3] if c2_in[j,3] else 0 - hi_lim1 = 2.*c1_in[j,3]+c2_in[j,3] if c1_in[j,3] else 0 - hi_lim2 = c1_in[j,3]-c2_in[j,2] if c2_in[j,2] else 0 - if debug: - print("\nDEBUG: In fit_data.py") - print(f"LD:\nuniform: c1 = ({lo_lim1},{v1},{hi_lim1})/{c1_in[j,1]}, c2 = ({lo_lim2},{v2},{hi_lim2})/{c2_in[j,1]}") - print(f"normal: c1=({v1},-{lov1}+{hiv1})/{c1_in[j,1]}, c2=({v2},-{lov2}+{hiv2})/{c2_in[j,1]}") - #replace inputs LDs with transformations - c1_in[j,0]=np.copy(v1) #replace c1 and c2 - c2_in[j,0]=np.copy(v2) - c1_in[j,4]=np.copy(v1) #replace prior mean - c2_in[j,4]=np.copy(v2) - # c1_in[j,1]=np.copy(ev1) #replace steps (not needed) - # c2_in[j,1]=np.copy(ev2) - c1_in[j,2]=np.copy(lo_lim1) #replace bound_lo - c2_in[j,2]=np.copy(lo_lim2) - c1_in[j,3]=np.copy(hi_lim1) #replace bound_hi - c2_in[j,3]=np.copy(hi_lim2) - if (DA_ld["priors"][i] == 'y'): # replace prior on LDs - c1_in[j,5]=np.copy(lov1) - c1_in[j,6]=np.copy(hiv1) - c2_in[j,5]=np.copy(lov2) - c2_in[j,6]=np.copy(hiv2) - - #============contamination factors======================= - #from load_lightcurves.contamination - DA_cont = lc._contfact_dict + #from load_lightcurves.contamination() + DA_cont = lc_obj._contfact_dict cont=np.zeros((nfilt,2)) for i in range(nfilt): j = np.where(filnames == filnames[i]) # make sure the sequence in this array is the same as in the "filnames" array - if verbose: print(j) - cont[j,:]= [DA_cont["cont_ratio"][i], DA_cont["err"][i]] + cont[j,:]= [DA_cont["cont_ratio"][i][0], DA_cont["cont_ratio"][i][1]] + +#=============sampling setup=============== + #from setup_fit() + if fit_obj is None: fit_obj = fit_setup() + DA_mc = fit_obj._fit_dict + + nsteps = int(DA_mc['n_steps']) # number of steps + nchains = int(DA_mc['n_chains']) # number of chains + nproc = int(DA_mc['n_cpus']) # number of processes + burnin = int(DA_mc['n_burn']) # Length of bun-in + emcee_move = DA_mc['emcee_move'] # Differential Evolution? + fit_sampler = DA_mc['sampler'] # Which sampler to use? + nlive = DA_mc["n_live"] + force_nlive = DA_mc["force_nlive"] + dlogz = DA_mc["dyn_dlogz"] + jit_apply = DA_mc['apply_RVjitter'] # apply rvjitter + jit_LCapply = DA_mc['apply_LCjitter'] # apply lcjitter + LCjitter_loglims = DA_mc['LCjitter_loglims'] # log of the LC jitter limits + RVjitter_lims = DA_mc['RVjitter_lims'] # RV jitter limits + LCbase_lims = DA_mc['LCbasecoeff_lims'] # bounds of the LC baseline coefficients + RVbase_lims = DA_mc['RVbasecoeff_lims'] # bounds of the RV baseline coefficients + grtest = True if DA_mc['GR_test'] == 'y' else False # GRtest done? + plots = True if DA_mc['make_plots'] == 'y' else False # Make plots done + leastsq = True if DA_mc['leastsq'] == 'y' else False # Do least-square? + savefile = DA_mc['savefile'] # Filename of save file + savemodel = DA_mc['savemodel'] # Filename of model save file + adaptBL = DA_mc['adapt_base_stepsize'] # Adapt baseline coefficent + paraCNM = DA_mc['remove_param_for_CNM'] # remove parametric model for CNM computation + baseLSQ = DA_mc['leastsq_for_basepar'] # do a leas-square minimization for the baseline (not jump parameters) + lm = True if DA_mc['lssq_use_Lev_Marq'] =='y' else False # use Levenberg-Marquardt algorithm for minimizer? + cf_apply = DA_mc['apply_CFs'] # which CF to apply + #========= stellar properties========================== #from setup_fit.stellar_parameters() - DA_stlr = lc._stellar_dict + DA_stlr = fit_obj._stellar_dict Rs_in = DA_stlr["R_st"][0] - sRs_lo = DA_stlr["R_st"][1] - sRs_hi = DA_stlr["R_st"][2] - + sRs_lo = sRs_hi = DA_stlr["R_st"][1] Ms_in = DA_stlr["M_st"][0] - sMs_lo = DA_stlr["M_st"][1] - sMs_hi = DA_stlr["M_st"][2] + sMs_lo = sMs_hi = DA_stlr["M_st"][1] howstellar = DA_stlr["par_input"] - -#=============mcmc setup=============== - #from setup_fit.mcmc() - if mcmc is None: mcmc = mcmc_setup() - DA_mc = mcmc._mcmc_dict - - nsamples = int(DA_mc['n_steps']*DA_mc['n_chains']) # total number of integrations - nchains = int(DA_mc['n_chains']) # number of chains - ppchain = int(nsamples/nchains) # number of points per chain - nproc = int(DA_mc['n_cpus']) # number of processes - burnin = int(DA_mc['n_burn']) # Length of bun-in - walk = DA_mc['sampler'] # Differential Evolution? - grtest = True if DA_mc['GR_test'] == 'y' else False # GRtest done? - plots = True if DA_mc['make_plots'] == 'y' else False # Make plots done - leastsq = True if DA_mc['leastsq'] == 'y' else False # Do least-square? - savefile = DA_mc['savefile'] # Filename of save file - savemodel = DA_mc['savemodel'] # Filename of model save file - adaptBL = DA_mc['adapt_base_stepsize'] # Adapt baseline coefficent - paraCNM = DA_mc['remove_param_for_CNM'] # remove parametric model for CNM computation - baseLSQ = DA_mc['leastsq_for_basepar'] # do a leas-square minimization for the baseline (not jump parameters) - lm = True if DA_mc['lssq_use_Lev_Marq'] =='y' else False # use Levenberg-Marquardt algorithm for minimizer? - cf_apply = DA_mc['apply_CFs'] # which CF to apply - jit_apply = DA_mc['apply_jitter'] # apply jitter - - - -#******************************************************************** -#============Start computations as in original CONANGP=============== -#******************************************************************** -############################ GPs for RVs setup ############################################# - - ### BUG: this should be read in! And should contain RV inputs ### - # all of these should be lists with nphot bzw nRV items - - useGPrv=['n']*nRV - - GPrvpars1=np.array([0.]) - GPrvpars2=np.array([0.]) - GPrvstep1=np.array([0.001]) - GPrvstep2=np.array([0.001]) - GPrvWN=['y'] #fitWN - GPrvwnstartms = np.array([10]) - GPrvwnstart = np.log((GPrvwnstartms/1e3)**2) # in km/s - GPrvWNstep = np.array([0.1]) - + #******************************************************************** + #============Start computations as in original CONANGP=============== + #******************************************************************** + #============================= SETUP ARRAYS ======================================= - print('Setting up photometry arrays ...') - if useSpline.use: print('Setting up Spline fitting ...') - tarr=np.array([]) # initializing array with all timestamps - farr=np.array([]) # initializing array with all flux values - earr=np.array([]) # initializing array with all error values - xarr=np.array([]) # initializing array with all x_shift values - yarr=np.array([]) # initializing array with all y_shift values - aarr=np.array([]) # initializing array with all airmass values - warr=np.array([]) # initializing array with all fwhm values - sarr=np.array([]) # initializing array with all sky values - lind=np.array([]) # initializing array with the lightcurve indices - barr=np.array([]) # initializing array with all bisector values - carr=np.array([]) # initializing array with all contrast values - - indlist = [] # the list of the array indices - bvars = [] # a list that will contain lists of [0, 1] for each of the baseline parameters, for each of the LCs. 0 means it's fixed. 1 means it's variable + if lc_obj is not None: print('Setting up photometry arrays ...') + if np.any([spl.use for spl in useSpline_lc]): print('Setting up Spline fitting for LCS ...') + + t_arr = np.array([]) # initializing array with all timestamps (col0) + f_arr = np.array([]) # initializing array with all flux values(col1) + e_arr = np.array([]) # initializing array with all error values(col2) + col3_arr = np.array([]) # initializing array with all col4 values (prev xarr) + col4_arr = np.array([]) # initializing array with all col4 values (prev yarr) + col5_arr = np.array([]) # initializing array with all col5 values (prev aarr) + col6_arr = np.array([]) # initializing array with all col6 values (prev warr) + col7_arr = np.array([]) # initializing array with all col7 values (prev sarr) + + lind = np.array([]) # initializing array with the lightcurve indices + bis_arr = np.array([]) # initializing array with all bisector values + contr_arr = np.array([]) # initializing array with all contrast values + + indlist = [] # the list of the array indices + bvars = [] # a list that will contain lists of [0, 1] for each of the baseline parameters, for each of the LCs. 0 means it's fixed. 1 means it's variable bvarsRV = [] # a list that will contain lists of [0, 1] for each of the baseline parameters, for each of the RV curves. 0 means it's fixed. 1 means it's variable - if ddfYN == 'y': # if ddFs are fit: set the Rp/Rs to the value specified at the jump parameters, and fix it. - rprs_in=[rprs_in[0],0,0,1,0,0,0] - nddf=nfilt + if ddfYN == 'y': # if ddFs are fit: set the Rp/Rs to the value specified at the jump parameters, and fix it. + # the RpRs options [start,step,bound_lo,bound_hi,pri_mean,pri_widthlo,pri_widthhi] + for key in ["step_size","bounds_lo","bounds_hi","prior_mean","prior_width_lo","prior_width_hi"]: + for n in range(1,npl+1): + CP[f"pl{n}"]["RpRs"].__dict__[key]=0 if key!="bounds_hi" else 1 + nddf = nfilt else: - nddf=0 - - # set up the parameters - params = np.array([T0_in[0], rprs_in[0], b_in[0], dur_in[0], per_in[0], eos_in[0], eoc_in[0], K_in[0]]) # initial guess params - stepsize = np.array([T0_in[1], rprs_in[1], b_in[1], dur_in[1], per_in[1], eos_in[1], eoc_in[1], K_in[1]]) # stepsizes - pmin = np.array([T0_in[2], rprs_in[2], b_in[2], dur_in[2], per_in[2], eos_in[2], eoc_in[2], K_in[2]]) # Boundaries (min) - pmax = np.array([T0_in[3], rprs_in[3], b_in[3], dur_in[3], per_in[3], eos_in[3], eoc_in[3], K_in[3]]) # Boundaries (max) - prior = np.array([T0_in[4], rprs_in[4], b_in[4], dur_in[4], per_in[4], eos_in[4], eoc_in[4], K_in[4]]) # Prior centers - priorlow = np.array([T0_in[5], rprs_in[5], b_in[5], dur_in[5], per_in[5], eos_in[5], eoc_in[5], K_in[5]]) # Prior sigma low side - priorup = np.array([T0_in[6], rprs_in[6], b_in[6], dur_in[6], per_in[6], eos_in[6], eoc_in[6], K_in[6]]) # Prior sigma high side - pnames = np.array(['T_0', 'RpRs', 'b', 'dur_[d]', 'Period_[d]', 'esin(w)', 'ecos(w)', 'K']) # Parameter names - - extcens = np.array([T0_ext[0], rprs_ext[0], b_ext[0], dur_ext[0], per_ext[0], 0., 0., K_ext[0]]) - extup = np.array([T0_ext[1], rprs_ext[1], b_ext[1], dur_ext[1], per_ext[1], 0., 0., K_ext[1]]) - extlow = np.array([T0_ext[2], rprs_ext[2], b_ext[2], dur_ext[2], per_ext[2], 0., 0., K_ext[2]]) - - - if (divwhite=='y'): # do we do a divide-white? If yes, then fix all the transit shape parameters - stepsize[0:6] = 0 - prior[0:6] = 0 + nddf = 0 + + pnames = ['T_0', 'RpRs', 'Impact_para', 'Period', 'sesin(w)', 'secos(w)', 'K'] # Parameter names + # reorder dictionary CP as above + for n in range(1,npl+1): + CP[f"pl{n}"] = {key:CP[f"pl{n}"][key] for key in pnames} + # set up the parameters. loop thorugh the planet number (n) and the parameter name (key) for that planet + params = np.concatenate(([rho_star.start_value], [CP[f"pl{n}"][key].start_value for n in range(1,npl+1) for key in CP[f"pl1"].keys()])) # initial guess params + stepsize = np.concatenate(([rho_star.step_size], [CP[f"pl{n}"][key].step_size for n in range(1,npl+1) for key in CP[f"pl1"].keys()])) # stepsizes + pmin = np.concatenate(([rho_star.bounds_lo], [CP[f"pl{n}"][key].bounds_lo for n in range(1,npl+1) for key in CP[f"pl1"].keys()])) # Boundaries (min) + pmax = np.concatenate(([rho_star.bounds_hi], [CP[f"pl{n}"][key].bounds_hi for n in range(1,npl+1) for key in CP[f"pl1"].keys()])) # Boundaries (max) + prior = np.concatenate(([rho_star.prior_mean], [CP[f"pl{n}"][key].prior_mean for n in range(1,npl+1) for key in CP[f"pl1"].keys()])) # Prior centers + priorlow = np.concatenate(([rho_star.prior_width_lo],[CP[f"pl{n}"][key].prior_width_lo for n in range(1,npl+1) for key in CP[f"pl1"].keys()])) # Prior sigma low side + priorup = np.concatenate(([rho_star.prior_width_hi],[CP[f"pl{n}"][key].prior_width_hi for n in range(1,npl+1) for key in CP[f"pl1"].keys()])) # Prior sigma high side + pnames = np.concatenate((["rho_star"], [nm+(f"_{n}" if npl>1 else "") for n in range(1,npl+1) for nm in pnames])) + + extcens = np.concatenate(([rho_star.prior_mean], [CP[f"pl{n}"][key].prior_mean for n in range(1,npl+1) for key in CP[f"pl1"].keys()])) # External parameter prior mean + extlow = np.concatenate(([rho_star.prior_width_lo], [CP[f"pl{n}"][key].prior_width_lo for n in range(1,npl+1) for key in CP[f"pl1"].keys()])) # External parameter prior sig lo + extup = np.concatenate(([rho_star.prior_width_hi], [CP[f"pl{n}"][key].prior_width_hi for n in range(1,npl+1) for key in CP[f"pl1"].keys()])) # External parameter prior sig hi + #set 5th(secin(w)) and 6th(secos(w)) element of each planet parameter array to 0 + for n in range(npl): + extcens[5+7*n : 7+7*n] = 0 + extlow[5+7*n : 7+7*n] = 0 + extup[5+7*n : 7+7*n] = 0 + + + if (divwhite=='y'): # do we do a divide-white? If yes, then fix all the transit shape parameters (index 0 + index 1-6) + #fixing index 0, rho_star + stepsize[0] = 0 + prior[0] = 0 + for n in range(npl): + stepsize[1+7*n : 7+7*n] = 0 #index 1-6 + prior[1+7*n : 7+7*n] = 0 if ddfYN == 'y': # if ddFs are fit: set the Rp/Rs to the specified value, and fix it. - drprs_in=np.zeros((nfilt,7)) - njumpphot=njumpphot+1 # each LC has another jump pm - - for i in range(nfilt): # and make an array with the drprs inputs | drprs_op=[0.,float(adump[3]),float(adump[4]),float(adump[5])] # the dRpRs options - drprs_in[i,:]=drprs_op - params=np.concatenate((params, [drprs_in[i,0]])) # add them to the parameter arrays - stepsize=np.concatenate((stepsize, [drprs_in[i,1]])) - pmin=np.concatenate((pmin, [drprs_in[i,2]])) - pmax=np.concatenate((pmax, [drprs_in[i,3]])) - prior=np.concatenate((prior, [drprs_in[i,4]])) - priorlow=np.concatenate((priorlow, [drprs_in[i,5]])) - priorup=np.concatenate((priorup, [drprs_in[i,6]])) - pnames=np.concatenate((pnames, [filnames[i]+'_dRpRs'])) + drprs_in = np.zeros((nfilt,7)) + njumpphot = njumpphot+1 # each LC has another jump pm + + for i in range(nfilt): # and make an array with the drprs inputs # the dRpRs options + drprs_in[i,:] = drprs_op #[0., step, bounds_lo, bounds_hi, 0., width_lo, width_hi] + params = np.concatenate((params, [drprs_in[i,0]])) # add them to the parameter arrays + stepsize = np.concatenate((stepsize, [drprs_in[i,1]])) + pmin = np.concatenate((pmin, [drprs_in[i,2]])) + pmax = np.concatenate((pmax, [drprs_in[i,3]])) + prior = np.concatenate((prior, [drprs_in[i,4]])) + priorlow = np.concatenate((priorlow, [drprs_in[i,5]])) + priorup = np.concatenate((priorup, [drprs_in[i,6]])) + pnames = np.concatenate((pnames, [filnames[i]+'_dRpRs'])) for i in range(nfilt): # add the occultation depths - params=np.concatenate((params, [occ_in[i,0]])) - stepsize=np.concatenate((stepsize, [occ_in[i,1]])) - pmin=np.concatenate((pmin, [occ_in[i,2]])) - pmax=np.concatenate((pmax, [occ_in[i,3]])) - prior=np.concatenate((prior, [occ_in[i,4]])) - priorlow=np.concatenate((priorlow, [occ_in[i,5]])) - priorup=np.concatenate((priorup, [occ_in[i,6]])) - pnames=np.concatenate((pnames, [filnames[i]+'_DFocc'])) + params = np.concatenate((params, [occ_in[i,0]])) + stepsize = np.concatenate((stepsize, [occ_in[i,1]])) + pmin = np.concatenate((pmin, [occ_in[i,2]])) + pmax = np.concatenate((pmax, [occ_in[i,3]])) + prior = np.concatenate((prior, [occ_in[i,4]])) + priorlow = np.concatenate((priorlow, [occ_in[i,5]])) + priorup = np.concatenate((priorup, [occ_in[i,6]])) + pnames = np.concatenate((pnames, [filnames[i]+'_DFocc'])) + + for i in range(nfilt): # add the pc amplitudes + params = np.concatenate((params, [Apc_in[i,0]])) + stepsize = np.concatenate((stepsize, [Apc_in[i,1]])) + pmin = np.concatenate((pmin, [Apc_in[i,2]])) + pmax = np.concatenate((pmax, [Apc_in[i,3]])) + prior = np.concatenate((prior, [Apc_in[i,4]])) + priorlow = np.concatenate((priorlow, [Apc_in[i,5]])) + priorup = np.concatenate((priorup, [Apc_in[i,6]])) + pnames = np.concatenate((pnames, [filnames[i]+'_Apc'])) + + for i in range(nfilt): # add the phase offsets + params = np.concatenate((params, [phoff_in[i,0]])) + stepsize = np.concatenate((stepsize, [phoff_in[i,1]])) + pmin = np.concatenate((pmin, [phoff_in[i,2]])) + pmax = np.concatenate((pmax, [phoff_in[i,3]])) + prior = np.concatenate((prior, [phoff_in[i,4]])) + priorlow = np.concatenate((priorlow, [phoff_in[i,5]])) + priorup = np.concatenate((priorup, [phoff_in[i,6]])) + pnames = np.concatenate((pnames, [filnames[i]+'_ph_off'])) + for i in range(nfilt): # add the LD coefficients for the filters to the parameters - params=np.concatenate((params, [c1_in[i,0], c2_in[i,0], c3_in[i,0], c4_in[i,0]])) - stepsize=np.concatenate((stepsize, [c1_in[i,1], c2_in[i,1], c3_in[i,1], c4_in[i,1]])) - pmin=np.concatenate((pmin, [c1_in[i,2], c2_in[i,2], c3_in[i,2], c4_in[i,2]])) - pmax=np.concatenate((pmax, [c1_in[i,3], c2_in[i,3], c3_in[i,3], c4_in[i,3]])) - prior=np.concatenate((prior, [c1_in[i,4], c2_in[i,4], c3_in[i,4], c4_in[i,4]])) - priorlow=np.concatenate((priorlow, [c1_in[i,5], c2_in[i,5], c3_in[i,5], c4_in[i,5]])) - priorup=np.concatenate((priorup, [c1_in[i,6], c2_in[i,6], c3_in[i,6], c4_in[i,6]])) - pnames=np.concatenate((pnames, [filnames[i]+'_c1',filnames[i]+'_c2',filnames[i]+'_c3',filnames[i]+'_c4'])) + params = np.concatenate((params, [q1_in[i,0], q2_in[i,0]])) + stepsize = np.concatenate((stepsize, [q1_in[i,1], q2_in[i,1]])) + pmin = np.concatenate((pmin, [q1_in[i,2], q2_in[i,2]])) + pmax = np.concatenate((pmax, [q1_in[i,3], q2_in[i,3]])) + prior = np.concatenate((prior, [q1_in[i,4], q2_in[i,4]])) + priorlow = np.concatenate((priorlow, [q1_in[i,5], q2_in[i,5]])) + priorup = np.concatenate((priorup, [q1_in[i,6], q2_in[i,6]])) + pnames = np.concatenate((pnames, [filnames[i]+'_q1',filnames[i]+'_q2'])) + + for i in range(nphot): #add jitter + if (jit_LCapply=='y'): + #in ppm + params = np.concatenate((params, [np.median(DA_mc['LCjitter_loglims'])]), axis=0) #20ppm + stepsize = np.concatenate((stepsize,[0.1]), axis=0) + pmin = np.concatenate((pmin, [DA_mc['LCjitter_loglims'][0]]), axis=0) + pmax = np.concatenate((pmax, [DA_mc['LCjitter_loglims'][1]]), axis=0) + prior = np.concatenate((prior, [0.]), axis=0) + priorlow = np.concatenate((priorlow,[0.]), axis=0) + priorup = np.concatenate((priorup, [0.]), axis=0) + pnames = np.concatenate((pnames, [f"lc{i+1}_logjitter"]), axis=0) + else: + params = np.concatenate((params, [-50]), axis=0) + stepsize = np.concatenate((stepsize,[0]), axis=0) + pmin = np.concatenate((pmin, [0]), axis=0) + pmax = np.concatenate((pmax, [0]), axis=0) + prior = np.concatenate((prior, [0.]), axis=0) + priorlow = np.concatenate((priorlow,[0.]), axis=0) + priorup = np.concatenate((priorup, [0.]), axis=0) + pnames = np.concatenate((pnames, [f"lc{i+1}_logjitter"]), axis=0) + for i in range(nRV): - params=np.concatenate((params,[gamma_in[i,0]]), axis=0) - stepsize=np.concatenate((stepsize,[gamma_in[i,1]]), axis=0) - pmin=np.concatenate((pmin,[gamma_in[i,2]]), axis=0) - pmax=np.concatenate((pmax,[gamma_in[i,3]]), axis=0) - prior=np.concatenate((prior,[gamma_in[i,4]]), axis=0) - priorlow=np.concatenate((priorlow,[gamma_in[i,5]]), axis=0) - priorup=np.concatenate((priorup,[gamma_in[i,6]]), axis=0) - pnames=np.concatenate((pnames,[RVnames[i]+'_gamma']), axis=0) + params = np.concatenate((params, [rv_dict["gammas"][i]]), axis=0) + stepsize = np.concatenate((stepsize,[rv_dict["gam_steps"][i]]), axis=0) + pmin = np.concatenate((pmin, [rv_dict["bound_lo"][i]]), axis=0) + pmax = np.concatenate((pmax, [rv_dict["bound_hi"][i]]), axis=0) + prior = np.concatenate((prior, [rv_dict["gam_pri"][i]]), axis=0) + priorlow = np.concatenate((priorlow,[rv_dict["gampriloa"][i]]), axis=0) + priorup = np.concatenate((priorup, [rv_dict["gamprihia"][i]]), axis=0) + pnames = np.concatenate((pnames, [f"rv{i+1}_gamma"]), axis=0) + if (jit_apply=='y'): - # print('does jitter work?') - # print(nothing) - params=np.concatenate((params,[0.01]), axis=0) - stepsize=np.concatenate((stepsize,[0.001]), axis=0) - pmin=np.concatenate((pmin,[0.]), axis=0) - pmax=np.concatenate((pmax,[100]), axis=0) - prior=np.concatenate((prior,[0.]), axis=0) - priorlow=np.concatenate((priorlow,[0.]), axis=0) - priorup=np.concatenate((priorup,[0.]), axis=0) - pnames=np.concatenate((pnames,[RVnames[i]+'_jitter']), axis=0) + params = np.concatenate((params, [0.001]), axis=0) + stepsize = np.concatenate((stepsize,[0.0001]), axis=0) + pmin = np.concatenate((pmin, [DA_mc["RVjitter_lims"][0]]), axis=0) + pmax = np.concatenate((pmax, [DA_mc["RVjitter_lims"][1]]), axis=0) + prior = np.concatenate((prior, [0.]), axis=0) + priorlow = np.concatenate((priorlow,[0.]), axis=0) + priorup = np.concatenate((priorup, [0.]), axis=0) + pnames = np.concatenate((pnames, [f"rv{i+1}_jitter"]), axis=0) + else: - params=np.concatenate((params,[0.]), axis=0) - stepsize=np.concatenate((stepsize,[0.]), axis=0) - pmin=np.concatenate((pmin,[0.]), axis=0) - pmax=np.concatenate((pmax,[0]), axis=0) - prior=np.concatenate((prior,[0.]), axis=0) - priorlow=np.concatenate((priorlow,[0.]), axis=0) - priorup=np.concatenate((priorup,[0.]), axis=0) - pnames=np.concatenate((pnames,[RVnames[i]+'_jitter']), axis=0) + params = np.concatenate((params, [0.]), axis=0) + stepsize = np.concatenate((stepsize,[0.]), axis=0) + pmin = np.concatenate((pmin, [0.]), axis=0) + pmax = np.concatenate((pmax, [0]), axis=0) + prior = np.concatenate((prior, [0.]), axis=0) + priorlow = np.concatenate((priorlow,[0.]), axis=0) + priorup = np.concatenate((priorup, [0.]), axis=0) + pnames = np.concatenate((pnames, [f"rv{i+1}_jitter"]), axis=0) + nbc_tot = np.copy(0) # total number of baseline coefficients let to vary (leastsq OR jumping) #################################### GP setup ######################################### - print('Setting up photometry GPs ...') - GPobjects = [] - GPparams = [] - GPstepsizes = [] - GPindex = [] # this array contains the lightcurve index of the lc it applies to - GPprior = [] - GPpriwid = [] - GPlimup = [] - GPlimlo =[] - GPnames = [] - GPcombined = [] - pargps = [] + if lc_obj._GP_dict != {}: print('Setting up photometry GPs ...') + + GPobjects = [] # list to hold the GP objects for each lc + GPparams = [] # list to hold the GP parameters for each lc + GPstepsizes = [] # list to hold the GP step sizes for each lc + GPindex = [] # this array contains the lightcurve index of the lc it applies to + GPprior = [] # list to hold the GP priors for each lc + GPpriwid = [] # list to hold the GP prior widths for each lc + GPlimup = [] # list to hold the GP upper limits for each lc + GPlimlo = [] # list to hold the GP lower limits for each lc + GPnames = [] # list to hold the GP names for each lc + pargps = [] # list to hold independent variables of GP for each lc + gpkerns = [] # list to hold the kernel for each lc + + GPdict = {} if lc_obj is None else lc_obj._GP_dict + sameLCgp = False if lc_obj is None else lc_obj._sameLCgp + + #possible kernels + george_kernels = dict( expsq = george.kernels.ExpSquaredKernel, + mat32 = george.kernels.Matern32Kernel, + mat52 = george.kernels.Matern52Kernel, + exp = george.kernels.ExpKernel, + cos = george.kernels.CosineKernel) + + celerite_kernel = dict(mat32 = celerite.terms.Matern32Term, + sho = celerite.terms.SHOTerm, + real = celerite.terms.RealTerm) + # =================PHOTOMETRY ========================================= for i in range(nphot): - t, flux, err, xshift, yshift, airm, fwhm, sky, eti = np.loadtxt(fpath+names[i], usecols=(0,1,2,3,4,5,6,7,8), unpack = True) # reading in the data + # t, flux, err, col3_in, col4_in, col5_in, col6_in, col7_in, col8_in = np.loadtxt(fpath+names[i], usecols=(0,1,2,3,4,5,6,7,8), unpack = True) # reading in the data + thisLCdata = input_lcs[names[i]] + t, flux, err, col3_in, col4_in, col5_in, col6_in, col7_in, col8_in = thisLCdata.values() + if (divwhite=='y'): # if the divide - white is activated, divide the lcs by the white noise model before proceeding dwCNM = np.copy(dwCNMarr[dwCNMind[groups[i]-1]]) flux=np.copy(flux/dwCNM) + + col7_in = col7_in - np.median(col7_in) + t_arr = np.concatenate((t_arr, t), axis=0) + f_arr = np.concatenate((f_arr, flux), axis=0) + e_arr = np.concatenate((e_arr, err), axis=0) + col3_arr = np.concatenate((col3_arr, col3_in), axis=0) + col4_arr = np.concatenate((col4_arr, col4_in), axis=0) + col5_arr = np.concatenate((col5_arr, col5_in), axis=0) + col6_arr = np.concatenate((col6_arr, col6_in), axis=0) + col7_arr = np.concatenate((col7_arr, col7_in), axis=0) #TODO: we can have column 8 right? - sky=sky-np.mean(sky) - tarr=np.concatenate((tarr,t), axis=0) - farr=np.concatenate((farr,flux), axis=0) - earr=np.concatenate((earr,err), axis=0) - xarr=np.concatenate((xarr,xshift), axis=0) - yarr=np.concatenate((yarr,yshift), axis=0) - aarr=np.concatenate((aarr,airm), axis=0) - warr=np.concatenate((warr,fwhm), axis=0) - sarr=np.concatenate((sarr,sky), axis=0) - barr=np.concatenate((barr,np.zeros(len(t),dtype=int)), axis=0) # bisector array: filled with 0s - carr=np.concatenate((carr,np.zeros(len(t),dtype=int)), axis=0) # contrast array: filled with 0s - lind=np.concatenate((lind,np.zeros(len(t),dtype=int)+i), axis=0) - indices=np.where(lind==i) - if verbose: print(lind, indices) + bis_arr = np.concatenate((bis_arr, np.zeros(len(t), dtype=int)), axis=0) # bisector array: filled with 0s + contr_arr = np.concatenate((contr_arr, np.zeros(len(t), dtype=int)), axis=0) # contrast array: filled with 0s + lind = np.concatenate((lind, np.zeros(len(t), dtype=int) + i), axis=0) # lightcurve index array: filled with i + indices = np.where(lind == i) indlist.append(indices) - pargp = np.vstack((t, xshift, yshift, airm, fwhm, sky, eti)).T # the matrix with all the possible inputs to the GPs + #baseline parameters + # first, also allocate spots in the params array for the BL coefficients, but set them all to 0/1 and the stepsize to 0 + offset, dcol0, dcol3, dcol4, dcol5, dcol6, dcol7, dsin, dCNM, nbc = basecoeff(bases[i],useSpline_lc[i],bases_init[i],LCbase_lims) # the baseline coefficients for this lightcurve; each is a 2D array + nbc_tot = nbc_tot+nbc # add up the number of jumping baseline coeff + njumpphot[i] = njumpphot[i]+nbc # each LC has another jump pm + + # if the least-square fitting for the baseline is turned on (baseLSQ = 'y'), then set the stepsize of the jump parameter to 0 + if (baseLSQ == "y"): + abvar=np.concatenate(([offset[1,:],dcol0[1,:],dcol3[1,:],dcol4[1,:],dcol5[1,:],dcol6[1,:],dcol7[1,:],dsin[1,:],dCNM[1,:]])) + abind=np.where(abvar!=0.) + bvars.append(abind) + offset[1,:]=dcol0[1,:]=dcol3[1,:]=dcol4[1,:]=dcol5[1,:]=dcol6[1,:]=dcol7[1,:]=dsin[1,:]=dCNM[1,:]=0 # the step sizes are set to 0 so that they are not interpreted as MCMC JUMP parameters + + # append these to the respective mcmc input arrays + params = np.concatenate((params, offset[0,:],dcol0[0,:],dcol3[0,:],dcol4[0,:],dcol5[0,:],dcol6[0,:],dcol7[0,:],dsin[0,:],dCNM[0,:])) + stepsize = np.concatenate((stepsize, offset[1,:],dcol0[1,:],dcol3[1,:],dcol4[1,:],dcol5[1,:],dcol6[1,:],dcol7[1,:],dsin[1,:],dCNM[1,:])) + pmin = np.concatenate((pmin, offset[2,:],dcol0[2,:],dcol3[2,:],dcol4[2,:],dcol5[2,:],dcol6[2,:],dcol7[2,:],dsin[2,:],dCNM[2,:])) + pmax = np.concatenate((pmax, offset[3,:],dcol0[3,:],dcol3[3,:],dcol4[3,:],dcol5[3,:],dcol6[3,:],dcol7[3,:],dsin[3,:],dCNM[3,:])) + prior = np.concatenate((prior, np.zeros(20))) + priorlow = np.concatenate((priorlow, np.zeros(20))) + priorup = np.concatenate((priorup, np.zeros(20))) + pnames = np.concatenate((pnames, [f"lc{i+1}_off",f"lc{i+1}_A0",f"lc{i+1}_B0",f"lc{i+1}_C0",f"lc{i+1}_D0", + f"lc{i+1}_A3",f"lc{i+1}_B3", + f"lc{i+1}_A4",f"lc{i+1}_B4", + f"lc{i+1}_A5",f"lc{i+1}_B5", + f"lc{i+1}_A6",f"lc{i+1}_B6", + f"lc{i+1}_A7",f"lc{i+1}_B7", + f"lc{i+1}_sin_amp",f"lc{i+1}_sin_freq",f"lc{i+1}_sin_phi", + f"lc{i+1}_ACNM",f"lc{i+1}_BCNM" + ])) + # note currently we have the following parameters in these arrays: + # [rho_star, (1) + # [T0,RpRs,b,per,eos, eoc,K, (7)*npl + # ddf_1, ..., ddf_n, (nddf) + # (occ_1,Apc_1,phoff_1),...,occ_n,Apc_n,phoff_n(3*nocc) + # q1_f1,q2_f1, q1_f2, .... , q2fn, (2*n_filt) + # LC_jit (nphot) + # Rv_gamma, RV_jit (2*nRVs) + # baseline 20, ...] + # = 1+7*npl+nddf+nocc*3+4*n_filt+nphot+2*nRV + 20 + # each lightcurve has 20 possible baseline jump parameters, starting with index 1+7*npl+nddf+nocc*3+4*n_filt+nphot+2*nRV + + # pargp_all = np.vstack((t, col3_in, col4_in, col5_in, col6_in, col7_in, col8_in)).T # the matrix with all the possible inputs to the GPs if (useGPphot[i]=='n'): - pargps.append([]) #Akin: to keep the indexes of the lists pargps and GPobjects index correct, append empty list if no gp GPobjects.append([]) - A_in,B_in,C1_in,C2_in,D_in,E_in,G_in,H_in,nbc = basecoeff(bases[i]) # the baseline coefficients for this lightcurve; each is a 2D array - nbc_tot = nbc_tot+nbc # add up the number of jumping baseline coeff - njumpphot[i]=njumpphot[i]+nbc # each LC has another jump pm - - # if the least-square fitting for the baseline is turned on (baseLSQ = 'y'), then set the stepsize of the jump parameter to 0 - if (baseLSQ == "y"): - abvar=np.concatenate(([A_in[1,:],B_in[1,:],C1_in[1,:],C2_in[1,:],D_in[1,:],E_in[1,:],G_in[1,:],H_in[1,:]])) - abind=np.where(abvar!=0.) - bvars.append(abind) - A_in[1,:]=B_in[1,:]=C1_in[1,:]=C2_in[1,:]=D_in[1,:]=E_in[1,:]=G_in[1,:]=H_in[1,:]=0 # the step sizes are set to 0 so that they are not interpreted as MCMC JUMP parameters - - # append these to the respective mcmc input arrays - params=np.concatenate((params,A_in[0,:],B_in[0,:],C1_in[0,:],C2_in[0,:],D_in[0,:],E_in[0,:],G_in[0,:],H_in[0,:])) - stepsize=np.concatenate((stepsize,A_in[1,:],B_in[1,:],C1_in[1,:],C2_in[1,:],D_in[1,:],E_in[1,:],G_in[1,:],H_in[1,:])) - pmin=np.concatenate((pmin,A_in[2,:],B_in[2,:],C1_in[2,:],C2_in[2,:],D_in[2,:],E_in[2,:],G_in[2,:],H_in[2,:])) - pmax=np.concatenate((pmax,A_in[3,:],B_in[3,:],C1_in[3,:],C2_in[3,:],D_in[3,:],E_in[3,:],G_in[3,:],H_in[3,:])) - prior=np.concatenate((prior, np.zeros(len(A_in[0,:])+len(B_in[0,:])+len(C1_in[0,:])+len(C2_in[0,:])+len(D_in[0,:])+len(E_in[0,:])+len(G_in[0,:])+len(H_in[0,:])))) - priorlow=np.concatenate((priorlow, np.zeros(len(A_in[0,:])+len(B_in[0,:])+len(C1_in[0,:])+len(C2_in[0,:])+len(D_in[0,:])+len(E_in[0,:])+len(G_in[0,:])+len(H_in[0,:])))) - priorup=np.concatenate((priorup, np.zeros(len(A_in[0,:])+len(B_in[0,:])+len(C1_in[0,:])+len(C2_in[0,:])+len(D_in[0,:])+len(E_in[0,:])+len(G_in[0,:])+len(H_in[0,:])))) - pnames=np.concatenate((pnames, [names[i]+'_A0', names[i]+'_A1',names[i]+'_A2',names[i]+'_A3',names[i]+'_A4',names[i]+'_B1',names[i]+'_B2',names[i]+'_C11', names[i]+'_C12',names[i]+'_C21', names[i]+'_C22',names[i]+'_D1',names[i]+'_D2',names[i]+'_E1',names[i]+'_E2',names[i]+'_G1',names[i]+'_G2',names[i]+'_G3',names[i]+'_H1',names[i]+'_H2'])) - # note currently we have the following parameters in these arrays: - # [T0,RpRs,b,dur,per,eos, eoc, ddf_1, ..., ddf_n, occ_1, ... , occ_n, c1_f1,c2_f1,c3_f1,c4_f1, c1_f2, .... , c4fn, A0_lc1,A1_lc1,A2_lc0,A3_lc0,A4_lc0, B0_lc1,B1_lc1,C0_lc1,C1_lc1,C2_lc1,C3_lc1,C4_lc1,D0_lc1,D1_lc1,E0_lc1,E1_lc1,G0_lc1,G1_lc1,H0_lc1,H1_lc1,H2_lc1,A0_lc2, ...] - # 0 1 2 3 4 5 6 | 7 - 4+nddf | [7+nddf -- 6+nddf+4*n_filt] | 7+nddf+4*n_filt -- 7+nddf+4*n_filt + 15 | 7+nddf+4*n_filt + 16 - # p a r a m e t e r s | d d F s | Limb Darkening | const. time (5) | AM (2) | coordinate shifts (5) | FWHM (2) | sky (2) | SIN (3) | CNM (2) | - # each lightcurve has 21 baseline jump parameters, starting with index 8+nddf+4*n_filt+nRV - - elif (useGPphot[i]=='y'): - # first, also allocate spots in the params array for the BL coefficients, but set them all to 0/1 and the stepsize to 0 - A_in,B_in,C1_in,C2_in,D_in,E_in,G_in,H_in,nbc = basecoeff(bases[i]) # the baseline coefficients for this lightcurve; each is a 2D array - nbc_tot = nbc_tot+nbc # add up the number of jumping baseline coeff - - # if the least-square fitting for the baseline is turned on (baseLSQ = 'y'), then set the stepsize of the jump parameter to 0 - if (baseLSQ == "y"): - abvar=np.concatenate(([A_in[1,:],B_in[1,:],C1_in[1,:],C2_in[1,:],D_in[1,:],E_in[1,:],G_in[1,:],H_in[1,:]])) - abind=np.where(abvar!=0.) - bvars.append(abind) - A_in[1,:]=B_in[1,:]=C1_in[1,:]=C2_in[1,:]=D_in[1,:]=E_in[1,:]=G_in[1,:]=H_in[1,:]=0 # the step sizes are set to 0 so that they are not interpreted as MCMC JUMP parameters - - params=np.concatenate((params,A_in[0,:],B_in[0,:],C1_in[0,:],C2_in[0,:],D_in[0,:],E_in[0,:],G_in[0,:],H_in[0,:])) - stepsize=np.concatenate((stepsize,A_in[1,:],B_in[1,:],C1_in[1,:],C2_in[1,:],D_in[1,:],E_in[1,:],G_in[1,:],H_in[1,:])) - pmin=np.concatenate((pmin,A_in[2,:],B_in[2,:],C1_in[2,:],C2_in[2,:],D_in[2,:],E_in[2,:],G_in[2,:],H_in[2,:])) - pmax=np.concatenate((pmax,A_in[3,:],B_in[3,:],C1_in[3,:],C2_in[3,:],D_in[3,:],E_in[3,:],G_in[3,:],H_in[3,:])) - prior=np.concatenate((prior, np.zeros(len(A_in[0,:])+len(B_in[0,:])+len(C1_in[0,:])+len(C2_in[0,:])+len(D_in[0,:])+len(E_in[0,:])+len(G_in[0,:])+len(H_in[0,:])))) - priorlow=np.concatenate((priorlow, np.zeros(len(A_in[0,:])+len(B_in[0,:])+len(C1_in[0,:])+len(C2_in[0,:])+len(D_in[0,:])+len(E_in[0,:])+len(G_in[0,:])+len(H_in[0,:])))) - priorup=np.concatenate((priorup, np.zeros(len(A_in[0,:])+len(B_in[0,:])+len(C1_in[0,:])+len(C2_in[0,:])+len(D_in[0,:])+len(E_in[0,:])+len(G_in[0,:])+len(H_in[0,:])))) - pnames=np.concatenate((pnames, [names[i]+'_A0', names[i]+'_A1',names[i]+'_A2',names[i]+'_A3',names[i]+'_A4',names[i]+'_B1',names[i]+'_B2',names[i]+'_C11', names[i]+'_C12',names[i]+'_C21', names[i]+'_C22',names[i]+'_D1',names[i]+'_D2',names[i]+'_E1',names[i]+'_E2',names[i]+'_G1',names[i]+'_G2',names[i]+'_G3',names[i]+'_H1',names[i]+'_H2'])) - - # define the index in the set of filters that this LC has: - k = np.where(filnames == filters[i]) # k is the index of the LC in the filnames array - k = k[0].item() - # ddf of this LC: - if (ddfYN=='y'): - ddfhere=params[8+k] - else: - ddfhere=0. - - # define the correct LDCs c1, c2: - c1here=params[8+nddf+nocc+k*4] - c2here=params[8+nddf+nocc+k*4+1] + pargps.append([]) + gpkerns.append([]) + + elif useGPphot[i] in ['y','ce']: #George or Celerite GP + gp_conv = gp_params_convert() #class containing functions to convert gp amplitude and lengthscale to the required values for the different kernels + thisLCgp = GPdict[names[i]] + gpcols = [thisLCgp[f"amplitude{n}"].user_data[1] for n in range(thisLCgp["ngp"])] + gpkerns.append([thisLCgp[f"amplitude{n}"].user_data[0] for n in range(thisLCgp["ngp"])]) + + for n in range(thisLCgp["ngp"]): #loop through the number of GPs for this LC + gpkern = thisLCgp[f"amplitude{n}"].user_data[0] #kernel to use for this GP + gpcol = thisLCgp[f"amplitude{n}"].user_data[1] #column of the data to use for this GP + + GPparams = np.concatenate((GPparams, [thisLCgp[f"amplitude{n}"].start_value, thisLCgp[f"lengthscale{n}"].start_value]), axis=0) + GPstepsizes = np.concatenate((GPstepsizes, [thisLCgp[f"amplitude{n}"].step_size, thisLCgp[f"lengthscale{n}"].step_size]), axis=0) + GPindex = np.concatenate((GPindex, (np.zeros(2)+i)), axis=0) + GPprior = np.concatenate((GPprior, [thisLCgp[f"amplitude{n}"].prior_mean, thisLCgp[f"lengthscale{n}"].prior_mean]), axis=0) + GPpriwid = np.concatenate((GPpriwid, [thisLCgp[f"amplitude{n}"].prior_width_lo, thisLCgp[f"lengthscale{n}"].prior_width_lo]), axis=0) + GPlimup = np.concatenate((GPlimup, [thisLCgp[f"amplitude{n}"].bounds_hi, thisLCgp[f"lengthscale{n}"].bounds_hi]), axis=0) + GPlimlo = np.concatenate((GPlimlo, [thisLCgp[f"amplitude{n}"].bounds_lo, thisLCgp[f"lengthscale{n}"].bounds_lo]), axis=0) + if not sameLCgp.flag: + GPnames = np.concatenate((GPnames, [f"GPlc{i+1}_Amp{n}_{gpcol}",f"GPlc{i+1}_len{n}_{gpcol}"]), axis=0) + else: + GPnames = np.concatenate((GPnames, [f"GPlcSame_Amp{n}_{gpcol}",f"GPlcSame_len{n}_{gpcol}"]), axis=0) + + if useGPphot[i]=="y": #George GP + ndim_gp = len(set(gpcols)) #number of different columns used for the GP + axes_gp = [gpcols.index(gpcol)] #axes of the GP (0 or 1) + + if n==0: + kern = 100e-6 * george_kernels[gpkern](1, ndim=ndim_gp,axes=axes_gp) #dummy initialization + # set the kernel parameters to the starting values after performing the conversion + gppar1, gppar2 = gp_conv.get_values(kernels="g_"+gpkern, data="lc", pars=[thisLCgp[f"amplitude{n}"].start_value, + thisLCgp[f"lengthscale{n}"].start_value]) + kern.set_parameter_vector([gppar1, gppar2]) + gp_x = thisLCdata[gpcol] # the x values for the GP + + if n==1: # if this is the second GP, then add/mult the new kernel to the previous one + kern2 = 100e-6 * george_kernels[gpkern](1, ndim=ndim_gp,axes=axes_gp) #dummy initialization + gppar1, gppar2 = gp_conv.get_values(kernels="g_"+gpkern, data="lc", pars=[thisLCgp[f"amplitude{n}"].start_value, + thisLCgp[f"lengthscale{n}"].start_value]) + kern2.set_parameter_vector([gppar1, gppar2]) + if thisLCgp["op"]=="+": kern += kern2 + if thisLCgp["op"]=="*": kern *= kern2 + + if ndim_gp >1: gp_x = np.vstack((gp_x, thisLCdata[gpcol])).T #2D array with the x values for the GP + + gp = GP(kern, mean=1) + gp.compute(x=gp_x, yerr=thisLCdata["col2"]) - mean_model=Transit_Model(T0=params[0],RpRs=params[1],b=params[2],dur=params[3],per=params[4],eos=params[5],eoc=params[6],ddf=ddfhere,occ=params[8+nddf+k],c1=c1here,c2=c2here) - - if GPphotWNstart[i] == GPphotWNstart[0] and GPphotWNstep[i]==0.0: - d_combined = 1.0 - elif GPphotWN[0] == 'all': - d_combined = 1.0 - else: - d_combined = 0.0 + if useGPphot[i]=="ce": #Celerite GP + if n==0: + if gpkern=="sho": + kern = celerite_kernel[gpkern](log_S0 =-10, log_Q=np.log(1/np.sqrt(2)), log_omega0=1) #dummy initialization + kern.freeze_parameter("log_Q") #freeze Q + else: + kern = celerite_kernel[gpkern](-10, 1) #dummy initialization + # set the kernel parameters to the starting values after performing the conversion + gppar1, gppar2 = gp_conv.get_values(kernels=gpkern, data="lc", pars=[thisLCgp[f"amplitude{n}"].start_value, + thisLCgp[f"lengthscale{n}"].start_value]) + kern.set_parameter_vector([gppar1, gppar2]) + if n==1: + if gpkern=="sho": + kern2 = celerite_kernel[gpkern](log_S0 =-10, log_Q=np.log(1/np.sqrt(2)), log_omega0=1) + kern2.freeze_parameter("log_Q") + else: + kern2 = celerite_kernel[gpkern](-10, 1) + #starting values of next kernel + gppar1, gppar2 = gp_conv.get_values(kernels=gpkern, data="lc", pars=[thisLCgp[f"amplitude{n}"].start_value, + thisLCgp[f"lengthscale{n}"].start_value]) + kern2.set_parameter_vector([gppar1, gppar2]) + + if thisLCgp["op"]=="+": kern += kern2 + if thisLCgp["op"]=="*": kern *= kern2 + + gp_x = thisLCdata[gpcol] # the x values for the GP, for celerite it is always col0 for now + gp = cGP(kern, mean=1) + gp.compute(t=gp_x, yerr=thisLCdata["col2"]) + GPobjects.append(gp) + pargps.append(gp_x) - GPparams=np.concatenate((GPparams,GPphotWNstart[i]), axis=0) # start gppars with the white noise - GPstepsizes=np.concatenate((GPstepsizes,GPphotWNstep[i]),axis=0) - GPindex=np.concatenate((GPindex,[i]),axis=0) - GPprior=np.concatenate((GPprior,GPphotWNprior[i]),axis=0) - GPpriwid=np.concatenate((GPpriwid,GPphotWNpriorwid[i]),axis=0) - GPlimup=np.concatenate((GPlimup,GPphotWNlimup[i]),axis=0) - GPlimlo=np.concatenate((GPlimlo,GPphotWNlimlo[i]),axis=0) - GPnames=np.concatenate((GPnames,['GPphotWN_lc'+str(i+1)]),axis=0) - GPcombined=np.concatenate((GPcombined,[d_combined]),axis=0) + # =================RADIAL VELOCITY ========================================= + if rv_obj is not None: print('Setting up RV arrays ...') + + rvGPobjects,rvGPnames,rv_pargps,rv_gpkerns = [],[],[],[] + rvGPparams,rvGPstepsizes,rvGPindex,rvGPprior,rvGPpriwid,rvGPlimup,rvGPlimlo = [],[],[],[],[],[],[] + rvGPdict = {} if rv_obj is None else rv_obj._rvGP_dict + sameRVgp = False if rv_obj is None else rv_obj._sameRVgp # use spline to interpolate the light curve - iii=0 - for ii in range(ndimGP): - if GPall[0,ii] == True: - j = 0 + for i in range(nRV): + # t, rv, err, bis, fwhm, contrast = np.loadtxt(rv_fpath+RVnames[i], usecols=(0,1,2,3,4,5), unpack = True) # reading in the data + thisRVdata = input_rvs[RVnames[i]] + t, rv_obj, err, bis, fwhm, contrast = thisRVdata.values() + + t_arr = np.concatenate((t_arr,t), axis=0) + f_arr = np.concatenate((f_arr,rv_obj), axis=0) # ! add the RVs to the "flux" array ! + e_arr = np.concatenate((e_arr,err), axis=0) # ! add the RV errors to the "earr" array ! + col3_arr = np.concatenate((col3_arr,np.zeros(len(t),dtype=int)), axis=0) # xshift array: filled with 0s + col4_arr = np.concatenate((col4_arr,np.zeros(len(t),dtype=int)), axis=0) # yshift array: filled with 0s + col5_arr = np.concatenate((col5_arr,np.zeros(len(t),dtype=int)), axis=0) # airmass array: filled with 0s + col6_arr = np.concatenate((col6_arr,fwhm), axis=0) + col7_arr = np.concatenate((col7_arr,np.zeros(len(t),dtype=int)), axis=0) # sky array: filled with 0s + + bis_arr = np.concatenate((bis_arr,bis), axis=0) # bisector array + contr_arr = np.concatenate((contr_arr,contrast), axis=0) # contrast array + lind = np.concatenate((lind,np.zeros(len(t),dtype=int)+i+nphot), axis=0) # indices + indices = np.where(lind==i+nphot) + indlist.append(indices) + Pin = sinPs[i] + + #rv baseline + dcol0RV, dcol3RV, dcol4RV, dcol5RV,dsinRV,nbcRV = basecoeffRV(RVbases[i],Pin,RVbases_init[i],RVbase_lims) # the baseline coefficients for this lightcurve; each is a 2D array + nbc_tot = nbc_tot+nbcRV # add up the number of jumping baseline coeff + abvar=np.concatenate(([dcol0RV[1,:],dcol3RV[1,:],dcol4RV[1,:],dcol5RV[1,:],dsinRV[1,:]])) + abind=np.where(abvar!=0.) + njumpRV[i] = njumpRV[i]+len(abind) + + if (baseLSQ == "y"): + bvarsRV.append(abind) + dcol0RV[1,:]=dcol3RV[1,:]=dcol4RV[1,:]=dcol5RV[1,:]=dsinRV[1,:]=0 # the step sizes are set to 0 so that they are not interpreted as MCMC JUMP parameters + # append these to the respective mcmc input arrays + params = np.concatenate((params, dcol0RV[0,:],dcol3RV[0,:],dcol4RV[0,:],dcol5RV[0,:],dsinRV[0,:])) + stepsize = np.concatenate((stepsize, dcol0RV[1,:],dcol3RV[1,:],dcol4RV[1,:],dcol5RV[1,:],dsinRV[1,:])) + pmin = np.concatenate((pmin, dcol0RV[2,:],dcol3RV[2,:],dcol4RV[2,:],dcol5RV[2,:],dsinRV[2,:])) + pmax = np.concatenate((pmax, dcol0RV[3,:],dcol3RV[3,:],dcol4RV[3,:],dcol5RV[3,:],dsinRV[3,:])) + prior = np.concatenate((prior, np.zeros(12))) + priorlow = np.concatenate((priorlow, np.zeros(12))) + priorup = np.concatenate((priorup, np.zeros(12))) + pnames = np.concatenate((pnames, [f"rv{i+1}_A0",f"rv{i+1}_B0", + f"rv{i+1}_A3",f"rv{i+1}_B3", + f"rv{i+1}_A4",f"rv{i+1}_B4", + f"rv{i+1}_A5",f"rv{i+1}_B5", + f"rv{i+1}_sin_amp",f"rv{i+1}_sin_freq",f"rv{i+1}_sin_phi",f"rv{i+1}_sin_phi2"])) + + # calculate the weights for the lightcurves to be used for the CNM calculation later: do this in a function! + #ewarr=grweights(earr,indlist,grnames,groups,ngroup) + + if useGPrv[i]=='n': + rvGPobjects.append([]) + rv_pargps.append([]) + rv_gpkerns.append([]) + + if useGPrv[i] in ["y","ce"]: #George or Celerite GP + gp_conv = gp_params_convert() #class containing functions to convert gp amplitude and lengthscale to the required values for the different kernels + thisRVgp = rvGPdict[RVnames[i]] + gpcols = [thisRVgp[f"amplitude{n}"].user_data[1] for n in range(thisRVgp["ngp"])] + rv_gpkerns.append([thisRVgp[f"amplitude{n}"].user_data[0] for n in range(thisRVgp["ngp"])]) + + for n in range(thisRVgp["ngp"]): #loop through the number of GPs for this RV + gpkern = thisRVgp[f"amplitude{n}"].user_data[0] #kernel to use for this GP + gpcol = thisRVgp[f"amplitude{n}"].user_data[1] #column of the data to use for this GP + + rvGPparams = np.concatenate((rvGPparams, [thisRVgp[f"amplitude{n}"].start_value, thisRVgp[f"lengthscale{n}"].start_value]), axis=0) + rvGPstepsizes = np.concatenate((rvGPstepsizes, [thisRVgp[f"amplitude{n}"].step_size, thisRVgp[f"lengthscale{n}"].step_size]), axis=0) + rvGPindex = np.concatenate((rvGPindex, (np.zeros(2)+i)), axis=0) + rvGPprior = np.concatenate((rvGPprior, [thisRVgp[f"amplitude{n}"].prior_mean, thisRVgp[f"lengthscale{n}"].prior_mean]), axis=0) + rvGPpriwid = np.concatenate((rvGPpriwid, [thisRVgp[f"amplitude{n}"].prior_width_lo, thisRVgp[f"lengthscale{n}"].prior_width_lo]), axis=0) + rvGPlimup = np.concatenate((rvGPlimup, [thisRVgp[f"amplitude{n}"].bounds_hi, thisRVgp[f"lengthscale{n}"].bounds_hi]), axis=0) + rvGPlimlo = np.concatenate((rvGPlimlo, [thisRVgp[f"amplitude{n}"].bounds_lo, thisRVgp[f"lengthscale{n}"].bounds_lo]), axis=0) + if not sameRVgp.flag: + rvGPnames = np.concatenate((rvGPnames, [f"GPrv{i+1}_Amp{n}_{gpcol}",f"GPrv{i+1}_len{n}_{gpcol}"]), axis=0) else: - j = i - - if GPjumping[j,ii]==True: - if iii>0: - k2 = k3 - - if (GPphotkerns[j,ii]=='sqexp'): - k1 = GPphotpars1[j,ii] * kernels.ExpSquaredKernel(GPphotpars2[j,ii], ndim=ndimGP, axes=ii) - elif (GPphotkerns[j,ii]=='mat32'): - k1 = GPphotpars1[j,ii] * kernels.Matern32Kernel(GPphotpars2[j,ii], ndim=ndimGP, axes=ii) - else: - _raise(ValueError, 'kernel not recognized! Must be either "sqexp" or "mat32" ') + rvGPnames = np.concatenate((rvGPnames, [f"GPrvSame_Amp{n}_{gpcol}",f"GPrvSame_len{n}_{gpcol}"]), axis=0) + + if useGPrv[i]=="y": #George GP + ndim_gp = len(set(gpcols)) #number of different columns used for the GP + axes_gp = [gpcols.index(gpcol)] #axes of the GP (0 or 1) + + if n==0: + kern = 100e-6 * george_kernels[gpkern](1, ndim=ndim_gp,axes=axes_gp) #dummy initialization + # set the kernel parameters to the starting values after performing the conversion + gppar1, gppar2 = gp_conv.get_values(kernels="g_"+gpkern, data="rv", pars=[thisRVgp[f"amplitude{n}"].start_value, + thisRVgp[f"lengthscale{n}"].start_value]) + kern.set_parameter_vector([gppar1, gppar2]) + gp_x = thisRVdata[gpcol] # the x values for the GP + + if n==1: # if this is the second GP, then add/mult the new kernel to the previous one + kern2 = 100e-6 * george_kernels[gpkern](1, ndim=ndim_gp,axes=axes_gp) #dummy initialization + gppar1, gppar2 = gp_conv.get_values(kernels="g_"+gpkern, data="rv", pars=[thisRVgp[f"amplitude{n}"].start_value, + thisRVgp[f"lengthscale{n}"].start_value]) + kern2.set_parameter_vector([gppar1, gppar2]) + if thisRVgp["op"]=="+": kern += kern2 + if thisRVgp["op"]=="*": kern *= kern2 - if iii==0: - k3 = k1 - else: - k3 = k2 + k1 - - GPparams=np.concatenate((GPparams,(np.log(GPphotpars1[j,ii]),np.log(GPphotpars2[j,ii]))), axis=0) - if GPall[0,ii] == True and i == 0: - GPstepsizes=np.concatenate((GPstepsizes,(GPphotstep1[j,ii],GPphotstep2[j,ii])),axis=0) - elif GPall[0,ii] == True and i != 0: - GPstepsizes=np.concatenate((GPstepsizes,(0.,0.)),axis=0) - else: - GPstepsizes=np.concatenate((GPstepsizes,(GPphotstep1[j,ii],GPphotstep2[j,ii])),axis=0) - GPindex=np.concatenate((GPindex,(np.zeros(2)+i)),axis=0) - GPprior=np.concatenate((GPprior,(GPphotprior1[j,ii],GPphotprior2[j,ii])),axis=0) - GPpriwid=np.concatenate((GPpriwid,(GPphotpriorwid1[j,ii],GPphotpriorwid2[j,ii])),axis=0) - GPlimup=np.concatenate((GPlimup,(GPphotlim1up[j,ii],GPphotlim2up[j,ii])),axis=0) - GPlimlo=np.concatenate((GPlimlo,(GPphotlim1lo[j,ii],GPphotlim2lo[j,ii])),axis=0) - GPnames=np.concatenate((GPnames,(['GPphotscale_lc'+str(i+1)+'dim'+str(ii),"GPphotmetric_lc"+str(i+1)+'dim'+str(ii)])),axis=0) - GPcombined=np.concatenate((GPcombined,(GPall[j,ii],GPall[j,ii])),axis=0) - - iii=iii+1 + if ndim_gp >1: gp_x = np.vstack((gp_x, thisRVdata[gpcol])).T #2D array with the x values for the GP - gp = GPnew(k3, mean=mean_model,white_noise=GPphotWNstart[i],fit_white_noise=True) - - - # freeze the parameters that are not jumping! - # indices of the GP mean model parameters in the params model - pindices = [0,1,2,3,4,5,6,8+k,8+nddf+k,8+nddf+nocc+k*4,8+nddf+nocc+k*4+1] - - GPparnames=gp.get_parameter_names(include_frozen=True) - frz = [] - for ii in range(len(pindices)): - if (stepsize[pindices[ii]]==0.): - gp.freeze_parameter(GPparnames[ii]) - frz.append(ii) - if debug: - print('\nDEBUG: In fit_data.py') - print(f'GP frozen parameters:{np.array(GPparnames)[frz]}') - print(f'Model+GP parameters to fit: {gp.get_parameter_names()}') - print(f'with values: {gp.get_parameter_vector()}') - - gp.compute(pargp, err) - GPobjects.append(gp) - pargps.append(pargp) - - # ================ MODIFICATIONS: adding celerite =============== - elif (useGPphot[i]=='ce'): - pargp = np.copy(t) - # first, also allocate spots in the params array for the BL coefficients, but set them all to 0/1 and the stepsize to 0 - A_in,B_in,C1_in,C2_in,D_in,E_in,G_in,H_in,nbc = basecoeff(bases[i]) # the baseline coefficients for this lightcurve; each is a 2D array - nbc_tot = nbc_tot+nbc # add up the number of jumping baseline coeff - # if the least-square fitting for the baseline is turned on (baseLSQ = 'y'), then set the stepsize of the jump parameter to 0 - if (baseLSQ == "y"): - abvar=np.concatenate(([A_in[1,:],B_in[1,:],C1_in[1,:],C2_in[1,:],D_in[1,:],E_in[1,:],G_in[1,:],H_in[1,:]])) - abind=np.where(abvar!=0.) - bvars.append(abind) - A_in[1,:]=B_in[1,:]=C1_in[1,:]=C2_in[1,:]=D_in[1,:]=E_in[1,:]=G_in[1,:]=H_in[1,:]=0 # the step sizes are set to 0 so that they are not interpreted as MCMC JUMP parameters - - params=np.concatenate((params,A_in[0,:],B_in[0,:],C1_in[0,:],C2_in[0,:],D_in[0,:],E_in[0,:],G_in[0,:],H_in[0,:])) - stepsize=np.concatenate((stepsize,A_in[1,:],B_in[1,:],C1_in[1,:],C2_in[1,:],D_in[1,:],E_in[1,:],G_in[1,:],H_in[1,:])) - pmin=np.concatenate((pmin,A_in[2,:],B_in[2,:],C1_in[2,:],C2_in[2,:],D_in[2,:],E_in[2,:],G_in[2,:],H_in[2,:])) - pmax=np.concatenate((pmax,A_in[3,:],B_in[3,:],C1_in[3,:],C2_in[3,:],D_in[3,:],E_in[3,:],G_in[3,:],H_in[3,:])) - prior=np.concatenate((prior, np.zeros(len(A_in[0,:])+len(B_in[0,:])+len(C1_in[0,:])+len(C2_in[0,:])+len(D_in[0,:])+len(E_in[0,:])+len(G_in[0,:])+len(H_in[0,:])))) - priorlow=np.concatenate((priorlow, np.zeros(len(A_in[0,:])+len(B_in[0,:])+len(C1_in[0,:])+len(C2_in[0,:])+len(D_in[0,:])+len(E_in[0,:])+len(G_in[0,:])+len(H_in[0,:])))) - priorup=np.concatenate((priorup, np.zeros(len(A_in[0,:])+len(B_in[0,:])+len(C1_in[0,:])+len(C2_in[0,:])+len(D_in[0,:])+len(E_in[0,:])+len(G_in[0,:])+len(H_in[0,:])))) - pnames=np.concatenate((pnames, [names[i]+'_A0', names[i]+'_A1',names[i]+'_A2',names[i]+'_A3',names[i]+'_A4',names[i]+'_B1',names[i]+'_B2',names[i]+'_C11', names[i]+'_C12',names[i]+'_C21', names[i]+'_C22',names[i]+'_D1',names[i]+'_D2',names[i]+'_E1',names[i]+'_E2',names[i]+'_G1',names[i]+'_G2',names[i]+'_G3',names[i]+'_H1',names[i]+'_H2'])) - - # define the index in the set of filters that this LC has: - k = np.where(filnames == filters[i]) # k is the index of the LC in the filnames array - k = k[0].item() - # ddf of this LC: - if (ddfYN=='y'): - ddfhere=params[8+k] - else: - ddfhere=0. - - # define the correct LDCs c1, c2: - c1here=params[8+nddf+nocc+k*4] - c2here=params[8+nddf+nocc+k*4+1] - - mean_model=Transit_Model(T0=params[0],RpRs=params[1],b=params[2],dur=params[3],per=params[4],eos=params[5],eoc=params[6],ddf=ddfhere,occ=params[8+nddf+k],c1=c1here,c2=c2here) - - if GPphotWNstart[i] == GPphotWNstart[0] and GPphotWNstep[i]==0.0: - d_combined = 1.0 - elif GPphotWN[0] == 'all': - d_combined = 1.0 - else: - d_combined = 0.0 - - # define a Matern 3/2 kernel - #celerite.terms.Matern32Term(*args, **kwargs) - - c_sigma=np.copy(np.log(GPphotpars1[i][0])) - c_rho =np.copy(np.log(GPphotpars2[i][0])) - # #for celerite - # Q = 1/np.sqrt(2) - # w0 = 2*np.pi/(np.exp(c_rho)) - # S0 = np.exp(c_sigma)**2/(w0*Q) - c_eps=0.001 - if debug: print(f"DEBUG: In fit_data.py - kernel = {GPphotkerns[i,0]} ") + gp = GP(kern, mean=1) + gp.compute(x=gp_x, yerr=thisRVdata["col2"]) - if GPphotWNstep[i]>1e-12: #if the white nois is jumping - - GPparams=np.concatenate((GPparams,GPphotWNstart[i]), axis=0) - GPstepsizes=np.concatenate((GPstepsizes,GPphotWNstep[i]),axis=0) - GPindex=np.concatenate((GPindex,[i]),axis=0) - GPprior=np.concatenate((GPprior,GPphotWNprior[i]),axis=0) - GPpriwid=np.concatenate((GPpriwid,GPphotWNpriorwid[i]),axis=0) - GPlimup=np.concatenate((GPlimup,GPphotWNlimup[i]),axis=0) - GPlimlo=np.concatenate((GPlimlo,GPphotWNlimlo[i]),axis=0) - GPnames=np.concatenate((GPnames,['CEphotWN_lc'+str(i+1)]),axis=0) - GPcombined=np.concatenate((GPcombined,[d_combined]),axis=0) - - c_WN=np.copy(GPphotWNstart[i]) - bounds_w = dict(log_sigma=(GPphotWNlimlo[i],GPphotWNlimup[i])) - k1 = terms.JitterTerm(log_sigma=c_WN, bounds=bounds_w) - if GPphotkerns[i,0] == "mat32": - bounds = dict(log_sigma=(GPphotlim1lo[i][0], GPphotlim1up[i][0]), log_rho=(GPphotlim2lo[i][0], GPphotlim2up[i][0])) - if debug: print(f"celerite gp bounds = {bounds}, starting: {c_sigma},{c_rho}") - k2 = terms.Matern32Term(log_sigma=c_sigma, log_rho=c_rho, bounds=bounds) - # elif GPphotkerns[i,0] == "sho": - # k2 = terms.SHOTerm(log_S0=np.log(S0), log_omega0=np.log(w0), log_Q = np.log(Q)) - # k2.freeze_parameter("log_Q") - # else: _raise(ValueError, f'Celerite kernel not recognized! Must be either "sho" or "mat32" but {GPphotkerns[i,0]} given') - #sho not working, problem with number of parameters (3 expected 2) - k3=k1 + k2 - NparGP=3 - - else: - bounds = dict(log_sigma=(GPphotlim1lo[i][0], GPphotlim1up[i][0]), log_rho=(GPphotlim2lo[i][0], GPphotlim2up[i][0])) - if debug: print(f"celerite gp bounds = {bounds}, starting: {c_sigma},{c_rho}") - if GPphotkerns[i,0] == "mat32": k3 = terms.Matern32Term(log_sigma=c_sigma, log_rho=c_rho, bounds=bounds) - # elif GPphotkerns[i,0] == "sho": - # k3 = terms.SHOTerm(log_S0=np.log(S0), log_omega0=np.log(w0), log_Q = np.log(Q)) - # k3.freeze_parameter("log_Q") - # else: _raise(ValueError, f'Celerite kernel not recognized! Must be either "sho" or "mat32" but {GPphotkerns[i,0]} given') - NparGP=2 - - - ii=0 - if GPall[0,ii] == True: - j = 0 - else: - j=i - GPparams=np.concatenate((GPparams,[c_sigma,c_rho]), axis=0) - if GPall[0,ii] == True and i == 0: - GPstepsizes=np.concatenate((GPstepsizes,(GPphotstep1[j,ii],GPphotstep2[j,ii])),axis=0) - elif GPall[0,ii] == True and i != 0: - GPstepsizes=np.concatenate((GPstepsizes,(0.,0.)),axis=0) - else: - GPstepsizes=np.concatenate((GPstepsizes,(GPphotstep1[j,ii],GPphotstep2[j,ii])),axis=0) - GPindex=np.concatenate((GPindex,(np.zeros(2)+i)),axis=0) - GPprior=np.concatenate((GPprior,(GPphotprior1[j,ii],GPphotprior2[j,ii])),axis=0) - GPpriwid=np.concatenate((GPpriwid,(GPphotpriorwid1[j,ii],GPphotpriorwid2[j,ii])),axis=0) - GPlimup=np.concatenate((GPlimup,(GPphotlim1up[j,ii],GPphotlim2up[j,ii])),axis=0) - GPlimlo=np.concatenate((GPlimlo,(GPphotlim1lo[j,ii],GPphotlim2lo[j,ii])),axis=0) - GPnames=np.concatenate((GPnames,(['CEphotscale_lc'+str(i+1)+'dim'+str(ii),"CEphotmetric_lc"+str(i+1)+'dim'+str(ii)])),axis=0) - GPcombined=np.concatenate((GPcombined,(GPall[j,ii],GPall[j,ii])),axis=0) - + if useGPrv[i]=="ce": #Celerite GP + if n==0: + if gpkern=="sho": + kern = celerite_kernel[gpkern](log_S0 =-10, log_Q=np.log(1/np.sqrt(2)), log_omega0=1) #dummy initialization + kern.freeze_parameter("log_Q") #freeze Q + else: + kern = celerite_kernel[gpkern](-10, 1) #dummy initialization + # set the kernel parameters to the starting values after performing the conversion + gppar1, gppar2 = gp_conv.get_values(kernels=gpkern, data="rv", pars=[thisRVgp[f"amplitude{n}"].start_value, + thisRVgp[f"lengthscale{n}"].start_value]) + kern.set_parameter_vector([gppar1, gppar2]) + if n==1: + if gpkern=="sho": + kern2 = celerite_kernel[gpkern](log_S0 =-10, log_Q=np.log(1/np.sqrt(2)), log_omega0=1) + kern2.freeze_parameter("log_Q") + else: + kern2 = celerite_kernel[gpkern](-10, 1) + #starting values of next kernel + gppar1, gppar2 = gp_conv.get_values(kernels=gpkern, data="rv", pars=[thisRVgp[f"amplitude{n}"].start_value, + thisRVgp[f"lengthscale{n}"].start_value]) + kern2.set_parameter_vector([gppar1, gppar2]) + + if thisRVgp["op"]=="+": kern += kern2 + if thisRVgp["op"]=="*": kern *= kern2 + + gp_x = thisRVdata[gpcol] # the x values for the GP, for celerite it is always col0 for now + gp = cGP(kern, mean=1) + gp.compute(t=gp_x, yerr=thisRVdata["col2"]) - gp = clnGPnew(k3, mean=mean_model,fit_mean=True)#,log_white_noise=GPphotWNstart[i],fit_white_noise=True) - - - # freeze the parameters that are not jumping! - # indices of the GP mean model parameters in the params model - pindices = [0,1,2,3,4,5,6,8+k,8+nddf+k,8+nddf+nocc+k*4,8+nddf+nocc+k*4+1] - - GPparnames=gp.get_parameter_names(include_frozen=True) - if debug: print(f"pindices= {pindices}\nGPparnames={GPparnames}") - - frz=[] - for ii in range(len(pindices)): - if (stepsize[pindices[ii]]==0.): - _ = gp.freeze_parameter(GPparnames[ii+NparGP]) - # print(f"gppars from main: {GPparnames[ii+NparGP]}") - frz.append(ii+NparGP) - if debug: - print('\nDEBUG: In fit_data.py') - print(f'frz={frz}') - print(f'GP frozen parameters:{np.array(GPparnames)[frz]}') - print(f'GP+Model parameters to fit: {gp.get_parameter_names()}') - print(f'with values: {gp.get_parameter_vector()}') - - gp.compute(pargp, err) - GPobjects.append(gp) - pargps.append(pargp) - # time.sleep(3000) + rvGPobjects.append(gp) + rv_pargps.append(gp_x) - if rv is not None: print('Setting up RV arrays ...') - for i in range(nRV): - t, rv, err, bis, fwhm, contrast = np.loadtxt(rv_fpath+RVnames[i], usecols=(0,1,2,3,4,5), unpack = True) # reading in the data - - tarr = np.concatenate((tarr,t), axis=0) - farr = np.concatenate((farr,rv), axis=0) # ! add the RVs to the "flux" array ! - earr = np.concatenate((earr,err), axis=0) # ! add the RV errors to the "earr" array ! - xarr=np.concatenate((xarr,np.zeros(len(t),dtype=int)), axis=0) # xshift array: filled with 0s - yarr=np.concatenate((yarr,np.zeros(len(t),dtype=int)), axis=0) # yshift array: filled with 0s - aarr=np.concatenate((aarr,np.zeros(len(t),dtype=int)), axis=0) # airmass array: filled with 0s - warr=np.concatenate((warr,fwhm), axis=0) - sarr=np.concatenate((sarr,np.zeros(len(t),dtype=int)), axis=0) # sky array: filled with 0s - barr=np.concatenate((barr,bis), axis=0) # bisector array - carr=np.concatenate((carr,contrast), axis=0) # contrast array - lind=np.concatenate((lind,np.zeros(len(t),dtype=int)+i+nphot), axis=0) # indices - indices=np.where(lind==i+nphot) - indlist.append(indices) - Pin = sinPs[i] - - - if (useGPrv[i]=='n'): - W_in,V_in,U_in,S_in,P_in,nbcRV = basecoeffRV(RVbases[i],Pin) # the baseline coefficients for this lightcurve; each is a 2D array - nbc_tot = nbc_tot+nbcRV # add up the number of jumping baseline coeff - abvar=np.concatenate(([W_in[1,:],V_in[1,:],U_in[1,:],S_in[1,:],P_in[1,:]])) - abind=np.where(abvar!=0.) - njumpRV[i] = njumpRV[i]+len(abind) - - if (baseLSQ == "y"): - bvarsRV.append(abind) - W_in[1,:]=V_in[1,:]=U_in[1,:]=S_in[1,:]=P_in[1,:]=0 # the step sizes are set to 0 so that they are not interpreted as MCMC JUMP parameters - # append these to the respective mcmc input arrays - params=np.concatenate((params,W_in[0,:],V_in[0,:],U_in[0,:],S_in[0,:],P_in[0,:])) - stepsize=np.concatenate((stepsize,W_in[1,:],V_in[1,:],U_in[1,:],S_in[1,:],P_in[1,:])) - pmin=np.concatenate((pmin,W_in[2,:],V_in[2,:],U_in[2,:],S_in[2,:],P_in[2,:])) - pmax=np.concatenate((pmax,W_in[3,:],V_in[3,:],U_in[3,:],S_in[3,:],P_in[3,:])) - prior=np.concatenate((prior, np.zeros(len(W_in[0,:])+len(V_in[0,:])+len(U_in[0,:])+len(S_in[0,:])+len(P_in[0,:])))) - priorlow=np.concatenate((priorlow, np.zeros(len(W_in[0,:])+len(V_in[0,:])+len(U_in[0,:])+len(S_in[0,:])+len(P_in[0,:])))) - priorup=np.concatenate((priorup, np.zeros(len(W_in[0,:])+len(V_in[0,:])+len(U_in[0,:])+len(S_in[0,:])+len(P_in[0,:])))) - pnames=np.concatenate((pnames, [RVnames[i]+'_W1',RVnames[i]+'_W2',RVnames[i]+'_V1',RVnames[i]+'_V2',RVnames[i]+'_U1', RVnames[i]+'_U2',RVnames[i]+'_S1',RVnames[i]+'_S2',RVnames[i]+'_P1',RVnames[i]+'_P2',RVnames[i]+'_P3',RVnames[i]+'_P4'])) - # note currently we have the following parameters in these arrays: - # [T0,RpRs,b,dur,per,eos, eoc,K,ddf_1, ..., ddf_n, c1_f1,c2_f1,c3_f1,c4_f1, c1_f2, .... , c4fn, A0_lc1,A1_lc1,A2_lc0,A3_lc0,A4_lc0, B0_lc1,B1_lc1,C0_lc1,C1_lc1,C2_lc1,C3_lc1,C4_lc1,D0_lc1,D1_lc1,E0_lc1,E1_lc1,G0_lc1,G1_lc1,H0_lc1,H1_lc1,H2_lc1,A0_lc2, ...] - # 0 1 2 3 4 5 6 | 7 - 4+nddf | [7+nddf -- 6+nddf+4*n_filt] | 7+nddf+4*n_filt -- 7+nddf+4*n_filt + 15 | 7+nddf+4*n_filt + 16 - # p a r a m e t e r s | d d F s | Limb Darkening | const. time (5) | AM (2) | coordinate shifts (5) | FWHM (2) | sky (2) | SIN (3) | CNM (2) | time_rv (2) | bisector (2) | fwhm_rv (2) | contrast (2) | sinus (3) - # each rv curve has 8 baseline jump parameters, starting with index 8+nddf+4*n_filt+nRV + nphot* 21 - - - # calculate the weights for the lightcurves to be used for the CNM calculation later: do this in a function! - #ewarr=grweights(earr,indlist,grnames,groups,ngroup) - - for i in range(len(params)): - if verbose: print(pnames[i], params[i], stepsize[i], pmin[i], pmax[i], priorup[i], priorlow[i]) + # for i in range(len(params)): + # if verbose: print(pnames[i], params[i], stepsize[i], pmin[i], pmax[i], priorup[i], priorlow[i]) inmcmc='n' LCjump = [] # a list where each item contain a list of the indices of params that jump and refer to this specific lc - #ATTENTION: pass to the lnprob function the individual subscript (of variable p) that are its jump parameters for each LC # which indices of p0 are referring to lc n for i in range(nphot): - temp=np.ndarray([0]) + temp=np.ndarray([0]) # the indices of the parameters that jump for this LC - lcstep1 = np.where(stepsize[0:7]!=0.) # the common transit jump parameters - lcstep = lcstep1[0] + tr_ind = np.array([0]) #rho_star index + tr_ind = np.append(tr_ind, np.concatenate([np.arange(1,7)+7*n for n in range(npl)])) # add index of the 6 other transit jump parameters for all planets (no K) + lcstep = tr_ind[np.where(stepsize[tr_ind]!=0.)[0]] if (len(lcstep) > 0): temp=np.copy(lcstep) @@ -1043,32 +913,46 @@ def fit_data(lc, rv=None, mcmc=None, statistic = "median", # define the index in the set of filters that this LC has: k = np.where(filnames == filters[i]) # k is the index of the LC in the filnames array k = k[0].item() - + + #transit depth variation if (ddfYN=='y'): if temp.shape: - temp=np.concatenate((np.asarray(temp),np.asarray([8+k])),axis=0) + temp=np.concatenate((np.asarray(temp),np.asarray([1+7*npl+k])),axis=0) else: - temp=np.asarray([8+k]) - - occind=8+nddf+k - if (stepsize[occind]!=0.): - temp=np.concatenate((np.asarray(temp),[occind]),axis=0) + temp=np.asarray([1+7*npl+k]) - if verbose: print(temp) + #occultation + occind=1+7*npl+nddf+k # the index of the occultation parameter for this LC + if (stepsize[occind]!=0.): # if nonzero stepsize ->it is jumping, add it to the list + temp=np.concatenate((np.asarray(temp),[occind]),axis=0) - c1ind=8+nddf+nocc+k*4 - if (stepsize[c1ind]!=0.): - temp=np.concatenate((np.asarray(temp),[c1ind]),axis=0) + #pc + Apc_ind=1+7*npl+nddf+nocc+k # the index of the first pc amplitude for this LC + if (stepsize[Apc_ind]!=0.): # if nonzero stepsize ->it is jumping, add it to the list + temp=np.concatenate((np.asarray(temp),[Apc_ind]),axis=0) + + #phpff + phoff_ind=1+7*npl+nddf+nocc*2+k # the index of the first pc amplitude for this LC + if (stepsize[phoff_ind]!=0.): # if nonzero stepsize ->it is jumping, add it to the list + temp=np.concatenate((np.asarray(temp),[phoff_ind]),axis=0) + + #limb darkening + q1ind=1+7*npl+nddf+nocc*3+k*2 + if (stepsize[q1ind]!=0.): + temp=np.concatenate((np.asarray(temp),[q1ind]),axis=0) - c2ind=8+nddf+nocc+k*4+1 - if (stepsize[c2ind]!=0.): - temp=np.concatenate((np.asarray(temp),[c2ind]),axis=0) + q2ind=1+7*npl+nddf+nocc*3+k*2+1 + if (stepsize[q2ind]!=0.): + temp=np.concatenate((np.asarray(temp),[q2ind]),axis=0) + + LCjitterind = 1+7*npl + nddf+nocc*3 + nfilt*2 + i + if (stepsize[LCjitterind]!=0.): + temp=np.concatenate((temp,[LCjitterind]),axis=0) - bfstart= 8+nddf+nocc+nfilt*4 + nRV*2 # the first index in the param array that refers to a baseline function - blind = np.asarray(list(range(bfstart+i*20,bfstart+i*20+20))) # the indices for the coefficients for the base function - if verbose: print(bfstart, blind, nocc, nfilt) + #baseline + bfstart= 1+7*npl+nddf+nocc*3+nfilt*2 + nphot + nRV*2 # the first index in the param array that refers to a baseline function + blind = np.asarray(list(range(bfstart+i*20,bfstart+i*20+20))) # the indices for the coefficients for the base function - #BUG: this here is not set to the correct indices lcstep1 = np.where(stepsize[blind]!=0.) if (len(lcstep1) > 0): @@ -1084,174 +968,322 @@ def fit_data(lc, rv=None, mcmc=None, statistic = "median", temp = np.concatenate((temp,gind),axis=0) LCjump.append(temp) - # print(f"LCjump:{LCjump}") + RVjump = [] # a list where each item contain a list of the indices of params that jump and refer to this specific RV dataset - for i in range(nRV): temp=np.ndarray([]) - rvstep1 = np.where(stepsize[0:8]!=0.) # the common RV jump parameters: transit + K + rv_ind = np.array([0]) #rho_star + rv_ind = np.append(rv_ind, np.concatenate([np.arange(1,8)+7*n for n in range(npl)])) # the common RV jump parameters: transit + K for all planets + rvstep1 = np.where(stepsize[rv_ind]!=0.) rvstep = rvstep1[0] if (len(rvstep) > 0): temp=np.copy(rvstep) - # identify the gamma index of this RV - gammaind = 8+nddf+nocc+nfilt*4+i*2 - + # identify the gamma index of this RV (note: each gamma comes with a jitter, so 2 indices needed per rvdata) + gammaind = 1+7*npl + nddf+nocc*3 + nfilt*2 + nphot + i*2 + jitterind = 1+7*npl + nddf+nocc*3 + nfilt*2 + nphot + i*2 + 1 + if (stepsize[gammaind]!=0.): temp=np.concatenate((temp,[gammaind]),axis=0) - bfstart= 8+nddf+nocc+nfilt*4 + nRV*2 + nphot*20 # the first index in the param array that refers to an RV baseline function - blind = list(range(bfstart+i*8,bfstart+i*8+8)) # the indices for the coefficients for the base function + if (stepsize[jitterind]!=0.): + temp=np.concatenate((temp,[jitterind]),axis=0) + + bfstart= 1+7*npl+nddf+nocc*3+nfilt*2 + nphot + nRV*2 + nphot*20 # the first index in the param array that refers to an RV baseline function + blind = np.asarray(list(range(bfstart+i*12,bfstart+i*12+12))) # the indices for the coefficients for the base function + + rvstep1 = np.where(stepsize[blind]!=0.) + if len(rvstep1)>0: + rvstep = rvstep1[0] + temp=np.concatenate((np.asarray(temp),blind[rvstep]),axis=0) - rvstep = np.where(stepsize[blind]!=0.) - if rvstep[0]: - temp.append(rvstep) - temp=np.concatenate(([temp],[rvstep]),axis=0) + #and also add the rv GPparams + rvgind = np.where(rvGPindex==i) + rvgindl = list(rvgind[0]+len(params)+len(GPparams)) + rvgind = rvgind[0]+len(params)+len(GPparams) + + if rvgindl: + temp = np.concatenate((temp,rvgind),axis=0) RVjump.append(temp) - # print(f"RVjump:{RVjump}") # =============================== CALCULATION ========================================== - - pnames_all = np.concatenate((pnames,GPnames)) - initial = np.concatenate((params,GPparams)) - steps = np.concatenate((stepsize,GPstepsizes)) - priors = np.concatenate((prior,GPprior)) - priwid = (priorup+priorlow)/2. - priorwids = np.concatenate((priwid,GPpriwid)) - lim_low = np.concatenate((pmin,GPlimlo)) - lim_up = np.concatenate((pmax,GPlimup)) - ndim = np.count_nonzero(steps) - jumping=np.where(steps!=0.) - jumping_noGP = np.where(stepsize!=0.) - jumping_GP = np.where(GPstepsizes!=0.) - - pindices = [] + pnames_all = np.concatenate((pnames, GPnames,rvGPnames)) + initial = np.concatenate((params, GPparams,rvGPparams)) + gpsteps = np.concatenate((GPstepsizes,rvGPstepsizes)) + steps = np.concatenate((stepsize, gpsteps)) + priors = np.concatenate((prior, GPprior,rvGPprior)) + priwid = (priorup + priorlow) / 2. + priorwids = np.concatenate((priwid, GPpriwid,rvGPpriwid)) + lim_low = np.concatenate((pmin, GPlimlo,rvGPlimlo)) + lim_up = np.concatenate((pmax, GPlimup,rvGPlimup)) + ndim = np.count_nonzero(steps) + jumping = np.where(steps != 0.) # the indices of all the jumping parameters + jumping_noGP = np.where(stepsize != 0.) # the indices of all the jumping parameters that are not GPs + jumping_GP = np.nonzero(np.concatenate(([0]*len(stepsize),gpsteps))) # the indices of all the jumping parameters that are GPs + jumping_lcGP = np.nonzero(np.concatenate(([0]*len(stepsize),GPstepsizes))) # the indices of all the jumping parameters that are GPs for the LCs + jumping_rvGP = np.nonzero(np.concatenate(([0]*len(stepsize),[0]*len(GPstepsizes),rvGPstepsizes))) # the indices of all the jumping parameters that are GPs for the RVs + + + pindices = [] #holds the indices of the jumping parameters for each lc/rv in the list contained only of jumping parameters--> pnames_all[jumping] for i in range(nphot): - fullist=list(jumping[0]) - lclist=list(LCjump[i]) - both = list(set(fullist).intersection(lclist)) # attention: set() makes it unordered. we'll need to reorder it + fullist = list(jumping[0]) # the indices of all the jumping parameters + lclist = list(LCjump[i]) # the indices of the jumping parameters for this LC + both = list(set(fullist).intersection(lclist)) # attention: set() makes it unordered. we'll need to reorder it both.sort() indices_A = [fullist.index(x) for x in both] pindices.append(indices_A) for i in range(nRV): - fullist=list(jumping[0]) - rvlist=list(RVjump[i]) - both = list(set(fullist).intersection(rvlist)) # attention: set() makes it unordered. we'll need to reorder it + fullist = list(jumping[0]) + rvlist = list(RVjump[i]) + both = list(set(fullist).intersection(rvlist)) # attention: set() makes it unordered. we'll need to reorder it both.sort() indices_A = [fullist.index(x) for x in both] pindices.append(indices_A) - ewarr=grweights(earr,indlist,grnames,groups,ngroup,nphot) + ewarr=np.nan#grweights(earr,indlist,grnames,groups,ngroup,nphot) + + + ###### create prior distribution for the jumping parameters ##### + ijnames = np.where(steps != 0.) #indices of the jumping parameters + jnames = pnames_all[[ijnames][0]] # jnames are the names of the jump parameters + norm_sigma = priorwids[jumping] + norm_mu = priors[jumping] + uni_low = lim_low[jumping] + uni_up = lim_up[jumping] + ppm = 1e-6 + + uni = lambda lowlim,uplim: uniform(lowlim, uplim-lowlim) # uniform prior between lowlim and uplim + t_norm = lambda a,b,mu,sig: truncnorm((a-mu)/sig, (b-mu)/sig, mu, sig) # normal prior(mu,sig) truncated between a and b + + prior_distr = [] # list of prior distributions for the jumping parameters + for jj in range(ndim): + if jnames[jj].startswith('GP'): #if GP parameter then convert to the correct amplitude units + gpparunit = ppm if (jnames[jj].startswith('GPlc') and 'Amp' in jnames[jj]) else 1 + if (norm_sigma[jj]>0.): #normal prior truncated at the bounds + lpri = t_norm(uni_low[jj]*gpparunit, uni_up[jj]*gpparunit,norm_mu[jj]*gpparunit,norm_sigma[jj]*gpparunit) + prior_distr.append(lpri) + else: #loguniform propr + llim = loguniform(uni_low[jj]*gpparunit, uni_up[jj]*gpparunit) + prior_distr.append(llim) + + else: + if (norm_sigma[jj]>0.): #normal prior + lpri = t_norm(uni_low[jj],uni_up[jj],norm_mu[jj],norm_sigma[jj]) + prior_distr.append(lpri) + else: #uniform prior + llim = uni(uni_low[jj],uni_up[jj]) + prior_distr.append(llim) + + ## plot the prior distributions + print("Plotting prior distributions") + matplotlib.use('Agg') + + start_pars = initial[jumping] + nrows = int(np.ceil(len(start_pars)/6)) + fig, ax = plt.subplots(nrows,6, figsize=(15, 2*nrows)) + ax = ax.reshape(-1) + for jj in range(ndim): + ax[jj].hist(prior_distr[jj].rvs(1000), label=jnames[jj], density=True) + stp = start_pars[jj]*ppm if (jnames[jj].startswith('GPlc') and 'Amp' in jnames[jj]) else start_pars[jj] + ax[jj].axvline(stp,color="red") + ax[jj].set_yticks([]) + ax[jj].legend() + if (jnames[jj].startswith('GPlc') and 'Amp' in jnames[jj]): + ax[jj].set_xticklabels(ax[jj].get_xticks()*1e6) + for jj in range(ndim,nrows*6): ax[jj].axis("off") #remove unused subplots + fig.savefig(f"{out_folder}/priors.png", bbox_inches="tight") + matplotlib.use(__default_backend__) + ############################## Initial guess ################################## print('\nPlotting initial guess\n---------------------------') inmcmc = 'n' - indparams = [tarr,farr,xarr,yarr,warr,aarr,sarr,barr,carr, nphot, nRV, indlist, filters, nfilt, filnames,nddf, - nocc,rprs0,erprs0,grprs,egrprs,grnames,groups,ngroup,ewarr, inmcmc, paraCNM, baseLSQ, bvars, bvarsRV, - cont,names,RVnames,earr,divwhite,dwCNMarr,dwCNMind,params,useGPphot,useGPrv,GPobjects,GPparams,GPindex, - pindices,jumping,pnames,LCjump,priors[jumping],priorwids[jumping],lim_low[jumping],lim_up[jumping],pargps, - jumping_noGP,GPphotWN,jit_apply,jumping_GP,GPstepsizes,GPcombined,useSpline] - + indparams = [t_arr,f_arr,col3_arr,col4_arr,col6_arr,col5_arr,col7_arr,bis_arr,contr_arr, nphot, nRV, indlist, filters, nfilt, filnames,nddf, + nocc,0,0,grprs,egrprs,grnames,groups,ngroup,ewarr, inmcmc, paraCNM, baseLSQ, bvars, bvarsRV, + cont,names,RVnames,e_arr,divwhite,dwCNMarr,dwCNMind,params,useGPphot,useGPrv,GPobjects,GPparams,GPindex, + pindices,jumping,pnames_all[jumping],prior_distr,priors[jumping],priorwids[jumping],lim_low[jumping],lim_up[jumping],pargps, + jumping_noGP,gpkerns,jit_apply,jumping_GP,GPstepsizes,sameLCgp,npl,useSpline_lc,useSpline_rv,s_samp, + rvGPobjects,rvGPparams,rvGPindex,input_lcs, input_rvs, RVunit,rv_pargps,rv_gpkerns,sameRVgp,fit_sampler] + pickle.dump(indparams, open(out_folder+"/.par_config.pkl","wb")) + debug_t1 = time.time() - mval, merr,dump1,dump2 = logprob_multi(initial[jumping],*indparams,make_out_file=True,verbose=True,debug=debug) + mval, merr,T0_init,per_init,Dur_init = logprob_multi(initial[jumping],*indparams,make_outfile=True,verbose=False,debug=debug,out_folder=out_folder) if debug: print(f'finished logprob_multi, took {(time.time() - debug_t1)} secs') - if not os.path.exists("init"): os.mkdir("init") #folder to put initial plots + if not os.path.exists(out_folder+"/init"): os.mkdir(out_folder+"/init") #folder to put initial plots debug_t2 = time.time() - mcmc_plots(mval,tarr,farr,earr,xarr,yarr,warr,aarr,sarr,barr,carr,lind, nphot, nRV, indlist, filters, names, RVnames, 'init/init_',initial,T0_in[0],per_in[0]) + mcmc_plots(mval,t_arr,f_arr,e_arr, nphot, nRV, indlist, filters, names, RVnames, out_folder+'/init/init_',RVunit,T0_init,per_init,Dur_init) if debug: print(f'finished mcmc_plots, took {(time.time() - debug_t2)} secs') ########################### MCMC run ########################################### - print('\nRunning MCMC') + print(f'\n============ Samping started ... (using {fit_sampler})======================') inmcmc = 'y' - indparams = [tarr,farr,xarr,yarr,warr,aarr,sarr,barr,carr, nphot, nRV, indlist, filters, nfilt, filnames,nddf, - nocc,rprs0,erprs0,grprs,egrprs,grnames,groups,ngroup,ewarr, inmcmc, paraCNM, baseLSQ, bvars, bvarsRV, - cont,names,RVnames,earr,divwhite,dwCNMarr,dwCNMind,params,useGPphot,useGPrv,GPobjects,GPparams,GPindex, - pindices,jumping,pnames,LCjump,priors[jumping],priorwids[jumping],lim_low[jumping],lim_up[jumping],pargps, - jumping_noGP,GPphotWN,jit_apply,jumping_GP,GPstepsizes,GPcombined,useSpline] - + indparams[25] = inmcmc print('No of dimensions: ', ndim) - print('No of chains: ', nchains) - print('fitting parameters: ', pnames_all[jumping]) - - - ijnames = np.where(steps != 0.) - jnames = pnames_all[[ijnames][0]] # jnames are the names of the jump parameters - - # put starting points for all walkers, i.e. chains - p0 = np.random.rand(ndim * nchains).reshape((nchains, ndim))*np.asarray(steps[jumping])*2 + (np.asarray(initial[jumping])-np.asarray(steps[jumping])) - assert np.all([np.isfinite(logprob_multi(p0[i],*indparams)) for i in range(nchains)]),f'Range of start values of a(some) jump parameter(s) are outside the prior distribution' - - if walk == "demc": moves = emcee.moves.DEMove() - elif walk == "snooker": moves = emcee.moves.DESnookerMove() - else: moves = emcee.moves.StretchMove() - sampler = emcee.EnsembleSampler(nchains, ndim, logprob_multi, args=(indparams),pool=Pool(nproc), moves=moves) - - print("\nRunning first burn-in...") - p0, lp, _ = sampler.run_mcmc(p0, 20, progress=True, **kwargs) - - print("Running second burn-in...") - p0 = p0[np.argmax(lp)] + steps[jumping] * np.random.randn(nchains, ndim) # this can create problems! - sampler.reset() - pos, prob, state = sampler.run_mcmc(p0, burnin, progress=True) - if save_burnin_chains: - burnin_chains = sampler.chain - - #save burn-in chains to file - burnin_chains_dict = {} - for ch in range(burnin_chains.shape[2]): - burnin_chains_dict[jnames[ch]] = burnin_chains[:,:,ch] - pickle.dump(burnin_chains_dict,open("burnin_chains_dict.pkl","wb")) - print("burn-in chain written to disk") - matplotlib.use('Agg') - burn_result = load_chains() - try: - fig = burn_result.plot_burnin_chains() - fig.savefig("burnin_chains.png", bbox_inches="tight") - print("Burn-in chains plot saved as: burnin_chains.png") - except: - print(f"full burn-in chains not plotted (number of parameters ({ndim}) exceeds 20. use result.plot_burnin_chains()") - print(f"saving burn-in chain plot for the first 20 parameters") - pl_pars = list(burn_result._par_names)[:20] - fig = burn_result.plot_burnin_chains(pl_pars) - fig.savefig("burnin_chains.png", bbox_inches="tight") - - matplotlib.use(__default_backend__) - sampler.reset() - - print("\nRunning production...") - pos, prob, state = sampler.run_mcmc(pos, ppchain,skip_initial_state_check=True, progress=True ) - bp = pos[np.argmax(prob)] - - posterior = sampler.flatchain - chains = sampler.chain - - print(("Mean acceptance fraction: {0:.3f}".format(np.mean(sampler.acceptance_fraction)))) - GRvals = grtest_emcee(chains) - - gr_print(jnames,GRvals) - - nijnames = np.where(steps == 0.) + + nplot = round(ndim/15) #number of chain and corner plots to make + nplotpars = int(np.ceil(ndim/nplot)) #number of parameters to plot in each plot + + if fit_sampler == "emcee": + if nchains < 3*ndim: + print('WARNING: Number of chains is less than 3 times the number of dimensions. Increasing number of chains to 3*ndim') + nchains = 3*ndim + print('No of chains: ', nchains) + print('fitting parameters: ', pnames_all[jumping]) + if debug: + starting = {k:v for k,v in zip(pnames_all[jumping],initial[jumping])} + print(f'initial: {starting}') + + + # put starting points for all walkers, i.e. chains + p0 = np.random.rand(nchains, ndim)*np.asarray(steps[jumping])*2 + (np.asarray(initial[jumping])-np.asarray(steps[jumping])) + assert np.all([np.isfinite(logprob_multi(p0[i],*indparams)) for i in range(nchains)]),f'Range of start values of a(some) jump parameter(s) are outside the prior distribution' + + if emcee_move == "demc": moves = emcee.moves.DEMove() + elif emcee_move == "snooker": moves = emcee.moves.DESnookerMove() + else: moves = emcee.moves.StretchMove() + + if not os.path.exists(f'{out_folder}/chains_dict.pkl'): #if chain files doesnt already exist, start sampling + sampler = emcee.EnsembleSampler(nchains, ndim, logprob_multi, args=(indparams),pool=Pool(nproc), moves=moves) + print("\nRunning first burn-in...") + p0, lp, _ = sampler.run_mcmc(p0, 20, progress=progress, **kwargs) + + print("Running second burn-in...") + p0 = p0[np.argmax(lp)] + steps[jumping] * np.random.randn(nchains, ndim) # this can create problems! + sampler.reset() + pos, prob, state = sampler.run_mcmc(p0, burnin, progress=progress, **kwargs) + if save_burnin_chains: + burnin_chains = sampler.chain + + #save burn-in chains to file + burnin_chains_dict = {} + for ch in range(burnin_chains.shape[2]): + burnin_chains_dict[jnames[ch]] = burnin_chains[:,:,ch] + pickle.dump(burnin_chains_dict,open(out_folder+"/"+"burnin_chains_dict.pkl","wb")) + print("burn-in chain written to disk") + + matplotlib.use('Agg') + burn_result = load_result(out_folder, verbose=False) + for i in range(nplot): + fit_pars = list(burn_result._par_names)[i*nplotpars:(i+1)*nplotpars] + fig = burn_result.plot_burnin_chains(fit_pars) + fig.savefig(out_folder+f"/burnin_chains_{i}.png", bbox_inches="tight") + print(f"saved {nplot} burn-in chain plots as {out_folder}/burnin_chains_*.png") + matplotlib.use(__default_backend__) + sampler.reset() + + print("\nRunning production...") + pos, prob, state = sampler.run_mcmc(pos, nsteps,skip_initial_state_check=True, progress=progress, **kwargs ) + bp = pos[np.argmax(prob)] + + posterior = sampler.flatchain + chains = sampler.chain + print((f"Mean acceptance fraction: {np.mean(sampler.acceptance_fraction):.3f}")) + # print((f"Mean autocorrelation time: {np.mean(sampler.get_autocorr_time()):.3f} steps")) + + else: + print("\nSkipping burn-in and production. Loading chains from disk") + result = load_result(out_folder,verbose=False) + #try burnin chain plot + try: + matplotlib.use('Agg') + for i in range(nplot): + fit_pars = list(result._par_names)[i*nplotpars:(i+1)*nplotpars] + fig = result.plot_burnin_chains(fit_pars) + fig.savefig(out_folder+f"/burnin_chains_{i}.png", bbox_inches="tight") + print(f"saved {nplot} burn-in chain plots as {out_folder}/burnin_chains_*.png") + matplotlib.use(__default_backend__) + except: pass + + posterior = result.flat_posterior + chains = np.stack([v for k,v in result._chains.items()],axis=2) + try: bp = result.params_max + except: bp = np.median(posterior,axis=0) + + #save chains to file + chains_dict = {} + for ch in range(chains.shape[2]): + chains_dict[jnames[ch]] = chains[:,:,ch] + pickle.dump(chains_dict,open(out_folder+"/"+"chains_dict.pkl","wb")) + print(f"\nEmcee production chain written to disk as {out_folder}/chains_dict.pkl. Run `result=CONAN3.load_result()` to load it.\n") + + GRvals = grtest_emcee(chains) + gr_print(jnames,GRvals,out_folder) + + else: #dynesty sampling + if not os.path.exists(f'{out_folder}/chains_dict.pkl'): + if not force_nlive: # modify nlive based on the number of dimensions + if nlive < ndim * (ndim + 1) // 2: + print('WARNING: Number of dynesty live points is less than ndim*(ndim+1)//2. Increasing number of live points to min(ndim*(ndim+1)//2, 1000)') + nlive = min(ndim * (ndim + 1) // 2, 1000) + + print('No of live points: ', nlive) + print('fitting parameters: ', pnames_all[jumping]) + + sampler = dynesty.NestedSampler(logprob_multi, prior_transform, ndim, nlive=nlive,sample="rwalk", + logl_args=(indparams),ptform_args=(prior_distr,jnames),pool=Pool(nproc), queue_size=nproc-2) + sampler.run_nested(dlogz=dlogz, **kwargs) + dyn_res = sampler.results + dyn_summary(dyn_res,out_folder) #write summary to file evidence.dat + + weights = np.exp(dyn_res['logwt'] - dyn_res['logz'][-1]) + posterior = resample_equal(dyn_res.samples, weights) + chains = resample_equal(dyn_res.samples, weights) + bp = posterior[np.argmax(dyn_res.logl)] + + else: + print("\nSkipping dynesty run. Loading chains from disk") + result = load_result(out_folder, verbose=False) + posterior = result.flat_posterior + chains = np.stack([v for k,v in result._chains.items()],axis=1) + try: bp = result.params_max + except: bp = np.median(posterior,axis=0) + + #save chains to file + chains_dict = {} + for ch in range(chains.shape[1]): + chains_dict[jnames[ch]] = chains[:,ch] + pickle.dump(chains_dict,open(out_folder+"/"+"chains_dict.pkl","wb")) + print(f"\nDynesty chain written to disk as {out_folder}/chains_dict.pkl. Run `result=CONAN3.load_result()` to load it.\n") + + + + nijnames = np.where(steps == 0.) #indices of the fixed parameters njnames = pnames_all[[nijnames][0]] # njnames are the names of the fixed parameters exti = np.intersect1d(pnames_all,extinpars, return_indices=True) exti[1].sort() extins=np.copy(exti[1]) - #save chains to file - chains_dict = {} - for ch in range(chains.shape[2]): - chains_dict[jnames[ch]] = chains[:,:,ch] - pickle.dump(chains_dict,open("chains_dict.pkl","wb")) - print("Production chain written to disk as `chains_dict.pkl`. Run `result=CONAN3.load_chains()` to load it.") + print("============ Sampling Finished ==============================================\n") + + # ==== chain and corner plot ================ + matplotlib.use('Agg') + result = load_result(out_folder,verbose=False) + if fit_sampler == "emcee": + #chain plot + for i in range(nplot): + fit_pars = list(result._par_names)[i*nplotpars:(i+1)*nplotpars] + fig = result.plot_chains(fit_pars) + fig.savefig(out_folder+f"/chains_{i}.png", bbox_inches="tight") + print(f"\nsaved {nplot} chain plots as {out_folder}/chains_*.png") + + + #corner plot + for i in range(nplot): + fit_pars = list(result._par_names)[i*nplotpars:(i+1)*nplotpars] + fig = result.plot_corner(fit_pars, force_plot=True) + fig.savefig(out_folder+f"/corner_{i}.png", bbox_inches="tight") + print(f"saved {nplot} corner plots as {out_folder}/corner_*.png") + matplotlib.use(__default_backend__) dim=posterior.shape # calculate PDFs of the stellar parameters given @@ -1263,11 +1295,15 @@ def fit_data(lc, rv=None, mcmc=None, statistic = "median", par_PDF = get_PDF_Gauss(extcens[ind],extup[ind],extlow[ind],dim) extind_PDF[:,i] = par_PDF - # newparams == initial here are the parameter values as they come in. they get used only for the fixed values bpfull = np.copy(initial) bpfull[[ijnames][0]] = bp - medvals,maxvals =mcmc_outputs(posterior,jnames, ijnames, njnames, nijnames, bpfull, ulamdas, Rs_in, Ms_in, Rs_PDF, Ms_PDF, nfilt, filnames, howstellar, extinpars, extins, extind_PDF) + try: + medvals,maxvals =mcmc_outputs(posterior,jnames, ijnames, njnames, nijnames, bpfull, ulamdas, Rs_in, Ms_in, Rs_PDF, Ms_PDF, + nfilt, filnames, howstellar, extinpars, RVunit, extind_PDF,npl,out_folder) + except: + medvals,maxvals =mcmc_outputs(posterior,jnames, ijnames, njnames, nijnames, bpfull, ulamdas, Rs_in, Ms_in, Rs_PDF, Ms_PDF, + nfilt, filnames, howstellar, extinpars, RVunit, extind_PDF,npl,out_folder) npar=len(jnames) if (baseLSQ == "y"): @@ -1280,100 +1316,65 @@ def fit_data(lc, rv=None, mcmc=None, statistic = "median", maxp[[ijnames][0]]=maxvals #============================== PLOTTING =========================================== - print('Plotting output figures') + print('\nPlotting output figures') inmcmc='n' - indparams = [tarr,farr,xarr,yarr,warr,aarr,sarr,barr,carr, nphot, nRV, indlist, filters, nfilt, - filnames,nddf,nocc,rprs0,erprs0,grprs,egrprs,grnames,groups,ngroup,ewarr, inmcmc, paraCNM, - baseLSQ, bvars, bvarsRV, cont,names,RVnames,earr,divwhite,dwCNMarr,dwCNMind,params, - useGPphot,useGPrv,GPobjects,GPparams,GPindex,pindices,jumping,pnames,LCjump, - priors[jumping],priorwids[jumping],lim_low[jumping],lim_up[jumping],pargps, - jumping_noGP,GPphotWN,jumping_GP,jit_apply,GPstepsizes,GPcombined,useSpline] - - #AKIN: save config parameters indparams and summary_stats and as a hidden files. - #can be used to run logprob_multi() to generate out_full.dat files for median posterior, max posterior and best fit values - pickle.dump(indparams, open(".par_config.pkl","wb")) - stat_vals = dict(med = medp[jumping], max=maxp[jumping], bf = bpfull[jumping]) - pickle.dump(stat_vals, open(".stat_vals.pkl","wb")) - + indparams[25] = inmcmc + #median - mval, merr,T0_post,p_post = logprob_multi(medp[jumping],*indparams,make_out_file=(statistic=="median"), verbose=True,) - mcmc_plots(mval,tarr,farr,earr,xarr,yarr,warr,aarr,sarr,barr,carr,lind, nphot, nRV, indlist, filters, names, RVnames, 'med_',medp,T0_post,p_post) + mval, merr,T0_post,p_post,Dur_post = logprob_multi(medp[jumping],*indparams,make_outfile=(statistic=="median"), verbose=True,out_folder=out_folder) + mcmc_plots(mval,t_arr,f_arr,e_arr, nphot, nRV, indlist, filters, names, RVnames, out_folder+'/med_',RVunit,T0_post,p_post,Dur_post) - #max_posterior - mval2, merr2, T0_post, p_post = logprob_multi(maxp[jumping],*indparams,make_out_file=(statistic=="max"),verbose=False) - mcmc_plots(mval2,tarr,farr,earr,xarr,yarr,warr,aarr,sarr,barr,carr,lind, nphot, nRV, indlist, filters, names, RVnames, 'max_',maxp, T0_post,p_post) + #AKIN: save summary_stats and as a hidden files. + #can be used to run logprob_multi() to generate out_full.dat files for median posterior, max posterior and best fit values + # pickle.dump(indparams, open(out_folder+"/.par_config.pkl","wb")) + stat_vals = dict(med = medp[jumping], max = maxp[jumping], bf = bpfull[jumping], + T0 = T0_post, P = p_post, dur = Dur_post) + pickle.dump(stat_vals, open(out_folder+"/.stat_vals.pkl","wb")) - maxresiduals = farr - mval2 if statistic != "median" else farr - mval #Akin allow statistics to be based on median of posterior - chisq = np.sum(maxresiduals**2/earr**2) + #max_posterior + mval2, merr2, T0_post, p_post, Dur_post = logprob_multi(maxp[jumping],*indparams,make_outfile=(statistic=="max"),verbose=False) + mcmc_plots(mval2,t_arr,f_arr,e_arr, nphot, nRV, indlist, filters, names, RVnames, out_folder+'/max_',RVunit, T0_post,p_post,Dur_post) - ndat = len(tarr) - bic=get_BIC_emcee(npar,ndat,chisq) - aic=get_AIC_emcee(npar,ndat,chisq) + maxresiduals = f_arr - mval2 if statistic != "median" else f_arr - mval #Akin allow statistics to be based on median of posterior + chisq = np.sum(maxresiduals**2/e_arr**2) - rarr=farr-mval2 if statistic != "median" else farr - mval # the full residuals - bw, br, brt, cf, cfn = corfac(rarr, tarr, earr, indlist, nphot, njumpphot) # get the beta_w, beta_r and CF and the factor to get redchi2=1 + ndat = len(t_arr) + get_AIC_BIC(npar,ndat,chisq,out_folder) - outfile='CF.dat' + rarr=f_arr-mval2 if statistic != "median" else f_arr - mval # the full residuals - of=open(outfile,'w') - for i in range(nphot): #adapt the error values - # print(earr[indlist[i][0]]) - of.write('%8.3f %8.3f %8.3f %8.3f %10.6f \n' % (bw[i], br[i], brt[i],cf[i],cfn[i])) - if (cf_apply == 'cf'): - earr[indlist[i][0]] = np.multiply(earr[indlist[i][0]],cf[i]) - if verbose: print((earr[indlist[i][0]])) - if (cf_apply == 'rchisq'): - earr[indlist[i][0]] = np.sqrt((earr[indlist[i][0]])**2 + (cfn[i])**2) - if verbose: print((earr[indlist[i][0]])) + if nphot > 0: + bw, br, brt, cf, cfn = corfac(rarr, t_arr, e_arr, indlist, nphot, njumpphot) # get the beta_w, beta_r and CF and the factor to get redchi2=1 + of=open(out_folder+"/CF.dat",'w') + of.write(f"{'beta_w':8s} {'beta_r':8s} {'beta_rtot':8s} {'CF':8s} {'CFerr':10s} \n") + for i in range(nphot): #adapt the error values + # print(earr[indlist[i][0]]) + of.write('%8.3f %8.3f %8.3f %8.3f %10.6f \n' % (bw[i], br[i], brt[i],cf[i],cfn[i])) + if (cf_apply == 'cf'): + e_arr[indlist[i][0]] = np.multiply(e_arr[indlist[i][0]],cf[i]) + if (cf_apply == 'rchisq'): + e_arr[indlist[i][0]] = np.sqrt((e_arr[indlist[i][0]])**2 + (cfn[i])**2) + of.close() - of.close() - # ==== corner plot ================ - - #### corner plot only if few parameters - # if len(jnames) <=12: - # c=corner.corner(sampler.flatchain, labels=jnames) - # c.savefig("corner_GP.png", bbox_inches='tight') - # plt.close() - - # ndim, nwalkers = sampler.chain.shape[2], sampler.chain.shape[0] - # fig = plt.figure(figsize=(12,15)) - # for j in range(ndim): - # plt.subplot(ndim,1,j+1) - # # plt.ylabel(jnames[j]) - # plt.autoscale(enable=True, axis='x', tight=True) - # for i in range(0,nwalkers-1): - # plt.plot(sampler.chain[i,:, j],"k",alpha=0.05, label=f"{jnames[j]}") - # if i==0: plt.legend(loc='upper left') - # plt.subplots_adjust(hspace=0.01,bottom=0.1, top=0.9) - # fig.savefig("chains.png", bbox_inches="tight") - - result = load_chains() - + print("\n") + result = load_result(out_folder) matplotlib.use('Agg') - try: - fig = result.plot_chains() - fig.savefig("chains.png", bbox_inches="tight") - except: - print(f"\nfull chains not plotted (number of parameters ({ndim}) exceeds 20. use result.plot_burnin_chains()") - print(f"saving chain plot for the first 20 parameters") - pl_pars = list(result._par_names)[:20] - fig = result.plot_chains(pl_pars) - fig.savefig("chains.png", bbox_inches="tight") - - try: - fig = result.plot_corner() - fig.savefig("corner.png", bbox_inches="tight") - except: - print(f"\ncorner not plotted (number of parameters ({ndim}) exceeds 14. use result.plot_corner(force_plot=True)") - print("saving corner plot for the first 14 parameters") - pl_pars = list(result._par_names)[:14] - fig = result.plot_corner(pl_pars,force_plot=True) - fig.savefig("corner.png", bbox_inches="tight") + if result.lc.names != []: + fig = result.lc.plot_bestfit() + fig.savefig(out_folder+"/bestfit_LC.png", bbox_inches="tight") + if result.rv.names != []: + fig = result.rv.plot_bestfit() + fig.savefig(out_folder+"/bestfit_RV.png", bbox_inches="tight") + matplotlib.use(__default_backend__) + #make print out statement in the fashion of conan the barbarian + print(_text_format.RED + "\nCONAN: I have now crushed your data," +\ + "\n\tthe planetary information it hides is now laid bare in the results."+\ + "\n\t\tI am now ready for another quest. \n" + _text_format.END) return result \ No newline at end of file diff --git a/CONAN3/funcs.py b/CONAN3/funcs.py new file mode 100644 index 0000000..b6c71dd --- /dev/null +++ b/CONAN3/funcs.py @@ -0,0 +1,243 @@ +import numpy as np +from scipy.stats import binned_statistic +import scipy +import scipy.stats as stats +import scipy.interpolate as si + + +def corfac(rarr, tarr, earr, indlist, nphot, njumpphot): + bw=np.ones(nphot) + br=np.ones(nphot) + cf=np.ones(nphot) + brt=np.zeros(nphot) + tscales=np.arange(16)+5 # time bin sizes between 5 and 20 minutes + for j in range(nphot): + res=np.copy(rarr[indlist[j][0]]) + tt=np.copy(tarr[indlist[j][0]]) + err=np.copy(earr[indlist[j][0]]) + + # calculate the red noise factor + brs=np.zeros(len(tscales)) + for l in range(len(tscales)): + tscale=tscales[l]/60./24. # timescales + min1=1./60./24. # 1 minute in days + + # calculate the shifting bins: shift by 1 minute each + nshifts=np.copy(tscales[l]) # number of minutes of bin == number of shifts + brs2=np.zeros(nshifts) # the br amplitudes for all shifts + for ll in range(nshifts): + # calculate the bin edges + TT0=tt[0]+ll*min1 # starting point is start + ll * 1 minute + nbin=int((np.max(tt)-TT0)/tscale) + binlims=np.zeros(nbin+1) + bincens=np.zeros(nbin) + binnps=np.zeros(nbin) #number of points per bin + binlims[0]=np.copy(TT0) + binind=[] + for k in range(1,nbin+1): + binlims[k]=binlims[k-1]+tscale + for k in range(nbin): + bincens[k]=binlims[k]+0.5*tscale + binnps[k]=len(tt[(tt>binlims[k]) & (ttbinlims[k]) & (ttbinlims[k]) & (tt>> import numpy as np + >>> npoints = 100000 + >>> posterior = np.random.normal(0, 1.0, npoints) + >>> pdf, xpdf, HPDmin = credregion(posterior) + >>> # 68% HPD credible-region boundaries (somewhere close to +/-1.0): + >>> print(np.amin(xpdf[pdf>HPDmin]), np.amax(xpdf[pdf>HPDmin])) + >>> # Re-compute HPD for the 95% (withour recomputing the PDF): + >>> pdf, xpdf, HPDmin = credregion(pdf=pdf, xpdf=xpdf, percentile=0.9545) + >>> print(np.amin(xpdf[pdf>HPDmin]), np.amax(xpdf[pdf>HPDmin])) + """ + + if pdf is None and xpdf is None: + # Thin if posterior has too many samples (> 120k): + thinning = np.amax([1, int(np.size(posterior)/120000)]) + # Compute the posterior's PDF: + kernel = stats.gaussian_kde(posterior[::thinning]) + # Remove outliers: + mean = np.mean(posterior) + std = np.std(posterior) + k = 6 + lo = np.amax([mean-k*std, np.amin(posterior)]) + hi = np.amin([mean+k*std, np.amax(posterior)]) + # Use a Gaussian kernel density estimate to trace the PDF: + x = np.linspace(lo, hi, 100) + # Interpolate-resample over finer grid (because kernel.evaluate + # is expensive): + f = si.interp1d(x, kernel.evaluate(x)) + xpdf = np.linspace(lo, hi, 3000) + pdf = f(xpdf) + + # Sort the PDF in descending order: + ip = np.argsort(pdf)[::-1] + # Sorted CDF: + cdf = np.cumsum(pdf[ip]) + # Indices of the highest posterior density: + iHPD = np.where(cdf >= percentile*cdf[-1])[0][0] + mHPD = np.argmax(pdf) + # Minimum density in the HPD region: + HPDmin = np.amin(pdf[ip][0:iHPD]) + return pdf, xpdf, HPDmin, mHPD + + +def grweights(earr,indlist,grnames,groups,ngroup,nphot): + # calculate the total of the error in each groups + + #ewarr = np.zeros(len(indlist[nphot-1][0])) + #for j in range(len(ewarr)): + # ewarr[j]=earr[j] + + ewarr=np.copy(earr) # error weight array + + for j in range(ngroup): + jj=j+1 + # select LCs belonging to this group + ind = np.where(np.array(groups) == jj)[0] + nlc=len(ind) # number of lcs in this group + nplc=len(indlist[ind[0]][0]) # number of lc points + errsum=np.zeros(nplc) # this will contain the error sum for the group + # sum the errors up at each time step + for k in range(nlc): + if (len(indlist[ind[k]][0]) != nplc): + print('group LCs dont have the same number of points') + errsum=errsum+np.divide(1,np.power(earr[indlist[ind[k]][0]],2)) + + # calculate the weights for each lightcurve + + for k in range(nlc): + ewarr[indlist[ind[k]][0]]=np.power(ewarr[indlist[ind[k]][0]],2)*errsum + + # print np.divide(1.,ewarr[indlist[0]]), np.divide(1.,ewarr[indlist[1]]), np.divide(1.,ewarr[indlist[2]]) + # print nothing + return(ewarr) + +def grtest_emcee(chains_out): + # note: chains_out has the dimensions (nchains,nsteps,ndim) + nc,ns,nd = np.shape(chains_out) + mcs = np.mean(chains_out, axis=1) # mcs should be an (nchains, ndim) array + mc = np.mean(mcs, axis=0) # mc should be an (ndim) array + BV = ns/(nc-1.) * np.sum((mcs-mc)**2, axis=0) # BV should be an (ndim) array + mvs = np.var(chains_out, axis=1) # mvs should be an (nchains, ndim) array + WV = np.mean(mvs, axis=0) # WV should be an (ndim) array + VV = (ns-1.)/ns * WV + (nc + 1.)/(ns*nc) * BV # VV should be an (ndim) array + GR = VV/WV # GR should be an (ndim) array + + return GR diff --git a/CONAN3/get_files.py b/CONAN3/get_files.py old mode 100644 new mode 100755 index efaffa3..6284834 --- a/CONAN3/get_files.py +++ b/CONAN3/get_files.py @@ -1,14 +1,430 @@ +# %% +import numpy as np +import os +import pandas as pd +import matplotlib.pyplot as plt +try: + import lightkurve as lk +except ImportError: + raise ImportError("lightkurve not installed. run `pip install lightkurve`") +try: + from pycheops import Dataset +except ImportError: + raise ImportError("pycheops not installed. run `pip install pycheops`") +try: + from dace_query.cheops import Cheops +except ImportError: + raise ImportError("dace_query not installed. run `pip install dace_query`") +class get_TESS_data(object): + """ + Class to download and save TESS light curves from MAST (using the `lightkurve` package). -class get_files: - def __init__(self): - self.configfile = + Parameters + ---------- + planet_name : str + Name of the planet. + + Examples + -------- + >>> from CONAN3.get_files import get_TESS_data + >>> df = get_TESS_data("WASP-121") + >>> df.search(author="SPOC", exptime=120) + >>> df.download(sectors= [7,33,34,61], author="SPOC", exptime=120) + >>> df.scatter() + >>> df.save_CONAN_lcfile(bjd_ref = 2450000, folder="data") + """ + + def __init__(self, planet_name): + self.planet_name = planet_name + self.lc = {} + + def search(self,sectors=None,author=None,exptime=None): + """ + Search for TESS light curves on MAST using the lightkurve package. + see documentation for lightkurve.search_lightcurve for more information. + + Parameters + ---------- + sectors : int or list of ints + TESS sectors to search for light curves. + author : str + Author of the light curve. Default is "SPOC". + exptime : float + Exposure time of the light curve. + """ + self.author = author + self.sectors = sectors + self.exptime = exptime + + print(lk.search_lightcurve(self.planet_name,author=self.author,sector=self.sectors, + exptime=self.exptime, mission="TESS")) + + def download(self,sectors=None,author=None,exptime=None, select_flux="pdcsap_flux",quality_bitmask="hard"): + """ + Download TESS light curves from MAST using the lightkurve package + + Parameters + ---------- + sectors : int or list of ints + TESS sector lightcurve to download. + author : str + Author of the light curve. Default is "SPOC". + exptime : float + Exposure time of the light curve. + quality_bitmask : str + Quality bitmask to use for the lightkurve package. Default is "hard". + """ + if sectors is not None: self.sectors = sectors + if author is not None: self.author = author + if exptime is not None: self.exptime = exptime + # assert select_flux in ["pdcsap_flux","sap_flux"], "select_flux must be either 'pdcsap_flux' or 'sap_flux'" + + if isinstance(self.sectors,int): self.sectors = [self.sectors] + + for s in self.sectors: + self.lc[s] = lk.search_lightcurve(self.planet_name,author=self.author,sector=s, + exptime=self.exptime).download(quality_bitmask=quality_bitmask) + try: + self.lc[s] = self.lc[s].select_flux(select_flux) + except: + print(f"{select_flux} is not available. Using sap_flux instead.") + self.lc[s] = self.lc[s].select_flux("sap_flux") + + self.lc[s]= self.lc[s].remove_nans().normalize() + print(f"downloaded lightcurve for sector {s}") + + def discard_ramp(self,length=0.25): + """ + Discard data at the begining of the orbits that typically feature ramps + + Parameters + ---------- + length : float + length of data (in days) to discard at beginning of each orbit. + """ + + assert self.lc != {}, "No light curves downloaded yet. Run `download()` first." + for s in self.sectors: + gap = np.diff(self.lc[s]) > 0.5 + #TODO: implement this + raise NotImplemented + + def scatter(self): + """ + Plot the scatter of the light curves. + """ + assert self.lc != {}, "No light curves downloaded yet. Run `download()` first." + for s in self.sectors: + self.lc[s].scatter() + + def save_CONAN_lcfile(self,bjd_ref = 2450000, folder="data"): + """ + Save TESS light curves as a CONAN light curve file. + + Parameters + ---------- + bjd_ref : float + BJD reference time to use for the light curve file. + folder : str + Folder to save the light curve file in. + """ + + assert self.lc != {}, "No light curves downloaded yet. Run `download()` first." + if not os.path.exists(folder): os.mkdir(folder) + + for s in self.sectors: + try: + t, f, e = self.lc[s]["time"].value, self.lc[s]["flux"].value.unmasked, self.lc[s]["flux_err"].value.unmasked + except AttributeError: + t, f, e = self.lc[s]["time"].value, self.lc[s]["flux"].value, self.lc[s]["flux_err"].value + t = t + 2457000 - bjd_ref + file = f"{folder}/{self.planet_name}_S{s}.dat" + np.savetxt(file, np.stack((t,f,e),axis=1),fmt='%.8f', + header=f'time-{bjd_ref} {"flux":10s} {"flux_err":10s}') + print(f"saved file as: {file}") + +class get_CHEOPS_data(object): + """ + Class to download and save CHEOPS light curves from CHEOPS archive (using `dace_query` and `pycheops`). + + Parameters + ---------- + planet_name : str + Name of the planet. + + Examples + -------- + >>> from CONAN3.get_files import get_CHEOPS_data + >>> df = get_CHEOPS_data("KELT-20") + >>> df.search( filters = { "pi_name":{"contains":["LENDL"]}, "data_arch_rev":{"equal":[3]} }) + >>> df.download(file_keys="all", aperture="DEFAULT") + >>> df.scatter() + >>> df.save_CONAN_lcfile(bjd_ref = 2450000, folder="data") + """ + def __init__(self, planet_name): + self.planet_name = planet_name + self.lc = [] + + def search(self,filters=None): + """ + Query the cheops database to retrieve available visits. Filters and sorting order can be applied to the query via named arguments (see query_options) + + Parameters + ---------- + filters : dict + Dictionary of filters to apply to the query. + e.g. filters = {"pi_name":{"contains":["LENDL"]},"data_arch_rev":{"equal":[3]}} will return all visits of `planet_name` by PI:Lendl with data archive version 3. + """ + self.filter = {'obj_id_catname': {'contains':[self.planet_name]}} + self.filter.update(filters) + + data = Cheops.query_database(filters=self.filter, sort={"date_mjd_start":"asc"}) + self.file_keys = data["file_key"] + print(pd.DataFrame(data, columns=["obj_id_catname","file_key", "pi_name", "date_mjd_start", + "obs_total_exptime", "data_arch_rev",'status_published'])) - def load_configfile(self, filepath): - self.configfile = filepath + def download(self, file_keys="all", aperture="DEFAULT", decontaminate=True, reject_highpoints=True, verbose=True): + """ + Download CHEOPS light curves from the cheops database using the dace_query package + + Parameters + ---------- + file_keys : list of str + List of file keys to download. if "all" is given, all file_keys shown in `.search()` result will be downloaded. + + aperture : str + Aperture to use for the light curve. Default is "DEFAULT". The options are: "R15","R16",...,"R40","RINF","RSUP". + + decontaminate : bool + Decontaminate the light curve. Default is True. + + reject_highpoints : bool + Reject high points in the light curve. Default is True. + """ - + + if isinstance(file_keys,str): + if file_keys=="all": file_keys = self.file_keys + else: + file_keys = [file_keys] + for f in file_keys: assert f in self.file_keys, f"file_key must be in {self.file_keys}" + + if isinstance(aperture,str): aperture = [aperture]*len(file_keys) + elif isinstance(aperture, list): assert len(aperture)==len(file_keys), "aperture must be a single string or list of the same length as file_keys" + + for i,file_key in enumerate(file_keys): + d = Dataset(file_key,verbose=False) + _,_,_ = d.get_lightcurve(aperture=aperture[i],decontaminate=decontaminate, reject_highpoints=reject_highpoints,verbose=False) + if verbose: print(f"downloaded lightcurve with file key: {file_key}, aperture: {aperture[i]}") + + #remove points with high background + mask = d.lc["bg"] > 3*np.nanmedian(d.lc["bg"]) + _,_,_ = d.mask_data(mask, verbose=False) + + self.lc.append(d) + + def scatter(self, figsize=(10,4)): + """ + Plot the scatter of the light curves. + """ + assert self.lc != {}, "No light curves downloaded yet. Run `.download()` first." + for d in self.lc: + plt.figure(figsize=figsize) + plt.scatter(d.lc["time"],d.lc["flux"],s=1, label=d.file_key) + plt.legend() + plt.xlabel(f"BJD - {d.bjd_ref}") + plt.ylabel("Flux") + plt.show() + + def save_CONAN_lcfile(self,bjd_ref = 2450000, folder="data"): + """ + Save CHEOPS light curves as a CONAN light curve file. + + Parameters + ---------- + bjd_ref : float + BJD reference time to use for the light curve file. + folder : str + Folder to save the light curve file in. + """ + rescale = lambda x: (x - np.min(x))/np.ptp(x) # between 0 and 1 + rescale_r = lambda x: (2*x-(x.min()+x.max()))/np.ptp(x) #between -1 and 1 + + assert self.lc != {}, "No light curves downloaded yet. Run `.download()` first." + if not os.path.exists(folder): os.mkdir(folder) + + for d in self.lc: + t = d.lc["time"]+d.bjd_ref - bjd_ref + + lc_ = np.stack((t, d.lc["flux"], d.lc["flux_err"], rescale_r(d.lc["xoff"]), + rescale_r(d.lc["yoff"]), self._resort_roll(d.lc["roll_angle"]), + rescale(d.lc["bg"]), rescale(d.lc["contam"]), d.lc["deltaT"])).T + + fkey = d.file_key.split("TG")[-1].split("_V")[0] + prefix = d.target + file = folder+"/"+prefix+"_"+fkey+".dat" + np.savetxt(file, lc_, fmt="%.8f", + header=f'time-{bjd_ref} {"flux":10s} {"flux_err":10s} {"x_off":10s} {"y_off":10s} {"roll":10s} {"bg":10s} {"contam":10s} {"deltaT":10s}') + print(f"saved file as {file}") + + def _resort_roll(self,x): + #make roll-angle continuous + x = x.copy() + phi = np.sort(x) + gap = np.diff(phi) + if max(gap)>20: + brk_pt = phi[np.argmax(gap)]+0.5*max(gap) + else: brk_pt = 360 + # x = (360 + x - brk_pt)%360 + x[x > brk_pt] -= 360 + return x + + +class get_EULER_data(object): + """ + class to get EULER data from the server at Geneva Observatory. This requires some login access + + Parameters + ---------- + planet_name : str + Name of the planet. + + Examples + -------- + >>> from CONAN3.get_files import get_EULER_data + >>> df = get_EULER_data("WASP-121") + >>> df.search(dates=["2020-09-01","2020-09-30"]) + >>> df.download(aperture="DEFAULT") + >>> df.scatter() + >>> df.save_CONAN_lcfile(bjd_ref = 2450000, folder="data") + """ + def __init__(self, planet_name): + self.planet_name = planet_name + self.lc = [] + Warning("This class is not yet implemented") + + def search(self,date_range=None): + """ + Search for EULER light curves (pipeline fits files?) on the server at Geneva Observatory between the given dates. + + Parameters + ---------- + date_range : list of str + List of dates to search for light curves. Format is ["YYYY-MM-DD","YYYY-MM-DD]. + """ + self.date_range = date_range + self.files = [] + for date in self.date_range: + self.files += self._get_files(date) + self.files = np.unique(self.files) + print(f"found {len(self.files)} files") + + def download(self, file_name, aperture="DEFAULT"): + """ + Download EULER light curves from the server at Geneva Observatory. + + Parameters + ---------- + file_name : str + Name of the file to download. + aperture : str + Aperture to use for the light curve. Default is "DEFAULT". The options are: "R15","R16",...,"R40","RINF","RSUP". + """ + self.file_name = file_name + self.aperture = aperture + self.lc = [] + for f in self.files: + if f.split("/")[-1] == self.file_name: + self.lc.append(self._get_lc(f,aperture=self.aperture)) + print(f"downloaded {len(self.lc)} light curves") + + def scatter(self, figsize=(10,4)): + """ + Plot the scatter of the light curves. + """ + assert self.lc != [], "No light curves downloaded yet. Run `.download()` first." + for d in self.lc: + plt.figure(figsize=figsize) + plt.scatter(d["time"],d["flux"],s=1, label=d.file_key) + plt.legend() + plt.xlabel(f"BJD - {d.bjd_ref}") + plt.ylabel("Flux") + plt.show() + + def save_CONAN_lcfile(self,bjd_ref = 2450000, folder="data"): + """ + Save EULER light curves as a CONAN light curve file. + + Parameters + ---------- + bjd_ref : float + BJD reference time to use for the light curve file. + folder : str + Folder to save the light curve file in. + """ + rescale = lambda x: (x - np.min(x))/np.ptp(x) # between 0 and 1 + rescale_r = lambda x: (2*x-(x.min()+x.max()))/np.ptp(x) + + assert self.lc != [], "No light curves downloaded yet. Run `.download()` first." + if not os.path.exists(folder): os.mkdir(folder) + + + + + + +def get_parameters(planet_name, database="exoplanetarchive", overwrite_cache=False): + """ + get stellar and planet parameters from nasa exoplanet archive or exoplanet.eu + + Parameters + ---------- + planet_name : str + Name of the planet. + database : str + Database to use. Default is "exoplanetarchive". Options are "exoplanetarchive" or "exoplanet.eu". + overwrite_cache : bool + Overwrite the cached parameters. Default is True. + """ + if os.path.exists(f"{planet_name}_sysparams.pkl") and overwrite_cache is False: + print("Loading parameters from cache ...") + params = pd.read_pickle(f"{planet_name}_sysparams.pkl") + return params + params = {"star":{}, "planet":{}} + + assert database in ["exoplanetarchive","exoplanet.eu"], "database must be either 'exoplanetarchive' or 'exoplanet.eu'" + + if database == "exoplanetarchive": + from astroquery.ipac.nexsci.nasa_exoplanet_archive import NasaExoplanetArchive + + print("Getting system parameters from NASA exoplanet archive ...") + df = NasaExoplanetArchive.query_object(planet_name,table="pscomppars") + df = df.to_pandas() + + params["star"]["Teff"] = (df["st_teff"][0],df["st_tefferr1"][0]) + params["star"]["logg"] = (df["st_logg"][0],df["st_loggerr1"][0]) + params["star"]["FeH"] = (df["st_met"][0],df["st_meterr1"][0]) + params["star"]["radius"] = (df["st_rad"][0], df["st_raderr1"][0]) + params["star"]["mass"] = (df["st_mass"][0],df["st_masserr1"][0]) + params["star"]["density"] = (df["st_dens"][0],df["st_denserr1"][0]) + + params["planet"]["period"] = (df["pl_orbper"][0],df["pl_orbpererr1"][0]) + params["planet"]["rprs"] = (df["pl_ratror"][0],df["pl_ratrorerr1"][0]) + params["planet"]["mass"] = (df["pl_bmassj"][0],df["pl_bmassjerr1"][0]) + params["planet"]["ecc"] = (df["pl_orbeccen"][0],df["pl_orbeccenerr1"][0]) + params["planet"]["w"] = (df["pl_orblper"][0],df["pl_orblpererr1"][0]) + params["planet"]["T0"] = (df["pl_tranmid"][0],df["pl_tranmiderr1"][0]) + params["planet"]["b"] = (df["pl_imppar"][0],df["pl_impparerr1"][0]) + params["planet"]["T14"] = (df["pl_trandur"][0],df["pl_trandurerr1"][0]) + params["planet"]["aR"] = (df["pl_ratdor"][0],df["pl_ratdorerr1"][0]) + params["planet"]["K[m/s]"] = (df["pl_rvamp"][0],df["pl_rvamperr1"][0]) + else: + raise NotImplemented + + pd.to_pickle(params, f"{planet_name}_sysparams.pkl") + return params diff --git a/CONAN3/gpnew.py b/CONAN3/gpnew.py deleted file mode 100755 index c125bbb..0000000 --- a/CONAN3/gpnew.py +++ /dev/null @@ -1,619 +0,0 @@ -# -*- coding: utf-8 -*- - - - -__all__ = ["GPnew"] - -import warnings -import numpy as np -from scipy.linalg import LinAlgError - -import george -from george import kernels -from george.solvers import TrivialSolver, BasicSolver -from george.modeling import ModelSet, ConstantModel -from george.utils import multivariate_gaussian_samples, nd_sort_samples - - -# MAGIC: tiny epsilon to add on the diagonal of the matrices in the absence -# of observational uncertainties. Needed for computational stability. -TINY = 1.25e-12 - - -class GPnew(ModelSet): - """ - The basic Gaussian Process object. - - :param kernel: - An instance of a subclass of :class:`kernels.Kernel`. - - :param fit_kernel: (optional) - If ``True``, the parameters of the kernel will be included in all - the relevant methods (:func:`get_parameter_vector`, - :func:`grad_log_likelihood`, etc.). (default: ``True``) - - :param mean: (optional) - A description of the mean function. See :py:attr:`mean` for more - information. (default: ``0.0``) - - :param fit_mean: (optional) - If ``True``, the parameters of the mean function will be included in - all the relevant methods (:func:`get_parameter_vector`, - :func:`grad_log_likelihood`, etc.). (default: ``False``) - - :param white_noise: (optional) - A description of the logarithm of the white noise variance added to - the diagonal of the covariance matrix. See :py:attr:`white_noise` for - more information. (default: ``log(TINY)``) - - :param fit_white_noise: (optional) - If ``True``, the parameters of :py:attr:`white_noise` will be included - in all the relevant methods (:func:`get_parameter_vector`, - :func:`grad_log_likelihood`, etc.). (default: ``False``) - - :param solver: (optional) - The solver to use for linear algebra as documented in :ref:`solvers`. - - :param kwargs: (optional) - Any additional arguments are passed directly to the solver's init - function. - - """ - - def __init__(self, - kernel=None, - fit_kernel=True, - mean=None, - fit_mean=None, - white_noise=None, - fit_white_noise=None, - solver=None, - **kwargs): - self._computed = False - self._alpha = None - self._y = None - - super(GPnew, self).__init__([ - ("mean", - ConstantModel(0.0) if mean is None else _parse_model(mean)), - ("white_noise", ConstantModel(np.log(TINY)) - if white_noise is None else _parse_model(white_noise)), - ("kernel", kernels.EmptyKernel() if kernel is None else kernel), - ]) - - # Default behavior for fit_mean and fit_white_noise. If a constant is - # provided and the fit_* parameter is not, we shouldn't try to fit - # that component. - try: - float(mean) - except TypeError: - pass - else: - fit_mean = False if fit_mean is None else fit_mean - - try: - float(white_noise) - except TypeError: - pass - else: - fit_white_noise = ( - False if fit_white_noise is None else fit_white_noise - ) - - if not fit_kernel: - self.models["kernel"].freeze_all_parameters() - if mean is None or (fit_mean is not None and not fit_mean): - self.models["mean"].freeze_all_parameters() - if white_noise is None or (fit_white_noise is not None and - not fit_white_noise): - self.models["white_noise"].freeze_all_parameters() - - if solver is None: - trivial = ( - kernel is None or - kernel.kernel_type == kernels.EmptyKernel.kernel_type - ) - solver = TrivialSolver if trivial else BasicSolver - self.solver_type = solver - self.solver_kwargs = kwargs - self.solver = None - - @property - def mean(self): - """ - An object (following the modeling protocol) that specifies the mean - function of the GPnew. You can safely set this to a scalar, a callable, - or an instance of a class satisfying the modeling protocol. In each - case, the mean will be evaluated (either by calling the function or - evaluating the :func:`get_value` method) at the input coordinates and - it should return the one-dimensional mean evaluated at these - coordinates. - - """ - return self.models["mean"] - - def _call_mean(self, x, args): - if len(x.shape) == 2 and x.shape[1] == 1: - mu = self.mean.get_value(x[:, 0], args).flatten() - else: - mu = self.mean.get_value(x, args).flatten() - if not np.all(np.isfinite(mu)): - raise ValueError("mean function returned NaN or Inf for " - "parameters:\n{0}".format( - self.mean.get_parameter_dict( - include_frozen=True))) - return mu - - def _call_mean_gradient(self, x): - if len(x.shape) == 2 and x.shape[1] == 1: - mu = self.mean.get_gradient(x[:, 0]) - else: - mu = self.mean.get_gradient(x) - if np.any(np.isnan(mu)) or np.any(np.isinf(mu)): - raise ValueError("mean gradient function returned NaN or Inf for " - "parameters:\n{0}".format( - self.mean.get_parameter_dict( - include_frozen=True))) - return mu - - @property - def white_noise(self): - """ - An object (following the modeling protocol) that specifies the - natural logarithm of the white noise variance added to the diagonal of - the covariance matrix. You can safely set this to a scalar, a callable, - or an instance of a class satisfying the modeling protocol. In each - case, it will be evaluated (either by calling the function or - evaluating the :func:`get_value` method) at the input coordinates and - it should return the one-dimensional log-variance evaluated at these - coordinates. - - This functionality is preferred to the ``WhiteKernel`` class provided - by earlier versions of this module. - - """ - return self.models["white_noise"] - - def _call_white_noise(self, x): - if len(x.shape) == 2 and x.shape[1] == 1: - return self.white_noise.get_value(x[:, 0]).flatten() - return self.white_noise.get_value(x).flatten() - - def _call_white_noise_gradient(self, x): - if len(x.shape) == 2 and x.shape[1] == 1: - return self.white_noise.get_gradient(x[:, 0]) - return self.white_noise.get_gradient(x) - - @property - def computed(self): - """ - Has the processes been computed since the last update of the kernel? - - """ - return ( - self._computed and - self.solver.computed and - (self.kernel is None or not self.kernel.dirty) - ) - - @computed.setter - def computed(self, v): - self._computed = v - if v and self.kernel is not None: - self.kernel.dirty = False - - def parse_samples(self, t): - """ - Parse a list of samples to make sure that it has the correct - dimensions. - - :param t: ``(nsamples,)`` or ``(nsamples, ndim)`` - The list of samples. If 1-D, this is assumed to be a list of - one-dimensional samples otherwise, the size of the second - dimension is assumed to be the dimension of the input space. - - Raises: - ValueError: If the input dimension doesn't match the dimension of - the kernel. - - """ - t = np.atleast_1d(t) - # Deal with one-dimensional data. - if len(t.shape) == 1: - t = np.atleast_2d(t).T - - # Double check the dimensions against the kernel. - if len(t.shape) != 2 or (self.kernel is not None and - t.shape[1] != self.kernel.ndim): - raise ValueError("Dimension mismatch") - - return t - - def _check_dimensions(self, y, check_dim=True): - n, ndim = self._x.shape - y = np.atleast_1d(y) - if check_dim and len(y.shape) > 1: - raise ValueError("The predicted dimension must be 1-D") - if len(y) != n: - raise ValueError("Dimension mismatch") - return y - - def _compute_alpha(self, y, args, cache): - # Recalculate alpha only if y is not the same as the previous y. - if not cache: - r = np.ascontiguousarray(self._check_dimensions(y) - - self._call_mean(self._x, args), - dtype=np.float64) - return self.solver.apply_inverse(r, in_place=True).flatten() - if self._alpha is None or not np.array_equiv(y, self._y): - self._y = y - r = np.ascontiguousarray(self._check_dimensions(y) - - self._call_mean(self._x, args), - dtype=np.float64) - self._alpha = self.solver.apply_inverse(r, in_place=True).flatten() - return self._alpha - - def apply_inverse(self, y): - """ - Self-consistently apply the inverse of the computed kernel matrix to - some vector or matrix of samples. This method subtracts the mean, - sorts the samples, then returns the samples in the correct (unsorted) - order. - - :param y: ``(nsamples, )`` or ``(nsamples, K)`` - The vector (or matrix) of sample values. - - """ - self.recompute(quiet=False) - r = self._check_dimensions(y, check_dim=False) - - # Broadcast the mean function - m = [slice(None)] + [np.newaxis for _ in range(len(r.shape) - 1)] - r -= self._call_mean(self._x, args)[m] - - # Do the solve - r = np.asfortranarray(r, dtype=np.float64) - if len(r.shape) == 1: - b = self.solver.apply_inverse(r, in_place=True).flatten() - else: - b = self.solver.apply_inverse(r, in_place=True) - return b - - def compute(self, x, yerr=0.0, **kwargs): - """ - Pre-compute the covariance matrix and factorize it for a set of times - and uncertainties. - - :param x: ``(nsamples,)`` or ``(nsamples, ndim)`` - The independent coordinates of the data points. - - :param yerr: (optional) ``(nsamples,)`` or scalar - The Gaussian uncertainties on the data points at coordinates - ``x``. These values will be added in quadrature to the diagonal of - the covariance matrix. - - """ - # Parse the input coordinates and ensure the right memory layout. - self._x = self.parse_samples(x) - self._x = np.ascontiguousarray(self._x, dtype=np.float64) - try: - self._yerr2 = float(yerr)**2 * np.ones(len(x)) - except TypeError: - self._yerr2 = self._check_dimensions(yerr) ** 2 - self._yerr2 = np.ascontiguousarray(self._yerr2, dtype=np.float64) - - # Set up and pre-compute the solver. - self.solver = self.solver_type(self.kernel, **(self.solver_kwargs)) - - # Include the white noise term. - yerr = np.sqrt(self._yerr2 + np.exp(self._call_white_noise(self._x))) - self.solver.compute(self._x, yerr, **kwargs) - - self._const = -0.5 * (len(self._x) * np.log(2 * np.pi) + - self.solver.log_determinant) - self.computed = True - self._alpha = None - - def recompute(self, quiet=False, **kwargs): - """ - Re-compute a previously computed model. You might want to do this if - the kernel parameters change and the kernel is labeled as ``dirty``. - - :param quiet: (optional) - If ``True``, return false when the computation fails. Otherwise, - throw an error if something goes wrong. (default: ``False``) - - """ - if not self.computed: - if not (hasattr(self, "_x") and hasattr(self, "_yerr2")): - raise RuntimeError("You need to compute the model first") - try: - # Update the model making sure that we store the original - # ordering of the points. - self.compute(self._x, np.sqrt(self._yerr2), **kwargs) - except (ValueError, LinAlgError): - if quiet: - return False - raise - return True - - def lnlikelihood(self, y, args, quiet=False): - warnings.warn("'lnlikelihood' is deprecated. Use 'log_likelihood'", - DeprecationWarning) - return self.log_likelihood(y, args, quiet=quiet) - - def log_likelihood(self, y, args, quiet=False): - """ - Compute the logarithm of the marginalized likelihood of a set of - observations under the Gaussian process model. You must call - :func:`gp.compute` before this function. - - :param y: ``(nsamples, )`` - The observations at the coordinates provided in the ``compute`` - step. - - :param quiet: - If ``True`` return negative infinity instead of raising an - exception when there is an invalid kernel or linear algebra - failure. (default: ``False``) - - """ - if not self.recompute(quiet=quiet): - return -np.inf - try: - mu = self._call_mean(self._x, args) - except ValueError: - if quiet: - return -np.inf - raise - r = np.ascontiguousarray(self._check_dimensions(y) - mu, - dtype=np.float64) - ll = self._const - 0.5 * self.solver.dot_solve(r) - return ll if np.isfinite(ll) else -np.inf - - def grad_lnlikelihood(self, y, quiet=False): - warnings.warn("'grad_lnlikelihood' is deprecated. " - "Use 'grad_log_likelihood'", - DeprecationWarning) - return self.grad_log_likelihood(y, quiet=quiet) - - def grad_log_likelihood(self, y, quiet=False): - """ - Compute the gradient of :func:`GPnew.log_likelihood` as a function of the - parameters returned by :func:`GPnew.get_parameter_vector`. You must call - :func:`GPnew.compute` before this function. - - :param y: ``(nsamples,)`` - The list of observations at coordinates ``x`` provided to the - :func:`compute` function. - - :param quiet: - If ``True`` return a gradient of zero instead of raising an - exception when there is an invalid kernel or linear algebra - failure. (default: ``False``) - - """ - # Make sure that the model is computed and try to recompute it if it's - # dirty. - if not self.recompute(quiet=quiet): - return np.zeros(len(self), dtype=np.float64) - - # Pre-compute some factors. - try: - alpha = self._compute_alpha(y, False) - except ValueError: - if quiet: - return np.zeros(len(self), dtype=np.float64) - raise - - if len(self.white_noise) or len(self.kernel): - K_inv = self.solver.get_inverse() - A = np.einsum("i,j", alpha, alpha) - K_inv - - # Compute each component of the gradient. - grad = np.empty(len(self)) - n = 0 - - l = len(self.mean) - if l: - try: - mu = self._call_mean_gradient(self._x) - except ValueError: - if quiet: - return np.zeros(len(self), dtype=np.float64) - raise - grad[n:n+l] = np.dot(mu, alpha) - n += l - - l = len(self.white_noise) - if l: - wn = self._call_white_noise(self._x) - wng = self._call_white_noise_gradient(self._x) - grad[n:n+l] = 0.5 * np.sum((np.exp(wn)*np.diag(A))[None, :]*wng, - axis=1) - n += l - - l = len(self.kernel) - if l: - Kg = self.kernel.get_gradient(self._x) - grad[n:n+l] = 0.5 * np.einsum("ijk,ij", Kg, A) - - return grad - - def nll(self, vector, y, quiet=True): - self.set_parameter_vector(vector) - if not np.isfinite(self.log_prior()): - return np.inf - return -self.log_likelihood(y, quiet=quiet) - - def grad_nll(self, vector, y, quiet=True): - self.set_parameter_vector(vector) - if not np.isfinite(self.log_prior()): - return np.zeros(len(vector)) - return -self.grad_log_likelihood(y, quiet=quiet) - - def predict(self, y, t, args, - return_cov=True, - return_var=False, - cache=True, - kernel=None): - - """ - Compute the conditional predictive distribution of the model. You must - call :func:`GP.compute` before this function. - - :param y: ``(nsamples,)`` - The observations to condition the model on. - - :param t: ``(ntest,)`` or ``(ntest, ndim)`` - The coordinates where the predictive distribution should be - computed. - - :param return_cov: (optional) - If ``True``, the full covariance matrix is computed and returned. - Otherwise, only the mean prediction is computed. (default: - ``True``) - - :param return_var: (optional) - If ``True``, only return the diagonal of the predictive covariance; - this will be faster to compute than the full covariance matrix. - This overrides ``return_cov`` so, if both are set to ``True``, - only the diagonal is computed. (default: ``False``) - - :param cache: (optional) - If ``True`` the value of alpha will be cached to speed up repeated - predictions. - - :param kernel: (optional) - If provided, this kernel will be used to calculate the cross terms. - This can be used to separate the predictions from different - kernels. - - Returns ``mu``, ``(mu, cov)``, or ``(mu, var)`` depending on the values - of ``return_cov`` and ``return_var``. These output values are: - - * **mu** ``(ntest,)``: mean of the predictive distribution, - * **cov** ``(ntest, ntest)``: the predictive covariance matrix, and - * **var** ``(ntest,)``: the diagonal elements of ``cov``. - - """ - self.recompute() - alpha = self._compute_alpha(y, args, cache) - xs = self.parse_samples(t) - - if kernel is None: - kernel = self.kernel - - # Compute the predictive mean. - Kxs = kernel.get_value(xs, self._x) - mu = np.dot(Kxs, alpha) + self._call_mean(xs, args) - if not (return_var or return_cov): - return mu - - KinvKxs = self.solver.apply_inverse(Kxs.T) - if return_var: - var = kernel.get_value(xs, diag=True) - var -= np.sum(Kxs.T*KinvKxs, axis=0) - return mu, var - - cov = kernel.get_value(xs) - cov -= np.dot(Kxs, KinvKxs) - return mu, cov - - - def sample_conditional(self, y, t, args, size=1): - """ - Draw samples from the predictive conditional distribution. You must - call :func:`GPnew.compute` before this function. - - :param y: ``(nsamples, )`` - The observations to condition the model on. - - :param t: ``(ntest, )`` or ``(ntest, ndim)`` - The coordinates where the predictive distribution should be - computed. - - :param size: (optional) - The number of samples to draw. (default: ``1``) - - Returns **samples** ``(size, ntest)``, a list of predictions at - coordinates given by ``t``. - - """ - mu, cov = self.predict(y, t, args) - return multivariate_gaussian_samples(cov, size, mean=mu) - - def sample(self, t=None, size=1): - """ - Draw samples from the prior distribution. - - :param t: ``(ntest, )`` or ``(ntest, ndim)`` (optional) - The coordinates where the model should be sampled. If no - coordinates are given, the precomputed coordinates and - factorization are used. - - :param size: (optional) - The number of samples to draw. (default: ``1``) - - Returns **samples** ``(size, ntest)``, a list of predictions at - coordinates given by ``t``. If ``size == 1``, the result is a single - sample with shape ``(ntest,)``. - - """ - if t is None: - self.recompute() - n, _ = self._x.shape - - # Generate samples using the precomputed factorization. - results = self.solver.apply_sqrt(np.random.randn(size, n)) - results += self._call_mean(self._x, args) - return results[0] if size == 1 else results - - x = self.parse_samples(t) - cov = self.get_matrix(x) - cov[np.diag_indices_from(cov)] += TINY - return multivariate_gaussian_samples(cov, size, - mean=self._call_mean(x, args)) - - def get_matrix(self, x1, x2=None): - """ - Get the covariance matrix at a given set or two of independent - coordinates. - - :param x1: ``(nsamples,)`` or ``(nsamples, ndim)`` - A list of samples. - - :param x2: ``(nsamples,)`` or ``(nsamples, ndim)`` (optional) - A second list of samples. If this is given, the cross covariance - matrix is computed. Otherwise, the auto-covariance is evaluated. - - """ - x1 = self.parse_samples(x1) - if x2 is None: - return self.kernel.get_value(x1) - x2 = self.parse_samples(x2) - return self.kernel.get_value(x1, x2) - - def get_value(self, *args, **kwargs): - """ - A synonym for :func:`GPnew.log_likelihood` provided for consistency with - the modeling protocol. - - """ - return self.log_likelihood(*args, **kwargs) - - def get_gradient(self, *args, **kwargs): - """ - A synonym for :func:`GPnew.grad_log_likelihood` provided for consistency - with the modeling protocol. - - """ - return self.grad_log_likelihood(*args, **kwargs) - - -def _parse_model(model): - try: - val = float(model) - except TypeError: - return model - return ConstantModel(float(val)) diff --git a/CONAN3/groupweights_v2.py b/CONAN3/groupweights_v2.py deleted file mode 100644 index c163752..0000000 --- a/CONAN3/groupweights_v2.py +++ /dev/null @@ -1,36 +0,0 @@ -import sys -import numpy as np -import matplotlib.pyplot as plt - -def grweights(earr,indlist,grnames,groups,ngroup,nphot): - # calculate the total of the error in each groups - - #ewarr = np.zeros(len(indlist[nphot-1][0])) - #for j in range(len(ewarr)): - # ewarr[j]=earr[j] - - ewarr=np.copy(earr) # error weight array - - for j in range(ngroup): - jj=j+1 - # select LCs belonging to this group - ind = np.where(np.array(groups) == jj)[0] - nlc=len(ind) # number of lcs in this group - nplc=len(indlist[ind[0]][0]) # number of lc points - errsum=np.zeros(nplc) # this will contain the error sum for the group - # sum the errors up at each time step - for k in range(nlc): - if (len(indlist[ind[k]][0]) != nplc): - print('group LCs dont have the same number of points') - errsum=errsum+np.divide(1,np.power(earr[indlist[ind[k]][0]],2)) - - # calculate the weights for each lightcurve - - for k in range(nlc): - ewarr[indlist[ind[k]][0]]=np.power(ewarr[indlist[ind[k]][0]],2)*errsum - - # print np.divide(1.,ewarr[indlist[0]]), np.divide(1.,ewarr[indlist[1]]), np.divide(1.,ewarr[indlist[2]]) - # print nothing - return(ewarr) - - diff --git a/CONAN3/jitter_v1.py b/CONAN3/jitter_v1.py deleted file mode 100755 index 401778d..0000000 --- a/CONAN3/jitter_v1.py +++ /dev/null @@ -1,27 +0,0 @@ -import sys -import numpy as np -import scipy -import matplotlib -import matplotlib.pyplot as plt - -def jitter(rarr, earr, indlist, nphot, nRV, njumpRV): - - jitters = np.array([]) - - for j in range(nRV): - res=rarr[indlist[nphot+j][0]] - err=earr[indlist[nphot+j][0]] - nfree = len(res)-njumpRV[j] - jit=1 - jit, dump = scipy.optimize.leastsq(redchisqmin, jit, args=(nfree, res, err)) - jit = np.abs(jit) - jitters = np.append(jitters,jit) - - return jitters - - -def redchisqmin(jit,nfree, res, err): - - redchisq = np.sum(res**2/(err**2 + jit**2)) / nfree - - return 1-redchisq diff --git a/CONAN3/logprob_multi.py b/CONAN3/logprob_multi.py new file mode 100755 index 0000000..1ea49fc --- /dev/null +++ b/CONAN3/logprob_multi.py @@ -0,0 +1,616 @@ +import numpy as np +import time +from .models import * +from types import SimpleNamespace +from .utils import rho_to_tdur, gp_params_convert +import matplotlib +from ._classes import __default_backend__ + + +def logprob_multi(p, *args,t=None,make_outfile=False,verbose=False,debug=False,get_model=False,out_folder=""): + """ + calculate log probability and create output file of full model calculated using posterior parameters + + Parameters + ---------- + p : array + model parameters + + *args : list + contains various config parameters + + make_outfile : bool, optional + whether to make the output model file "*out.dat". by default False + + verbose : bool, optional + whether to print out information during function call, by default False + + debug : bool, optional + see debug statements, by default False + + get_model: bool, optional + flag to output dictionary of model results (phot and RV) for specific input parameters. + + Returns + ------- + model : array + model computed with parameter input `p` + + model_err : array + model uncertainties + + T0 : float + mid transit time + + P0 : float + period + + """ + + # distribute out all the input arguments + t_arr = args[0] + f_arr = args[1] + col3_arr = args[2] + col4_arr = args[3] + col6_arr = args[4] + col5_arr = args[5] + col7_arr = args[6] + bis_arr = args[7] + contr_arr = args[8] + nphot = args[9] + nRV = args[10] + indlist = args[11] + filters = args[12] + nfilt = args[13] + filnames = args[14] + nddf = args[15] + nocc = args[16] + rprs0 = args[17] + erprs0 = args[18] + grprs = args[19] + egrprs = args[20] + grnames = args[21] + groups = args[22] + ngroup = args[23] + ewarr = args[24] + inmcmc = args[25] + paraCNM = args[26] + baseLSQ = args[27] + bvars = args[28] + bvarsRV = args[29] + cont = args[30] + names = args[31] + RVnames = args[32] + e_arr = args[33] + divwhite = args[34] + dwCNMarr = args[35] + dwCNMind = args[36] + params = args[37] # all the input params no GP. the function input, p, are the ones that jumping in the mcmc + useGPphot = args[38] + useGPrv = args[39] + GPobjects = args[40] + GPparams = args[41] + GPindex = args[42] + pindices = args[43] # pindices - list of list -->list of indices of the p array jumping in each LC and then each RV + jumping = args[44] # the indices of the params array that are jumping + pnames = args[45] + prior_distr = args[46] # the indices of the params array that are jumping for each LC + prior = args[47] # the priors, as many as jumping elements (len(p) + priorwid = args[48] # the priors, as many as jumping elements (len(p) + lim_low = args[49] # the lower limits, as many as jumping elements (len(p) + lim_up = args[50] # the upper limits, as many as jumping elements (len(p) + pargps = args[51] + jumping_noGP= args[52] + gpkerns = args[53] + jit_apply = args[54] + jumping_GP = args[55] + GPstepsizes = args[56] + sameLCgp = args[57] + npl = args[58] + useSpline_lc= args[59] + useSpline_rv= args[60] + s_samp = args[61] + rvGPobjects = args[62] + rvGPparams = args[63] + rvGPindex = args[64] + # jumping_rvGP = args[65] + # jumping_lcGP = args[66] + input_lcs = args[65] #used in result object to access the input data + input_rvs = args[66] #used to result object to access the input data + RVunit = args[67] + rv_pargps = args[68] + rv_gpkerns = args[69] + sameRVgp = args[70] + fit_sampler = args[71] + params_all = np.concatenate((params, GPparams,rvGPparams)) + + lnprob = 0. + lnprior = 0. + ppm = 1e-6 + + #compute log prior if using emcee else skip + if fit_sampler == "emcee": + for jj in range(len(p)): + this_p = p[jj]*ppm if (pnames[jj].startswith('GPlc') and 'Amp' in pnames[jj]) else p[jj] + lnprior += prior_distr[jj].logpdf(this_p) # add the log prior for each jumping parameter + + #if in mcmc check that lnprior is finite + if inmcmc == 'y': + if np.isfinite(lnprior): + lnprob += lnprior # add to logprob if finite. later steps calculate log_likelihood to be added + else: + return -np.inf # no point computing log_likelihood if log prior is not finite + + + mod, emod = [], [] # output arrays in case we're not in the mcmc + if get_model: + model_outputs = SimpleNamespace(lc={},rv={}) + + params_all[jumping] = p # set the jumping parameters to the values in p which are varied in mcmc + + # restrict the parameters to those of the light curve + for j in range(nphot): + if inmcmc == 'n': + if verbose: print(f'LC{j+1}', end=" ...") + + t_in = np.copy(t_arr[indlist[j][0]]) if t is None else t # time values of lightcurve j + f_in = np.copy(f_arr[indlist[j][0]]) # flux values of lightcurve j + e_in = np.copy(e_arr[indlist[j][0]]) # error values of lightcurve j + col3_in = np.copy(col3_arr[indlist[j][0]]) + col4_in = np.copy(col4_arr[indlist[j][0]]) # y values of lightcurve j + col6_in = np.copy(col6_arr[indlist[j][0]]) + col5_in = np.copy(col5_arr[indlist[j][0]]) + col7_in = np.copy(col7_arr[indlist[j][0]]) + bis_in = np.copy(bis_arr[indlist[j][0]]) + contra_in = np.copy(contr_arr[indlist[j][0]]) + name = names[j] + if baseLSQ == "y": + bvar = bvars[j][0] + else: + bvar=[] + + pp=p[pindices[j]] # the elements of the p array jumping in this LC, pp is the array of non-GP jumping parameters for this LC + + # extract the parameters input to the modeling function from the input array + # specify the LD and ddf correctly + + # identify the filter index of this LC + k = np.where(filnames == filters[j]) # k is the index of the LC in the filnames array + k = k[0] + vcont = cont[k,0] + + occind = 1+7*npl+nddf+k # index in params of the occultation depth value + Apc_ind = 1+7*npl+nddf+nocc+k # index in params of the occultation depth value + phoff_ind = 1+7*npl+nddf+nocc*2+k # index in params of the occultation depth value + + q1ind = 1+7*npl+nddf+nocc*3+2*k # index in params of the first LD coeff of this filter + q2ind = 1+7*npl+nddf+nocc*3+2*k+1 # index in params of the second LD coeff of this filter + gg = int(groups[j]-1) + + # lc jitter + LCjitterind = 1+7*npl + nddf+nocc*3 + nfilt*2 + j + + # get the index of pp that is + # adapt the RpRs value used in the LC creation to any ddfs + + ppcount = 0 # the index of the jumping parameter in the pp array + T0in, RpRsin, bbin, perin, eosin, eocin, Kin = [], [], [], [], [], [], [] + + #if parameter is jumping, get value from pp array, otherwise use the value from the params array + if 0 in jumping[0]: + rhoin = pp[ppcount] + ppcount = ppcount+1 + else: + rhoin = params[0] + + for n in range(npl): + if (1+7*n in jumping[0]): # same for all LCs -> check in jumping array + T0in.append(pp[ppcount]) # the first element of pp is the T0 value + ppcount = ppcount+1 + else: + T0in.append(params[1+7*n]) + + if (2+7*n in jumping[0]): # same for all LCs -> check in jumping array + RpRsin.append(pp[ppcount]) + ppcount = ppcount+1 + else: + RpRsin.append(params[2+7*n]) + + if (3+7*n in jumping[0]): # same for all LCs -> check in jumping array + bbin.append(pp[ppcount]) + ppcount = ppcount+1 + else: + bbin.append(params[3+7*n]) + + if (4+7*n in jumping[0]): # same for all LCs -> check in jumping array + perin.append(pp[ppcount]) + ppcount = ppcount+1 + else: + perin.append(params[4+7*n]) + + if (5+7*n in jumping[0]): # same for all LCs -> check in jumping array + eosin.append(pp[ppcount]) + ppcount = ppcount+1 + else: + eosin.append(params[5+7*n]) + + if (6+7*n in jumping[0]): # same for all LCs -> check in jumping array + eocin.append(pp[ppcount]) + ppcount = ppcount+1 + else: + eocin.append(params[6+7*n]) + + #calculate transit duration for each planet + durin = list( rho_to_tdur(rhoin, np.array(bbin), np.array(RpRsin), np.array(perin), + e=np.array(eosin)**2+np.array(eocin)**2, w=np.degrees(np.arctan2(eosin,eocin)) )) + + if nddf>0: + ddf0 = pp[ppcount] + isddf = 'y' + grprs_here = grprs[gg] + ppcount = ppcount+1 + else: + ddf0 = 0. + isddf = 'n' + grprs_here = 0. + + if (occind in jumping[0]): + occin = pp[ppcount] + ppcount = ppcount+1 + else: + occin = params[occind] + + if (Apc_ind in jumping[0]): + Apc_in = pp[ppcount] + ppcount = ppcount+1 + else: + Apc_in = params[Apc_ind] + + if (phoff_ind in jumping[0]): + phoff_in = pp[ppcount] + ppcount = ppcount+1 + else: + phoff_in = params[phoff_ind] + + + ########## + if occin < 0.0: occin = 0.0 + if Apc_in < 0.0: Apc_in = 0.0 + + ######### + #now check the correct LD coeffs + if (q1ind in jumping[0]): # index of specific LC LD in jumping array -> check in jumping array + q1in = pp[ppcount] + ppcount = ppcount + 1 + else: + q1in = params[q1ind] + + if (q2ind in jumping[0]): # index of specific LC LD in jumping array -> check in jumping array + q2in = pp[ppcount] + ppcount = ppcount + 1 + else: + q2in = params[q2ind] + + if (LCjitterind in jumping[0]): # index of specific LC LD in jumping array -> check in jumping array + ppcount = ppcount + 1 + + if get_model: + TM = Transit_Model(rho_star=rhoin, T0=T0in, RpRs=RpRsin, b=bbin, per=perin, eos=eosin, eoc=eocin, ddf=ddf0, + occ=occin, A=Apc_in, delta=phoff_in, q1=q1in, q2=q2in,npl=npl) + LCmod,compo = TM.get_value(t_in, planet_only=True,ss=s_samp[j]) + model_outputs.lc[name] = LCmod, compo + continue + + + bfstart = 1 +7*npl + nddf +nocc*3 +2*nfilt + nphot + nRV*2+ j*20 # index in params of the first baseline param of this light curve + blind = np.asarray(list(range(bfstart,bfstart+20))) # the indices of the baseline params of this light curve + basesin = np.zeros(20) + + for jj in range(len(blind)): + basein = blind[jj] + + if (basein in jumping[0]): + basesin[jj] = pp[ppcount] + ppcount = ppcount + 1 + else: + basesin[jj]=params[basein] + + #compute transit and baseline model + TM = Transit_Model(rho_star=rhoin, T0=T0in, RpRs=RpRsin, b=bbin, per=perin, eos=eosin, eoc=eocin, ddf=ddf0, + occ=occin, A=Apc_in, delta=phoff_in, q1=q1in, q2=q2in,npl=npl) + argu = [t_in,f_in,col3_in,col4_in,col6_in,col5_in,col7_in,bis_in,contra_in,isddf,rprs0,grprs_here,inmcmc,baseLSQ,basesin,vcont,name,e_in,bvar,useSpline_lc[j]] + lc_result=TM.get_value(t_in, argu,ss=s_samp[j]) + + trans_base = lc_result.full_LCmod #transit*baseline + mt0 = lc_result.planet_LC #transit only + bfunc = lc_result.LC_bl #baseline*spline + det_LC = f_in / bfunc #detrended data + + + LCjit = np.exp(params_all[LCjitterind]) + + err_in = (e_in**2 + LCjit**2)**0.5 + + if useGPphot[j]=='n': + if inmcmc == 'y': + lnprob_thislc = -1./2. * np.sum( (trans_base-f_in)**2/err_in**2 + np.log(2*np.pi*err_in**2)) + lnprob = lnprob + lnprob_thislc + + if inmcmc == 'n': + mod = np.concatenate((mod,trans_base)) + emod = np.concatenate((emod,np.zeros(len(trans_base)))) + + # write the lightcurve and the model to file or return output if we're not inside the MCMC + out_data = np.stack((t_in,f_in,err_in,trans_base,bfunc,mt0,det_LC,lc_result.spline),axis=1) + header = ["time","flux","error","full_mod","base","transit","det_flux","spl_fit"] + header_fmt = "{:14s}\t"*len(header) + phases = np.zeros((len(t_in),npl)) + + for n in range(npl): + phases[:,n] = np.modf(np.modf( (t_in-T0in[n])/perin[n])[0]+1)[0] + if mt0[np.argmin(phases[:,n])] < 1: + phases[:,n][phases[:,n]>0.5] = phases[:,n][phases[:,n]>0.5]-1 + header_fmt += "{:14s}\t" + header += [f"phase_{n+1}"] if npl>1 else ["phase"] + + out_data = np.hstack((out_data,phases)) + if make_outfile: + outfile=out_folder+"/"+name[:-4]+'_lcout.dat' + if verbose: print(f"Writing LC output to file: {outfile}") + np.savetxt(outfile,out_data,header=header_fmt.format(*header),fmt='%14.8f') + + elif useGPphot[j] in ['y','ce']: + gppars = params_all[len(params):len(params)+len(GPparams)] # the GP parameters for all lcs + pargp = pargps[j] + + #indices of the gp params for this rv file + if not sameLCgp.flag: + gp = GPobjects[j] #gp for this rv + thislc_gpind = GPindex == j #individual gp params + else: + gp = GPobjects[sameLCgp.first_index] + thislc_gpind = GPindex == sameLCgp.first_index + + thislc_gppars = gppars[thislc_gpind] #the gp params for this lc + + #need conversion of gp pars before setting them + gp_conv = gp_params_convert() + kernels = gpkerns[j] if useGPphot[j] == "ce" else ["g_"+ gpk for gpk in gpkerns[j]]# ["any_george"]*len(gpkerns[j]) + thislc_gppars = gp_conv.get_values(kernels=kernels, data="lc",pars=thislc_gppars) + gp.set_parameter_vector(thislc_gppars) + #recompute gp with jitter included + gp.compute(pargp, yerr = err_in) + + + if inmcmc == 'y': + lnprob_thislc = gp.log_likelihood(f_in/trans_base, quiet=True) + lnprob = lnprob + lnprob_thislc + + # if not in MCMC, get a prediction and append it to the output array + if inmcmc == 'n': + which_GP = "George" if useGPphot[j]=='y' else "Celerite" + + bfunc_gp= gp.predict(f_in/trans_base, t=pargp, return_cov=False, return_var=False) #gp_fit to residual + pred = bfunc_gp*trans_base #gp * transit*baseline(w/wo spl) + + mod = np.concatenate((mod,pred)) #append the model to the output array + emod = np.concatenate((emod,np.zeros(len(pred)))) #append the model error to the output array + + bfunc_full = bfunc * bfunc_gp + det_LC = f_in/bfunc_full #detrended_data + + # write the lightcurve and the model to file or return output if we're not inside the MCMC + out_data = np.stack((t_in,f_in,err_in,pred,bfunc_full,mt0,det_LC,lc_result.spline),axis=1) + header = ["time","flux","error","full_mod","gp*base","transit","det_flux","spl_fit"] + header_fmt = "{:14s}\t"*len(header) + phases = np.zeros((len(t_in),npl)) + + for n in range(npl): + phases[:,n] = np.modf(np.modf( (t_in-T0in[n])/perin[n])[0]+1)[0] + if mt0[np.argmin(phases[:,n])] < 1: phases[:,n][phases[:,n]>0.5] = phases[:,n][phases[:,n]>0.5]-1 + header_fmt += "{:14s}\t" + header += [f"phase_{n+1}"] if npl>1 else ["phase"] + + out_data = np.hstack((out_data,phases)) + if make_outfile: + outfile=out_folder+"/"+name[:-4]+'_lcout.dat' + if verbose: print(f"Writing LC output with GP({which_GP}) to file: {outfile}") + np.savetxt(outfile,out_data,header=header_fmt.format(*header),fmt='%14.8f') + + + # now do the RVs and add their probabilities to the model + for j in range(nRV): + if verbose: print(f'RV{j+1}', end= " ...") + t_in = np.copy(t_arr[indlist[j+nphot][0]]) if t is None else t # time values of lightcurve j + f_in = np.copy(f_arr[indlist[j+nphot][0]]) # flux values of lightcurve j + e_in = np.copy(e_arr[indlist[j+nphot][0]]) # error values of lightcurve j + col3_in = np.copy(col3_arr[indlist[j+nphot][0]]) + col4_in = np.copy(col4_arr[indlist[j+nphot][0]]) # y values of lightcurve j + col6_in = np.copy(col6_arr[indlist[j+nphot][0]]) + col5_in = np.copy(col5_arr[indlist[j+nphot][0]]) + col7_in = np.copy(col7_arr[indlist[j+nphot][0]]) + bis_in = np.copy(bis_arr[indlist[j+nphot][0]]) + contra_in = np.copy(contr_arr[indlist[j+nphot][0]]) + name = RVnames[j] + + # get the current parameters from the pp array. + pp = p[pindices[j+nphot]] # the elements of the p (noGP) array jumping in this RV curve + ppnames = pnames[pindices[j+nphot]] + + ppcount = 0 + T0in, RpRsin, bbin, perin, eosin, eocin, Kin = [], [], [], [], [], [],[] + if 0 in jumping[0]: + rhoin = pp[ppcount] + ppcount = ppcount+1 + else: + rhoin = params[0] + + for n in range(npl): + if (1+7*n in jumping[0]): # same for all LCs -> check in jumping array + T0in.append(pp[ppcount]) # the first element of pp is the T0 value + ppcount = ppcount+1 + else: + T0in.append(params[1+7*n]) + + if (2+7*n in jumping[0]): # same for all LCs -> check in jumping array + RpRsin.append(pp[ppcount]) + ppcount = ppcount+1 + else: + RpRsin.append(params[2+7*n]) + + if (3+7*n in jumping[0]): # same for all LCs -> check in jumping array + bbin.append(pp[ppcount]) + ppcount = ppcount+1 + else: + bbin.append(params[3+7*n]) + + if (4+7*n in jumping[0]): # same for all LCs -> check in jumping array + perin.append(pp[ppcount]) + ppcount = ppcount+1 + else: + perin.append(params[4+7*n]) + + if (5+7*n in jumping[0]): # same for all LCs -> check in jumping array + eosin.append(pp[ppcount]) + ppcount = ppcount+1 + else: + eosin.append(params[5+7*n]) + + if (6+7*n in jumping[0]): # same for all LCs -> check in jumping array + eocin.append(pp[ppcount]) + ppcount = ppcount+1 + else: + eocin.append(params[6+7*n]) + + if (7+7*n in jumping[0]): # #TODO check if this can be in lc jumping part. same for all data -> check in jumping array + Kin.append(pp[ppcount]) + ppcount = ppcount+1 + else: + Kin.append(params[7+7*n]) + + # jupind = jumping_noGP[0] + + # nGPjump = len(p) - len(jupind) + # paraminRV[jumping] = p #p[0:-nGPjump] if nGPjump > 0 else p + gammaind = 1+7*npl + nddf + nocc*3 + nfilt*2 + nphot + j*2 #pass the right gamma index for each file (Akin) + Gamma_in = params_all[gammaind] + RVargs = [params_all,f_in,e_in,bis_in,col6_in,contra_in,nfilt,baseLSQ,inmcmc, + nddf,nocc,nRV,nphot,j,RVnames,bvarsRV,gammaind] + + if get_model: #skip other calculations and return the RV model for this dataset + RVmodel,compo = RadialVelocity_Model(t_in,T0in,perin,Kin,eosin,eocin,Gamma_in,*RVargs, + useSpline_rv[j],npl,planet_only=True) + model_outputs.rv[name] = RVmodel,compo + continue + + rv_result = RadialVelocity_Model(t_in,T0in,perin,Kin,eosin,eocin,Gamma_in,*RVargs, + useSpline_rv[j],npl,planet_only=False) #planet rv + baseline + + mod_RVbl = rv_result.full_RVmod #planet rv + baseline + mod_RV = rv_result.planet_RV #planet rv + bfuncRV = rv_result.RV_bl + Gamma_in #baseline*spline + det_RV = f_in - bfuncRV #detrended data + + # rv jitter + if (jit_apply == 'y'): + jitterind = 1+7*npl + nddf+nocc*3 + nfilt*2 + nphot + j*2 + 1 + jit = params_all[jitterind] + else: + jit = 0. + + err_in = (e_in**2 + jit**2)**0.5 + + if useGPrv[j] == "n": + + if inmcmc == 'y': + lnprob_thisRV = -1./2. * np.sum( (mod_RVbl-f_in)**2/err_in**2 + np.log(2. * np.pi * err_in**2) ) + lnprob = lnprob + lnprob_thisRV + + if inmcmc == 'n': + # write the RVcurve and the model to file if we're not inside the MCMC + mod = np.concatenate((mod,mod_RVbl)) + emod = np.concatenate((emod,e_in-e_in)) + + out_data = np.stack((t_in,f_in,err_in,mod_RVbl,bfuncRV,mod_RV,det_RV,rv_result.spline),axis=1) + header = ["time","RV","error","full_mod","base","Rvmodel","det_RV","spl_fit"] + header_fmt = "{:14s}\t"*len(header) + phases = np.zeros((len(t_in),npl)) + + for n in range(npl): + phases[:,n] = ((t_in-T0in[n])/perin[n]) - np.round( ((t_in-T0in[n])/perin[n])) + header_fmt += "{:14s}\t" + header += [f"phase_{n+1}"] if npl>1 else ["phase"] + if make_outfile: + outfile = out_folder+"/"+RVnames[j][:-4]+'_rvout.dat' + out_data = np.hstack((out_data,phases)) + if verbose: print(f"Writing RV output to file: {outfile}") + np.savetxt(outfile,out_data,header=header_fmt.format(*header),fmt='%14.8f') + + + elif useGPrv[j] in ['y','ce']: + rv_gppars = params_all[len(params)+len(GPparams):] #all rv gp parameters + rvpargp = rv_pargps[j] #independent axis columns + + #indices of the gp params for this rv file + if not sameRVgp.flag: + gp = rvGPobjects[j] #gp for this rv + thisrv_gpind = rvGPindex == j #individual gp params + else: + gp = rvGPobjects[sameRVgp.first_index] + thisrv_gpind = rvGPindex == sameRVgp.first_index + + thisrv_gppars = rv_gppars[thisrv_gpind] #the gp params for this RV + + #need conversion of gp pars before setting them + gp_conv = gp_params_convert() + kernels = rv_gpkerns[j] if useGPrv[j] == "ce" else ["g_"+ gpk for gpk in rv_gpkerns[j]]#["any_george"]*len(rv_gpkerns[j]) + thisrv_gppars = gp_conv.get_values(kernels=kernels, data="rv",pars=thisrv_gppars) + gp.set_parameter_vector(thisrv_gppars) + #recompute gp with jitter included + gp.compute(rvpargp, yerr = err_in) + + if inmcmc == 'y': + lnprob_thisRV = gp.log_likelihood(f_in-mod_RVbl, quiet=True) + lnprob = lnprob + lnprob_thisRV + + # if not in MCMC, get a prediction and append it to the output array + if inmcmc == 'n': + which_GP = "George" if useGPrv[j]=='y' else "Celerite" + + bfunc_gp= gp.predict(f_in-mod_RVbl, t=rvpargp, return_cov=False, return_var=False) + pred = bfunc_gp+mod_RVbl + + mod = np.concatenate((mod,pred)) + emod = np.concatenate((emod,e_in-e_in)) + + bfunc_full = bfunc_gp+bfuncRV + det_RV = f_in - bfunc_full + + out_data = np.stack((t_in,f_in,err_in,pred,bfunc_full,mod_RV,det_RV,rv_result.spline),axis=1) + header = ["time","RV","error","full_mod","gp+base","Rvmodel","det_RV","spl_fit"] + header_fmt = "{:14s}\t"*len(header) + phases = np.zeros((len(t_in),npl)) + + for n in range(npl): + phases[:,n] = ((t_in-T0in[n])/perin[n]) - np.round( ((t_in-T0in[n])/perin[n])) + header_fmt += "{:14s}\t" + header += [f"phase_{n+1}"] if npl>1 else ["phase"] + + if make_outfile: + out_data = np.hstack((out_data,phases)) + outfile = out_folder+"/"+RVnames[j][:-4]+'_rvout.dat' + if verbose: print(f"Writing RV output with GP({which_GP}) to file: {outfile}") + np.savetxt(outfile,out_data,header=header_fmt.format(*header),fmt='%14.8f') + + + if get_model: + return model_outputs + + # ====== return total outputs ====== + if inmcmc == 'y': + if np.isnan(lnprob) == True: + lnprob = -np.inf + return lnprob + else: + return (mod, emod, T0in, perin, durin if nphot>0 else 0) + diff --git a/CONAN3/logprob_multi_sin_v4.py b/CONAN3/logprob_multi_sin_v4.py deleted file mode 100644 index 41b9097..0000000 --- a/CONAN3/logprob_multi_sin_v4.py +++ /dev/null @@ -1,580 +0,0 @@ - -import george -import sys -import numpy as np -import time - -# from george.modeling import Model -# from george import kernels -# from .gpnew import * -from .model_GP_v3 import * -from celerite.modeling import Model -from celerite import terms -import celerite -from CONAN3.celeritenew import * - -from .RVmodel_v3 import * - - -def logprob_multi(p, *args,make_out_file=False,verbose=False,debug=False): - """ - calculate log probability and create output file of full model calculated using posterior parameters - - Parameters - ---------- - p : array - model parameters - - *args : list - contains various config parameters - - make_out_file : bool, optional - whether to make the output model file "out_full.dat". by default False - - verbose : bool, optional - whether to print out information during function call, by default False - - debug : bool, optional - see debug statements, by default False - - Returns - ------- - model : array - model computed with parameter input `p` - - model_err : array - model uncertainties - - T0 : float - mid transit time - - P0 : float - period - - """ - - # distribute out all the input arguments - tarr = args[0] - farr = args[1] - xarr = args[2] - yarr = args[3] - warr = args[4] - aarr = args[5] - sarr = args[6] - barr = args[7] - carr = args[8] - nphot = args[9] - nRV = args[10] - indlist = args[11] - filters = args[12] - nfilt = args[13] - filnames = args[14] - nddf = args[15] - nocc = args[16] - rprs0 = args[17] - erprs0 = args[18] - grprs = args[19] - egrprs = args[20] - grnames = args[21] - groups = args[22] - ngroup = args[23] - ewarr = args[24] - inmcmc = args[25] - paraCNM = args[26] - baseLSQ = args[27] - bvars = args[28] - bvarsRV = args[29] - cont = args[30] - names = args[31] - RVnames = args[32] - earr = args[33] - divwhite = args[34] - dwCNMarr = args[35] - dwCNMind = args[36] - params = args[37] #BUG: actually the params are input as p! p jumps in the mcmc - useGPphot = args[38] - useGPrv = args[39] - GPobjects = args[40] - GPparams = args[41] - GPindex = args[42] - pindices = args[43] # pindices are the indices of the p array jumping in each LC - jumping = args[44] # the indices of the params array that are jumping - pnames = args[45] - LCjump = args[46] # the indices of the params array that are jumping for each LC - prior = args[47] # the priors, as many as jumping elements (len(p) - priorwid = args[48] # the priors, as many as jumping elements (len(p) - lim_low = args[49] # the lower limits, as many as jumping elements (len(p) - lim_up = args[50] # the upper limits, as many as jumping elements (len(p) - pargps = args[51] - jumping_noGP = args[52] - GPphotWN = args[53] - jit_apply = args[54] - jumping_GP = args[55] - GPstepsizes = args[56] - GPcombined = args[57] - useSpline = args[58] - lnprob = 0. - - lc0_combinedGPs = np.where(GPcombined == 1.0) - - mod, emod = [], [] # output arrays in case we're not in the mcmc - - # restrict the parameters to those of the light curve - for j in range(nphot): - if inmcmc == 'n': - if verbose: print('\nLightcurve ',j+1) - tt = np.copy(tarr[indlist[j][0]]) # time values of lightcurve j - ft = np.copy(farr[indlist[j][0]]) # flux values of lightcurve j - ee = np.copy(earr[indlist[j][0]]) # error values of lightcurve j - xt = np.copy(xarr[indlist[j][0]]) - yt = np.copy(yarr[indlist[j][0]]) # y values of lightcurve j - wt = np.copy(warr[indlist[j][0]]) - at = np.copy(aarr[indlist[j][0]]) - st = np.copy(sarr[indlist[j][0]]) - bt = np.copy(barr[indlist[j][0]]) - ct = np.copy(carr[indlist[j][0]]) - name = names[j] - if baseLSQ == "y": - bvar = bvars[j][0] - else: - bvar=[] - - pp=p[pindices[j]] # the elements of the p array jumping in this LC - - # extract the parameters input to the modeling function from the input array - - #specify the LD and ddf correctly - - # identify the filter index of this LC - k = np.where(filnames == filters[j]) # k is the index of the LC in the filnames array - k = np.asscalar(k[0]) - vcont = cont[k,0] - - occind = 8+nddf+k # index in params of the occultation depth value - u1ind = 8+nddf+nocc+4*k # index in params of the first LD coeff of this filter - u2ind = 9+nddf+nocc+4*k # index in params of the second LD coeff of this filter - gg=int(groups[j]-1) - - # get the index of pp that is - # adapt the RpRs value used in the LC creation to any ddfs - - ppcount = 0 - if (0 in jumping[0]): # same for all LCs -> check in jumping array - T0in = pp[0] - ppcount = ppcount+1 - else: - T0in = params[0] - - if (1 in jumping[0]): # same for all LCs -> check in jumping array - RpRsin = pp[ppcount] - ppcount = ppcount+1 - else: - RpRsin = params[1] - - if (2 in jumping[0]): # same for all LCs -> check in jumping array - bbin = pp[ppcount] - ppcount = ppcount+1 - else: - bbin = params[2] - - if (3 in jumping[0]): # same for all LCs -> check in jumping array - durin=pp[ppcount] - ppcount = ppcount+1 - else: - durin = params[3] - - if (4 in jumping[0]): # same for all LCs -> check in jumping array - perin=pp[ppcount] - ppcount = ppcount+1 - else: - perin = params[4] - - if (5 in jumping[0]): # same for all LCs -> check in jumping array - eosin=pp[ppcount] - ppcount = ppcount+1 - else: - eosin = params[5] - - if (6 in jumping[0]): # same for all LCs -> check in jumping array - eocin=pp[ppcount] - ppcount = ppcount+1 - else: - eocin = params[6] - - if nddf>0: - ddf0 = pp[ppcount] - isddf = 'y' - grprs_here = grprs[gg] - ppcount = ppcount+1 - else: - ddf0 = 0. - isddf = 'n' - grprs_here = 0. - - if (occind in jumping[0]): - occin = pp[ppcount] - ppcount = ppcount+1 - else: - occin = params[occind] - - - ########## - if occin < 0.0: - occin = 0.0 - - ######### - - - #now check the correct LD coeffs - if (u1ind in jumping[0]): # index of specific LC LD in jumping array -> check in jumping array - c1in = pp[ppcount] - ppcount = ppcount + 1 - else: - c1in = params[u1ind] - - if (u2ind in jumping[0]): # index of specific LC LD in jumping array -> check in jumping array - c2in = pp[ppcount] - ppcount = ppcount + 1 - else: - c2in = params[u2ind] - - bfstart = 8+nddf+nocc+4*nfilt+nRV*2+ j*20 # index in params of the first baseline param of this light curve - blind = np.asarray(list(range(bfstart,bfstart+20))) # the indices of the baseline params of this light curve - basesin = np.zeros(20) - - for jj in range(len(blind)): - basein = blind[jj] - - if (basein in jumping[0]): - basesin[jj] = pp[ppcount] - ppcount = ppcount + 1 - else: - basesin[jj]=params[basein] - - #A test to find out what kind of model this is - if (useGPphot[j]=='y' or useGPphot[j]=='ce'): - pargp = pargps[j] - # in this case, this is just the transit+GP model - Parest = dict(T0=T0in,RpRs=RpRsin, b=bbin, dur=durin, per=perin, eos=eosin, eoc=eocin, ddf=ddf0, occ=occin, c1=c1in, c2=c2in) - - kwargs = dict(**Parest) - - # and specify the correct arguments - argu = [tt,ft,xt,yt,wt,at,st,bt,ct,isddf,rprs0,grprs_here,inmcmc,baseLSQ,basesin,vcont,name,ee,bvar,useSpline] - - mean_model = Transit_Model(T0=T0in, RpRs=RpRsin, b=bbin, dur=durin, per=perin, eos=eosin, eoc=eocin, ddf=ddf0, occ=occin, c1=c1in, c2=c2in) - - # parameters to go into the GP: transit followed by the GP parameters and the WN - - # which GP parameters are those of this light curve? - GPthisLC = np.where(GPindex == j)[0] - GPuse = [] - - ppcount_lc0 = ppcount - - l = 0 - - for jj in range(len(GPthisLC)): - - if (GPstepsizes[GPthisLC[jj]]!=0): # if this GP parameter is jumping, then set it to the next one in pp - - GPuse = np.concatenate((GPuse,[pp[ppcount]]),axis=0) - ppcount = ppcount + 1 - - elif GPcombined[GPthisLC[jj]] == 1.0: - if GPphotWN[j] == 'n' and jj == 0: - GPuse = np.concatenate((GPuse,[GPparams[GPthisLC[jj]]]),axis=0) - else: - GPuse = np.concatenate((GPuse,[p[pindices[0]][ppcount_lc0+lc0_combinedGPs[0][l]]]),axis=0) - l = l+1 - - else: - GPuse = np.concatenate((GPuse,[GPparams[GPthisLC[jj]]]),axis=0) # otherwise, set it to the value in GPparams - - # if (GPphotWN[j] == 'n'): - # GPuse = np.concatenate(([-50.],GPuse),axis=0) # a crude solution: set WN to very very low - # here: define the correct para array - para=[T0in,RpRsin, bbin, durin, perin, eosin, eocin, ddf0, occin, c1in, c2in] - para=np.concatenate((para,(GPuse)),axis=0) if useGPphot[j]=='y' else np.concatenate(((GPuse),para),axis=0) - - # here we need to call the correct GP objects - gp = GPobjects[j] - - gp.set_parameter_vector(para, include_frozen=True) - - # if not in MCMC, get a prediction and append it to the output array - if inmcmc == 'n': - if verbose: - print("Using George GP") if useGPphot[j]=='y' else print("Using Celerite GP") - print('GP values used:',GPuse) - if debug: - print("\nDEBUG: In logprob_multi_sinv4") - print(f"GP terms: {gp.get_parameter_names()}") - print(f"GP vector: {gp.get_parameter_vector()}") - print(f"setting to params: {para}") - - - pred, pred_var = gp.predict(ft, t=pargp, return_var=True, args=argu) #gp+transit*baseline - - mod = np.concatenate((mod,pred)) - emod = np.concatenate((emod,pred_var)) - # write the lightcurve and the model to file if we're not inside the MCMC - - # return the transit model - mo = gp.mean.get_value(ft, args=argu) #transit*baseline - #print mo - - # get the transit-only model with no parametric baselines - basesin_non = np.zeros(20) - basesin_non[0] = 1. - argu2 = [tt,ft,xt,yt,wt,at,st,bt,ct,isddf,rprs0,grprs_here,inmcmc,'n',basesin_non,vcont,name,ee,bvar,useSpline] - mt0=mean_model.get_value(tt, argu2) #transit only - - bfunc = pred/mo #gp_only - # fco = ft/bfunc #gp_detrended flux - - # compute the parametric part of the baseline model tt,ft,xt,yt,wt,at,st,bt,ct - - delta = np.round(np.divide((tt[0]-params[0]),params[4])) - T0_lc=params[0]+delta*params[4] - #ts=tt-T0_lc - ts=tt-tt[0] - - bfunc_para,spl_comp = basefunc_noCNM(basesin, ts, at, xt, yt, wt, st,ft/mt0,useSpline)#mo/mt0# - - #####ANDREAS: This is redunant... This file is only written when GPs are used but prints values without GPs - # outfile=name[:-4]+'_out.dat' - # of=open(outfile,'w') - # for k in range(len(tt)): - # of.write('%10.6f %10.6f %10.6f %10.6f %10.6f %10.6f %10.6f\n' % (tt[k], ft[k], ee[k], pred[k],bfunc[k],mo[k],fco[k])) - - # of.close() - - bfunc_gp = np.copy(bfunc) - bfunc_full = bfunc_para * bfunc_gp - model_transit = mo/bfunc_para - fco_full = ft/bfunc_full #detrended_data - - if make_out_file: - outfile=name[:-4]+'_out_full.dat' - if verbose: print(f"Writing output with gp to file: {outfile}") - #calculate phase - phases = np.modf(np.modf( (tt-T0in)/perin)[0]+1)[0] - if model_transit[np.argmin(phases)] < 1: phases[phases>0.5] = phases[phases>0.5]-1 - of=open(outfile,'w') - of.write("%14s %10s %10s %10s %10s %10s %10s %10s %10s %10s\n" %("# time","flux","error","full_mod","gp*base","transit","det_flux","roll","spl_fit","phase")) - for k in range(len(tt)): - of.write('%14.6f %10.6f %10.6f %10.6f %10.6f %10.6f %10.6f %10.6f %10.6f %10.6f\n' % (tt[k], ft[k], ee[k], pred[k],bfunc_full[k],model_transit[k],fco_full[k],at[k],spl_comp[k],phases[k])) - of.close() - - - # ===== create and write out the DW model =============== - - ####ANDREAS: There's no use for this, just increases the number of files produced - # outfile2=name[:-4]+'_dw.dat' - # of2=open(outfile2,'w') - # for k in range(len(tt)): - # of2.write('%15.6f %10.6f\n' % (tt[k], ft[k]/mo[k])) - - # of2.close() - - lnprob_thislc = gp.log_likelihood(ft, argu, quiet=True) -# print(lnprob_thislc) -# time.sleep(0.1) - lnprob = lnprob + lnprob_thislc - - else: - - argu = [tt,ft,xt,yt,wt,at,st,bt,ct,isddf,rprs0,grprs_here,inmcmc,baseLSQ,basesin,vcont,name,ee,bvar,useSpline] - - - # #### MONIKA: let's call the transit model from "model_GP_v3.pro" to avoid inconsitencies ##### - # get_Tramod shoud now be obsolete - # - # mt = get_Tramod(T0in, RpRsin, bbin, durin, perin, eosin, eocin, ddf0, occin, c1in, c2in, argu) - - tramod_call = Transit_Model(T0=T0in, RpRs=RpRsin, b=bbin, dur=durin, per=perin, eos=eosin, eoc=eocin, ddf=ddf0, occ=occin, c1=c1in, c2=c2in) - mt=tramod_call.get_value(tt, argu) #transit*base - - #lnprob_thislc = -1./2 * (len(tt) * np.log(2*np.pi) + np.sum(np.log(ee**2)) + chisq ) - lnprob_thislc = -1./2. * np.sum( (mt-ft)**2/ee**2 + np.log(ee**2)) - lnprob = lnprob + lnprob_thislc - chisq = np.sum((mt-ft)**2/ee**2) - - - if inmcmc == 'n': - mod = np.concatenate((mod,mt)) - emod = np.concatenate((emod,np.zeros(len(mt)))) - - # get the transit-only model with no parametric baselines - basesin_non = np.zeros(20) - basesin_non[0] = 1. - argu2 = [tt,ft,xt,yt,wt,at,st,bt,ct,isddf,rprs0,grprs_here,inmcmc,'n',basesin_non,vcont,name,ee,bvar,useSpline] - mt0=tramod_call.get_value(tt, argu2) #transit only - - # #### Monika modificatons for outputs without GPs ##### - # - # write out an output file in the same format as the GP output files. - # But set the GP prediciton ("pred") to the full model - ts=tt-tt[0] - if (baseLSQ == 'y'): - # print("Running LSQ on baseline model") - mres=ft/mt0 - #bvar contains the indices of the non-fixed baseline variables - coeffstart = np.copy(basesin[bvar]) - icoeff,dump = scipy.optimize.leastsq(para_minfunc, coeffstart, args=(bvar, mt0, ft, ts, at, xt, yt, wt, st)) - coeff = np.copy(basesin) - coeff[bvar] = np.copy(icoeff) - bfunc_para,spl_comp = basefunc_noCNM(coeff, ts, at, xt, yt, wt, st,ft/mt0,useSpline) - else: - # print("Taking default straight-line baseline") - bfunc_para,spl_comp = basefunc_noCNM(basesin, ts, at, xt, yt, wt, st,ft/mt0,useSpline) - - pred=mt0*bfunc_para - fco_full = ft/bfunc_para - - if make_out_file: - outfile=name[:-4]+'_out_full.dat' - if verbose: print(f"Writing output without gp to file: {outfile}") - #calculate phase - phases = np.modf(np.modf( (tt-T0in)/perin)[0]+1)[0] - if mt0[np.argmin(phases)] < 1: phases[phases>0.5] = phases[phases>0.5]-1 - of=open(outfile,'w') - of.write("%14s %10s %10s %10s %10s %10s %10s %10s %10s %10s\n" %("# time","flux","error","full_mod","base","transit","det_flux","roll","spl_fit","phase")) - for k in range(len(tt)): - of.write('%14.6f %10.6f %10.6f %10.6f %10.6f %10.6f %10.6f %10.6f %10.6f %10.6f\n' % (tt[k], ft[k], ee[k], pred[k], bfunc_para[k], mt0[k],fco_full[k],at[k],spl_comp[k],phases[k])) - - of.close() - - # now do the RVs and add their proba to the model - for j in range(nRV): - if verbose: print('\nRV ',j+1, " ...") - tt = np.copy(tarr[indlist[j+nphot][0]]) # time values of lightcurve j - ft = np.copy(farr[indlist[j+nphot][0]]) # flux values of lightcurve j - ee = np.copy(earr[indlist[j+nphot][0]]) # error values of lightcurve j - xt = np.copy(xarr[indlist[j+nphot][0]]) - yt = np.copy(yarr[indlist[j+nphot][0]]) # y values of lightcurve j - wt = np.copy(warr[indlist[j+nphot][0]]) - at = np.copy(aarr[indlist[j+nphot][0]]) - st = np.copy(sarr[indlist[j+nphot][0]]) - bt = np.copy(barr[indlist[j+nphot][0]]) - ct = np.copy(carr[indlist[j+nphot][0]]) - name = RVnames[j] - - argu = [tt,ft,xt,yt,wt,at,st,bt,ct,isddf,rprs0,grprs_here,inmcmc,baseLSQ,bvars,vcont,name,ee] - - # get the current parameters from the pp array. - pp=p[pindices[j+nphot]] # the elements of the p array jumping in this RV curve - - ppcount = 0 - if (0 in jumping[0]): # same for all data -> check in jumping array - T0in = pp[0] - ppcount = ppcount+1 - else: - T0in = params[0] - - if (1 in jumping[0]): # same for all data -> check in jumping array - RpRsin = pp[ppcount] - ppcount = ppcount+1 - else: - RpRsin = params[1] - - if (2 in jumping[0]): # same for all data -> check in jumping array - bbin = pp[ppcount] - ppcount = ppcount+1 - else: - bbin = params[2] - - if (3 in jumping[0]): # same for all data -> check in jumping array - durin=pp[ppcount] - ppcount = ppcount+1 - else: - durin = params[3] - - if (4 in jumping[0]): # same for all data -> check in jumping array - perin=pp[ppcount] - ppcount = ppcount+1 - else: - perin = params[4] - - if (5 in jumping[0]): # same for all data -> check in jumping array - eosin=pp[ppcount] - ppcount = ppcount+1 - else: - eosin = params[5] - - if (6 in jumping[0]): # same for all data -> check in jumping array - eocin=pp[ppcount] - ppcount = ppcount+1 - else: - eocin = params[6] - - if (7 in jumping[0]): # same for all data -> check in jumping array - Kin=pp[ppcount] - ppcount = ppcount+1 - else: - Kin = params[7] - - paraminRV = params - jupind = jumping_noGP[0] - - nGPjump = len(p) - len(jupind) - paraminRV[jupind] = p[0:-nGPjump] if nGPjump > 0 else p - gammaind = 8 + nddf + nocc+ nfilt*4 + j*2 #pass the right gamma for each lc (Akin) - RVmod = get_RVmod(paraminRV,tt,ft,ee,bt,wt,ct,nfilt,baseLSQ,inmcmc,nddf,nocc,nRV,nphot,j,RVnames,bvarsRV,gammaind) - - #RV_Model(T0=T0in, RpRs=RpRsin, b=bbin, dur=durin, per=perin, eos=eosin, eoc=eocin, K=Kin, gamma=gammain) - #RVmod.get_value(tt,args=argu) - - if (jit_apply == 'y'): - jitterind = 8 + nddf+nocc + nfilt*4 + j*2 + 1 - jit = paraminRV[jitterind] - - else: - jit = 0. - - chisq = np.sum((RVmod-ft)**2/(ee**2 + jit**2)) - -# print chisq - - lnprob_thisRV = -1./2. * np.sum( (RVmod-ft)**2 / (ee**2 + jit**2) + np.log(2. * np.pi * ee**2 + jit**2) ) - - mod = np.concatenate((mod,RVmod)) - emod = np.concatenate((emod,ee-ee)) - - - lnprob = lnprob + lnprob_thisRV - -# ====== evaluate limits and priors ====== - - for jj in range(len(p)): - if (priorwid[jj]>0.): - lpri = norm_prior(p[jj],prior[jj],priorwid[jj]) - lnprob = lnprob + lpri - # print p[jj], lim_low[jj], lim_up[jj], prior[jj], priorwid[jj] - - llim = limits(p[jj],lim_low[jj], lim_up[jj]) - lnprob = lnprob + llim - -# ====== return outputs ====== - - # MONIKA: adding a check against NaN log probs - if inmcmc == 'y': - - if np.isnan(lnprob) == True: - lnprob = -np.inf - - return lnprob - else: - return mod, emod, T0in, perin - -def norm_prior(value,center,sigma): - lpri = np.log(1./(2. * np.pi * sigma**2)) - ((value-center)**2/(2. * sigma**2)) - - return lpri - -def limits(value,lim_low,lim_up): - if value < lim_low or value > lim_up: # gp scale - return -np.inf - else: - return 0. diff --git a/CONAN3/model_GP_v3.py b/CONAN3/model_GP_v3.py deleted file mode 100644 index f326667..0000000 --- a/CONAN3/model_GP_v3.py +++ /dev/null @@ -1,356 +0,0 @@ -# this is the transit model as used together with GPs. -# it returns model values for ONE transit light curve -# (will need to be called several times for several light curves) -# - -import sys -import numpy as np -import matplotlib.pyplot as plt -import time -import scipy -import scipy.stats -from scipy.interpolate import LSQUnivariateSpline - -from numpy import (array, size, argmin, abs, diag, log, median, where, zeros, exp, pi, double) - -# GP packages -import george -from george.modeling import Model - -import mc3 -from occultquad import * -from occultnl import * - -#plt.ion() - - -class Transit_Model(Model): - - parameter_names = ['T0', 'RpRs', 'b', 'dur', 'per', 'eos', 'eoc', 'ddf', 'occ', 'c1', 'c2'] - # Parameter names - these are all scalars: this works only for one lc - - def get_value(self, tarr, args): - -# Parameters to add - - # Arguments (fixed param) - i = 0 - tt, ft = args[i], args[i+1] ; i+=2 - xt, yt = args[i], args[i+1] ; i+=2 - wt, at = args[i], args[i+1] ; i+=2 - st, bt = args[i], args[i+1] ; i+=2 - ct = args[i] ; i+=1 - isddf, rprs0 = args[i], args[i+1] ; i+=2 - grprs_here = args[i] ; i+=1 - inmcmc = args[i] ; i+=1 - baseLSQ = args[i] ; i+=1 - bases = args[i] ; i+=1 # MONIKA: changed this variable name from "bvar" to "bases" for consistency - vcont = args[i] ; i+=1 - name = args[i] ; i+=1 - ee = args[i] ; i+=1 - bvar = args[i] ; i+=1 - useSpline = args[i] ; i+=1 - - #pmin, pmax = args[i], args[i+1] ; i+=2 - #c1_in, c2_in = args[i], args[i+1] ; i+=2 - #c3_in, c4_in = args[i], args[i+1] ; i+=2 - #params, Files_path = args[i], args[i+1] ; i+=2 - - earrmod=np.copy(ee) - - # ============================================================== - # calculate the z values for the lightcurve and put them into a z array. Then below just extract them from that array - # -------- - - ph = np.modf((np.modf((tt-self.T0)/self.per)[0])+1.0)[0] #calculate phase - - # calculate eccentricity and omega - ecc = self.eos**2+self.eoc**2 - - if (ecc >= 0.99): - ecc = 0.99 - if (self.eoc/np.sqrt(ecc) < 1.): - ome2 = np.arccos(self.eoc/np.sqrt(ecc)) - # print(ome2) - else: - ome2 = 0 - # print('ome2 000') - self.eos = np.sqrt(ecc)*np.sin(ome2) - # print('here') - - if (ecc>0.00001): - if (np.abs(self.eos<0.00000001)): - ome = np.arctan(np.abs(self.eos/self.eoc)) - else: - ome = np.abs(np.arcsin(self.eos/np.sqrt(ecc))) - - if (self.eos<0): - if (self.eoc<0): - ome = ome + np.pi - else: - ome = 2.*np.pi - ome - else: - if (self.eoc<0): - ome = np.pi - ome - - else: - ome=0. - ecc=0. - - # calculate the ars - efac1=np.sqrt(1.-ecc**2)/(1.+ecc*np.sin(ome)) - efac2=self.b*(1.-ecc**2)/(1.+ecc*np.sin(ome)) - ars = np.sqrt(((1.+self.RpRs)**2 - efac2**2 * (1.-(np.sin(self.dur*np.pi/self.per))**2))/(np.sin(self.dur*np.pi/self.per))**2) * efac1 - #print ars, self.RpRs, self.b, self.dur, self.per, self.c4, params[27]#, params[14], params[15], params[16], params[17], params[18], params[19] - #time.sleep(0.05) # delays for 5 seconds - - # calculate the true -> eccentric -> mean anomaly at transit -> perihelion time - TA_tra = np.pi/2. - ome - TA_tra = np.mod(TA_tra,2.*np.pi) - EA_tra = 2.*np.arctan( np.tan(TA_tra/2.) * np.sqrt((1.-ecc)/(1.+ecc)) ) - EA_tra = np.mod(EA_tra,2.*np.pi) - MA_tra = EA_tra - ecc * np.sin(EA_tra) - MA_tra = np.mod(MA_tra,2.*np.pi) - mmotio = 2.*np.pi/self.per # the mean motion, i.e. angular velocity [rad/day] if we had a circular orbit - T_peri = self.T0 - MA_tra/mmotio - - # =========== Transit model calculation ======================= - # now, for all lightcurves, calculate the z values for the timestamps - MA_lc = (tt-T_peri)*mmotio - MA_lc = np.mod(MA_lc,2*np.pi) - # source of the below equation: http://alpheratz.net/Maple/KeplerSolve/KeplerSolve.pdf - EA_lc = MA_lc + np.sin(MA_lc)*ecc + 1./2.*np.sin(2.*MA_lc)*ecc**2 + \ - (3./8.*np.sin(3.*MA_lc) - 1./8.*np.sin(MA_lc))*ecc**3 + \ - (1./3.*np.sin(4.*MA_lc) - 1./6.*np.sin(2*MA_lc))*ecc**4 + \ - (1./192*np.sin(MA_lc)-27./128.*np.sin(3.*MA_lc)+125./384.*np.sin(5*MA_lc))*ecc**5 + \ - (1./48.*np.sin(2.*MA_lc)+27./80.*np.sin(6.*MA_lc)-4./15.*np.sin(4.*MA_lc))*ecc**6 - EA_lc = np.mod(EA_lc,2*np.pi) - TA_lc = 2.*np.arctan(np.tan(EA_lc/2.) * np.sqrt((1.+ecc)/(1.-ecc)) ) - TA_lc = np.mod(TA_lc,2*np.pi) - R_lc = ars*(1.-ecc*np.cos(EA_lc)) #normalized (to Rs) planet-star separation - b_lc = self.b*(1.-ecc*np.cos(EA_lc)) - x_lc = R_lc * np.sin(TA_lc + ome - np.pi/2.) - y_lc = np.sqrt(R_lc**2 - b_lc**2)*np.cos(TA_lc + ome - np.pi/2.) - z_lc = (-1)*b_lc*np.cos(TA_lc + ome - np.pi/2.) - z_ma = np.sqrt(x_lc**2 + z_lc**2) - z = np.copy(z_ma) - y = np.copy(y_lc) - - #==== set up for LC and baseline creation - am=np.copy(at) - cx=np.copy(xt) - cy=np.copy(yt) - fwhm=np.copy(wt) - sky=np.copy(st) - npo=len(z) # number of lc points - - m0 = np.zeros(npo) - mm0 = np.zeros(npo) - mm = np.zeros(npo) - mod = np.zeros(npo) - - # convert the LD coefficients to u1 and u2 - u1=(self.c1 + self.c2)/3. - u2=(self.c1 - 2.*self.c2)/3. - - #============= TRANSIT =========================== - # MONIKA: replaced the y coordinate as defining value for - # choice of occultation or transit to be robust for eccentric orbits - # old: ph_transit = np.where((ph <= 0.25) | (ph >= 0.75)) - - ph_transit = np.where((y >= 0)) - npo_transit = len(z[ph_transit]) - - delta = np.round(np.divide((tt[0]-self.T0),self.per)) - T0_lc=self.T0+delta*self.per - ts=tt-tt[0] - - # adapt the RpRs value used in the LC creation to any ddfs - if isddf=='y': - RR=grprs_here+self.ddf # the specified GROUP rprs + the respective ddf - else: - RR=np.copy(self.RpRs) - - mm0[ph_transit],m0[ph_transit] = occultquad(z[ph_transit],u1,u2,RR,npo_transit) # mm is the transit model - mm[ph_transit] = (mm0[ph_transit]-1)/(vcont+1) + 1 # correct for the contamination - - #============= OCCULTATION ========================== - ph_occultation = np.where((y < 0)) - npo_occultation = len(z[ph_occultation]) - - delta = np.round(np.divide((tt[0]-self.T0),self.per)) + 0.5 # offset by half a period - T0_lc=self.T0+delta*self.per - RR=np.sqrt(self.occ) # the occultation depth converted into a radius ratio - u1, u2 = 0., 0. # no limb darkening - - mm0[ph_occultation],m0[ph_occultation] = occultquad(z[ph_occultation],u1,u2,RR,npo_occultation) # mm is the occultation model - mm[ph_occultation] = (mm0[ph_occultation]-1)/(vcont+1) + 1 # correct here for the contamination - - # MONIKA: added least square optimisation for baselines - if (baseLSQ == 'y'): - #bvar contains the indices of the non-fixed baseline variables - coeffstart = np.copy(bases[bvar]) - icoeff,dump = scipy.optimize.leastsq(para_minfunc, coeffstart, args=(bvar, mm, ft, ts, am, cx, cy, fwhm, sky)) - coeff = np.copy(bases) - coeff[bvar] = np.copy(icoeff) - - else: - coeff = np.copy(bases) # the input coefficients - - bfunc,_ =basefunc_noCNM(coeff, ts, am, cx, cy, fwhm, sky,ft/mm,useSpline) - mod=mm*bfunc - - marr=np.copy(mod) - - return marr - - -def basefunc_noCNM(coeff, ts, am, cx, cy, fwhm, sky,res,useSpline): - # the full baseline function calculated with the coefficients given; of which some are not jumping and set to 0 - bfunc=coeff[0]+coeff[1]*ts+coeff[2]*np.power(ts,2)+ coeff[3]*np.power(ts,3)+ coeff[4]*np.power(ts,4)+ +\ - coeff[5]*am+coeff[6]*np.power(am,2)+coeff[7]*cx+coeff[8]*np.power(cx,2)+coeff[9]*cy+coeff[10]*np.power(cy,2)+ +\ - coeff[11]*fwhm+coeff[12]*np.power(fwhm,2)+coeff[13]*sky+coeff[14]*np.power(sky,2)+coeff[15]*np.sin(ts*coeff[16]+coeff[17]) - - if np.all(bfunc==np.ones_like(ts)) or isinstance(res,int) or useSpline.use==False: #if not computing baseline set spline to ones - spl=np.ones_like(ts) - else: - kn, per = useSpline.knots, useSpline.period #knot spacing and periodicity - knots = np.arange(min(am)+kn, max(am), kn ) - srt = np.argsort(am) - x, y = am[srt], (res/bfunc)[srt] - if per > 0: - x = np.hstack([x-360,x,x+360]) - y = np.hstack([y,y,y]) - knots = np.hstack([knots-360,knots,knots+360]) - - splfunc = LSQUnivariateSpline(x, y, knots, ext="const") - spl = splfunc(am) - spl = spl/np.median(spl) #center spline around 1 so as not to interfere with offset of baseline function - return bfunc*spl, spl - -def para_minfunc(icoeff, ivars, mm, ft, ts, am, cx, cy, fwhm, sky): - icoeff_full = np.zeros(20) - icoeff_full[ivars] = np.copy(icoeff) - bfunc,_ = basefunc_noCNM(icoeff_full, ts, am, cx, cy, fwhm, sky,0,False) - fullmod = np.multiply(bfunc, mm) - - return (ft - fullmod) - -#class RV_Model(Model): - - #parameter_names = ['T0', 'RpRs', 'b', 'dur', 'per', 'eos', 'eoc', 'K', 'gamma'] - - #def get_value(self, tarr, args): - - #Parameters to REVISE : - - #Arguments (fixed param) - #i = 0 - #tt, ft = args[i], args[i+1] ; i+=2 - #xt, yt = args[i], args[i+1] ; i+=2 - #wt, at = args[i], args[i+1] ; i+=2 - #st, bt = args[i], args[i+1] ; i+=2 - #ct = args[i] ; i+=1 - #isddf, rprs0 = args[i], args[i+1] ; i+=2 - #grprs_here = args[i] ; i+=1 - #inmcmc = args[i] ; i+=1 - #baseLSQ = args[i] ; i+=1 - #bases = args[i] ; i+=1 - #vcont = args[i] ; i+=1 - #name = args[i] ; i+=1 - #ee = args[i] ; i+=1 - #pmin, pmax = args[i], args[i+1] ; i+=2 - #c1_in, c2_in = args[i], args[i+1] ; i+=2 - #c3_in, c4_in = args[i], args[i+1] ; i+=2 - #params, Files_path = args[i], args[i+1] ; i+=2 - - #params[jumping]=np.copy(p) - #pmin_jump=np.copy(pmin[jumping]) - #pmax_jump=np.copy(pmax[jumping]) - - - #earrmod=np.copy(ee) - - #============================================================== - #calculate the z values for the lightcurve and put them into a z array. Then below just extract them from that array - #-------- - #calculate eccentricity and omega - #ecc = self.eos**2+self.eoc**2 - #print params - #print self.eos, self.eoc - #BUG: the problem is that if sqrt(e)sin(omega) and sqrt(e)cos(omega) jump independently, that - #this can create a situation where (sqrt(e)sin(omega))**2 + (sqrt(e)cos(omega))**2 = ecc > 1 !!! - #this then makes the procedure meaningless!!! - #these parameters are connected, they can only occupy a certain parameter space of values - #how can they be independent jump parameters?!? - #!!!!! ====== They have to satisfy the condition that: ====== !!!!! - #(par[5]/sqrt(e))**2+(par[6]/sqrt(e))**2 = 1 - #A quick fix is to just set e to 0.99 if it would be > 1 - #BUT I DON'T THINK THIS IS A VERY GOOD FIX - #- also we would need to use either par[5] or par[6] and recalculate the other one - #- so what's the point in jumping... - #if (ecc >= 0.99): - #ecc = 0.99 - #if (self.eoc/np.sqrt(ecc) < 1.): - #ome2 = np.arccos(self.eoc/np.sqrt(ecc)) - #print ome2 - #else: - #ome2 = 0 - #print 'ome2 000' - #self.eos = np.sqrt(ecc)*np.sin(ome2) - #print 'here' - - #if (ecc>0.00001): - #ome1 = np.arcsin(self.eos/np.sqrt(ecc)) - #ome2 = np.arccos(self.eoc/np.sqrt(ecc)) - #if (abs(self.eos/np.sqrt(ecc)) 0.11): - #print 'problem in calculation of omega!!! ABORT!!!' - #print ome1, ome2, ome, ecc, self.eos/np.sqrt(ecc), self.eoc/np.sqrt(ecc) - #print nothing - #else: - #ome=0. - #ecc=0. - - #calculate the ars - #efac1=np.sqrt(1.-ecc**2)/(1.+ecc*np.sin(ome)) - #efac2=self.b*(1.-ecc**2)/(1.+ecc*np.sin(ome)) - #ars = np.sqrt(((1.+self.RpRs)**2 - efac2**2 * (1.-(np.sin(self.dur*np.pi/self.per))**2))/(np.sin(self.dur*np.pi/self.per))**2) * efac1 - #print ars, self.RpRs, self.b, self.dur, self.per, self.c4, params[27]#, params[14], params[15], params[16], params[17], params[18], params[19] - #time.sleep(0.05) # delays for 5 seconds - - #calculate the true -> eccentric -> mean anomaly at transit -> perihelion time - #TA_tra = np.pi/2. - ome - #TA_tra = np.mod(TA_tra,2.*np.pi) - #EA_tra = 2.*np.arctan( np.tan(TA_tra/2.) * np.sqrt((1.-ecc)/(1.+ecc)) ) - #EA_tra = np.mod(EA_tra,2.*np.pi) - #MA_tra = EA_tra - ecc * np.sin(EA_tra) - #MA_tra = np.mod(MA_tra,2.*np.pi) - #mmotio = 2.*np.pi/self.per # the mean motion, i.e. angular velocity [rad/day] if we had a circular orbit - #T_peri = self.T0 - MA_tra/mmotio - - #MA_rv = (tt-T_peri)*mmotio - #MA_rv = np.mod(MA_rv,2*np.pi) - #EA_rv = MA_rv + np.sin(MA_rv)*ecc + 1./2.*np.sin(2.*MA_rv)*ecc**2 + \ - #(3./8.*np.sin(3.*MA_rv) - 1./8.*np.sin(MA_rv))*ecc**3 + \ - #(1./3.*np.sin(4.*MA_rv) - 1./6.*np.sin(2*MA_rv))*ecc**4 + \ - #(1./192*np.sin(MA_rv)-27./128.*np.sin(3.*MA_rv)+125./384.*np.sin(5*MA_rv))*ecc**5 + \ - #(1./48.*np.sin(2.*MA_rv)+27./80.*np.sin(6.*MA_rv)-4./15.*np.sin(4.*MA_rv))*ecc**6 - #EA_rv = np.mod(EA_rv,2*np.pi) - #TA_rv = 2.*np.arctan(np.tan(EA_rv/2.) * np.sqrt((1.+ecc)/(1.-ecc)) ) - #TA_rv = np.mod(TA_rv,2*np.pi) # that's the true anomaly! - - #get the model RV at each time stamp - #mod_RV = self.K * (np.cos(TA_rv + ome) + ecc * np.sin(ome)) + self.gamma - - #========= !!! now this is tricky: baselines !!! =============== - - #bfstartRV= 8 + nddf + nfilt*4 + nRV + nphot*21 # the first index in the param array that refers to a baseline function - #incoeff = range(bfstartRV+j*8,bfstartRV+j*8+8) # the indices for the coefficients for the base function - - #ts = tt-np.mean(tt) - - #return mod_RV diff --git a/CONAN3/models.py b/CONAN3/models.py new file mode 100755 index 0000000..e1e5f41 --- /dev/null +++ b/CONAN3/models.py @@ -0,0 +1,562 @@ +# this is the transit model as used together with GPs. +# it returns model values for ONE transit light curve +# (will need to be called several times for several light curves) + +import sys +import numpy as np +import matplotlib.pyplot as plt +import scipy +import scipy.stats +from scipy.interpolate import LSQUnivariateSpline, LSQBivariateSpline + +from numpy import (array, size, argmin, abs, diag, log, median, where, zeros, exp, pi, double) +from george.modeling import Model + +from occultquad import * +from occultnl import * +from .utils import rho_to_aR, cosine_atm_variation, reflection_atm_variation, phase_fold,convert_LD +from types import SimpleNamespace + + +class TTV_Model(Model): + #TODO: implement TTV model + pass + +class Transit_Model(Model): + """ + computes the transit model for a given set of parameters along with the baseline + + Parameters + ---------- + rho_star : float + Stellar density [g/cm^3] + T0 : float + Mid-transit time [days] + RpRs : float + Planet-to-star radius ratio + b : float + Impact parameter + per : float + Orbital period [days] + eos : float + sqrt(ecc)*sin(omega) + eoc : float + sqrt(ecc)*cos(omega) + ddf : float + if ddf is not None, then depth variation being used and the RpRs is the group rprs. + c1 : float + LD coefficient 1 + c2 : float + LD coefficient 2 + occ : float + Occultation depth + A : float + Amplitude of the atmospheric variation + delta : float + hotspot shift of the atmospheric variation in degrees + npl : int + number of planets + + Returns + ------- + marr : array-like + The lightcurve model for the given parameters + + + """ + + def __init__(self, rho_star, T0, RpRs, b, per, eos, eoc, ddf, q1, q2, occ=0, A=None, delta=None, npl=1): + self.rho_star = rho_star + self.T0 = T0 + self.RpRs = RpRs + self.b = b + # self.dur = dur + self.per = per + self.eos = eos + self.eoc = eoc + self.ddf = ddf + self.occ = occ + self.q1 = q1 + self.q2 = q2 + self.npl = npl + self.A = A + self.delta = delta + + self.parameter_names = ['rho_star','T0', 'RpRs', 'b', 'per', 'eos', 'eoc', 'ddf', 'q1', 'q2', 'occ', 'A','delta'] + + def get_value(self, tarr, args=None,planet_only=False,ss=None): + """ + computes the transit/occultation/phase curve model for a given set of parameters along with the baseline + + Parameters + ---------- + tarr : array-like + The timestamps of the lightcurve + args : array-like + The arguments of the model + planet_only : bool + If True, only return the planet model (no baseline) + + Returns + ------- + marr : array-like + The lightcurve model for the given parameters + model_components : dict + The components of the model for each planet in a system + """ + +# Parameters to add + if args is not None: + # Arguments (fixed param) + i = 0 + tt, ft = args[i], args[i+1] ; i+=2 + col3_in, col4_in = args[i], args[i+1] ; i+=2 + col6_in, col5_in = args[i], args[i+1] ; i+=2 + col7_in, bis_in = args[i], args[i+1] ; i+=2 + contra_in = args[i] ; i+=1 + isddf, rprs0 = args[i], args[i+1] ; i+=2 + grprs_here = args[i] ; i+=1 + inmcmc = args[i] ; i+=1 + baseLSQ = args[i] ; i+=1 + bases = args[i] ; i+=1 # MONIKA: changed this variable name from "bvar" to "bases" for consistency + vcont = args[i] ; i+=1 + name = args[i] ; i+=1 + ee = args[i] ; i+=1 + bvar = args[i] ; i+=1 + useSpline = args[i] ; i+=1 + + else: + tt = tarr + isddf = "n" + vcont = 0 + + f_trans = np.ones_like(tt) #transit + f_occ = np.ones_like(tt) #occultation + pl_mod = np.zeros_like(tt) #total lc model + model_components = {} #components of the model lc for each planet + rescale = lambda x: ((x - np.min(x))/np.ptp(x) ) if np.all(min(x) != max(x)) else x + + tt_ss = ss.supersample(tt) if ss is not None else tt #supersample the timestamps if ss is not None + + for n in range(self.npl): #iterate through all planets + # ============================================================== + # calculate the z values for the lightcurve and put them into a z array. Then below just extract them from that array + # -------- + # calculate eccentricity and omega + ecc = self.eos[n]**2+self.eoc[n]**2 + + if (ecc >= 0.99): + ecc = 0.99 + if (self.eoc[n]/np.sqrt(ecc) < 1.): + ome2 = np.arccos(self.eoc[n]/np.sqrt(ecc)) + # print(ome2) + else: + ome2 = 0 + # print('ome2 000') + self.eos[n] = np.sqrt(ecc)*np.sin(ome2) + # print('here') + + if (ecc>0.00001): + if (np.abs(self.eos[n]<0.00000001)): + ome = np.arctan(np.abs(self.eos[n]/self.eoc[n])) + else: + ome = np.abs(np.arcsin(self.eos[n]/np.sqrt(ecc))) + + if (self.eos[n]<0): + if (self.eoc[n]<0): + ome = ome + np.pi + else: + ome = 2.*np.pi - ome + else: + if (self.eoc[n]<0): + ome = np.pi - ome + + else: + ome=0. + ecc=0. + + # calculate the ars + efac1 = np.sqrt(1.-ecc**2)/(1.+ecc*np.sin(ome)) + efac2 = self.b[n]*(1.-ecc**2)/(1.+ecc*np.sin(ome)) + # ars = np.sqrt(((1.+self.RpRs[n])**2 - efac2**2 * (1.-(np.sin(self.dur[n]*np.pi/self.per[n]))**2))/(np.sin(self.dur[n]*np.pi/self.per[n]))**2) * efac1 + ars = rho_to_aR(self.rho_star,self.per[n]) + + # calculate the true -> eccentric -> mean anomaly at transit -> perihelion time + TA_tra = np.pi/2. - ome + TA_tra = np.mod(TA_tra,2.*np.pi) + EA_tra = 2.*np.arctan( np.tan(TA_tra/2.) * np.sqrt((1.-ecc)/(1.+ecc)) ) + EA_tra = np.mod(EA_tra,2.*np.pi) + MA_tra = EA_tra - ecc * np.sin(EA_tra) + MA_tra = np.mod(MA_tra,2.*np.pi) + mmotio = 2.*np.pi/self.per[n] # the mean motion, i.e. angular velocity [rad/day] if we had a circular orbit + T_peri = self.T0[n] - MA_tra/mmotio + + # =========== Transit model calculation ======================= + # now, for all lightcurves, calculate the z values for the timestamps + MA_lc = (tt_ss - T_peri)*mmotio + MA_lc = np.mod(MA_lc,2*np.pi) + # source of the below equation: http://alpheratz.net/Maple/KeplerSolve/KeplerSolve.pdf + EA_lc = MA_lc + np.sin(MA_lc)*ecc + 1./2.*np.sin(2.*MA_lc)*ecc**2 + \ + (3./8.*np.sin(3.*MA_lc) - 1./8.*np.sin(MA_lc))*ecc**3 + \ + (1./3.*np.sin(4.*MA_lc) - 1./6.*np.sin(2*MA_lc))*ecc**4 + \ + (1./192*np.sin(MA_lc)-27./128.*np.sin(3.*MA_lc)+125./384.*np.sin(5*MA_lc))*ecc**5 + \ + (1./48.*np.sin(2.*MA_lc)+27./80.*np.sin(6.*MA_lc)-4./15.*np.sin(4.*MA_lc))*ecc**6 + EA_lc = np.mod(EA_lc,2*np.pi) + TA_lc = 2.*np.arctan(np.tan(EA_lc/2.) * np.sqrt((1.+ecc)/(1.-ecc)) ) + TA_lc = np.mod(TA_lc,2*np.pi) + R_lc = ars*(1.-ecc*np.cos(EA_lc)) #normalized (to Rs) planet-star separation + b_lc = self.b[n]*(1.-ecc*np.cos(EA_lc)) + x_lc = R_lc * np.sin(TA_lc + ome - np.pi/2.) + y_lc = np.sqrt(R_lc**2 - b_lc**2)*np.cos(TA_lc + ome - np.pi/2.) + z_lc = (-1)*b_lc*np.cos(TA_lc + ome - np.pi/2.) + z_ma = np.sqrt(x_lc**2 + z_lc**2) + z = np.copy(z_ma) + y = np.copy(y_lc) + + npo=len(z) # number of lc points + m0 = np.zeros(npo) + mm0 = np.zeros(npo) + + # convert the LD coefficients to u1 and u2 + u1,u2 = convert_LD(self.q1,self.q2,conv="q2u") + + #============= TRANSIT =========================== + # MONIKA: replaced the y coordinate as defining value for + # choice of occultation or transit to be robust for eccentric orbits + # old: ph_transit = np.where((ph <= 0.25) | (ph >= 0.75)) + ph_transit = np.where((y >= 0)) + npo_transit = len(z[ph_transit]) + + # adapt the RpRs value used in the LC creation to any ddfs + if isddf=='y': + RR=grprs_here+self.ddf # the specified GROUP rprs + the respective ddf (deviation) + else: + RR=np.copy(self.RpRs[n]) + + mm0[ph_transit],m0[ph_transit] = occultquad(z[ph_transit],u1,u2,abs(RR),npo_transit) # mm0 is the transit model + + if RR < 0: mm0[ph_transit] = 1-mm0[ph_transit]+1 #allow negative depths + #============= OCCULTATION ========================== + ph_occultation = np.where((y < 0)) + npo_occultation = len(z[ph_occultation]) + + Fp = abs(self.occ) # the occultation depth or dayside flux + RR = np.sqrt(Fp) # the occultation depth converted into a radius ratio + u1, u2 = 0., 0. # no limb darkening + mm0[ph_occultation],m0[ph_occultation] = occultquad(z[ph_occultation],u1,u2,RR,npo_occultation) # mm0 is the occultation model + + if self.occ < 0: mm0[ph_occultation] = 1-mm0[ph_occultation]+1 #allow negative depths + + if self.A not in [None,0]: + #sepate the transit and occultation models and add the atmospheric variation + f_trans[ph_transit] = mm0[ph_transit] + f_occ[ph_occultation] = mm0[ph_occultation] + f_occ = rescale(f_occ) #rescale the occultation model to be between 0 and 1 + + phase = phase_fold(tt_ss,self.per[n],self.T0[n]) + atm = cosine_atm_variation(phase, Fp, self.A, self.delta) + lc_mod = f_trans + f_occ*atm.pc + else: + lc_mod = mm0.copy() + + lc_mod = ss.rebin_flux(lc_mod) if ss is not None else lc_mod #rebin the model to the original cadence + + #save the model components + model_components[f"pl_{n+1}"] = lc_mod.copy() + lc_mod -= 1 #zero baseline + pl_mod += lc_mod #add each planet transit/occ model to total mod + + #correct for the contamination + mm = pl_mod/(vcont+1) + 1 + + if planet_only: + return mm, model_components + + + #==== set up for LC and baseline creation + col5 = np.copy(col5_in) + col3 = np.copy(col3_in) + col4 = np.copy(col4_in) + col6 = np.copy(col6_in) + col7 = np.copy(col7_in) + ts = tt-np.median(tt) #TODO change to median subtraction + + # MONIKA: added least square optimisation for baselines + if (baseLSQ == 'y'): + #bvar contains the indices of the non-fixed baseline variables + coeffstart = np.copy(bases[bvar]) + icoeff,dump = scipy.optimize.leastsq(para_minfunc, coeffstart, args=(bvar, mm, ft, ts, col5, col3, col4, col6, col7)) + coeff = np.copy(bases) + coeff[bvar] = np.copy(icoeff) + else: + coeff = np.copy(bases) # the input coefficients + + bfunc,spl_comp = basefunc_noCNM(coeff, ts, col5, col3, col4, col6, col7,ft/mm,useSpline) + mod=mm*bfunc + + lc_result = SimpleNamespace(planet_LC=mm, full_LCmod=mod, LC_bl=bfunc, spline=spl_comp ) + + return lc_result + + +def basefunc_noCNM(coeff, ts, col5, col3, col4, col6, col7,res,useSpline): + # the full baseline function calculated with the coefficients given; of which some are not jumping and set to 0 + DA = locals().copy() + DA["col0"] = ts + _ = [DA.pop(item) for item in ["coeff", "ts", "res", "useSpline"]] + + bfunc = coeff[0] + coeff[1]*ts + coeff[2]*np.power(ts,2) + coeff[3]*np.power(ts,3) + coeff[4]*np.power(ts,4) #time col0 + bfunc += coeff[5]*col3 + coeff[6]*np.power(col3,2) #x col3 + bfunc += coeff[7]*col4 + coeff[8]*np.power(col4,2) #y col4 + bfunc += coeff[9]*col5 + coeff[10]*np.power(col5,2) #airmass col5 + bfunc += coeff[11]*col6 + coeff[12]*np.power(col6,2) #fwhm/conta col6 + bfunc += coeff[13]*col7 + coeff[14]*np.power(col7,2) #sky/bg col7 + bfunc += coeff[15]*np.sin(ts*coeff[16]+coeff[17]) #sinusoidal col8 + + if isinstance(res,int) or useSpline.use==False: #if not computing baseline set spline to ones + spl= x = np.ones_like(ts) + else: + kn,s_par,dim = useSpline.knots, useSpline.par,useSpline.dim #knot_spacing,param + if dim == 1: + x = np.copy(DA[s_par]) + knots = np.arange(min(x)+kn, max(x), kn ) + srt = np.argsort(x) + xs, ys = x[srt], (res/bfunc)[srt] + + splfunc = LSQUnivariateSpline(xs, ys, knots, k=useSpline.deg, ext="const") + spl = splfunc(x) #evaluate the spline at the original x values + + if dim == 2: + x1 = np.copy(DA[s_par[0]]) + x2 = np.copy(DA[s_par[1]]) + x = x1 #np.vstack([x1,x2]).T + knots1 = np.arange(min(x1)+kn, max(x1), kn ) + knots2 = np.arange(min(x2)+kn, max(x2), kn ) + ys = (res/bfunc) + + splfunc = LSQBivariateSpline(x1, x2, ys, knots1, knots2, kx=useSpline.deg[0], ky=useSpline.deg[1]) + spl = splfunc(x1,x2,grid=False) #evaluate the spline at the original x values + + return bfunc*spl, spl + +def para_minfunc(icoeff, ivars, mm, ft, ts, col5, col3, col4, col6, col7): + icoeff_full = np.zeros(20) + icoeff_full[ivars] = np.copy(icoeff) + bfunc,_,_ = basefunc_noCNM(icoeff_full, ts, col5, col3, col4, col6, col7,0,False) # fit baseline without spline here + fullmod = np.multiply(bfunc, mm) + + return (ft - fullmod) + + + +####### radial velocity model +def RadialVelocity_Model(tt,T0,per,K_in,sesinw=0,secosw=0,Gamma_in=0,params=None,RVmes=None,RVerr=None,bis=None,fwhm=None,contra=None, + nfilt=None,baseLSQ=None,inmcmc=None,nddf=None,nocc=None,nRV=None,nphot=None,j=None,RVnames=None,bvarsRV=None,gammaind=None, + useSpline=None,npl=None,planet_only=False): + """ + Model the radial velocity curve of planet(s). + T0, per, K_in, sesinw, secosw are given as lists of the same length (npl), each element corresponding to a planet. + + Parameters + ---------- + tt : array + time stamps + T0 : float, list; + transit time of each planet + per : float, list; + period of each planet + K_in : float, list; + RV semi-amplitude of each planet + sesinw : float, list; + sqrt(ecc) * sin(omega) + secosw : float, list; + sqrt(ecc) * cos(omega) + npl : int + number of planets. Default: 1 + make_outfile : bool + write the RV curve to file. Default: False + get_model : bool + return the model RV curve only. Default: False + + Returns + ------- + RV_model, model_components : array, dict respectively + if get_model is True, the full RV model curve, and the RV model components for each planet + + RV_model+bl : array + the model RV curve with the baseline function added if get_model is False. + + Examples + -------- + >>> from CONAN3.models import RadialVelocity_Model + >>> import matplotlib.pyplot as plt + >>> import numpy as np + + >>> time = np.linspace(-5,5,300) + >>> T0 = 0 + >>> per = 2 + >>> K = 3 #m/s + + >>> RV = RadialVelocity_Model(time, [T0],[per],[K],[0],[0], planet_only=True) + + >>> plt.plot(time, RV) + >>> plt.axhline(0,ls="--") + + """ + + if isinstance(T0, (int,float)): T0 = [T0] + if isinstance(per, (int,float)): per = [per] + if isinstance(K_in, (int,float)): K_in = [K_in] + if isinstance(sesinw, (int,float)): sesinw = [sesinw] + if isinstance(secosw, (int,float)): secosw = [secosw] + + mod_RV = np.zeros(len(tt)) + npl = len(T0) + assert npl == len(per) or npl == len(K_in) or npl == len(sesinw) or npl == len(secosw),f"RadialVelocity_Model(): T0, per, K_in, sesinw, secosw must be lists of the same length!" + + model_components = {} #components of the model RV curve for each planet + for n in range(npl): + + ecc = sesinw[n]**2 + secosw[n]**2 + + if (ecc >= 0.99): + ecc = 0.99 + if (secosw[n]/np.sqrt(ecc) < 1.): + ome2 = np.arccos(secosw[n]/np.sqrt(ecc)) + # print(ome2) + else: + ome2 = 0 + # print('ome2 000') + sesinw[n] = np.sqrt(ecc)*np.sin(ome2) + # print('here') + + if (ecc>0.00001): + ome = np.arctan(np.abs(sesinw[n]/secosw[n])) #DA LIEGT DER HUND BEGRABEN!!! TANGENS IST KEIN ISOMORPHISMUS!!! + if (ome<0): + ome = ome + 2.*np.pi + if (sesinw[n]>0 and secosw[n]<0): + ome = np.pi - ome + + if (sesinw[n]<0 and secosw[n]<0): + ome = np.pi + ome + + if (sesinw[n]<0 and secosw[n]>0): + ome = 2.*np.pi - ome + + else: + ome=0. + ecc=0. + + # calculate the ars + # efac1 = np.sqrt(1.-ecc**2)/(1.+ecc*np.sin(ome)) + # efac2 = bb[n]*(1.-ecc**2)/(1.+ecc*np.sin(ome)) + # ars = np.sqrt(((1.+RpRs[n])**2 - efac2**2 * (1.-(np.sin(dur[n]*np.pi/per[n]))**2))/(np.sin(dur[n]*np.pi/per[n]))**2) * efac1 + + #print ars, params[1], params[2], params[3], params[4], params[11], params[27]#, params[14], params[15], params[16], params[17], params[18], params[19] + #time.sleep(0.05) # delays for 5 seconds + + # calculate the true -> eccentric -> mean anomaly at transit -> perihelion time + TA_tra = np.pi/2. - ome + TA_tra = np.mod(TA_tra,2.*np.pi) + EA_tra = 2.*np.arctan( np.tan(TA_tra/2.) * np.sqrt((1.-ecc)/(1.+ecc)) ) + EA_tra = np.mod(EA_tra,2.*np.pi) + MA_tra = EA_tra - ecc * np.sin(EA_tra) + MA_tra = np.mod(MA_tra,2.*np.pi) + mmotio = 2.*np.pi/per[n] # the mean motion, i.e. angular velocity [rad/day] if we had a circular orbit + T_peri = T0[n] - MA_tra/mmotio + + MA_rv = (tt-T_peri)*mmotio + MA_rv = np.mod(MA_rv,2*np.pi) + EA_rv = MA_rv + np.sin(MA_rv)*ecc + 1./2.*np.sin(2.*MA_rv)*ecc**2 + \ + (3./8.*np.sin(3.*MA_rv) - 1./8.*np.sin(MA_rv))*ecc**3 + \ + (1./3.*np.sin(4.*MA_rv) - 1./6.*np.sin(2*MA_rv))*ecc**4 + \ + (1./192*np.sin(MA_rv)-27./128.*np.sin(3.*MA_rv)+125./384.*np.sin(5*MA_rv))*ecc**5 + \ + (1./48.*np.sin(2.*MA_rv)+27./80.*np.sin(6.*MA_rv)-4./15.*np.sin(4.*MA_rv))*ecc**6 + EA_rv = np.mod(EA_rv,2*np.pi) + TA_rv = 2.*np.arctan(np.tan(EA_rv/2.) * np.sqrt((1.+ecc)/(1.-ecc)) ) + TA_rv = np.mod(TA_rv,2*np.pi) # that's the true anomaly! + + # get the model RV at each time stamp + m_RV = K_in[n] * (np.cos(TA_rv + ome) + ecc * np.sin(ome)) + model_components[f"pl_{n+1}"] = m_RV + mod_RV += m_RV #add RV of each planet to the total RV + + mod_RV += Gamma_in #add gamma to the total RV + + if planet_only: + return mod_RV-Gamma_in, model_components + + bfstartRV= 1+7*npl + nddf + nocc + nfilt*2 + nphot+ 2*nRV + nphot*20 +j*12 #the first index in the param array that refers to a baseline function + incoeff = list(range(bfstartRV,bfstartRV+12)) # the indices for the coefficients for the base function + + ts = tt-np.median(tt) + + if (baseLSQ == 'y'): + #get the indices of the variable baseline parameters via bvar (0 for fixed, 1 for variable) + ivars = np.copy(bvarsRV[j][0]) + + incoeff=np.array(incoeff) + coeffstart = np.copy(params[incoeff[ivars]]) + if len(ivars) > 0: + icoeff,dump = scipy.optimize.leastsq(para_minfuncRV, coeffstart, args=(ivars, mod_RV, RVmes, ts, bis, fwhm, contra)) + coeff = np.copy(params[incoeff]) # the full coefficients -- set to those defined in params (in case any are fixed non-zero) + coeff[ivars] = np.copy(icoeff) # and the variable ones are set to the result from the minimization + else: + coeff = np.copy(params[incoeff]) + + else: + coeff = np.copy(params[incoeff]) # the coefficients for the base function + + bfuncRV,spl_comp=basefuncRV(coeff, ts, bis, fwhm, contra,RVmes-mod_RV ,useSpline) + + mod_RVbl = mod_RV + bfuncRV + + rv_result = SimpleNamespace(planet_RV=mod_RV-Gamma_in, full_RVmod=mod_RVbl, RV_bl=bfuncRV, spline=spl_comp ) + + return rv_result + + # indsort = np.unravel_index(np.argsort(TA_rv, axis=None), TA_rv.shape) + + +def para_minfuncRV(icoeff, ivars, mod_RV, RVmes, ts, bis, fwhm, contra): + icoeff_full = np.zeros(21) + icoeff_full[ivars] = np.copy(icoeff) + return (RVmes - (mod_RV + basefuncRV(icoeff_full, ts, bis, fwhm, contra,0,False)) ) + +def basefuncRV(coeff, ts, col3, col4, col5,res, useSpline): + # the full baseline function calculated with the coefficients given; of which some are not jumping and set to 0 + DA = locals().copy() + DA["col0"] = ts + _ = [DA.pop(item) for item in ["coeff", "ts", "res", "useSpline"]] + + bfunc = coeff[0]*ts + coeff[1]*np.power(ts,2) + bfunc += coeff[2]*col3 + coeff[3]*np.power(col3,2) + bfunc += coeff[4]*col4 + coeff[5]*np.power(col4,2) + bfunc += coeff[6]*col5 + coeff[7]*np.power(col5,2) + bfunc += coeff[8]*np.sin(coeff[9]*ts+coeff[10]) + + if isinstance(res,int) or useSpline.use==False: #if not computing baseline set spline to zeros + spl= x = np.zeros_like(ts) + else: + kn,s_par,dim = useSpline.knots, useSpline.par,useSpline.dim #knot_spacing,param + if dim == 1: + x = np.copy(DA[s_par]) + knots = np.arange(min(x), max(x), kn ) + srt = np.argsort(x) + xs, ys = x[srt], (res-bfunc)[srt] + + splfunc = LSQUnivariateSpline(xs, ys, knots, k=useSpline.deg, ext="const") + spl = splfunc(x) #evaluate the spline at the original x values + # spl = spl/np.median(spl) #center spline around 1 so as not to interfere with offset of baseline function + if dim == 2: + x1 = np.copy(DA[s_par[0]]) + x2 = np.copy(DA[s_par[1]]) + x = x1 #np.vstack([x1,x2]).T + knots1 = np.arange(min(x1)+kn, max(x1), kn ) + knots2 = np.arange(min(x2)+kn, max(x2), kn ) + ys = (res-bfunc) + + splfunc = LSQBivariateSpline(x1, x2, ys, knots1, knots2, kx=useSpline.deg[0], ky=useSpline.deg[1]) + spl = splfunc(x1,x2,grid=False) #evaluate the spline at the original x values + + return bfunc+spl,spl diff --git a/CONAN3/outputs.py b/CONAN3/outputs.py new file mode 100755 index 0000000..ae21c6e --- /dev/null +++ b/CONAN3/outputs.py @@ -0,0 +1,671 @@ +import numpy as np +from .plots_v12 import * +from .utils import rho_to_tdur, rho_to_aR, convert_LD,aR_to_Tdur +from .funcs import credregionML + + +def mcmc_outputs(posterior, jnames, ijnames, njnames, nijnames, bp, ulamdas, Rs_in, Ms_in, Rs_PDF, Ms_PDF, + nfilt, filnames, howstellar, extinpars, RVunit, extind_PDF,npl,out_folder): + + + npoint,npara=posterior.shape + #TODO: can be improved with parameter names already in posterior dict + # =============== calculate the physical parameters taking into account the input and inferred PDFs ======== + # first, allocate the necessary jump parameters into PDF variables + + derived_pnames, derived_PDFs, derived_bp = [],[],[] + + ind = np.where(np.char.find(jnames, 'rho_star')==0)[0] + indn = np.where(np.char.find(njnames, 'rho_star')==0)[0] + if len(extinpars) > 0: + inde = np.where(np.char.find(extinpars, 'rho_star')==0)[0] + else : + inde = [] + if (len(ind) > 0): + rho_PDF = posterior[:,ind[0]] + rho_bp = bp[ijnames[0][ind]] + else: + rho_PDF = np.zeros(npoint) + rho_PDF[:] = bp[nijnames[0][indn]] + rho_bp = bp[nijnames[0][indn]] + if (len(inde) > 0): + rho_PDF = np.squeeze(extind_PDF[:,inde]) + + + for n in range(npl): + nm = f"_{n+1}" if npl>1 else "" + + ind = np.where(np.char.find(jnames, 'T_0'+nm)==0)[0] + indn = np.where(np.char.find(njnames, 'T_0'+nm)==0)[0] + if len(extinpars) > 0: + inde = np.where(np.char.find(extinpars, 'T_0'+nm)==0)[0] + else : + inde = [] + if (len(ind) > 0): + T0_PDF = posterior[:,ind[0]] + T0_bp = bp[ijnames[0][ind]] + else: + T0_PDF = np.zeros(npoint) + T0_PDF[:] = bp[nijnames[0][indn]] + T0_bp = bp[nijnames[0][indn]] + if (len(inde) > 0): + T0_PDF = extind_PDF[:,inde] + posterior[:,ind[0]] = extind_PDF[:,inde] + + ind = np.where(np.char.find(jnames, 'Period'+nm)==0)[0] + indn = np.where(np.char.find(njnames, 'Period'+nm)==0)[0] + if len(extinpars) > 0: + inde = np.where(np.char.find(extinpars, 'Period'+nm)==0)[0] + else : + inde = [] + if (len(ind) > 0): + Period_PDF = posterior[:,ind[0]] + Period_bp = bp[ijnames[0][ind]] + else: + Period_PDF = np.zeros(npoint) + Period_PDF[:] = bp[nijnames[0][indn]] + Period_bp = bp[nijnames[0][indn]] + if (len(inde) > 0): + Period_PDF = np.squeeze(extind_PDF[:,inde]) + + ind = np.where(np.char.find(jnames, 'RpRs'+nm)==0)[0] + indn = np.where(np.char.find(njnames, 'RpRs'+nm)==0)[0] + if len(extinpars) > 0: + inde = np.where(np.char.find(extinpars, 'RpRs'+nm)==0)[0] + else : + inde = [] + if (len(ind) > 0): + RpRs_PDF = posterior[:,ind[0]] + RpRs_bp = bp[ijnames[0][ind]] + else: + RpRs_PDF = np.zeros(npoint) + RpRs_PDF[:] = bp[nijnames[0][indn]] + RpRs_bp = bp[nijnames[0][indn]] + if (len(inde) > 0): + RpRs_PDF = np.squeeze(extind_PDF[:,inde]) + + ind = np.where(jnames == 'Impact_para'+nm)[0] #np.where(np.char.find(jnames, 'b'+nm)==0)[0] (fixes problems when lc file name begins with b) + indn = np.where(njnames == 'Impact_para'+nm)[0] #np.where(np.char.find(njnames, 'b')==0)[0] + if len(extinpars) > 0: + inde = np.where(extinpars == 'Impact_para'+nm)[0] #np.where(np.char.find(extinpars, 'b')==0)[0] + else : + inde = [] + if (len(ind) > 0): + b_PDF = posterior[:,ind[0]] + b_bp = bp[ijnames[0][ind]] + else: + b_PDF = np.zeros(npoint) + b_PDF[:] = bp[nijnames[0][indn]] + b_bp = bp[nijnames[0][indn]] + if (len(inde) > 0): + b_PDF = np.squeeze(extind_PDF[:,inde]) + + ind = np.where(np.char.find(jnames, 'secos(w)'+nm)==0)[0] + indn = np.where(np.char.find(njnames, 'secos(w)'+nm)==0)[0] + if (len(ind) > 0): + ecosw_PDF = posterior[:,ind[0]] + ecosw_bp = bp[ijnames[0][ind]] + else: + ecosw_PDF = np.zeros(npoint) + ecosw_PDF[:] = bp[nijnames[0][indn]] + ecosw_bp = bp[nijnames[0][indn]] + + ind = np.where(np.char.find(jnames, 'sesin(w)'+nm)==0)[0] + indn = np.where(np.char.find(njnames, 'sesin(w)'+nm)==0)[0] + if (len(ind) > 0): + esinw_PDF = posterior[:,ind[0]] + esinw_bp = bp[ijnames[0][ind]] + else: + esinw_PDF = np.zeros(npoint) + esinw_PDF[:] = bp[nijnames[0][indn]] + esinw_bp = bp[nijnames[0][indn]] + + ind = np.where(jnames == 'K'+nm)[0] #np.where(np.char.find(jnames, 'K'+nm)==0)[0] (fixes problems when lc file name begins with K) + indn = np.where(njnames == 'K'+nm)[0] #np.where(np.char.find(njnames, 'K'+nm)==0)[0] + if len(extinpars) > 0: + inde = np.where(extinpars == 'K'+nm)[0] #np.where(np.char.find(extinpars, 'K'+nm)==0)[0] + else : + inde = [] + if (len(ind) > 0): + K_PDF = posterior[:,ind[0]] + K_bp = bp[ijnames[0][ind]] + else: + K_PDF = np.zeros(npoint) + K_PDF[:] = bp[nijnames[0][indn]] + K_bp = bp[nijnames[0][indn]] + if (len(inde) > 0): + K_PDF = np.squeeze(extind_PDF[:,inde]) + if RVunit == 'm/s': #convert to km/s + K_PDF = K_PDF/1000. + K_bp = K_bp/1000. + + dur_PDF = rho_to_tdur(rho_PDF, b_PDF, RpRs_PDF, Period_PDF, + e=esinw_PDF**2+ecosw_PDF**2, w=np.degrees(np.arctan2(esinw_PDF,ecosw_PDF))) + dur_bp = rho_to_tdur(rho_bp, b_bp, RpRs_bp, Period_bp, + e=esinw_bp**2+ecosw_bp**2, w=np.degrees(np.arctan2(esinw_bp,ecosw_bp))) + + q1_PDF = np.zeros((npoint,nfilt)) + q2_PDF = np.zeros((npoint,nfilt)) + q1_bp = np.zeros(nfilt) + q2_bp = np.zeros(nfilt) + + for i in range(nfilt): + ind = np.where(np.char.find(jnames, filnames[i]+'_q1')==0)[0] + indn = np.where(np.char.find(njnames, filnames[i]+'_q1')==0)[0] + if (len(ind) > 0): + q1_PDF[:,i] = posterior[:,ind[0]] + q1_bp[i] = bp[ijnames[0][ind]] + else: + q1_PDF[:,i] = bp[nijnames[0][indn]] + q1_bp[i] = bp[nijnames[0][indn]] + ind = np.where(np.char.find(jnames, filnames[i]+'_q2')==0)[0] + indn = np.where(np.char.find(njnames, filnames[i]+'_q2')==0)[0] + if (len(ind) > 0): + q2_PDF[:,i] = posterior[:,ind[0]] + q2_bp[i] = bp[ijnames[0][ind]] + else: + q2_PDF[:,i] = bp[nijnames[0][indn]] + q2_bp[i] = bp[nijnames[0][indn]] + + pnames, PDFs, starstring = derive_parameters(filnames, nm, Rs_PDF, Ms_PDF, RpRs_PDF, Period_PDF, b_PDF, dur_PDF,rho_PDF, ecosw_PDF, esinw_PDF, K_PDF, q1_PDF, q2_PDF, howstellar) + _, bp_PDFs, _ = derive_parameters(filnames, nm, Rs_in, Ms_in, RpRs_bp, Period_bp, b_bp, dur_bp, rho_bp, ecosw_bp, esinw_bp, K_bp, q1_bp, q2_bp, howstellar) + + derived_pnames.extend(pnames) + derived_PDFs.extend(PDFs) + derived_bp.extend(bp_PDFs) + + + nderived = len(derived_pnames) + + # ============================================================================================================= + # START OUTPUT SECTION + # ============================================================================================================= + + # =============== write out the medians, best values and distributions of the jump parameters ================= + outfile = out_folder+"/"+'results_med.dat' + outfile2 = out_folder+"/"+'results_max.dat' + outfile3 = out_folder+"/"+'results_bf.dat' + + of = open(outfile,'w') + of2 = open(outfile2,'w') + of3 = open(outfile3,'w') + + # posterior has the burned-in, thinned parameter states + + n1sig = np.round(0.34134*npoint) # number of points for 1 sigma (on one side) + n3sig = np.round(0.49865*npoint) # number of points for 3 sigma (on one side) + i1sig = np.array([np.round(npoint/2)-n1sig,np.round(npoint/2)+n1sig], dtype='int32') # indexes of the points at median -/+ 1 n1sig + i3sig = np.array([np.round(npoint/2)-n3sig,np.round(npoint/2)+n3sig], dtype='int32') # indexes of the points at median -/+ 1 n1sig + + medvals = np.zeros(npara) + maxvals = np.zeros(npara) + medvalsd = np.zeros(nderived) + maxvalsd = np.zeros(nderived) + + sig1 = np.zeros([npara,2]) # array to contain the 1-sigma limits [lower, upper] for all parameters + sig3 = np.zeros([npara,2]) # array to contain the 3-sigma limits [lower, upper] for all parameters + sig1m = np.zeros([npara,2]) # array to contain the 1-sigma limits [lower, upper] for all parameters + sig3m = np.zeros([npara,2]) # array to contain the 3-sigma limits [lower, upper] for all parameters + sig1s = np.zeros([2]) # array to contain the 1-sigma limits [lower, upper] for a single parameter + sig3s = np.zeros([2]) + sig1ms = np.zeros([2]) + sig3ms = np.zeros([2]) + sig1d = np.zeros([nderived,2]) # array to contain the 1-sigma limits [lower, upper] for the derived parameters + sig3d = np.zeros([nderived,2]) + sig1md = np.zeros([nderived,2]) + sig3md = np.zeros([nderived,2]) + + of.write('====================================================================================================\n') + of.write(f'{"Jump parameters":25s} {"median":14s} {"-1sigma":14s} {"+1sigma":14s} {"-3sigma":14s} {"+3sigma":14s}\n') + of.write('====================================================================================================\n') + + of2.write('====================================================================================================\n') + of2.write(f'{"Jump parameters":25s} {"median":14s} {"-1sigma":14s} {"+1sigma":14s} {"-3sigma":14s} {"+3sigma":14s}\n') + of2.write('====================================================================================================\n') + + of3.write('====================================================================================================\n') + of3.write(f'{"Jump parameters":25s} {"median":14s} {"-1sigma":14s} {"+1sigma":14s} {"-3sigma":14s} {"+3sigma":14s}\n') + of3.write('====================================================================================================\n') + + for i in range(npara): + vals=posterior[:,i] + # calculate median + medvals[i] = np.median(vals) + dval=vals-medvals[i] # the difference between vals and the median + sval=np.sort(dval) + sig1[i] = sval[i1sig] # the 1-sigma intervals (the left side is naturally negative) + sig3[i] = sval[i3sig] # the 1-sigma intervals (the left side is naturally negative) + #print jnames[i], medvals[i],sig1[i,0],sig1[i,1], sig3[i,0], sig3[i,1] + of.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (jnames[i], medvals[i],sig1[i,0],sig1[i,1], sig3[i,0], sig3[i,1])) + + of.write('====================================================================================================\n') + of.write('Stellar input parameters: \n') + of.write('====================================================================================================\n') + vals=Rs_PDF + # calculate median + medval = np.median(vals) + dval=vals-medval # the difference between vals and the median + sval=np.sort(dval) + sig1s = sval[i1sig] # the 1-sigma intervals (the left side is naturally negative) + sig3s = sval[i3sig] # the 1-sigma intervals (the left side is naturally negative) + of.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % ('Rstar', medval,sig1s[0],sig1s[1], sig3s[0], sig3s[1])) + vals=Ms_PDF + # calculate median + medval = np.median(vals) + dval=vals-medval # the difference between vals and the median + sval=np.sort(dval) + sig1s = sval[i1sig] # the 1-sigma intervals (the left side is naturally negative) + sig3s = sval[i3sig] # the 1-sigma intervals (the left side is naturally negative) + of.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % ('Mstar', medval,sig1s[0],sig1s[1], sig3s[0], sig3s[1])) + + for i in range(len(extinpars)): + vals = extind_PDF[:,i] + medval = np.median(vals) + dval=vals-medval # the difference between vals and the median + sval=np.sort(dval) + sig1s = sval[i1sig] # the 1-sigma intervals (the left side is naturally negative) + sig3s = sval[i3sig] # the 1-sigma intervals (the left side is naturally negative) + of.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (extinpars[i], medval,sig1s[0],sig1s[1], sig3s[0], sig3s[1])) + + + of.write('====================================================================================================\n') + of.write('Derived parameters: \n') + of.write('====================================================================================================\n') + + for i in range(nderived): + vals=derived_PDFs[i] + # calculate median + medvalsd[i] = np.median(vals) + dval=vals-medvalsd[i] # the difference between vals and the median + sval=np.sort(dval) + sig1d[i] = sval[i1sig] # the 1-sigma intervals (the left side is naturally negative) + sig3d[i] = sval[i3sig] # the 1-sigma intervals (the left side is naturally negative) + of.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (derived_pnames[i], medvalsd[i],sig1d[i,0],sig1d[i,1], sig3d[i,0], sig3d[i,1])) + + of.write('====================================================================================================\n') + of.write('Fixed parameters: \n') + of.write('====================================================================================================\n') + + nfix = len(njnames) + for i in range(nfix): + if (njnames[i] in extinpars): + pass + else: + of.write('%-25s %14.8f \n' % (njnames[i], bp[nijnames[0][i]])) + + of.write('====================================================================================================\n') + of.close() + + #now write out outfile2: the peak of the posterior and the area containing 68% of points + for i in range(npara): + vals=posterior[:,i] + pdf, xpdf, HPDmin, iHDP = credregionML(vals) + maxvals[i] = xpdf[iHDP] + sig1m[i,0] = np.amin(xpdf[pdf>HPDmin]) - maxvals[i] + sig1m[i,1] = np.amax(xpdf[pdf>HPDmin]) - maxvals[i] + s1bps=[np.amin(xpdf[pdf>HPDmin]) - bp[ijnames[0][i]] , np.amax(xpdf[pdf>HPDmin]) - bp[ijnames[0][i]]] + pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) + sig3m[i,0] = np.amin(xpdf[pdf>HPDmin]) - maxvals[i] + sig3m[i,1] = np.amax(xpdf[pdf>HPDmin]) - maxvals[i] + of2.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (jnames[i], maxvals[i],sig1m[i,0],sig1m[i,1], sig3m[i,0], sig3m[i,1])) + param_histbp(vals,jnames[i],medvals[i],sig1[i],sig3[i],maxvals[i],sig1m[i],sig3m[i],bp[ijnames[0][i]],s1bps,out_folder) + + of2.write('====================================================================================================\n') + of2.write('Stellar input parameters: \n') + of2.write('====================================================================================================\n') + vals=Rs_PDF + pdf, xpdf, HPDmin, iHDP = credregionML(vals) + maxval = xpdf[iHDP] + sig1ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval + sig1ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval + pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) + sig3ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval + sig3ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval + of2.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % ('Rstar', maxval,sig1ms[0],sig1ms[1], sig3ms[0], sig3ms[1])) + param_hist(vals,'Rstar',medval,sig1s,sig3s,maxval,sig1ms,sig3ms,out_folder=out_folder) + vals=Ms_PDF + pdf, xpdf, HPDmin, iHDP = credregionML(vals) + maxval = xpdf[iHDP] + sig1ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval + sig1ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval + pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) + sig3ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval + sig3ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval + of2.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % ('Mstar', maxval,sig1ms[0],sig1ms[1], sig3ms[0], sig3ms[1])) + param_hist(vals,'Mstar',medval,sig1s,sig3s,maxval,sig1ms,sig3ms,out_folder=out_folder) + + for i in range(len(extinpars)): + vals = extind_PDF[:,i] + pdf, xpdf, HPDmin, iHDP = credregionML(vals) + maxval = xpdf[iHDP] + sig1ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval + sig1ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval + pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) + sig3ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval + sig3ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval + of2.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (extinpars[i], maxval,sig1ms[0],sig1ms[1], sig3ms[0], sig3ms[1])) + + of2.write('====================================================================================================\n') + of2.write('Derived parameters: ('+starstring+') \n') + of2.write('====================================================================================================\n') + + for i in range(nderived): + vals=derived_PDFs[i] + nans = np.isnan(vals) + lnans = len(nans[nans==True]) + if (lnans==0): + if (min(vals) != max(vals)): + pdf, xpdf, HPDmin, iHDP = credregionML(vals) + maxvalsd[i] = xpdf[iHDP] + sig1md[i,0] = np.amin(xpdf[pdf>HPDmin]) - maxvalsd[i] + sig1md[i,1] = np.amax(xpdf[pdf>HPDmin]) - maxvalsd[i] + pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) + sig3md[i,0] = np.amin(xpdf[pdf>HPDmin]) - maxvalsd[i] + sig3md[i,1] = np.amax(xpdf[pdf>HPDmin]) - maxvalsd[i] + else: + maxvalsd[i] = np.mean(vals) + sig1md[i,0] = 0. + sig1md[i,1] = 0. + sig3md[i,0] = 0. + sig3md[i,1] = 0. + else: + maxvalsd[i] = 9999999. + sig1md[i,0] = 0. + sig1md[i,1] = 0. + sig3md[i,0] = 0. + sig3md[i,1] = 0. + + of2.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (derived_pnames[i], maxvalsd[i], sig1md[i,0],sig1md[i,1], sig3md[i,0], sig3md[i,1])) + param_hist(vals,derived_pnames[i],medvalsd[i],sig1d[i],sig3d[i],maxvalsd[i],sig1md[i],sig3md[i],out_folder=out_folder) + + of2.write('====================================================================================================\n') + of2.write('Fixed parameters: \n') + of2.write('====================================================================================================\n') + + nfix = len(njnames) + for i in range(nfix): + if (njnames[i] in extinpars): + pass + else: + of2.write('%-25s %14.8f \n' % (njnames[i], bp[nijnames[0][i]])) + + + of2.write('====================================================================================================\n') + of2.close() + + + #now write out outfile3: the peak of the posterior and the uncertainties given by MC3 + for i in range(npara): + + vals=posterior[:,i] + pdf, xpdf, HPDmin, iHDP = credregionML(vals) + maxvals[i] = xpdf[iHDP] + sig1m[i,0] = np.amin(xpdf[pdf>HPDmin]) - maxvals[i] + sig1m[i,1] = np.amax(xpdf[pdf>HPDmin]) - maxvals[i] + s1bps=[np.amin(xpdf[pdf>HPDmin]) - bp[ijnames[0][i]] , np.amax(xpdf[pdf>HPDmin]) - bp[ijnames[0][i]]] + pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) + sig3m[i,0] = np.amin(xpdf[pdf>HPDmin]) - maxvals[i] + sig3m[i,1] = np.amax(xpdf[pdf>HPDmin]) - maxvals[i] + s3bps=[np.amin(xpdf[pdf>HPDmin]) - bp[ijnames[0][i]] , np.amax(xpdf[pdf>HPDmin]) - bp[ijnames[0][i]]] + + of3.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (jnames[i],bp[ijnames[0][i]],s1bps[0],s1bps[1],s3bps[0],s3bps[1])) + + of3.write('====================================================================================================\n') + of3.write('Stellar input parameters: \n') + of3.write('====================================================================================================\n') + vals=Rs_PDF + pdf, xpdf, HPDmin, iHDP = credregionML(vals) + maxval = xpdf[iHDP] + sig1ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval + sig1ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval + pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) + sig3ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval + sig3ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval + of3.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % ('Rstar', maxval,sig1ms[0],sig1ms[1], sig3ms[0], sig3ms[1])) + param_hist(vals,'Rstar',medval,sig1s,sig3s,maxval,sig1ms,sig3ms,out_folder=out_folder) + vals=Ms_PDF + pdf, xpdf, HPDmin, iHDP = credregionML(vals) + maxval = xpdf[iHDP] + sig1ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval + sig1ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval + pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) + sig3ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval + sig3ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval + of3.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % ('Mstar', maxval,sig1ms[0],sig1ms[1], sig3ms[0], sig3ms[1])) + param_hist(vals,'Mstar',medval,sig1s,sig3s,maxval,sig1ms,sig3ms,out_folder=out_folder) + for i in range(len(extinpars)): + vals = extind_PDF[:,i] + pdf, xpdf, HPDmin, iHDP = credregionML(vals) + maxval = xpdf[iHDP] + sig1ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval + sig1ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval + pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) + sig3ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval + sig3ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval + of3.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (extinpars[i], maxval,sig1ms[0],sig1ms[1], sig3ms[0], sig3ms[1])) + + #more in here!! + # !!! the limits are the same, but the reported center values are different + # how to best report this here? 1. combination of the bp values + # 2. errors come from bp + [lower, upper] limit of the parameter region + # [err_on_bp] == bp - [maxval + sig1ms] + + # FIRST: derive the bp values, call them der_bp + + of3.write('====================================================================================================\n') + of3.write('Derived parameters: ('+starstring+') \n') + of3.write('====================================================================================================\n') + + for i in range(nderived): + + sig1bp=sig1md[i,:] - (derived_bp[i] -maxvalsd[i]) + sig3bp=sig3md[i,:] - (derived_bp[i] -maxvalsd[i]) + + of3.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (derived_pnames[i], derived_bp[i], sig1bp[0],sig1bp[1], sig3bp[0], sig3bp[1])) + + of3.write('====================================================================================================\n') + of3.write('Fixed parameters: \n') + of3.write('====================================================================================================\n') + + nfix = len(njnames) + for i in range(nfix): + if (njnames[i] in extinpars): + pass + else: + of3.write('%-25s %14.8f \n' % (njnames[i], bp[nijnames[0][i]])) + + of3.write('====================================================================================================\n') + of3.close() + + + # ============================ plot the output transmission spec ====================================== + # first get indices of the parameters that contain a ddf value + dRpRsres = np.array([]) + edRpRsres = np.array([]) + for i in range(npara): + if (np.char.find(jnames[i],'dRpRs') > -1): + dRpRsres= np.concatenate((dRpRsres, [medvals[i]])) + edRpRsres= np.concatenate((edRpRsres, [sig1[i,1]])) + + if len(dRpRsres)>0: + plot_traspec(dRpRsres, edRpRsres, ulamdas,out_folder) + + + return medvals, maxvals + + +def gr_print(jnames,GRvals, out_folder): + + outfile=out_folder+'/GRvals.dat' + of=open(outfile,'w') + npara=len(jnames) + for i in range(npara): + of.write('%-25s %10.6f \n' % (jnames[i], GRvals[i])) + + of.close() + + +def get_AIC_BIC(npar,ndat,chi2,out_folder): + + BIC = chi2 + npar * np.log(ndat) + AIC = chi2 + npar * ndat *2. / (ndat - npar -1.) + + RCHI = chi2 /(ndat-npar) + + outfile=out_folder+'/AIC_BIC.dat' + of=open(outfile,'w') + of.write(f'{"data points:":20s} {ndat:10.0f} \n') + of.write(f'{"free parameters:":20s} {npar:10.0f} \n') + of.write(f'{"AIC":10s}\t{"BIC":10s}\t{"reduced CHI2"}\n') + of.write(f'{AIC:10.3f}\t{BIC:10.3f}\t{RCHI:10.2f} \n') + of.close() + return + + +def dyn_summary(res,out_folder): + """Return a formatted string giving a quick summary + of the results.""" + + res_print = ("nlive: {:d}\n" + "niter: {:d}\n" + "ncall: {:d}\n" + "eff(%): {:6.3f}\n" + "logz: {:6.3f} +/- {:6.3f}" + .format(res.nlive, res.niter, sum(res.ncall), + res.eff, res.logz[-1], res.logzerr[-1])) + f = open(f"{out_folder}/evidence.dat", "w") + print('Summary\n=======\n'+res_print, file=f) + f.close() + return + + +def get_PDF_Gauss(cen,sig1,sig2,dim): + + sig = (sig1 + sig2)/2. + npoints = int(dim[0]) # number of samples needed + val_PDF = np.random.normal(cen, sig, int(npoints)) + + return val_PDF + +def derive_parameters(filnames, nm, Rs_PDF, Ms_PDF, RpRs_PDF, Period_PDF, b_PDF, dur_PDF, rhoS_PDF, ecosw_PDF, esinw_PDF, K_PDF, q1_PDF, q2_PDF, howstellar): + + import scipy.constants as cn + + au = 149597870700. # IAU value + + secondsperday = 24.*3600. + + Rsolar = 6.957e8 # IAU value + Rjup = 7.1492e7 # IAU value + Rearth = 6.3781e6 # IAU value + + GMsolar = 1.3271244e20 # IAU value + GMjup = 1.2668653e17 # IAU value + GMearth = 3.986004e14 # IAU value + + Msolar = GMsolar / cn.G # IAU suggestion + Mjup = GMjup / cn.G # IAU suggestion + Mearth = GMearth / cn.G # IAU suggestion + + rhoSolar = 3. / (4. * np.pi) * Msolar / Rsolar**3 + rhoJup = 3. / (4. * np.pi) * Mjup / Rjup**3 + rhoEarth = 3. / (4. * np.pi) * Mearth / Rearth**3 + + Rp_PDF = RpRs_PDF * (Rs_PDF * Rsolar) / Rjup + dF_PDF = RpRs_PDF**2 + ecc_PDF = ecosw_PDF**2 + esinw_PDF**2 + ome_PDF = np.arctan(np.abs(esinw_PDF / ecosw_PDF)) + + ome_PDF[(esinw_PDF<0) & (ecosw_PDF<0)] = ome_PDF[(esinw_PDF<0) & (ecosw_PDF<0)] + np.pi + ome_PDF[(esinw_PDF<0) & (ecosw_PDF>0)] = 2. * np.pi - ome_PDF[(esinw_PDF<0) & (ecosw_PDF>0)] + ome_PDF[(esinw_PDF>0) & (ecosw_PDF<0)] = np.pi - ome_PDF[(esinw_PDF>0) & (ecosw_PDF<0)] + + e0ind = np.where(ecc_PDF<1e-15) # avoid NaNs for very small eccentricity + ome_PDF[e0ind] = 0. # by defining omeaga == 0 + + efac1_PDF = np.sqrt(1.-ecc_PDF**2)/(1.+ ecc_PDF*np.sin(ome_PDF)) + efac2_PDF = b_PDF*(1.-ecc_PDF**2)/(1.+ecc_PDF*np.sin(ome_PDF)) + efac3_PDF = np.sqrt(1.-ecc_PDF**2)/(1.- ecc_PDF*np.sin(ome_PDF)) + efac4_PDF = (1.-ecc_PDF**2)/(1.+ ecc_PDF*np.sin(ome_PDF)) + + + if (howstellar == 'Rrho'): + Ms_PDF = rhoS_PDF * 4/3 * np.pi * (Rs_PDF * Rsolar*100)**3 / (Msolar*1000) + starstring = 'stellar Mass from R+rho' + + elif (howstellar == 'Mrho'): + Rs_PDF = ((3. * Ms_PDF * Msolar*1000) / (4. * np.pi * rhoS_PDF))**(1./3.) / (Rsolar*100) + starstring = 'stellar Radius from M+rho' + + # else: + # rhoS_PDF = Ms_PDF / Rs_PDF**3 * rhoSolar + # starstring = 'rho_s from stellar parameter input' + + aRs_PDF = rho_to_aR(rhoS_PDF,Period_PDF) + a_PDF = aRs_PDF * Rs_PDF * Rsolar / au + Rsa_PDF = 1./aRs_PDF + + rhoS_PDF = rhoS_PDF / (rhoSolar/1000) #solar units + + ome_PDF = ome_PDF * 180. / np.pi + + Mp_PDF = (Period_PDF*3600.*24. / (2.*np.pi*cn.G))**(1./3.) * K_PDF*1000 * (Ms_PDF*Msolar)**(2./3.) * np.sqrt(1. - ecc_PDF**2) / Mjup + + MF_PDF = Period_PDF* secondsperday * (K_PDF*1000)**3 / (2. * np.pi * cn.G) / Msolar * (1. - ecc_PDF**2)**(3/2) # mass function in Solar mass + #FWHM_PDF = Rsa_PDF * np.sqrt(1. - b_PDF**2)/np.pi + + if (np.any(np.isfinite(np.sqrt(1. - b_PDF**2)))==False): + FWHM_PDF = np.zeros(len(b_PDF)) + else: + FWHM_PDF = Rsa_PDF * np.sqrt(1. - b_PDF**2)/np.pi + + inc_PDF = np.arccos(b_PDF / aRs_PDF/efac4_PDF) * 180. / np.pi #eqn 7: https://arxiv.org/pdf/1001.2010.pdf + + rhoP_PDF = Mp_PDF / Rp_PDF**3 + gP_PDF = cn.G * (Mp_PDF*Mjup) / (Rp_PDF*Rjup)**2 + + durocc_PDF = aR_to_Tdur(aRs_PDF,b_PDF,RpRs_PDF,Period_PDF,ecc_PDF,ome_PDF) + durocc_PDF[np.isfinite(durocc_PDF)==False] = 0. + + if len(q1_PDF.shape)<2: + nfil = q1_PDF.shape + pnames_LD = [] + LD_PDFs = [] + for i in range(nfil[0]): + u1,u2 = convert_LD(q1_PDF[i], q2_PDF[i],conv="q2u") + name1 = filnames[i]+'_u1' + name2 = filnames[i]+'_u2' + pnames_LD = pnames_LD + [name1] + [name2] + LD_PDFs.append(u1) + LD_PDFs.append(u2) + else: + npo, nfil = q1_PDF.shape + pnames_LD = [] + LD_PDFs = [] + + for i in range(nfil): + u1,u2 = convert_LD(q1_PDF[:,i], q2_PDF[:,i],conv="q2u") + name1 = filnames[i]+'_u1' + name2 = filnames[i]+'_u2' + pnames_LD = pnames_LD + [name1] + [name2] + LD_PDFs.append(u1) + LD_PDFs.append(u2) + + + derived_pnames = [f"Rp{nm}_[Rjup]",f"Mp{nm}_[Mjup]", f"rho{nm}_p_[rhoJup]", f"g_p{nm}_[SI]", f"dF{nm}", f"aRs{nm}", f"a{nm}_[au]", f"rhoS{nm}_[rhoSun]", "Ms_[Msun]", "Rs_[Rsun]", + f"inclination{nm}_[deg]", f"eccentricity{nm}", f"omega{nm}_[deg]", f"Occult_dur{nm}", f"Rs_a{nm}", "MF_PDF_[Msun]",f"Dur{nm}_[d]"] + + derived_pnames = derived_pnames + pnames_LD + + derived_PDFs = [Rp_PDF, Mp_PDF, rhoP_PDF, gP_PDF, dF_PDF, aRs_PDF, a_PDF, rhoS_PDF, Ms_PDF, Rs_PDF, inc_PDF, ecc_PDF, ome_PDF, durocc_PDF, Rsa_PDF, MF_PDF,dur_PDF] + derived_PDFs = derived_PDFs + LD_PDFs + + return derived_pnames, derived_PDFs, starstring + +# TODO: - Teq_PDF (requires Teff_star) +# - incflux_PDF (requires Teff_star) +# - Mplanet (requires K_RV) + + + + diff --git a/CONAN3/outputs_v6_GP.py b/CONAN3/outputs_v6_GP.py deleted file mode 100644 index ecb61f7..0000000 --- a/CONAN3/outputs_v6_GP.py +++ /dev/null @@ -1,689 +0,0 @@ -import sys -import numpy as np -from .plots_v12 import * -import subprocess -import scipy.stats as stats -import scipy.interpolate as si - -# sys.path.append("/home/lendl/Work/OurCode/transit_fit/") - -from .credibleregion_ML import * - - -def mcmc_outputs(posterior, jnames, ijnames, njnames, nijnames, bp, ulamdas, Rs_in, Ms_in, Rs_PDF, Ms_PDF, nfilt, filnames, howstellar, extinpars, extins, extind_PDF): - - npoint,npara=posterior.shape - - # =============== calculate the physical parameters taking into account the input and inferred PDFs ======== - # first, allocate the necessary jump parameters into PDF variables - ind = np.where(np.char.find(jnames, 'T_0')==0)[0] - indn = np.where(np.char.find(njnames, 'T_0')==0)[0] - if len(extinpars) > 0: - inde = np.where(np.char.find(extinpars, 'T_0')==0)[0] - else : - inde = [] - if (len(ind) > 0): - T0_PDF = posterior[:,ind[0]] - T0_bp = bp[ijnames[0][ind]] - else: - T0_PDF = np.zeros(npoint) - T0_PDF[:] = bp[nijnames[0][indn]] - T0_bp = bp[nijnames[0][indn]] - if (len(inde) > 0): - T0_PDF = extind_PDF[:,inde] - posterior[:,ind[0]] = extind_PDF[:,inde] - - ind = np.where(np.char.find(jnames, 'Period_[d]')==0)[0] - indn = np.where(np.char.find(njnames, 'Period_[d]')==0)[0] - if len(extinpars) > 0: - inde = np.where(np.char.find(extinpars, 'Period_[d]')==0)[0] - else : - inde = [] - if (len(ind) > 0): - Period_PDF = posterior[:,ind[0]] - Period_bp = bp[ijnames[0][ind]] - else: - Period_PDF = np.zeros(npoint) - Period_PDF[:] = bp[nijnames[0][indn]] - Period_bp = bp[nijnames[0][indn]] - if (len(inde) > 0): - Period_PDF = np.squeeze(extind_PDF[:,inde]) - - ind = np.where(np.char.find(jnames, 'RpRs')==0)[0] - indn = np.where(np.char.find(njnames, 'RpRs')==0)[0] - if len(extinpars) > 0: - inde = np.where(np.char.find(extinpars, 'RpRs')==0)[0] - else : - inde = [] - if (len(ind) > 0): - RpRs_PDF = posterior[:,ind[0]] - RpRs_bp = bp[ijnames[0][ind]] - else: - RpRs_PDF = np.zeros(npoint) - RpRs_PDF[:] = bp[nijnames[0][indn]] - RpRs_bp = bp[nijnames[0][indn]] - if (len(inde) > 0): - RpRs_PDF = np.squeeze(extind_PDF[:,inde]) - - ind = np.where(jnames == "b")[0] #np.where(np.char.find(jnames, 'b')==0)[0] (fixes problems when lc file name begins with b) - indn = np.where(njnames == "b")[0] #np.where(np.char.find(njnames, 'b')==0)[0] - if len(extinpars) > 0: - inde = np.where(extinpars == "K")[0] #np.where(np.char.find(extinpars, 'b')==0)[0] - else : - inde = [] - if (len(ind) > 0): - b_PDF = posterior[:,ind[0]] - b_bp = bp[ijnames[0][ind]] - else: - b_PDF = np.zeros(npoint) - b_PDF[:] = bp[nijnames[0][indn]] - b_bp = bp[nijnames[0][indn]] - if (len(inde) > 0): - b_PDF = np.squeeze(extind_PDF[:,inde]) - - ind = np.where(np.char.find(jnames, 'dur_[d]')==0)[0] - indn = np.where(np.char.find(njnames, 'dur_[d]')==0)[0] - if len(extinpars) > 0: - inde = np.where(np.char.find(extinpars, 'dur_[d]')==0)[0] - else : - inde = [] - if (len(ind) > 0): - dur_PDF = posterior[:,ind[0]] - dur_bp = bp[ijnames[0][ind]] - else: - dur_PDF = np.zeros(npoint) - dur_PDF[:] = bp[nijnames[0][indn]] - dur_bp = bp[nijnames[0][indn]] - if (len(inde) > 0): - dur_PDF = np.squeeze(extind_PDF[:,inde]) - - ind = np.where(np.char.find(jnames, 'ecos(w)')==0)[0] - indn = np.where(np.char.find(njnames, 'ecos(w)')==0)[0] - if (len(ind) > 0): - ecosw_PDF = posterior[:,ind[0]] - ecosw_bp = bp[ijnames[0][ind]] - else: - ecosw_PDF = np.zeros(npoint) - ecosw_PDF[:] = bp[nijnames[0][indn]] - ecosw_bp = bp[nijnames[0][indn]] - - ind = np.where(np.char.find(jnames, 'esin(w)')==0)[0] - indn = np.where(np.char.find(njnames, 'esin(w)')==0)[0] - if (len(ind) > 0): - esinw_PDF = posterior[:,ind[0]] - esinw_bp = bp[ijnames[0][ind]] - else: - esinw_PDF = np.zeros(npoint) - esinw_PDF[:] = bp[nijnames[0][indn]] - esinw_bp = bp[nijnames[0][indn]] - - ind = np.where(jnames == "K")[0] #np.where(np.char.find(jnames, 'K')==0)[0] (fixes problems when lc file name begins with K) - indn = np.where(njnames == "K")[0] #np.where(np.char.find(njnames, 'K')==0)[0] - if len(extinpars) > 0: - inde = np.where(extinpars == "K")[0] #np.where(np.char.find(extinpars, 'K')==0)[0] - else : - inde = [] - if (len(ind) > 0): - K_PDF = posterior[:,ind[0]] - K_bp = bp[ijnames[0][ind]] - else: - K_PDF = np.zeros(npoint) - K_PDF[:] = bp[nijnames[0][indn]] - K_bp = bp[nijnames[0][indn]] - if (len(inde) > 0): - K_PDF = np.squeeze(extind_PDF[:,inde]) - - c1_PDF = np.zeros((npoint,nfilt)) - c2_PDF = np.zeros((npoint,nfilt)) - c1_bp = np.zeros(nfilt) - c2_bp = np.zeros(nfilt) - - for i in range(nfilt): - ind = np.where(np.char.find(jnames, filnames[i]+'_c1')==0)[0] - indn = np.where(np.char.find(njnames, filnames[i]+'_c1')==0)[0] - if (len(ind) > 0): - c1_PDF[:,i] = posterior[:,ind[0]] - c1_bp[i] = bp[ijnames[0][ind]] - else: - c1_PDF[:,i] = bp[nijnames[0][indn]] - c1_bp[i] = bp[nijnames[0][indn]] - ind = np.where(np.char.find(jnames, filnames[i]+'_c2')==0)[0] - indn = np.where(np.char.find(njnames, filnames[i]+'_c2')==0)[0] - if (len(ind) > 0): - c2_PDF[:,i] = posterior[:,ind[0]] - c2_bp[i] = bp[ijnames[0][ind]] - else: - c2_PDF[:,i] = bp[nijnames[0][indn]] - c2_bp[i] = bp[nijnames[0][indn]] - - derived_pnames, derived_PDFs, starstring = derive_parameters(filnames, Rs_PDF, Ms_PDF, RpRs_PDF, Period_PDF, b_PDF, dur_PDF, ecosw_PDF, esinw_PDF, K_PDF, c1_PDF, c2_PDF, howstellar) - - derived_pnames_bp, derived_bp, starstring_bp = derive_parameters(filnames, Rs_in, Ms_in, RpRs_bp, Period_bp, b_bp, dur_bp, ecosw_bp, esinw_bp, K_bp, c1_bp, c2_bp, howstellar) - - nderived = len(derived_pnames) - - # ============================================================================================================= - # START OUTPUT SECTION - # ============================================================================================================= - - - # =============== write out the medians, best values and distributions of the jump parameters ================= - outfile='results_med.dat' - outfile2='results_max.dat' - outfile3='results_bf.dat' - - of=open(outfile,'w') - of2=open(outfile2,'w') - of3=open(outfile3,'w') - - # posterior has the burned-in, thinned parameter states - - n1sig = np.round(0.34134*npoint) # number of points for 1 sigma (on one side) - n3sig = np.round(0.49865*npoint) # number of points for 3 sigma (on one side) - i1sig = np.array([np.round(npoint/2)-n1sig,np.round(npoint/2)+n1sig], dtype='int32') # indexes of the points at median -/+ 1 n1sig - i3sig = np.array([np.round(npoint/2)-n3sig,np.round(npoint/2)+n3sig], dtype='int32') # indexes of the points at median -/+ 1 n1sig - - medvals = np.zeros(npara) - maxvals = np.zeros(npara) - medvalsd = np.zeros(nderived) - maxvalsd = np.zeros(nderived) - - sig1 = np.zeros([npara,2]) # array to contain the 1-sigma limits [lower, upper] for all parameters - sig3 = np.zeros([npara,2]) # array to contain the 3-sigma limits [lower, upper] for all parameters - sig1m = np.zeros([npara,2]) # array to contain the 1-sigma limits [lower, upper] for all parameters - sig3m = np.zeros([npara,2]) # array to contain the 3-sigma limits [lower, upper] for all parameters - sig1s = np.zeros([2]) # array to contain the 1-sigma limits [lower, upper] for a single parameter - sig3s = np.zeros([2]) - sig1ms = np.zeros([2]) - sig3ms = np.zeros([2]) - sig1d = np.zeros([nderived,2]) # array to contain the 1-sigma limits [lower, upper] for the derived parameters - sig3d = np.zeros([nderived,2]) - sig1md = np.zeros([nderived,2]) - sig3md = np.zeros([nderived,2]) - - of.write('====================================================================================================\n') - of.write('Jump parameters:\n') - of.write('====================================================================================================\n') - - of2.write('====================================================================================================\n') - of2.write('Jump parameters:\n') - of2.write('====================================================================================================\n') - - of3.write('====================================================================================================\n') - of3.write('Jump parameters:\n') - of3.write('====================================================================================================\n') - - for i in range(npara): - vals=posterior[:,i] - # calculate median - medvals[i] = np.median(vals) - dval=vals-medvals[i] # the difference between vals and the median - sval=np.sort(dval) - sig1[i] = sval[i1sig] # the 1-sigma intervals (the left side is naturally negative) - sig3[i] = sval[i3sig] # the 1-sigma intervals (the left side is naturally negative) - #print jnames[i], medvals[i],sig1[i,0],sig1[i,1], sig3[i,0], sig3[i,1] - of.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (jnames[i], medvals[i],sig1[i,0],sig1[i,1], sig3[i,0], sig3[i,1])) - - of.write('====================================================================================================\n') - of.write('Additional input parameters: \n') - of.write('====================================================================================================\n') - vals=Rs_PDF - # calculate median - medval = np.median(vals) - dval=vals-medval # the difference between vals and the median - sval=np.sort(dval) - sig1s = sval[i1sig] # the 1-sigma intervals (the left side is naturally negative) - sig3s = sval[i3sig] # the 1-sigma intervals (the left side is naturally negative) - of.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % ('Rstar', medval,sig1s[0],sig1s[1], sig3s[0], sig3s[1])) - vals=Ms_PDF - # calculate median - medval = np.median(vals) - dval=vals-medval # the difference between vals and the median - sval=np.sort(dval) - sig1s = sval[i1sig] # the 1-sigma intervals (the left side is naturally negative) - sig3s = sval[i3sig] # the 1-sigma intervals (the left side is naturally negative) - of.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % ('Mstar', medval,sig1s[0],sig1s[1], sig3s[0], sig3s[1])) - - for i in range(len(extinpars)): - vals = extind_PDF[:,i] - medval = np.median(vals) - dval=vals-medval # the difference between vals and the median - sval=np.sort(dval) - sig1s = sval[i1sig] # the 1-sigma intervals (the left side is naturally negative) - sig3s = sval[i3sig] # the 1-sigma intervals (the left side is naturally negative) - of.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (extinpars[i], medval,sig1s[0],sig1s[1], sig3s[0], sig3s[1])) - - - of.write('====================================================================================================\n') - of.write('Derived parameters: \n') - of.write('====================================================================================================\n') - - for i in range(nderived): - vals=derived_PDFs[i] - # calculate median - medvalsd[i] = np.median(vals) - dval=vals-medvalsd[i] # the difference between vals and the median - sval=np.sort(dval) - sig1d[i] = sval[i1sig] # the 1-sigma intervals (the left side is naturally negative) - sig3d[i] = sval[i3sig] # the 1-sigma intervals (the left side is naturally negative) - of.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (derived_pnames[i], medvalsd[i],sig1d[i,0],sig1d[i,1], sig3d[i,0], sig3d[i,1])) - - of.write('====================================================================================================\n') - of.write('Fixed parameters: \n') - of.write('====================================================================================================\n') - - nfix = len(njnames) - for i in range(nfix): - if (njnames[i] in extinpars): - pass - else: - of.write('%-25s %14.8f \n' % (njnames[i], bp[nijnames[0][i]])) - - of.write('====================================================================================================\n') - of.close() - - #now write out outfile2: the peak of the posterior and the area containing 68% of points - for i in range(npara): - vals=posterior[:,i] - pdf, xpdf, HPDmin, iHDP = credregionML(vals) - maxvals[i] = xpdf[iHDP] - sig1m[i,0] = np.amin(xpdf[pdf>HPDmin]) - maxvals[i] - sig1m[i,1] = np.amax(xpdf[pdf>HPDmin]) - maxvals[i] - s1bps=[np.amin(xpdf[pdf>HPDmin]) - bp[ijnames[0][i]] , np.amax(xpdf[pdf>HPDmin]) - bp[ijnames[0][i]]] - pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) - sig3m[i,0] = np.amin(xpdf[pdf>HPDmin]) - maxvals[i] - sig3m[i,1] = np.amax(xpdf[pdf>HPDmin]) - maxvals[i] - of2.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (jnames[i], maxvals[i],sig1m[i,0],sig1m[i,1], sig3m[i,0], sig3m[i,1])) - param_histbp(vals,jnames[i],medvals[i],sig1[i],sig3[i],maxvals[i],sig1m[i],sig3m[i],bp[ijnames[0][i]],s1bps) - - of2.write('====================================================================================================\n') - of2.write('Additional input parameters: \n') - of2.write('====================================================================================================\n') - vals=Rs_PDF - pdf, xpdf, HPDmin, iHDP = credregionML(vals) - maxval = xpdf[iHDP] - sig1ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval - sig1ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval - pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) - sig3ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval - sig3ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval - of2.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % ('Rstar', maxval,sig1ms[0],sig1ms[1], sig3ms[0], sig3ms[1])) - param_hist(vals,'Rstar',medval,sig1s,sig3s,maxval,sig1ms,sig3ms) - vals=Ms_PDF - pdf, xpdf, HPDmin, iHDP = credregionML(vals) - maxval = xpdf[iHDP] - sig1ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval - sig1ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval - pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) - sig3ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval - sig3ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval - of2.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % ('Mstar', maxval,sig1ms[0],sig1ms[1], sig3ms[0], sig3ms[1])) - param_hist(vals,'Mstar',medval,sig1s,sig3s,maxval,sig1ms,sig3ms) - - for i in range(len(extinpars)): - vals = extind_PDF[:,i] - pdf, xpdf, HPDmin, iHDP = credregionML(vals) - maxval = xpdf[iHDP] - sig1ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval - sig1ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval - pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) - sig3ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval - sig3ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval - of2.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (extinpars[i], maxval,sig1ms[0],sig1ms[1], sig3ms[0], sig3ms[1])) - - of2.write('====================================================================================================\n') - of2.write('Derived parameters: ('+starstring+') \n') - of2.write('====================================================================================================\n') - - for i in range(nderived): - vals=derived_PDFs[i] - nans = np.isnan(vals) - lnans = len(nans[nans==True]) - if (lnans==0): - if (min(vals) != max(vals)): - pdf, xpdf, HPDmin, iHDP = credregionML(vals) - maxvalsd[i] = xpdf[iHDP] - sig1md[i,0] = np.amin(xpdf[pdf>HPDmin]) - maxvalsd[i] - sig1md[i,1] = np.amax(xpdf[pdf>HPDmin]) - maxvalsd[i] - pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) - sig3md[i,0] = np.amin(xpdf[pdf>HPDmin]) - maxvalsd[i] - sig3md[i,1] = np.amax(xpdf[pdf>HPDmin]) - maxvalsd[i] - else: - maxvalsd[i] = np.mean(vals) - sig1md[i,0] = 0. - sig1md[i,1] = 0. - sig3md[i,0] = 0. - sig3md[i,1] = 0. - else: - maxvalsd[i] = 9999999. - sig1md[i,0] = 0. - sig1md[i,1] = 0. - sig3md[i,0] = 0. - sig3md[i,1] = 0. - - of2.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (derived_pnames[i], maxvalsd[i], sig1md[i,0],sig1md[i,1], sig3md[i,0], sig3md[i,1])) - param_hist(vals,derived_pnames[i],medvalsd[i],sig1d[i],sig3d[i],maxvalsd[i],sig1md[i],sig3md[i]) - - of2.write('====================================================================================================\n') - of2.write('Fixed parameters: \n') - of2.write('====================================================================================================\n') - - nfix = len(njnames) - for i in range(nfix): - if (njnames[i] in extinpars): - pass - else: - of2.write('%-25s %14.8f \n' % (njnames[i], bp[nijnames[0][i]])) - - - of2.write('====================================================================================================\n') - of2.close() - - - #now write out outfile3: the peak of the posterior and the uncertainties given by MC3 - for i in range(npara): - - vals=posterior[:,i] - pdf, xpdf, HPDmin, iHDP = credregionML(vals) - maxvals[i] = xpdf[iHDP] - sig1m[i,0] = np.amin(xpdf[pdf>HPDmin]) - maxvals[i] - sig1m[i,1] = np.amax(xpdf[pdf>HPDmin]) - maxvals[i] - s1bps=[np.amin(xpdf[pdf>HPDmin]) - bp[ijnames[0][i]] , np.amax(xpdf[pdf>HPDmin]) - bp[ijnames[0][i]]] - pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) - sig3m[i,0] = np.amin(xpdf[pdf>HPDmin]) - maxvals[i] - sig3m[i,1] = np.amax(xpdf[pdf>HPDmin]) - maxvals[i] - s3bps=[np.amin(xpdf[pdf>HPDmin]) - bp[ijnames[0][i]] , np.amax(xpdf[pdf>HPDmin]) - bp[ijnames[0][i]]] - - of3.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (jnames[i],bp[ijnames[0][i]],s1bps[0],s1bps[1],s3bps[0],s3bps[1])) - - of3.write('====================================================================================================\n') - - of3.write('Additional input parameters: \n') - of3.write('====================================================================================================\n') - vals=Rs_PDF - pdf, xpdf, HPDmin, iHDP = credregionML(vals) - maxval = xpdf[iHDP] - sig1ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval - sig1ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval - pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) - sig3ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval - sig3ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval - of3.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % ('Rstar', maxval,sig1ms[0],sig1ms[1], sig3ms[0], sig3ms[1])) - param_hist(vals,'Rstar',medval,sig1s,sig3s,maxval,sig1ms,sig3ms) - vals=Ms_PDF - pdf, xpdf, HPDmin, iHDP = credregionML(vals) - maxval = xpdf[iHDP] - sig1ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval - sig1ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval - pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) - sig3ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval - sig3ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval - of3.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % ('Mstar', maxval,sig1ms[0],sig1ms[1], sig3ms[0], sig3ms[1])) - param_hist(vals,'Mstar',medval,sig1s,sig3s,maxval,sig1ms,sig3ms) - for i in range(len(extinpars)): - vals = extind_PDF[:,i] - pdf, xpdf, HPDmin, iHDP = credregionML(vals) - maxval = xpdf[iHDP] - sig1ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval - sig1ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval - pdf, xpdf, HPDmin, iHDP = credregionML(vals,pdf=pdf, xpdf=xpdf, percentile=0.9973) - sig3ms[0] = np.amin(xpdf[pdf>HPDmin]) - maxval - sig3ms[1] = np.amax(xpdf[pdf>HPDmin]) - maxval - of3.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (extinpars[i], maxval,sig1ms[0],sig1ms[1], sig3ms[0], sig3ms[1])) - - #more in here!! - # !!! the limits are the same, but the reported center values are different - # how to best report this here? 1. combination of the bp values - # 2. errors come from bp + [lower, upper] limit of the parameter region - # [err_on_bp] == bp - [maxval + sig1ms] - - # FIRST: derive the bp values, call them der_bp - - of3.write('====================================================================================================\n') - of3.write('Derived parameters: ('+starstring+') \n') - of3.write('====================================================================================================\n') - - for i in range(nderived): - - sig1bp=sig1md[i,:] - (derived_bp[i] -maxvalsd[i]) - sig3bp=sig3md[i,:] - (derived_bp[i] -maxvalsd[i]) - - of3.write('%-25s %14.8f %14.8f %14.8f %14.8f %14.8f\n' % (derived_pnames[i], derived_bp[i], sig1bp[0],sig1bp[1], sig3bp[0], sig3bp[1])) - - of3.write('====================================================================================================\n') - of3.write('Fixed parameters: \n') - of3.write('====================================================================================================\n') - - nfix = len(njnames) - for i in range(nfix): - if (njnames[i] in extinpars): - pass - else: - of3.write('%-25s %14.8f \n' % (njnames[i], bp[nijnames[0][i]])) - - of3.write('====================================================================================================\n') - of3.close() - - - # ============================ plot the output transmission spec ====================================== - # first get indices of the parameters that contain a ddf value - dRpRsres = np.array([]) - edRpRsres = np.array([]) - for i in range(npara): - if (np.char.find(jnames[i],'dRpRs') > -1): - dRpRsres= np.concatenate((dRpRsres, [medvals[i]])) - edRpRsres= np.concatenate((edRpRsres, [sig1[i,1]])) - - if len(dRpRsres)>0: - plot_traspec(dRpRsres, edRpRsres, ulamdas) - - - return medvals, maxvals - - -def gr_print(jnames,GRvals): - - outfile='GRvals.dat' - of=open(outfile,'w') - npara=len(jnames) - for i in range(npara): - of.write('%-25s %10.6f \n' % (jnames[i], GRvals[i])) - - of.close() - -def get_BIC(npar,ndat): - - chi2 = float(subprocess.check_output("cat MCMC.log | grep Best-parameter | awk '{print $3}' ", shell=True)) - BIC = chi2 + npar * np.log(ndat) - RCHI = chi2 /(ndat-npar) - - outfile='BIC.dat' - of=open(outfile,'w') - of.write('data points: ') - of.write('%10.0f \n' % (ndat)) - of.write('free parameters: ') - of.write('%10.0f \n' % (npar)) - of.write('BIC reduced CHI2\n') - of.write('%10.3f %10.2f \n' % (BIC, RCHI)) - of.close() - - return BIC - - -def get_BIC_emcee(npar,ndat,chi2): - - BIC = chi2 + npar * np.log(ndat) - RCHI = chi2 /(ndat-npar) - - outfile='BIC.dat' - of=open(outfile,'w') - of.write('data points: ') - of.write('%10.0f \n' % (ndat)) - of.write('free parameters: ') - of.write('%10.0f \n' % (npar)) - of.write('BIC reduced CHI2\n') - of.write('%10.3f %10.2f \n' % (BIC, RCHI)) - of.close() - - return BIC - -def get_AIC_emcee(npar,ndat,chi2): - - AIC = chi2 + npar * ndat *2. / (ndat - npar -1.) - - outfile='AIC.dat' - of=open(outfile,'w') - of.write('data points: ') - of.write('%10.0f \n' % (ndat)) - of.write('free parameters: ') - of.write('%10.0f \n' % (npar)) - of.write('AIC \n') - of.write('%10.3f \n' % (AIC)) - of.close() - - return AIC - -def get_PDF_Gauss(cen,sig1,sig2,dim): - - sig = (sig1 + sig2)/2. - npoints = np.int(dim[0]) # number of samples needed - val_PDF = np.random.normal(cen, sig, np.int(npoints)) - - return val_PDF - -def derive_parameters(filnames, Rs_PDF, Ms_PDF, RpRs_PDF, Period_PDF, b_PDF, dur_PDF, ecosw_PDF, esinw_PDF, K_PDF, c1_PDF, c2_PDF, howstellar): - - import scipy.constants as cn - - au = 149597870700. # IAU value - - secondsperday = 24.*3600. - - Rsolar = 6.957e8 # IAU value - Rjup = 7.1492e7 # IAU value - Rearth = 6.3781e6 # IAU value - - GMsolar = 1.3271244e20 # IAU value - GMjup = 1.2668653e17 # IAU value - GMearth = 3.986004e14 # IAU value - - Msolar = GMsolar / cn.G # IAU suggestion - Mjup = GMjup / cn.G # IAU suggestion - Mearth = GMearth / cn.G # IAU suggestion - - rhoSolar = 3. / (4. * np.pi) * Msolar / Rsolar**3 - rhoJup = 3. / (4. * np.pi) * Mjup / Rjup**3 - rhoEarth = 3. / (4. * np.pi) * Mearth / Rearth**3 - - Rp_PDF = RpRs_PDF * (Rs_PDF * Rsolar) / Rjup - dF_PDF = RpRs_PDF**2 - ecc_PDF = ecosw_PDF**2 + esinw_PDF**2 - ome_PDF = np.arctan(np.abs(esinw_PDF / ecosw_PDF)) - - ome_PDF[(esinw_PDF<0) & (ecosw_PDF<0)] = ome_PDF[(esinw_PDF<0) & (ecosw_PDF<0)] + np.pi - ome_PDF[(esinw_PDF<0) & (ecosw_PDF>0)] = 2. * np.pi - ome_PDF[(esinw_PDF<0) & (ecosw_PDF>0)] - ome_PDF[(esinw_PDF>0) & (ecosw_PDF<0)] = np.pi - ome_PDF[(esinw_PDF>0) & (ecosw_PDF<0)] - - e0ind = np.where(ecc_PDF<1e-15) # avoid NaNs for very small eccentricity - ome_PDF[e0ind] = 0. # by defining omeaga == 0 - - efac1_PDF=np.sqrt(1.-ecc_PDF**2)/(1.+ ecc_PDF*np.sin(ome_PDF)) - efac2_PDF=b_PDF*(1.-ecc_PDF**2)/(1.+ecc_PDF*np.sin(ome_PDF)) - efac3_PDF=np.sqrt(1.-ecc_PDF**2)/(1.- ecc_PDF*np.sin(ome_PDF)) - - if (howstellar == 'Rrho'): - rhoS_PDF = 3. * np.pi / ((Period_PDF*3600.*24.)**2 * cn.G) * aRs_PDF**3 - Ms_PDF = (4. * np.pi) / 3. * rhoS_PDF * (Rs_PDF * Rsolar)**3 / Msolar - starstring = 'stellar Mass from R+rho' - - elif (howstellar == 'Mrho'): - rhoS_PDF = 3. * np.pi / ((Period_PDF*3600.*24.)**2 * cn.G) * aRs_PDF**3 - Rs_PDF = ((3. * Ms_PDF * Msolar) / (4. * np.pi * rhoS_PDF))**(1./3.) / Rsolar - starstring = 'stellar Radius from M+rho' - - else: - rhoS_PDF = Ms_PDF / Rs_PDF**3 * rhoSolar - starstring = 'rho_s from stellar parameter input' - - - rhoS_PDF = rhoS_PDF / rhoSolar - - ome_PDF = ome_PDF * 180. / np.pi - - Mp_PDF = (Period_PDF*3600.*24. / (2.*np.pi*cn.G))**(1./3.) * K_PDF*1000 * (Ms_PDF*Msolar)**(2./3.) * np.sqrt(1. - ecc_PDF**2) / Mjup - - test = (1.+RpRs_PDF)**2 - efac2_PDF**2 * (1.-(np.sin(dur_PDF*np.pi/Period_PDF))**2) - - if (np.min(test) > 0): - aRs_PDF = np.sqrt(((1.+RpRs_PDF)**2 - efac2_PDF**2 * (1.-(np.sin(dur_PDF*np.pi/Period_PDF))**2))/(np.sin(dur_PDF*np.pi/Period_PDF))**2 * efac1_PDF) - - else: - aRs_PDF = ( (Period_PDF * secondsperday / (2. * np.pi))**2 * cn.G*(Ms_PDF * Msolar + Mp_PDF * Mjup) )**(1./3.) / (Rs_PDF * Rsolar) - - a_PDF = aRs_PDF * Rs_PDF * Rsolar / au - - Rsa_PDF = 1./aRs_PDF - MF_PDF = Period_PDF* secondsperday * (K_PDF*1000)**3 / (2. * np.pi * cn.G) / Msolar * (1. - ecc_PDF**2)**(3/2) # mass function in Solar mass - #FWHM_PDF = Rsa_PDF * np.sqrt(1. - b_PDF**2)/np.pi - - if (np.any(np.isfinite(np.sqrt(1. - b_PDF**2)))==False): - FWHM_PDF = np.zeros(len(b_PDF)) - - else: - FWHM_PDF = Rsa_PDF * np.sqrt(1. - b_PDF**2)/np.pi - - inc_PDF = np.arccos(b_PDF / aRs_PDF) * 180. / np.pi - - rhoP_PDF = Mp_PDF / Rp_PDF**3 - gP_PDF = cn.G * (Mp_PDF*Mjup) / (Rp_PDF*Rjup)**2 - - durocc_PDF = Period_PDF / np.pi * np.arcsin(1. / aRs_PDF * np.sqrt( (1. + RpRs_PDF)**2 - b_PDF**2 ) / (np.sin(inc_PDF)) ) * efac3_PDF - durocc_PDF[np.isfinite(durocc_PDF)==False] = 0. - - if len(c1_PDF.shape)<2: - nfil = c1_PDF.shape - pnames_LD = [] - LD_PDFs = [] - #print(nfil[0]) - for i in range(nfil[0]): - u1 = (c1_PDF[i] + c2_PDF[i]) / 3. - u2 = (c1_PDF[i] - 2. * c2_PDF[i]) / 3. - name1 = filnames[i]+'_u1' - name2 = filnames[i]+'_u2' - pnames_LD = pnames_LD + [name1] + [name2] - LD_PDFs.append(u1) - LD_PDFs.append(u2) - else: - npo, nfil = c1_PDF.shape - u1_PDF = np.zeros((npo,nfil)) - u2_PDF = np.zeros((npo,nfil)) - pnames_LD = [] - LD_PDFs = [] - - for i in range(nfil): - u1 = (c1_PDF[:,i] + c2_PDF[:,i]) / 3. - u2 = (c1_PDF[:,i] - 2. * c2_PDF[:,i]) / 3. - name1 = filnames[i]+'_u1' - name2 = filnames[i]+'_u2' - pnames_LD = pnames_LD + [name1] + [name2] - LD_PDFs.append(u1) - LD_PDFs.append(u2) - - - - derived_pnames = ["Rp_[Rjup]","Mp_[Mjup]", "rho_p_[rhoJup]", "g_p_[SI]", "dF", "aRs", "a_[au]", "rhoS_[rhoSun]", "Ms_[Msun]", "Rs_[Rsun]", "inclination_[deg]", "eccentricity", "omega_[deg]", "Occult_dur", "Rs_a", "MF_PDF_[Msun]"] - - derived_pnames = derived_pnames + pnames_LD - - derived_PDFs = [Rp_PDF, Mp_PDF, rhoP_PDF, gP_PDF, dF_PDF, aRs_PDF, a_PDF, rhoS_PDF, Ms_PDF, Rs_PDF, inc_PDF, ecc_PDF, ome_PDF, durocc_PDF, Rsa_PDF, MF_PDF] - derived_PDFs = derived_PDFs + LD_PDFs - - return derived_pnames, derived_PDFs, starstring - -# TODO: - Teq_PDF (requires Teff_star) -# - incflux_PDF (requires Teff_star) -# - Mplanet (requires K_RV) - - - - diff --git a/CONAN3/plots_v12.py b/CONAN3/plots_v12.py old mode 100644 new mode 100755 index 1a3ff91..b1ea445 --- a/CONAN3/plots_v12.py +++ b/CONAN3/plots_v12.py @@ -1,267 +1,231 @@ -def mcmc_plots(yval,tarr,farr,earr,xarr,yarr,warr,aarr,sarr,barr,carr, lind, nphot, nRV, indlist, filters,names,RVnames,prefix,params,T0,period): +from .utils import bin_data, phase_fold +from ._classes import __default_backend__ +import numpy as np +import matplotlib, os +from matplotlib.ticker import FormatStrFormatter +import matplotlib.pyplot as plt + + +def mcmc_plots(yval,tarr,farr,earr, nphot, nRV, indlist, filters,names,RVnames,prefix,RVunit,T0,period,Dur): - import matplotlib - import os matplotlib.use('Agg') - from ._classes import __default_backend__ - import matplotlib.pyplot as plt - import numpy as np - from matplotlib.ticker import FormatStrFormatter - from scipy.stats import binned_statistic - from astropy.stats import sigma_clip - - phase_phasefold = np.empty(0) #array containing phase of each data point - flux_phasefold = np.empty(0) #array containig baseline corrected flux of each data point - model_phasefold = np.empty(0) #array containg baseline corrected model of each data point - - def bin_data(t,f,err=None,statistic="mean",nbins=20): - y_bin, y_binedges, _ = binned_statistic(t, f, statistic=statistic, bins=nbins) - bin_width = y_binedges[2] - y_binedges[1] - t_bin = y_binedges[:-1] + bin_width/2. - nans = np.isnan(y_bin) - - if err is not None: - err_bin, _, _= binned_statistic(time, err, statistic = lambda x: 1/np.sqrt(np.sum(1/x**2)), bins=nbins) - return t_bin[~nans], y_bin[~nans], err_bin[~nans] - - return t_bin[~nans], y_bin[~nans] - - for j in range(nphot): - mod=yval[indlist[j][0]] - time=tarr[indlist[j][0]] - flux=farr[indlist[j][0]] - err=earr[indlist[j][0]] - am=aarr[indlist[j][0]] - cx=xarr[indlist[j][0]] - cy=yarr[indlist[j][0]] - fwhm=warr[indlist[j][0]] - sky=sarr[indlist[j][0]] - - infile=names[j][:-4]+'_out_full.dat' - tt, ft, et, mt, bfunc, mm, fco = np.loadtxt(infile, usecols=(0,1,2,3,4,5,6), unpack = True) # reading in the lightcurve data - - #CLIP - # fluxclip = sigma_clip(fco, sigma=5.0) - # clipin = np.argwhere(fluxclip>0) - # tt = tt[clipin.flatten()] - # fco = fco[clipin.flatten()] - # ft = ft[clipin.flatten()] - # mt = mt[clipin.flatten()] - # mm = mm[clipin.flatten()] - # bfunc = bfunc[clipin.flatten()] - # et = et[clipin.flatten()] - - ph = np.modf((np.modf((tt-T0)/period)[0])+1.0)[0] #calculate phase + if np.iterable(T0): npl = len(T0) + else: npl = 1; T0 = [T0] + + phase_phasefold = {} # dictionary containing phase of each planet across several datasets + flux_phasefold = {} + model_phasefold = {} + for n in range(npl): + phase_phasefold[n] = np.empty(0) #array containing phase of each data point + flux_phasefold[n] = np.empty(0) #array containig baseline corrected flux of each data point + model_phasefold[n] = np.empty(0) #array containg baseline corrected model of each data point - #Add data to array to phasefold them later - phase_phasefold = np.append(phase_phasefold,ph) - flux_phasefold = np.append(flux_phasefold,fco) - model_phasefold = np.append(model_phasefold,mm) + + for j in range(nphot): + mod = yval[indlist[j][0]] + time = tarr[indlist[j][0]] + flux = farr[indlist[j][0]] + err = earr[indlist[j][0]] + infile=prefix.split("/")[0] + "/" + names[j][:-4]+'_lcout.dat' + tt, ft, et, mt, bfunc, mm, fco = np.loadtxt(infile, usecols=(0,1,2,3,4,5,6), unpack = True) # reading in the lightcurve data # bin the lightcurve data - binsize=10./(24.*60.) + binsize_min=15. + binsize = binsize_min/(24.*60.) nbin = int((np.max(tt)-np.min(tt))/binsize) # number of bins - # binlims=np.zeros(nbin+1) - # tbin=np.zeros(nbin) - # binnps=np.zeros(nbin) #number of points per bin - # binlims[0]=min(tt) - # binind=[] - # for k in range(1,nbin+1): - # binlims[k]=binlims[k-1]+binsize - # for k in range(nbin): - # tbin[k]=binlims[k]+0.5*binsize - # binnps[k]=len(tt[(tt>binlims[k]) & (tt0) - - # phase_phasefold = phase_phasefold[clipin.flatten()] - # flux_phasefold = flux_phasefold[clipin.flatten()] - # model_phasefold = model_phasefold[clipin.flatten()] - - #Adapt phase for transit to be in the middle of the plot - if model_phasefold[np.argmin(phase_phasefold)] < 1.0: - phase_phasefold[phase_phasefold > 0.5] = phase_phasefold[phase_phasefold >= 0.5] - 1.0 - - ### Order by phase and calculate residuals - phorder = phase_phasefold.argsort() - phase_phasefold = phase_phasefold[phorder[::1]] - flux_phasefold = flux_phasefold[phorder[::1]] - model_phasefold = model_phasefold[phorder[::1]] - - res_phasefold = flux_phasefold - model_phasefold - - #Bin the data - binsize = 10./(24.*60.) / period #10 minute bins in units of one phase - nbin = int((np.max(phase_phasefold)-np.min(phase_phasefold))/binsize) - phase_bins = np.linspace(np.min(phase_phasefold),np.max(phase_phasefold),nbin+1) - pbin = phase_bins+0.5*binsize # MONIKA: defining the bin centers for plotting - flux_bins = np.zeros(np.size(phase_bins)) - res_bins = np.zeros(np.size(phase_bins)) - error_bins = np.zeros(np.size(phase_bins)) - res_err_bins = np.zeros(np.size(phase_bins)) - - for i in range(np.size(phase_bins)-1): - fluxes_in_bin = flux_phasefold[(phase_phasefold >= phase_bins[i]) & (phase_phasefold < phase_bins[i+1])] - if fluxes_in_bin.size == 0: #Check whether bin is empty - flux_bins[i] = np.nan - error_bins[i] = np.nan - else: - flux_bins[i] = np.mean(fluxes_in_bin) - error_bins[i] = np.std(fluxes_in_bin)/np.sqrt(np.size(fluxes_in_bin)) - - res_in_bin = res_phasefold[(phase_phasefold >= phase_bins[i]) & (phase_phasefold < phase_bins[i+1])] - if res_in_bin.size == 0: #Check whether bin is empty - res_bins[i] = np.nan - res_err_bins[i] = np.nan - else: - res_bins[i] = np.mean(res_in_bin) - res_err_bins[i] = np.std(res_in_bin)/np.sqrt(np.size(res_in_bin)) - - ### Plot Phasecurve - fig,ax=plt.subplots(nrows=2, gridspec_kw={'height_ratios':[2,1]},figsize=(12,9)) - - ax[0].set_title('Phasefolded, fitted lightcurve') - - ax[0].plot(phase_phasefold, flux_phasefold,'o',c='skyblue',ms=2, zorder=1) - ax[1].plot(phase_phasefold, res_phasefold,'o',c='skyblue',ms=2, zorder=1) - ax[0].plot(phase_phasefold,model_phasefold,'r-',zorder=5) - ax[1].plot(phase_phasefold,np.zeros(np.size(phase_phasefold)),'r-') - ax[0].errorbar(pbin, flux_bins, yerr=error_bins, fmt='o', c='midnightblue', ms=5, capsize=2, zorder=3) - ax[1].errorbar(pbin, res_bins, yerr=res_err_bins, fmt='o', c='midnightblue', ms=5, capsize=2) - - ax[0].set_ylim([np.min(flux_phasefold) - 0.1 *np.abs((1.0 - np.min(flux_phasefold))),np.max(flux_phasefold) + 0.1 * np.abs((np.max(flux_phasefold)-1.0))]) - ax[1].set_ylim([np.min(res_phasefold) + 0.1 * np.min(res_phasefold),np.max(res_phasefold) + 0.1 * np.max(res_phasefold)]) - - ax[1].set_xlabel('Phase') - - ax[0].set_ylabel('Flux - Baseline') - ax[1].set_ylabel('Residuals') - - ax[0].legend(['Flux - Baseline','Model','Binned data']) - - fig.savefig(prefix+'Phasefolded LC.png') + if nphot > 0: + for n in range(npl): + + #Adapt phase for transit to be in the middle of the plot + if model_phasefold[n][np.argmin(phase_phasefold[n])] < 1.0: + phase_phasefold[n][phase_phasefold[n] > 0.5] = phase_phasefold[n][phase_phasefold[n] >= 0.5] - 1.0 + + ### Order by phase and calculate residuals + phorder = phase_phasefold[n].argsort() + phase_phasefold[n] = phase_phasefold[n][phorder[::1]] + flux_phasefold[n] = flux_phasefold[n][phorder[::1]] + model_phasefold[n] = model_phasefold[n][phorder[::1]] + + res_phasefold = flux_phasefold[n] - model_phasefold[n] + + #Bin the data + binsize = 15./(24.*60.) / period[n] #10 minute bins in units of one phase + Tdur_phase = Dur[n]/period[n] + nbin = int((np.max(phase_phasefold[n])-np.min(phase_phasefold[n]))/binsize) + phase_bins = np.linspace(np.min(phase_phasefold[n]),np.max(phase_phasefold[n]),nbin+1) + pbin = phase_bins+0.5*binsize # MONIKA: defining the bin centers for plotting + flux_bins = np.zeros(np.size(phase_bins)) + res_bins = np.zeros(np.size(phase_bins)) + error_bins = np.zeros(np.size(phase_bins)) + res_err_bins = np.zeros(np.size(phase_bins)) + + for i in range(np.size(phase_bins)-1): + fluxes_in_bin = flux_phasefold[n][(phase_phasefold[n] >= phase_bins[i]) & (phase_phasefold[n] < phase_bins[i+1])] + if fluxes_in_bin.size == 0: #Check whether bin is empty + flux_bins[i] = np.nan + error_bins[i] = np.nan + else: + flux_bins[i] = np.mean(fluxes_in_bin) + error_bins[i] = np.std(fluxes_in_bin)/np.sqrt(np.size(fluxes_in_bin)) + + res_in_bin = res_phasefold[(phase_phasefold[n] >= phase_bins[i]) & (phase_phasefold[n] < phase_bins[i+1])] + if res_in_bin.size == 0: #Check whether bin is empty + res_bins[i] = np.nan + res_err_bins[i] = np.nan + else: + res_bins[i] = np.mean(res_in_bin) + res_err_bins[i] = np.std(res_in_bin)/np.sqrt(np.size(res_in_bin)) + + ### Plot Phasecurve + fig,ax=plt.subplots(nrows=2, sharex=True, gridspec_kw={'height_ratios':[2,1]},figsize=(12,9)) + #TODO imporve ylim ranges for better model visualization + ax[0].set_title(f'Phasefolded, fitted lightcurve - planet{n+1} - P={period[n]:.2f}d') + ax[0].plot(phase_phasefold[n], flux_phasefold[n],'o',c='skyblue',ms=2, zorder=1) + ax[0].plot(phase_phasefold[n], model_phasefold[n],'r-',zorder=5) + ax[0].errorbar(pbin, flux_bins, yerr=error_bins, fmt='o', c='midnightblue', ms=5, capsize=2, zorder=3) + ax[0].set_ylim([np.min(flux_phasefold[n]) - 0.1 *np.abs((1.0 - np.min(flux_phasefold[n]))),np.max(flux_phasefold[n]) + 0.1 * np.abs((np.max(flux_phasefold[n])-1.0))]) + ax[0].set_ylabel('Flux - Baseline') + ax[0].set_xlim([-Tdur_phase,Tdur_phase]) + ax[0].legend(['Flux - Baseline','Model','Binned data']) + + ax[1].plot(phase_phasefold[n], 1e6*res_phasefold,'o',c='skyblue',ms=2, zorder=1) + ax[1].errorbar(pbin, 1e6*res_bins, yerr=res_err_bins*1e6, fmt='o', c='midnightblue', ms=5, capsize=2) + ax[1].axhline(0, ls="--",color="k", alpha=0.3) + ax[1].set_ylim([np.min(res_phasefold*1e6) + 0.1 * np.min(res_phasefold*1e6),np.max(res_phasefold*1e6) + 0.1 * np.max(res_phasefold)]) + ax[1].set_xlabel('Phase') + ax[1].set_ylabel('Residuals [ppm]') + plt.subplots_adjust(hspace=0.02) + + fig.savefig(prefix+f'Phasefolded_LC{n}.png',bbox_inches="tight") ############ RVs##################### - for j in range(nRV): - mod=yval[indlist[nphot+j][0]] - time=tarr[indlist[nphot+j][0]] - flux=farr[indlist[nphot+j][0]] - err=earr[indlist[nphot+j][0]] - fwhm=warr[indlist[nphot+j][0]] - sky=sarr[indlist[nphot+j][0]] - bid=barr[indlist[nphot+j][0]] - cid=carr[indlist[nphot+j][0]] + infile = prefix.split("/")[0] + "/" + RVnames[j][:-4]+'_rvout.dat' + outname = prefix+RVnames[j][:-4]+'_fit.png' + tt, y_rv , e_rv, full_mod, base, rv_mod, det_RV, _, phase = np.loadtxt(infile, usecols=(0,1,2,3,4,5,6,7,8),unpack = True) # reading in the rvcurve data + rv_resid = y_rv-full_mod + srt = np.argsort(phase) + + fig,ax = plt.subplots(3,1, figsize=(10,15),gridspec_kw={"height_ratios":(3,3,1)}) + ax[0].set_title('Fit for RV curve '+RVnames[j][:-4]) + ax[0].set_ylabel("RV [km/s]") + ax[0].errorbar(tt, y_rv, yerr=e_rv, fmt="o",capsize=2, label=RVnames[j]) + ax[0].plot(tt, full_mod, "-r", label='Full Model fit') + ax[0].plot(tt, base, "--g", label='Baseline') + + ax[0].set_ylabel(f"RV [{RVunit}]") + ax[0].set_xlabel("Time") + ax[0].legend() + + if RVunit == 'km/s': + rv_mod, det_RV, e_rv, rv_resid = rv_mod*1e3, det_RV*1e3, e_rv*1e3, rv_resid*1e3 + ax[1].axhline(0,ls="--", color="k", alpha=0.3) + ax[1].errorbar(phase, det_RV, e_rv, fmt="o",capsize=2) + ax[1].plot(phase[srt], rv_mod[srt], "-r", label='MCMC best fit') + ax[1].set_ylabel(f"RV [m/s]") + + ax[2].errorbar(phase, rv_resid, yerr=e_rv, fmt="o",capsize=2) + ax[2].axhline(0,ls="--", color="k", alpha=0.3) + ax[2].set_xlabel("Orbital phase") + ax[2].set_ylabel(f"O – C [m/s]") + + plt.subplots_adjust(hspace=0.1) + fig.savefig(outname, bbox_inches='tight') + + #joint plot + if nRV > 0: + fig,ax = plt.subplots(2,1, figsize=(12,12), sharex=True,gridspec_kw={"height_ratios":(3,1)}) - # normalize the timestamps to the center of the transit - timenorm = np.divide((time-params[0]),params[4]) - np.round(np.divide((time-params[0]),params[4])) + ax[0].set_title('Fit for RV curve') + ax[0].set_ylabel(f"RV [m/s]") + ax[0].axhline(0,ls="--", color="k", alpha=0.3) + ax[1].axhline(0,ls="--", color="k", alpha=0.3) + ax[1].set_xlabel("Orbital phase") + ax[1].set_ylabel(f"O – C [m/s]") + rv_all = [] + phase_all = [] + + for j in range(nRV): + infile = prefix.split("/")[0] + "/" + RVnames[j][:-4]+'_rvout.dat' + tt, y_rv , e_rv, full_mod, base, rv_mod, det_RV, _, phase = np.loadtxt(infile, usecols=(0,1,2,3,4,5,6,7,8), unpack = True) # reading in the rvcurve data + rv_resid = y_rv-full_mod + if RVunit == 'km/s': #conv to m/s + rv_mod, det_RV, e_rv, rv_resid = rv_mod*1e3, det_RV*1e3, e_rv*1e3, rv_resid*1e3 + + ax[0].errorbar(phase, det_RV, yerr=e_rv, fmt="o",capsize=2, label=RVnames[j]) + ax[1].errorbar(phase, rv_resid, yerr=e_rv, fmt="o",capsize=2) + rv_all.append(rv_mod) + phase_all.append(phase) - indsort = np.unravel_index(np.argsort(timenorm, axis=None), timenorm.shape) - - outname=prefix+RVnames[j][:-4]+'_fit.png' - plt.figure(10) - plt.clf() - plt.errorbar(timenorm[indsort], flux[indsort], yerr=err[indsort], fmt=".g", label='data') - plt.plot(timenorm[indsort], mod[indsort], "-r", label='MCMC best fit') - plt.gca().xaxis.set_major_formatter(FormatStrFormatter('%5.2f')) - plt.xlabel("Orbital phase") - plt.ylabel("RV [km/s]") - plt.savefig(outname) - - infile=RVnames[j][:-4]+'_out.dat' - tt, ft, et, mt, bfunc, mm, fco = np.loadtxt(infile, usecols=(0,1,2,3,4,5,6), unpack = True) # reading in the rvcurve data - - outname=prefix+RVnames[j][:-4]+'_cor.png' - plt.figure(10) - plt.clf() - plt.errorbar(timenorm[indsort], fco[indsort], yerr=err[indsort], fmt=".g", label='data') - plt.plot(timenorm[indsort], mm[indsort], "-r", label='MCMC best fit') - plt.gca().xaxis.set_major_formatter(FormatStrFormatter('%5.2f')) - plt.xlabel("Orbital phase") - plt.ylabel("RV [km/s]") - plt.savefig(outname) + srt = np.argsort(np.concatenate(phase_all)) if nRV>1 else np.argsort(phase_all[0]) + ax[0].plot(np.concatenate(phase_all)[srt], np.concatenate(rv_all)[srt], "-r", label='Best-fit') + ax[0].legend() + plt.subplots_adjust(hspace=0.04,wspace=0.04) + fig.savefig(prefix+f'Phasefolded_RV.png',bbox_inches="tight") matplotlib.use(__default_backend__) -def param_hist(vals,pname,mv,s1v,s3v,mav,s1m,s3m): +def param_hist(vals,pname,mv,s1v,s3v,mav,s1m,s3m,out_folder): # this needs to be written. Just make a histogram plot of the parameter (values vals), label it (pname), and indicate the 1- and 3- sigma limits (s1, s3) - - import numpy as np - import matplotlib - from ._classes import __default_backend__ matplotlib.use('Agg') - import matplotlib.mlab as mlab - import matplotlib.pyplot as plt - import os fig = plt.figure() - matplotlib.rcParams.update({'font.size': 10}) num_bins = 50 @@ -283,32 +247,18 @@ def param_hist(vals,pname,mv,s1v,s3v,mav,s1m,s3m): plt.legend() # Tweak spacing to prevent clipping of ylabel plt.subplots_adjust(left=0.15) - if not os.path.exists("histograms"): os.mkdir("histograms") - outname="histograms/hist_"+pname+".png" + if not os.path.exists(out_folder+"/histograms"): os.mkdir(out_folder+"/histograms") + outname=out_folder+"/histograms/hist_"+pname+".png" plt.savefig(outname) matplotlib.use(__default_backend__) -# if not os.path.exists("posteriors"): os.mkdir("posteriors") -# outfile="posteriors/posterior_"+pname+".dat" -# of=open(outfile,'w') -# for ii in range(len(vals)): -# of.write('%14.8f\n' % (vals[ii]) ) -# -# of.close() - -def param_histbp(vals,pname,mv,s1v,s3v,mav,s1m,s3m,bpm,s1bpm): +def param_histbp(vals,pname,mv,s1v,s3v,mav,s1m,s3m,bpm,s1bpm,out_folder): # this needs to be written. Just make a histogram plot of the parameter (values vals), label it (pname), and indicate the 1- and 3- sigma limits (s1, s3) - import numpy as np - import matplotlib - from ._classes import __default_backend__ matplotlib.use('Agg') - import matplotlib.mlab as mlab - import matplotlib.pyplot as plt - import os fig = plt.figure() @@ -337,32 +287,20 @@ def param_histbp(vals,pname,mv,s1v,s3v,mav,s1m,s3m,bpm,s1bpm): plt.legend() # Tweak spacing to prevent clipping of ylabel plt.subplots_adjust(left=0.15) - if not os.path.exists("histograms"): os.mkdir("histograms") - outname="histograms/hist_"+pname+".png" + if not os.path.exists(out_folder+"/histograms"): os.mkdir(out_folder+"/histograms") + outname=out_folder+"/histograms/hist_"+pname+".png" plt.savefig(outname) matplotlib.use(__default_backend__) -# if not os.path.exists("posteriors"): os.mkdir("posteriors") -# outfile="posteriors/posterior_"+pname+".dat" -# of=open(outfile,'w') -# for ii in range(len(vals)): -# of.write('%14.8f\n' % (vals[ii]) ) -# of.close() -def plot_traspec(dRpRsres, edRpRsres, ulamdas): +def plot_traspec(dRpRsres, edRpRsres, ulamdas,out_folder): - import numpy as np - import matplotlib - from ._classes import __default_backend__ matplotlib.use('Agg') - import matplotlib.mlab as mlab - import matplotlib.pyplot as plt -# import plotly.plotly as py # tools to communicate with Plotly's server - outname='transpec.png' + outname=out_folder+'/transpec.png' fig = plt.figure() plt.errorbar(ulamdas, dRpRsres, yerr=edRpRsres, fmt=".b") plt.xlabel("Wavelength [A]") @@ -373,11 +311,9 @@ def plot_traspec(dRpRsres, edRpRsres, ulamdas): def plot_phasecurve(params, filename): - + #TODO: look at phase curve plot + matplotlib.use('Agg') import lightkurve as lk - import numpy as np - import matplotlib.pyplot as plt - import matplotlib phaseCenter = 0.5 #OK: tData, yData, dyData = np.loadtxt(os.path.join(outdir, filename)).T diff --git a/CONAN3/plotting.py b/CONAN3/plotting.py new file mode 100644 index 0000000..e69de29 diff --git a/CONAN3/utils.py b/CONAN3/utils.py new file mode 100644 index 0000000..42647d5 --- /dev/null +++ b/CONAN3/utils.py @@ -0,0 +1,664 @@ +import numpy as np +import astropy.constants as c +import astropy.units as u +from types import SimpleNamespace + +def phase_fold(t, per, t0,phase0=-0.5): + """Phase fold a light curve. + + Parameters + ---------- + t : array-like + Time stamps. + per : float + Period. + t0 : float + Time of transit center. + phase0 : float + start phase of the folded data + + Returns + ------- + phase : array-like + Phases starting from phase0. + """ + return ( ( ( (t-t0)/per % 1) - phase0) % 1) + phase0 + + +def get_transit_time(t, per, t0): + """Get the transit time of a light curve. + + Parameters + ---------- + t : array-like + Time stamps. + per : float + Period. + t0 : float + Time of transit center. + + Returns + ------- + tt : array-like + Transit times. + """ + return t0 + per * np.round((np.median(t) - t0)/per) + +def bin_data(t,f,err=None,statistic="mean",bins=20): + """ + Bin data in time. + + Parameters + ---------- + t : array-like + Time stamps. + f : array-like + Fluxes. + err : array-like + Flux uncertainties. + statistic : str + Statistic to compute in each bin. See `scipy.stats.binned_statistic`. + bins : int or array-like + Number of bins or bin edges. See `scipy.stats.binned_statistic`. + + Returns + ------- + t_bin : array-like + Binned time stamps. + f_bin : array-like + Binned fluxes. + err_bin : array-like + Binned flux uncertainties. Only returned if `err` is not None. + """ + from scipy.stats import binned_statistic + y_bin, y_binedges, _ = binned_statistic(t, f, statistic=statistic, bins=bins) + bin_width = y_binedges[1] - y_binedges[0] + t_bin = y_binedges[:-1] + bin_width/2. + nans = np.isnan(y_bin) + + if err is not None: + err_bin, _, _ = binned_statistic(t, err, statistic = lambda x: 1/np.sqrt(np.sum(1/x**2)), bins=bins) + return t_bin[~nans], y_bin[~nans], err_bin[~nans] + + return t_bin[~nans], y_bin[~nans] + + +def outlier_clipping(x, y, yerr = None, clip=5, width=15, verbose=True, return_clipped_indices = False): + + """ + Remove outliers using a running median method. Points > clip*M.A.D are removed + where M.A.D is the mean absolute deviation from the median in each window + + Parameters: + ---------- + x: array_like; + dependent variable. + + y: array_like; same shape as x + Depedent variable. data on which to perform clipping + + yerr: array_like(x); + errors on the dependent variable + + clip: float; + cut off value above the median. Default is 5 + + width: int; + Number of points in window to use when computing the running median. Must be odd. Default is 15 + + Returns: + -------- + x_new, y_new, yerr_new: Each and array with the remaining points after clipping + + """ + from scipy.signal import medfilt + + dd = abs( medfilt(y-1, width)+1 - y) #medfilt pads with zero, so filtering at edge is better if flux level is taken to zero(y-1) + mad = dd.mean() + ok= dd < clip * mad + + if verbose: + print('\nRejected {} points more than {:0.1f} x MAD from the median'.format(sum(~ok),clip)) + + if yerr is None: + if return_clipped_indices: + return x[ok], y[ok], ~ok + + return x[ok], y[ok] + + if return_clipped_indices: + return x[ok], y[ok], yerr[ok], ~ok + + return x[ok], y[ok], yerr[ok] + + + +def ecc_om_par(ecc, omega, conv_2_obj=False, return_tuple=False): + # This function calculates the prior values and limits for the eccentricity and omega parameters + + if conv_2_obj: + if isinstance(ecc, (int,float)): + ecc = SimpleNamespace(to_fit="n",start_value=ecc, step_size=0, prior="n", prior_mean=ecc, + prior_width_lo=0, prior_width_hi=0, bounds_lo=0, bounds_hi=1) + if isinstance(ecc, tuple): + if len(ecc)==2: + ecc = SimpleNamespace(to_fit="y",start_value=ecc[0], step_size=0.1*ecc[1], prior="p", prior_mean=ecc[0], + prior_width_lo=ecc[1], prior_width_hi=ecc[1], bounds_lo=0, bounds_hi=1) + elif len(ecc)==3: + ecc = SimpleNamespace(to_fit="y",start_value=ecc[1], step_size=0.01, prior="n", prior_mean=ecc[1], + prior_width_lo=0, prior_width_hi=0, bounds_lo=ecc[0], bounds_hi=ecc[2]) + + if isinstance(omega, (int,float)): + omega = SimpleNamespace(to_fit="n",start_value=omega, step_size=0, prior="n", prior_mean=omega, + prior_width_lo=0, prior_width_hi=0, bounds_lo=0, bounds_hi=360) + if isinstance(omega, tuple): + if len(omega)==2: + omega = SimpleNamespace(to_fit="y",start_value=omega[0], step_size=0.1*omega[1], prior="p", prior_mean=omega[0], + prior_width_lo=omega[1], prior_width_hi=omega[1], bounds_lo=0, bounds_hi=360) + elif len(omega)==3: + omega = SimpleNamespace(to_fit="y",start_value=omega[1], step_size=0.01, prior="n", prior_mean=omega[1], + prior_width_lo=0, prior_width_hi=0, bounds_lo=omega[0], bounds_hi=omega[2]) + for key,val in omega.__dict__.items(): #convert to radians + if isinstance(val, (float,int)): omega.__dict__[key] *= np.pi/180 + + + sesino=np.sqrt(ecc.start_value)*np.sin(omega.start_value) # starting value + sesinolo = -1. # lower limit + sesinoup = 1. # upper limit + + dump1=np.sqrt(ecc.start_value+ecc.step_size)*np.sin(omega.start_value+omega.step_size)-np.sqrt(ecc.start_value)*np.sin(omega.start_value) + dump2=np.sqrt(ecc.start_value-ecc.step_size)*np.sin(omega.start_value+omega.step_size)-np.sqrt(ecc.start_value)*np.sin(omega.start_value) + dump3=np.sqrt(ecc.start_value+ecc.step_size)*np.sin(omega.start_value-omega.step_size)-np.sqrt(ecc.start_value)*np.sin(omega.start_value) + dump4=np.sqrt(ecc.start_value-ecc.step_size)*np.sin(omega.start_value-omega.step_size)-np.sqrt(ecc.start_value)*np.sin(omega.start_value) + + sesinostep=np.nanmax(np.abs([dump1,dump2,dump3,dump4])) # the stepsize + + if (ecc.prior_width_lo!=0.): # if an eccentricity prior is set + edump= np.copy(ecc.prior_mean) + eup = np.copy(ecc.prior_width_lo) + elo = np.copy(ecc.prior_width_hi) + else: + edump= np.copy(ecc.start_value) + eup=0. + elo=0. + + if (omega.prior_width_lo!=0.): # if an omega prior is set + odump= np.copy(omega.prior_mean) + oup = np.copy(omega.prior_width_lo) + olo = np.copy(omega.prior_width_hi) + else: + odump= np.copy(omega.start_value) + oup=0. + olo=0. + + sesinop=np.sqrt(edump)*np.sin(odump) # the prior value + + dump1=np.sqrt(edump+eup)*np.sin(odump+oup)-np.sqrt(edump)*np.sin(odump) + dump2=np.sqrt(edump-elo)*np.sin(odump+oup)-np.sqrt(edump)*np.sin(odump) + dump3=np.sqrt(edump+eup)*np.sin(odump-olo)-np.sqrt(edump)*np.sin(odump) + dump4=np.sqrt(edump-elo)*np.sin(odump-olo)-np.sqrt(edump)*np.sin(odump) + + sesinoplo=np.abs(np.nanmin([dump1,dump2,dump3,dump4])) + sesinopup=np.abs(np.nanmax([dump1,dump2,dump3,dump4])) + + secoso=np.sqrt(ecc.start_value)*np.cos(omega.start_value) + secosolo=-1. # lower limit + secosoup=1. # upper limit + + dump1=np.sqrt(ecc.start_value+ecc.step_size)*np.cos(omega.start_value+omega.step_size)-np.sqrt(ecc.start_value)*np.cos(omega.start_value) + dump2=np.sqrt(ecc.start_value-ecc.step_size)*np.cos(omega.start_value+omega.step_size)-np.sqrt(ecc.start_value)*np.cos(omega.start_value) + dump3=np.sqrt(ecc.start_value+ecc.step_size)*np.cos(omega.start_value-omega.step_size)-np.sqrt(ecc.start_value)*np.cos(omega.start_value) + dump4=np.sqrt(ecc.start_value-ecc.step_size)*np.cos(omega.start_value-omega.step_size)-np.sqrt(ecc.start_value)*np.cos(omega.start_value) + + secosostep=np.nanmax(np.abs([dump1,dump2,dump3,dump4])) + + dump1=np.sqrt(edump+eup)*np.cos(odump+oup)-np.sqrt(edump)*np.cos(odump) + dump2=np.sqrt(edump-elo)*np.cos(odump+oup)-np.sqrt(edump)*np.cos(odump) + dump3=np.sqrt(edump+eup)*np.cos(odump-olo)-np.sqrt(edump)*np.cos(odump) + dump4=np.sqrt(edump-elo)*np.cos(odump-olo)-np.sqrt(edump)*np.cos(odump) + + secosoplo=np.abs(np.nanmin([dump1,dump2,dump3,dump4])) + secosopup=np.abs(np.nanmax([dump1,dump2,dump3,dump4])) + + secosop=np.sqrt(edump)*np.cos(odump) # the prior + + to_fit = "y" if ecc.to_fit=="y" or omega.to_fit=="y" else "n" + pri = ecc.prior + eos_in=[to_fit,sesino,sesinostep,pri,sesinop,sesinoplo,sesinopup,sesinolo,sesinoup] + eoc_in=[to_fit,secoso,secosostep,pri,secosop,secosoplo,secosopup,secosolo,secosoup] + + from ._classes import _param_obj + eos_in = _param_obj(*eos_in) + eoc_in = _param_obj(*eoc_in) + + if return_tuple: + eos_mean_prior_width = np.mean([eos_in.prior_width_lo,eos_in.prior_width_hi]) + eoc_mean_prior_width = np.mean([eoc_in.prior_width_lo,eoc_in.prior_width_hi]) + + eos = eos_in.start_value if eos_in.to_fit=="n" else (eos_in.start_value, eos_mean_prior_width) if eos_mean_prior_width>0 else (eos_in.bounds_lo, eos_in.start_value,eos_in.bounds_hi) + eoc = eoc_in.start_value if eoc_in.to_fit=="n" else (eoc_in.start_value, eoc_mean_prior_width) if eoc_mean_prior_width>0 else (eoc_in.bounds_lo, eoc_in.start_value,eoc_in.bounds_hi) + return eos, eoc + + return eos_in, eoc_in + + + +def rho_to_aR(rho, P): + """ + convert stellar density to semi-major axis of planet with a particular period + + Parameters: + ----------- + rho: float, ufloat, array-like; + The density of the star in g/cm^3. + + P: float, ufloat, array-like; + The period of the planet in days. + + Returns: + -------- + aR: array-like; + The scaled semi-major axis of the planet. + """ + + G = (c.G.to(u.cm**3/(u.g*u.second**2))).value + Ps = P*(u.day.to(u.second)) + aR = ((rho*G*Ps**2)/(3*np.pi)) **(1/3.) + + return aR + +def aR_to_rho(P,aR): + """ + Compute the transit derived stellar density from the planet period and + scaled semi major axis + + + Parameters: + ----------- + P: float, ufloat, array-like; + The planet period in days + + aR: float, ufloat, array-like; + The scaled semi-major axis of the planet orbit + + Returns: + -------- + rho: array-like; + The stellar density in cgs units + """ + + G = (c.G.to(u.cm**3/(u.g*u.second**2))).value + Ps = P*(u.day.to(u.second)) + + st_rho=3*np.pi*aR**3 / (G*Ps**2) + return st_rho + +def aR_to_Tdur(aR, b, Rp, P,e=0,w=90): + """ + convert scaled semi-major axis to transit duration in days + eq 1 of https://doi.org/10.1093/mnras/stu318, eq 14,16 of https://arxiv.org/pdf/1001.2010.pdf + + Parameters: + ----------- + aR: float, ufloat, array-like; + The scaled semi-major axis of the planet. + + b: float, ufloat, array-like; + The impact parameter. + + Rp: float, ufloat, array-like; + planet-to-star radius ratio. + + P: float, ufloat, array-like; + The period of the planet in days. + + e: float, ufloat, array-like; + The eccentricity of the orbit. + + w: float, ufloat, array-like; + The argument of periastron in degrees. + + Returns: + -------- + Tdur: array-like; + The transit duration in days. + """ + factr = ((1+Rp)**2 - b**2)/(aR**2-b**2) + ecc_fac = np.sqrt(1-e**2)/(1+e*np.sin(np.deg2rad(w))) + Tdur = (P/np.pi)*np.arcsin( np.sqrt(factr) ) * ecc_fac + return Tdur + + +def rho_to_tdur(rho, b, Rp, P,e=0,w=90): + """ + convert stellar density to transit duration in days https://doi.org/10.1093/mnras/stu318 + + Parameters: + ----------- + rho: float, ufloat, array-like; + The density of the star in g/cm^3. + + b: float, ufloat, array-like; + The impact parameter. + + Rp: float, ufloat, array-like; + planet-to-star radius ratio. + + P: float, ufloat, array-like; + The period of the planet in days. + + e: float, ufloat, array-like; + The eccentricity of the orbit. + + w: float, ufloat, array-like; + The argument of periastron in degrees. + + Returns: + -------- + Tdur: array-like; + The transit duration in days. + """ + aR = rho_to_aR(rho, P) + Tdur = aR_to_Tdur(aR, b, Rp, P,e,w) + return Tdur + + +def cosine_atm_variation(phase, Fd=0, A=0, delta_deg=0): + """ + Calculate the phase curve of a planet approximated by a cosine function with peak-to-peak amplitude A=F_max-F_min. + The equation is given as F = Fmin + A/2(1-cos(phi + delta)) where + phi is the phase angle in radians = 2pi*phase + delta is the hotspot offset (in radians) + + Parameters + ---------- + phase : array-like + Phases. + Fd : float + Dayside flux/occultation depth + A : float + peak-to-peak amplitude + delta_deg : float + hotspot offset in degrees. + + Returns + ------- + F : array-like + planetary flux as a function of phase + """ + res = SimpleNamespace() + res.delta = np.deg2rad(delta_deg) + res.phi = 2*np.pi*phase + + res.Fmin = Fd - A/2*(1-np.cos(np.pi+res.delta)) + res.Fnight = Fd - A * np.cos(res.delta) + res.pc = res.Fmin + A/2*(1-np.cos(res.phi+res.delta)) + return res + +def reflection_atm_variation(phase, Fd=0, A=0, delta_deg=0): + """ + Calculate the phase curve of a planet approximated by a cosine function with peak-to-peak amplitude A=F_max-F_min. + The equation is given as F = Fmin + A/2(1-cos(phi + delta)) where + phi is the phase angle in radians = 2pi*phase + delta is the hotspot offset (in radians) + + Parameters + ---------- + phase : array-like + Phases. + Fd : float + Dayside flux/occultation depth + A : float + peak-to-peak amplitude + delta_deg : float + hotspot offset in degrees. + + Returns + ------- + F : array-like + planetary flux as a function of phase + """ + raise NotImplementedError("This function is not yet implemented") + # res = SimpleNamespace() + # res.delta = np.deg2rad(delta_deg) + # res.phi = 2*np.pi*phase + + # res.Fmin = Fd - A/2*(1-np.cos(np.pi+res.delta)) + # res.Fnight = Fd - A * np.cos(res.delta) + # res.pc = res.Fmin + A/2*(1-np.cos(res.phi+res.delta)) + # return res + +def rescale0_1(x): + """Rescale an array to the range [0,1].""" + return ((x - np.min(x))/np.ptp(x) ) if np.all(min(x) != max(x)) else x + +def rescale_minus1_1(x): + """Rescale an array to the range [-1,1].""" + return ((x - np.min(x))/np.ptp(x) - 0.5)*2 if np.all(min(x) != max(x)) else x + +def convert_LD(coeff1, coeff2,conv="q2u"): + """ + convert 2 parameter limb darkening coefficients between different parameterizations. + conversion is done as described in https://arxiv.org/pdf/1308.0009.pdf + """ + assert conv in ["c2u","u2c","q2u","u2q"], "conv must be either c2u or u2c" + if conv == "c2u": + u1 = (coeff1 + coeff2)/3 + u2 = (coeff1 - 2.*coeff2)/3. + return u1,u2 + elif conv=="u2c": + c1 = 2*coeff1 + coeff2 + c2 = coeff1 - coeff2 + return c1,c2 + elif conv=="u2q": + q1 = (coeff1 + coeff2)**2 + q2 = coeff1/(2*(coeff1 + coeff2)) + return q1,q2 + elif conv=="q2u": + u1 = 2*np.sqrt(coeff1)*coeff2 + u2 = np.sqrt(coeff1)*(1-2*coeff2) + return u1,u2 + +class supersampling: + def __init__(self, exp_time=0, supersample_factor=1): + """ + supersample long integration timestamps and rebin the data after computation with supersampled time + + Parameters: + ----------- + supersample_factor : int; + number of points subdividing exposure + + exp_time: float; + exposure time of current data in same units as input time + + Returns: + -------- + ss : supersampling object with attributes containing supersampled_time (t_ss) and function to rebin the dependent data back to original cadence. + + Example: + -------- + >>> t = np.array([0,30,60,90]) + + some function to generate data based on t + >>> fxn = lambda t: t**2 + 5*t + 10 + + #divide each 10min point in t into 30 observations + >>> ss = supersampling(30, 10 ) + >>> ss.supersample(t) + >>> t_supersampled = ss.t_ss + + #generate value of function at the supersampled time points + >>> f_ss = fxn(t_supersampled) + #then rebin f_ss back to cadence of observation t + >>> f = ss.rebin_flux(f_ss) + + """ + self.supersample_factor = supersample_factor + self.exp_time = exp_time + self.config = f"x{exp_time*24*60}" if exp_time !=0 else "None" + + def supersample(self,time): + assert isinstance(time, np.ndarray), f'time must be a numpy array and not {type(time)}' + self.t = time + t_offsets = np.linspace(-self.exp_time/2., self.exp_time/2., self.supersample_factor) + self.t_ss = (t_offsets + self.t.reshape(self.t.size, 1)).flatten() + return self.t_ss + + def rebin_flux(self, flux): + rebinned_flux = np.mean(flux.reshape(-1,self.supersample_factor), axis=1) + return rebinned_flux + + +class gp_params_convert: + """ + object to convert gp amplitude and lengthscale to required value for different kernels + """ + + def get_values(self, kernels, data, pars): + """ + transform pars into required values for given kernels. + + Parameters: + ----------- + kernels: list,str + kernel for which parameter transformation is performed. Must be one of ["any_george","sho","mat32","real"] + data: str, + one of ["lc","rv"] + pars: iterable, + parameters (amplitude,lengthscale) for each kernel in kernels. + + Returns: + -------- + log_pars: iterable, + log parameters to be used to set parameter vector of the gp object. + + """ + assert data in ["lc","rv"],f'data can only be one of ["lc","rv"]' + if isinstance(kernels, str): kernels= [kernels] + + log_pars = [] + for i,kern in enumerate(kernels): + assert kern in ["g_mat32","g_mat52","g_expsq","g_exp","g_cos","sho","mat32","real"], \ + f'gp_params_convert(): kernel to convert must be one of ["any_george","sho","mat32","real"] but "{kern}" given' + + # call class function with the name kern + p = self.__getattribute__(kern)(data,pars[i*2],pars[i*2+1]) + log_pars.append(p) + + return np.concatenate(log_pars) + + + def any_george(self, data, amplitude,lengthscale): + """ + simple conversion where amplitude corresponds to the standard deviation of the process + """ + amplitude = amplitude*1e-6 if data == "lc" else amplitude + log_var = np.log(amplitude**2) + log_metric = np.log(lengthscale) + return log_var, log_metric + + + #celerite kernels + def sho(self, data, amplitude, lengthscale): + """ + amplitude: the standard deviation of the process + lengthscale: the undamped period of the oscillator + + see transformation here: https://celerite2.readthedocs.io/en/latest/api/python/#celerite2.terms.SHOTerm + """ + amplitude = amplitude*1e-6 if data == "lc" else amplitude + Q = 1/np.sqrt(2) + w0 = 2*np.pi/lengthscale + S0 = amplitude**2/(w0*Q) + + log_S0, log_w0 = np.log(S0), np.log(w0) + return log_S0, log_w0 + + def real(self, data, amplitude, lengthscale): + """ + really an exponential kernel like in George + """ + amplitude = amplitude*1e-6 if data == "lc" else amplitude + c = 1/lengthscale + log_c = np.log(c) + log_a = np.log(amplitude**2) #log_variance + return log_a, log_c + + def mat32(self, data, amplitude, lengthscale): + """ + celerite mat32 + """ + amplitude = amplitude*1e-6 if data == "lc" else amplitude + log_sigma = np.log(amplitude) + rho = lengthscale + log_rho = np.log(rho) + return log_sigma, log_rho + + + #george kernels + def g_mat32(self, data, amplitude, lengthscale): + """ + George mat32 + """ + amplitude = amplitude*1e-6 if data == "lc" else amplitude + log_var = np.log(amplitude**2) + metric = lengthscale**2 + log_metric = np.log(metric) + return log_var, log_metric + + def g_cos(self, data, amplitude, lengthscale): + """ + George CosineKernel + """ + amplitude = amplitude*1e-6 if data == "lc" else amplitude + log_var = np.log(amplitude**2) + log_period = np.log(lengthscale) + return log_var, log_period + + def g_mat52(self, data, amplitude, lengthscale): + """ + George mat52 + """ + amplitude = amplitude*1e-6 if data == "lc" else amplitude + log_var = np.log(amplitude**2) + metric = lengthscale**2 + log_metric = np.log(metric) + return log_var, log_metric + + def g_expsq(self, data, amplitude, lengthscale): + """ + George expsq + """ + amplitude = amplitude*1e-6 if data == "lc" else amplitude + log_var = np.log(amplitude**2) + metric = lengthscale + log_metric = np.log(metric) + return log_var, log_metric + + def g_exp(self, data, amplitude, lengthscale): + """ + George exp + """ + amplitude = amplitude*1e-6 if data == "lc" else amplitude + log_var = np.log(amplitude**2) + metric = lengthscale**2 + log_metric = np.log(metric) + return log_var, log_metric + + def g_cos(self, data, amplitude, lengthscale): + """ + George cosine + """ + amplitude = amplitude*1e-6 if data == "lc" else amplitude + log_var = np.log(amplitude**2) + period = lengthscale + log_period = np.log(period) + return log_var, log_period + + def __repr__(self): + return 'object to convert gp amplitude and lengthscale to required value for different kernels' + + + + \ No newline at end of file diff --git a/Notebooks/TOI469/TOI469_lc_rvconfig.dat b/Notebooks/TOI469/TOI469_lc_rvconfig.dat new file mode 100644 index 0000000..75a4020 --- /dev/null +++ b/Notebooks/TOI469/TOI469_lc_rvconfig.dat @@ -0,0 +1,103 @@ +# ========================================== CONAN configuration file ============================================= +# *********** KEYS ***************************************************************************************** +# PRIORS: *Fixed - F(val), *Normal - N(mu,std), *Uniform - U(min,start,max), *LogUniform - LU(min,start,max) +# s_samp: supersampling - x{exp_time(mins)} +# clip: clip outliers - W{window_width}C{clip_sigma} +# scl_col: scale data columns – ['med_sub','rs0to1','rs-1to1','None'] +# spline_config: spline - c{column_no}:d{degree}K{knot_spacing} +# *********************************************************************************************************** +# ----------------------------------------------------------------------------------------------------------------------- + LC_filepath: data/ + RV_filepath: data/ + n_planet: 3 +# ----------------------------------------------------------------------------------------------------------------------- + LC_auto_decorr: False # automatically determine baseline function for the LCs + exclude_cols: [] # list of column numbers (e.g. [3,4]) to exclude from decorrelation. + enforce_pars: [] # list of decorr params (e.g. [B3, A5]) to enforce in decorrelation +# ============ Input lightcurves, filters baseline function ======================================================= + name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config + TOI469_S06.dat T 0.8 |None W15C4 None | 0 0 0 0 0 0| 0 1 ce None + TOI469_S33.dat T 0.8 |None W15C4 None | 0 0 0 0 0 0| 0 2 ce None +# ==================== Photometry GP properties ================================================================== + name par1 kern1 Amplitude1_ppm length_scale |op| par2 kern2 Amplitude2_ppm length_scale2 + TOI469_S06.dat col0 mat32 LU(20,600,5000) LU(0.007,1,30) |--| None None None None + TOI469_S33.dat col0 mat32 LU(20,600,5000) LU(0.007,1,30) |--| None None None None +# ----------------------------------------------------------------------------------------------------------------------- + RV_auto_decorr: False # automatically determine baseline function for the RVs + exclude_cols: [] # list of column numbers (e.g. [3,4]) to exclude from decorrelation. + enforce_pars: [] # list of decorr params (e.g. [B3, A5]) to enforce in decorrelation +# ============ Input RV curves, baseline function, GP, spline, gamma ============================================ + name scl_col |col0 col3 col4 col5| sin GP spline_config | gamma_m/s + TOI469rv1.dat None | 0 0 0 0| 0 y None | N(81728,10) + TOI469rv2.dat None | 0 0 0 0| 0 y None | N(81728,10) +# ==================== RV GP properties ========================================================================== + name par1 kern1 Amplitude1 length_scale |op| par2 kern2 Amplitude2 length_scale2 + same col0 cos LU(0.1,2,20) LU(0.01,1,100) |+ | col0 expsq LU(1,10,20) LU(0.01,1,60) +# ----------------------------------------------------------------------------------------------------------------------- +# ============ Planet parameters (Transit and RV) setup ========================================================== + name fit prior + rho_star y N(1.42,0.1) + ------------ + RpRs_1 y U(0.001,0.0321,0.1) + Impact_para_1 y U(0,0.28,1) + T_0_1 y N(2210.634,0.1) + Period_1 y N(13.63083,0.0003) + Eccentricity_1 n F(0) + omega_1 n F(90) + K_1 y U(0,2,20) + ------------ + RpRs_2 y U(0.001,0.0146,0.1) + Impact_para_2 y U(0,0.617,1) + T_0_2 y N(2207.252,0.1) + Period_2 y N(3.53796,0.0003) + Eccentricity_2 n F(0) + omega_2 n F(90) + K_2 y U(0,2,20) + ------------ + RpRs_3 y U(0.001,0.0127,0.1) + Impact_para_3 y U(0,0.273,1) + T_0_3 y N(2225.259,0.1) + Period_3 y N(6.42975,0.0003) + Eccentricity_3 n F(0) + omega_3 n F(90) + K_3 y U(0,2,20) +# ============ Limb darkening setup ============================================================================= + filters fit q_1 q_2 + T y N(0.3535,0.0173) N(0.4026,0.0132) +# ============ ddF setup ======================================================================================== + Fit_ddFs dRpRs div_white + n U(-0.5,0,0.5) n +# ============ Phase curve setup ================================================================================ + filt param fit prior + T D_occ n F(0) + ------- + T A_pc n F(0) + ------- + T ph_off n F(0) +# ----------------------------------------------------------------------------------------------------------------------- +# ============ contamination setup (give contamination as flux ratio) ======================================== + filters contam_factor + T F(0) +# ============ Stellar input properties ====================================================================== + # parameter value + Radius_[Rsun] N(0.993,0.034) + Mass_[Msun] N(0.880,0.035) + Input_method:[R+rho(Rrho), M+rho(Mrho)]: Rrho +# ----------------------------------------------------------------------------------------------------------------------- +# ============ FIT setup ===================================================================================== + Number_steps 5000 + Number_chains 64 + Number_of_processes 10 + Burnin_length 5000 + n_live 300 + force_nlive False + d_logz 0.1 + Sampler[emcee/dynesty] dynesty + emcee_move[stretch/demc/snooker] stretch + leastsq_for_basepar n + apply_LCjitter y + apply_RVjitter y + LCjitter_loglims [-15, -4] + RVjitter_lims [0, 3] + LCbasecoeff_lims [-1, 1] + RVbasecoeff_lims [-5, 5] diff --git a/Notebooks/TOI469/TOI469_multiplanet_LC_RV.ipynb b/Notebooks/TOI469/TOI469_multiplanet_LC_RV.ipynb new file mode 100644 index 0000000..3d415c8 --- /dev/null +++ b/Notebooks/TOI469/TOI469_multiplanet_LC_RV.ipynb @@ -0,0 +1,2317 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "dee9d1ad", + "metadata": {}, + "source": [ + "# TOI-469: Multiplanet system" + ] + }, + { + "cell_type": "markdown", + "id": "663f1a97", + "metadata": { + "heading_collapsed": true + }, + "source": [ + "## download data" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5c478556", + "metadata": { + "hidden": true, + "scrolled": true + }, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "793eae6c", + "metadata": { + "hidden": true + }, + "outputs": [ + { + "data": { + "image/png": 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TessLightCurve length=5 LABEL="TIC 33692729" SECTOR=6 AUTHOR=SPOC FLUX_ORIGIN=pdcsap_flux\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "
timefluxflux_errtimecorrcadencenocentroid_colcentroid_rowsap_fluxsap_flux_errsap_bkgsap_bkg_errpdcsap_fluxpdcsap_flux_errqualitypsf_centr1psf_centr1_errpsf_centr2psf_centr2_errmom_centr1mom_centr1_errmom_centr2mom_centr2_errpos_corr1pos_corr2
electron / selectron / sdpixpixelectron / selectron / selectron / selectron / selectron / selectron / spixpixpixpixpixpixpixpixpixpix
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" + ], + "text/plain": [ + "\n", + " time flux ... pos_corr1 pos_corr2 \n", + " electron / s ... pix pix \n", + " Time float32 ... float32 float32 \n", + "------------------ -------------- ... -------------- --------------\n", + "1468.2765156441103 4.9298578e+04 ... -3.1414698e-03 5.0656389e-02\n", + "1468.2779045547768 4.9336746e+04 ... -7.5941146e-03 5.2372649e-02\n", + "1468.2792934649765 4.9287773e+04 ... -6.0678064e-03 5.2114032e-02\n", + "1468.2806823756425 4.9245645e+04 ... -4.5641898e-03 5.6188624e-02\n", + "1468.2820712858434 4.9254703e+04 ... -9.0965033e-03 5.0934661e-02" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "import lightkurve as lk\n", + "lc = lk.search_lightcurve(\"HIP 29442\",author=\"SPOC\",sector=6).download(\"hardest\")\n", + "fig = lc.scatter()\n", + "plt.show()\n", + "lc.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "b5ecaa36", + "metadata": { + "deletable": false, + "editable": false, + "hidden": true, + "run_control": { + "frozen": true + } + }, + "outputs": [], + "source": [ + "t,f,e = lc[\"time\"].value, lc[\"flux\"].value.unmasked,lc[\"flux_err\"].value.unmasked\n", + "medf = np.median(f)\n", + "f /= medf\n", + "e /= medf\n", + "np.savetxt(\"TOI469_S06.dat\",np.stack((t,f,e),axis=1),fmt='%.8f')" + ] + }, + { + "cell_type": "markdown", + "id": "26fffa33", + "metadata": {}, + "source": [ + "## CONAN Analysis" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "9c226ecc", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "CONAN version: 3.1.0\n" + ] + } + ], + "source": [ + "from glob import glob\n", + "from os.path import basename\n", + "\n", + "import numpy as np\n", + "import CONAN3\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "print(f\"CONAN version: {CONAN3.__version__}\")" + ] + }, + { + "cell_type": "markdown", + "id": "e29db16e", + "metadata": {}, + "source": [ + "# Analysis " + ] + }, + { + "cell_type": "markdown", + "id": "490e00e8", + "metadata": {}, + "source": [ + " - Transit Photometry: 2 sectors of TESS\n", + " - RV: ESPRESSO" + ] + }, + { + "cell_type": "markdown", + "id": "c9ee38f4", + "metadata": {}, + "source": [ + "## Setup light curve object" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "452a1c12", + "metadata": {}, + "outputs": [], + "source": [ + "path = \"data/\"\n", + "lc_list = [\"TOI469_S06.dat\",\"TOI469_S33.dat\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "11d19eac", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " col0 col1 col2 col3 col4 col5 col6 col7 col8\n", + "0 1468.276516 1.000369 0.000533 1.0 1.0 1.0 1.0 1.0 1.0\n", + "1 1468.277905 1.001143 0.000533 1.0 1.0 1.0 1.0 1.0 1.0\n", + "2 1468.279293 1.000149 0.000533 1.0 1.0 1.0 1.0 1.0 1.0\n", + "3 1468.280682 0.999294 0.000533 1.0 1.0 1.0 1.0 1.0 1.0\n", + "4 1468.282071 0.999478 0.000533 1.0 1.0 1.0 1.0 1.0 1.0" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "df = pd.read_fwf(path+lc_list[0], names=[f\"col{i}\" for i in range(9)])\n", + "df.head(5)" + ] + }, + { + "cell_type": "markdown", + "id": "372a6c44", + "metadata": {}, + "source": [ + "### load light curve into CONAN" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "99233921", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Input lightcurves, filters baseline function =======================================================\n", + "name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config \n", + "TOI469_S06.dat T 800 |None None None | 0 0 0 0 0 0| 0 1 n None \n", + "TOI469_S33.dat T 800 |None None None | 0 0 0 0 0 0| 0 2 n None \n" + ] + }, + { + "data": { + "text/plain": [ + "lightcurves from filepath: data/\n", + "3 transiting planet(s)\n", + "Order of unique filters: ['T']" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lc_obj = CONAN3.load_lightcurves(file_list = lc_list, \n", + " data_filepath = path, \n", + " filters = [\"T\"], \n", + " lamdas = [0.8],\n", + " nplanet=3)\n", + "lc_obj" + ] + }, + { + "cell_type": "markdown", + "id": "6ec80119", + "metadata": {}, + "source": [ + "- The lc_obj object holds information now about the light curves. The light curves can be plotted using the `plot` method of the object.\n", + "\n", + "By default this plots column 0 (time) against column 1 (flux) with column 3(flux err) as uncertainties. " + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "5086f2a1", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "TOI469_S33.dat: Rejected 111 points more than 4.0 x MAD from the median\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lc_obj.clip_outliers(clip=4, width=15)" + ] + }, + { + "cell_type": "markdown", + "id": "4733ef2f", + "metadata": {}, + "source": [ + "### Planet parameters" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "2e84ab77", + "metadata": { + "code_folding": [] + }, + "outputs": [], + "source": [ + "traocc_pars =dict( T_0 = [(2210.634,0.1), (2207.252,0.1), (2225.259,0.1)],\n", + " Period = [(13.63083,3e-4),(3.53796,3e-4), (6.42975,3e-4)],\n", + " Impact_para = [(0, 0.28, 1), (0, 0.617,1), (0,0.273,1)],\n", + " RpRs = [(0.001,0.0321,0.1), (0.001,0.0146,0.1), (0.001,0.0127,0.1)],\n", + " rho_star = (1.42,0.1),\n", + " K = (0,2,20) #m/s\n", + " )\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "fe7509bb", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Planet parameters (Transit and RV) setup ========================================================== \n", + "name \tfit\tprior\n", + "rho_star \ty \tN(1.42,0.1)\n", + "------------\n", + "RpRs_1 \ty \tU(0.001,0.0321,0.1)\n", + "Impact_para_1\ty \tU(0,0.28,1)\n", + "T_0_1 \ty \tN(2210.634,0.1)\n", + "Period_1 \ty \tN(13.63083,0.0003)\n", + "Eccentricity_1\tn \tF(0)\n", + "omega_1 \tn \tF(90)\n", + "K_1 \ty \tU(0,2,20)\n", + "------------\n", + "RpRs_2 \ty \tU(0.001,0.0146,0.1)\n", + "Impact_para_2\ty \tU(0,0.617,1)\n", + "T_0_2 \ty \tN(2207.252,0.1)\n", + "Period_2 \ty \tN(3.53796,0.0003)\n", + "Eccentricity_2\tn \tF(0)\n", + "omega_2 \tn \tF(90)\n", + "K_2 \ty \tU(0,2,20)\n", + "------------\n", + "RpRs_3 \ty \tU(0.001,0.0127,0.1)\n", + "Impact_para_3\ty \tU(0,0.273,1)\n", + "T_0_3 \ty \tN(2225.259,0.1)\n", + "Period_3 \ty \tN(6.42975,0.0003)\n", + "Eccentricity_3\tn \tF(0)\n", + "omega_3 \tn \tF(90)\n", + "K_3 \ty \tU(0,2,20)\n" + ] + } + ], + "source": [ + "lc_obj.planet_parameters(**traocc_pars)" + ] + }, + { + "cell_type": "markdown", + "id": "231a9fd3", + "metadata": {}, + "source": [ + "### limb darkening" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "21fe9ac7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "TESS (T): q1=(0.3535, 0.0173), q2=(0.4026, 0.0132)\n", + "\u001b[1m\n", + "Setting-up limb-darkening priors from LDTk result\u001b[0m\n", + "# ============ Limb darkening setup ============================================================================= \n", + "filters\tfit\tq_1 \tq_2 \n", + "T \ty \tN(0.3535,0.0173) \tN(0.4026,0.0132) \n" + ] + } + ], + "source": [ + "q1,q2 = lc_obj.get_LDs(Teff=(5289,69),\n", + " logg=(4.24,0.13),\n", + " Z=(0.24,0.05),\n", + " filter_names=[\"TESS\"], use_result=True)" + ] + }, + { + "cell_type": "markdown", + "id": "70f79e58", + "metadata": {}, + "source": [ + "- manually define baseline for each lc - just a GP " + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "9e2a5dcf", + "metadata": { + "code_folding": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Input lightcurves, filters baseline function =======================================================\n", + "name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config \n", + "TOI469_S06.dat T 800 |None W15C4 None | 0 0 0 0 0 0| 0 1 ce None \n", + "TOI469_S33.dat T 800 |None W15C4 None | 0 0 0 0 0 0| 0 2 ce None \n" + ] + } + ], + "source": [ + "lc_obj.lc_baseline(gp = \"ce\")" + ] + }, + { + "cell_type": "markdown", + "id": "84af09e4", + "metadata": {}, + "source": [ + "### add GP" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "eb964ac7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "rms = 547.99 ppm\n", + "rms = 567.63 ppm\n" + ] + } + ], + "source": [ + "#estimate rms of each light curve to use as starting point of gp amplitude\n", + "for nm in lc_obj._names:\n", + " rms = np.std(np.diff(lc_obj._input_lc[nm][\"col1\"]))/np.sqrt(2)*1e6\n", + " print(f\"{rms = :.2f} ppm\")" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "2c52eba7", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ==================== Photometry GP properties ==================================================================\n", + "name par1 kern1 Amplitude1_ppm length_scale |op| par2 kern2 Amplitude2_ppm length_scale2 \n", + "TOI469_S06.dat col0 mat32 LU(20,600,5000) LU(0.007,1,30) |--| None None None None \n", + "TOI469_S33.dat col0 mat32 LU(20,600,5000) LU(0.007,1,30) |--| None None None None \n" + ] + } + ], + "source": [ + "lc_obj.add_GP(lc_list = \"all\",\n", + " par = [\"col0\",\"col0\"],\n", + " kernel = \"mat32\",\n", + " amplitude = (20,600, 5000), #in ppm, uses log-uniform prior \n", + " lengthscale = (0.007,1, 30), #in days, also log-uniform prior\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "abb5700a", + "metadata": {}, + "source": [ + "## Setup RV" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "b4ceb3a6", + "metadata": {}, + "outputs": [], + "source": [ + "import CONAN3\n", + "import matplotlib.pyplot as plt\n", + "path = \"data/\"\n" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "82f5d325", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Input RV curves, baseline function, GP, spline, gamma ============================================ \n", + "name scl_col |col0 col3 col4 col5| sin GP spline_config | gamma_m/s\n", + "TOI469rv1.dat None | 0 0 0 0| 0 n None | F(0.0) \n", + "TOI469rv2.dat None | 0 0 0 0| 0 n None | F(0.0) \n" + ] + }, + { + "data": { + "text/plain": [ + "rvs from filepath: data/\n", + "3 planet(s)" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rv_list = [\"TOI469rv1.dat\", \"TOI469rv2.dat\" ]\n", + "rv_obj = CONAN3.load_rvs(file_list = rv_list, \n", + " data_filepath = path,\n", + " nplanet = 3,\n", + " rv_unit = \"m/s\"\n", + " )\n", + "rv_obj" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "aa37b6b7", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "rv_obj.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "6c2ccfb4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Input RV curves, baseline function, GP, spline, gamma ============================================ \n", + "name scl_col |col0 col3 col4 col5| sin GP spline_config | gamma_m/s\n", + "TOI469rv1.dat None | 0 0 0 0| 0 y None | N(81728,10) \n", + "TOI469rv2.dat None | 0 0 0 0| 0 y None | N(81728,10) \n" + ] + } + ], + "source": [ + "rv_obj.rv_baseline(gamma = (81728,10), gam_steps=1, gp=\"y\")" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "a2e32ae6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ==================== RV GP properties ========================================================================== \n", + "name par1 kern1 Amplitude1 length_scale |op| par2 kern2 Amplitude2 length_scale2 \n", + "same col0 cos LU(0.1,2,20) LU(0.01,1,100) |+ | col0 expsq LU(1,10,20) LU(0.01,1,60) \n" + ] + } + ], + "source": [ + "rv_obj.add_rvGP(rv_list = 'same',\n", + " par = [(\"col0\", \"col0\")],\n", + " kernel = [(\"cos\", \"expsq\")],\n", + " amplitude = [((0.1, 2, 20), (1,10, 20))], #in same unit as rv, uses log-uniform prior \n", + " lengthscale = [((0.01,1, 100), (0.01,1, 60))], #in days, also log-uniform prior\n", + " operation = [\"+\"] \n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "05b6dbdd", + "metadata": {}, + "source": [ + "## Setup Sampling" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "6ff7b093", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Stellar input properties ======================================================================\n", + "# parameter value \n", + "Radius_[Rsun] N(0.993,0.034)\n", + "Mass_[Msun] N(0.880,0.035)\n", + "Input_method:[R+rho(Rrho), M+rho(Mrho)]: Rrho\n" + ] + } + ], + "source": [ + "fit_obj = CONAN3.fit_setup( R_st = (0.993,0.034),\n", + " M_st = (0.88,0.035),\n", + " apply_LCjitter=\"y\",apply_RVjitter=\"y\",\n", + " LCjitter_loglims=[-15, -4], RVjitter_lims=[0,3] )" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "99fc0628", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ FIT setup =====================================================================================\n", + "Number_steps 5000 \n", + "Number_chains 64 \n", + "Number_of_processes 10 \n", + "Burnin_length 5000 \n", + "n_live 300 \n", + "force_nlive False \n", + "d_logz 0.1 \n", + "Sampler[emcee/dynesty] emcee \n", + "emcee_move[stretch/demc/snooker] stretch \n", + "leastsq_for_basepar n \n", + "apply_LCjitter y \n", + "apply_RVjitter y \n", + "LCjitter_loglims [-15, -4] \n", + "RVjitter_lims [0, 3] \n", + "LCbasecoeff_lims [-1, 1] \n", + "RVbasecoeff_lims [-5, 5] \n" + ] + } + ], + "source": [ + "fit_obj.sampling(sampler=\"emcee\",n_cpus = 10, n_chains=64,\n", + " n_steps=5000, n_burn=5000)" + ] + }, + { + "cell_type": "markdown", + "id": "9db7d1ae", + "metadata": {}, + "source": [ + "## Export configuration" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "ddb51866", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "configuration file saved as TOI469_lc_rvconfig.dat\n" + ] + } + ], + "source": [ + "CONAN3.create_configfile(lc_obj, rv_obj, fit_obj,\n", + " filename='TOI469_lc_rvconfig.dat')" + ] + }, + { + "cell_type": "markdown", + "id": "c522e991", + "metadata": {}, + "source": [ + "The config file can be reloaded to create all required objects to perform the fit" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c366ce7d", + "metadata": {}, + "outputs": [], + "source": [ + "import CONAN3\n", + "lc_obj, rv_obj, fit_obj = CONAN3.load_configfile('TOI469_lc_rvconfig.dat')" + ] + }, + { + "cell_type": "markdown", + "id": "a2f21e6a", + "metadata": {}, + "source": [ + "## Performing the fit" + ] + }, + { + "cell_type": "markdown", + "id": "56bf16a8", + "metadata": {}, + "source": [ + "finally perform the fitting which is saved to a `results` object that holds the chains of the mcmc and allows subsequent plotting" + ] + }, + { + "cell_type": "code", + "execution_count": 50, + "id": "86049adc", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Fit result already exists in this folder: result_TOI469_multi_dynesty.\n", + "Rerunning with results to generate plots and files...\n", + "\n", + "CONAN fit launched!!!\n", + "\n", + "Setting up photometry arrays ...\n", + "Setting up photometry GPs ...\n", + "Setting up RV arrays ...\n", + "Plotting prior distributions\n", + "\n", + "Plotting initial guess\n", + "---------------------------\n", + "\n", + "============ Samping started ... (using dynesty)======================\n", + "No of dimensions: 34\n", + "\n", + "Skipping dynesty run. Loading chains from disk\n", + "\n", + "Dynesty chain written to disk as result_TOI469_multi_dynesty/chains_dict.pkl. Run `result=CONAN3.load_result()` to load it.\n", + "\n", + "============ Sampling Finished ==============================================\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING:root:Too few points to create valid contours\n", + "WARNING:root:Too few points to create valid contours\n", + "WARNING:root:Too few points to create valid contours\n", + "WARNING:root:Too few points to create valid contours\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "saved 2 corner plots as result_TOI469_multi_dynesty/corner_*.png\n", + "\n", + "Plotting output figures\n", + "LC1 ...Writing LC output with GP(Celerite) to file: result_TOI469_multi_dynesty/TOI469_S06_lcout.dat\n", + "LC2 ...Writing LC output with GP(Celerite) to file: result_TOI469_multi_dynesty/TOI469_S33_lcout.dat\n", + "RV1 ...Writing RV output with GPGeorge to file: result_TOI469_multi_dynesty/TOI469rv1_rvout.dat\n", + "RV2 ...Writing RV output with GPGeorge to file: result_TOI469_multi_dynesty/TOI469rv2_rvout.dat\n", + "\n", + "\n", + "['lc'] Output files, ['TOI469_S06_lcout.dat', 'TOI469_S33_lcout.dat'], loaded into result object\n", + "['rv'] Output files, ['TOI469rv1_rvout.dat', 'TOI469rv2_rvout.dat'], loaded into result object\n" + ] + }, + { + "data": { + "text/plain": [ + "Object containing posterior from emcee/dynesty sampling \n", + "Parameters in chain are:\n", + "\t ['rho_star', 'T_0_1', 'RpRs_1', 'Impact_para_1', 'Period_1', 'K_1', 'T_0_2', 'RpRs_2', 'Impact_para_2', 'Period_2', 'K_2', 'T_0_3', 'RpRs_3', 'Impact_para_3', 'Period_3', 'K_3', 'T_q1', 'T_q2', 'lc1_logjitter', 'lc2_logjitter', 'rv1_gamma', 'rv1_jitter', 'rv2_gamma', 'rv2_jitter', 'lc1_off', 'lc2_off', 'GPlc1_Amp0_col0', 'GPlc1_len0_col0', 'GPlc2_Amp0_col0', 'GPlc2_len0_col0', 'GPrvSame_Amp0_col0', 'GPrvSame_len0_col0', 'GPrvSame_Amp1_col0', 'GPrvSame_len1_col0'] \n", + "\n", + "use `plot_chains()`, `plot_burnin_chains()`, `plot_corner()` or `plot_posterior()` methods on selected parameters to visualize results." + ] + }, + "execution_count": 50, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result = CONAN3.run_fit(lc_obj,rv_obj, fit_obj, \n", + " out_folder=\"result_TOI469_multi_dynesty\", \n", + " rerun_result=True);" + ] + }, + { + "cell_type": "markdown", + "id": "a69165ac", + "metadata": {}, + "source": [ + "# Results" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "5c01b470", + "metadata": {}, + "outputs": [], + "source": [ + "import CONAN3\n", + "from CONAN3.utils import bin_data, phase_fold\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "8f6dfbbd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['lc'] Output files, ['TOI469_S06_lcout.dat', 'TOI469_S33_lcout.dat'], loaded into result object\n", + "['rv'] Output files, ['TOI469rv1_rvout.dat', 'TOI469rv2_rvout.dat'], loaded into result object\n" + ] + }, + { + "data": { + "text/plain": [ + "Object containing posterior from emcee/dynesty sampling \n", + "Parameters in chain are:\n", + "\t ['rho_star', 'T_0_1', 'RpRs_1', 'Impact_para_1', 'Period_1', 'K_1', 'T_0_2', 'RpRs_2', 'Impact_para_2', 'Period_2', 'K_2', 'T_0_3', 'RpRs_3', 'Impact_para_3', 'Period_3', 'K_3', 'T_q1', 'T_q2', 'lc1_logjitter', 'lc2_logjitter', 'rv1_gamma', 'rv1_jitter', 'rv2_gamma', 'rv2_jitter', 'lc1_off', 'lc2_off', 'GPlc1_Amp0_col0', 'GPlc1_len0_col0', 'GPlc2_Amp0_col0', 'GPlc2_len0_col0', 'GPrvSame_Amp0_col0', 'GPrvSame_len0_col0', 'GPrvSame_Amp1_col0', 'GPrvSame_len1_col0'] \n", + "\n", + "use `plot_chains()`, `plot_burnin_chains()`, `plot_corner()` or `plot_posterior()` methods on selected parameters to visualize results." + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result =CONAN3.load_result(\"result_TOI469_multi_dynesty\")\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "61638e03", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "chains are not available for dynesty sampler\n" + ] + } + ], + "source": [ + "result.plot_chains(['Period_1','Period_2','Period_3'],figsize=(7,4));" + ] + }, + { + "cell_type": "markdown", + "id": "e2a18097", + "metadata": {}, + "source": [ + "## LC" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "4f1f4b22", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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timefluxerrorfull_modgp*basetransitdet_fluxspl_fitphase_1phase_2phase_3
01468.2765161.0003690.0005331.0001001.0001001.01.0002691.0-0.4616360.1301160.268499
11468.2779051.0011430.0005331.0000991.0000991.01.0010441.0-0.4615340.1305080.268715
21468.2792931.0001490.0005331.0000991.0000991.01.0000511.0-0.4614320.1309010.268931
31468.2806820.9992940.0005331.0000981.0000981.00.9991961.0-0.4613300.1312930.269147
41468.2820710.9994780.0005331.0000981.0000981.00.9993811.0-0.4612280.1316860.269363
\n", + "
" + ], + "text/plain": [ + " time flux error full_mod gp*base transit det_flux \\\n", + "0 1468.276516 1.000369 0.000533 1.000100 1.000100 1.0 1.000269 \n", + "1 1468.277905 1.001143 0.000533 1.000099 1.000099 1.0 1.001044 \n", + "2 1468.279293 1.000149 0.000533 1.000099 1.000099 1.0 1.000051 \n", + "3 1468.280682 0.999294 0.000533 1.000098 1.000098 1.0 0.999196 \n", + "4 1468.282071 0.999478 0.000533 1.000098 1.000098 1.0 0.999381 \n", + "\n", + " spl_fit phase_1 phase_2 phase_3 \n", + "0 1.0 -0.461636 0.130116 0.268499 \n", + "1 1.0 -0.461534 0.130508 0.268715 \n", + "2 1.0 -0.461432 0.130901 0.268931 \n", + "3 1.0 -0.461330 0.131293 0.269147 \n", + "4 1.0 -0.461228 0.131686 0.269363 " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#load output data files for the lc fits\n", + "lc1data = result.lc.outdata['TOI469_S06.dat']\n", + "lc2data = result.lc.outdata['TOI469_S33.dat']\n", + "\n", + "lc1data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "e719e44e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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timefluxerrorfull_modgp*basetransitdet_fluxspl_fitphase_1phase_2phase_3
01468.2765161.0003690.0005331.0001001.0001001.01.0002691.0-0.4616360.1301160.268499
11468.2779051.0011430.0005331.0000991.0000991.01.0010441.0-0.4615340.1305080.268715
21468.2792931.0001490.0005331.0000991.0000991.01.0000511.0-0.4614320.1309010.268931
31468.2806820.9992940.0005331.0000981.0000981.00.9991961.0-0.4613300.1312930.269147
41468.2820710.9994780.0005331.0000981.0000981.00.9993811.0-0.4612280.1316860.269363
....................................
173422227.5690500.9999220.0005321.0001631.0001631.00.9997591.00.242409-0.2574680.359542
173432227.5718280.9998710.0005321.0001641.0001641.00.9997071.00.242613-0.2566830.359974
173442227.5732161.0002040.0005321.0001651.0001651.01.0000401.00.242715-0.2562910.360190
173452227.5746050.9990790.0005321.0001651.0001651.00.9989141.00.242817-0.2558980.360406
173462227.5759940.9995220.0005321.0001661.0001661.00.9993561.00.242919-0.2555060.360622
\n", + "

31887 rows × 11 columns

\n", + "
" + ], + "text/plain": [ + " time flux error full_mod gp*base transit det_flux \\\n", + "0 1468.276516 1.000369 0.000533 1.000100 1.000100 1.0 1.000269 \n", + "1 1468.277905 1.001143 0.000533 1.000099 1.000099 1.0 1.001044 \n", + "2 1468.279293 1.000149 0.000533 1.000099 1.000099 1.0 1.000051 \n", + "3 1468.280682 0.999294 0.000533 1.000098 1.000098 1.0 0.999196 \n", + "4 1468.282071 0.999478 0.000533 1.000098 1.000098 1.0 0.999381 \n", + "... ... ... ... ... ... ... ... \n", + "17342 2227.569050 0.999922 0.000532 1.000163 1.000163 1.0 0.999759 \n", + "17343 2227.571828 0.999871 0.000532 1.000164 1.000164 1.0 0.999707 \n", + "17344 2227.573216 1.000204 0.000532 1.000165 1.000165 1.0 1.000040 \n", + "17345 2227.574605 0.999079 0.000532 1.000165 1.000165 1.0 0.998914 \n", + "17346 2227.575994 0.999522 0.000532 1.000166 1.000166 1.0 0.999356 \n", + "\n", + " spl_fit phase_1 phase_2 phase_3 \n", + "0 1.0 -0.461636 0.130116 0.268499 \n", + "1 1.0 -0.461534 0.130508 0.268715 \n", + "2 1.0 -0.461432 0.130901 0.268931 \n", + "3 1.0 -0.461330 0.131293 0.269147 \n", + "4 1.0 -0.461228 0.131686 0.269363 \n", + "... ... ... ... ... \n", + "17342 1.0 0.242409 -0.257468 0.359542 \n", + "17343 1.0 0.242613 -0.256683 0.359974 \n", + "17344 1.0 0.242715 -0.256291 0.360190 \n", + "17345 1.0 0.242817 -0.255898 0.360406 \n", + "17346 1.0 0.242919 -0.255506 0.360622 \n", + "\n", + "[31887 rows x 11 columns]" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#join two outputs in a single dataframe (so we can plot the model across the times)\n", + "lcdata = pd.concat([lc1data,lc2data])\n", + "lcdata" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "2581e008", + "metadata": {}, + "outputs": [], + "source": [ + "# evaluate the transit model across both datasets and get individual planet's transit model\n", + "lcmod = result.lc.evaluate(file='TOI469_S06.dat',time=np.array(lcdata[\"time\"]), \n", + " return_std=True,nsamp=100)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "f4975b51", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "dict_keys(['planet_model', 'components', 'sigma_low', 'sigma_high'])" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lcmod.__dict__.keys()" + ] + }, + { + "cell_type": "markdown", + "id": "83b4af7f", + "metadata": {}, + "source": [ + "### Individual components" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "2c0430b8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "dict_keys(['pl_1', 'pl_2', 'pl_3'])" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lc_comp = lcmod.components\n", + "lc_comp.keys()" + ] + }, + { + "cell_type": "markdown", + "id": "ac078527", + "metadata": {}, + "source": [ + "##### planet 1" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "e624793d", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "srt = np.argsort(lcdata[\"phase_1\"])\n", + "subtract_signal = (lc_comp[\"pl_2\"]-1) + (lc_comp[\"pl_3\"]-1)\n", + "lc_pl1 = (lcdata[\"det_flux\"]-subtract_signal)\n", + "\n", + "plt.figure(figsize=(6,5))\n", + "plt.title(f\"Planet 1 - {result.params_dict['Period_1']:.2f}d\")\n", + "\n", + "plt.plot(lcdata[\"phase_1\"], lc_pl1,\".\",alpha=0.1)\n", + "\n", + "ph_bin, f_bin, e_bin = bin_data(t = np.array(lcdata[\"phase_1\"])[srt], \n", + " f = np.array(lc_pl1)[srt], \n", + " err= np.array(lcdata[\"error\"])[srt],\n", + " bins = 700)\n", + "plt.errorbar(ph_bin, f_bin, e_bin, fmt=\"ko\",capsize=2)\n", + "\n", + "plt.plot(np.array(lcdata[\"phase_1\"])[srt], lc_comp[\"pl_1\"][srt],\"r\",zorder=3)\n", + "\n", + "plt.fill_between(np.array(lcdata[\"phase_1\"])[srt],\n", + " (lcmod.sigma_low - subtract_signal)[srt], \n", + " (lcmod.sigma_high - subtract_signal)[srt], color=\"cyan\")\n", + "\n", + "\n", + "plt.ylim([0.997,1.002])\n", + "plt.xlim([-0.02,0.02])\n", + "plt.ylabel(\"Flux\")\n", + "plt.xlabel(\"Phase\");\n" + ] + }, + { + "cell_type": "markdown", + "id": "2ec8b8cc", + "metadata": {}, + "source": [ + "##### planet 2" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "0caf8bb4", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 0, 'Phase')" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "srt = np.argsort(lcdata[\"phase_2\"])\n", + "subtract_signal = (lc_comp[\"pl_1\"]-1)+(lc_comp[\"pl_3\"]-1)\n", + "lc_pl2 = (lcdata[\"det_flux\"]-subtract_signal)\n", + "\n", + "plt.figure(figsize=(6,5))\n", + "plt.title(f\"Planet 2 - {result.params_dict['Period_2']:.2f}d\")\n", + "\n", + "plt.plot(lcdata[\"phase_2\"], lc_pl2,\".\",alpha=0.1)\n", + "\n", + "ph_bin, f_bin, e_bin = bin_data(t = np.array(lcdata[\"phase_2\"])[srt],\n", + " f = np.array(lc_pl2)[srt],\n", + " err=np.array(lcdata[\"error\"])[srt],\n", + " bins=700)\n", + "plt.errorbar(ph_bin, f_bin, e_bin, fmt=\"ko\",capsize=2)\n", + "\n", + "plt.plot(np.array(lcdata[\"phase_2\"])[srt], lc_comp[\"pl_2\"][srt],\"r\",zorder=3)\n", + "\n", + "plt.fill_between(np.array(lcdata[\"phase_2\"])[srt],\n", + " (lcmod.sigma_low - subtract_signal)[srt], \n", + " (lcmod.sigma_high - subtract_signal)[srt], color=\"cyan\")\n", + "\n", + "\n", + "plt.ylim([0.9985,1.001])\n", + "plt.xlim([-0.03,0.03])\n", + "plt.ylabel(\"Flux\")\n", + "plt.xlabel(\"Phase\");" + ] + }, + { + "cell_type": "markdown", + "id": "e9a48dbf", + "metadata": {}, + "source": [ + "##### planet 3" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "dfb4155a", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "srt = np.argsort(lcdata[\"phase_3\"])\n", + "subtract_signal = (lc_comp[\"pl_1\"]-1)+(lc_comp[\"pl_2\"]-1)\n", + "lc_pl3 = (lcdata[\"det_flux\"]-subtract_signal)\n", + "\n", + "plt.figure(figsize=(6,5))\n", + "plt.title(f\"Planet 3 - {result.params_dict['Period_3']:.2f}d\")\n", + "\n", + "plt.plot(lcdata[\"phase_3\"], lc_pl3,\".\",alpha=0.1)\n", + "\n", + "ph_bin, f_bin, e_bin = bin_data(t = np.array(lcdata[\"phase_3\"])[srt],\n", + " f = np.array(lc_pl3)[srt],\n", + " err=np.array(lcdata[\"error\"])[srt],\n", + " bins=700)\n", + "plt.errorbar(ph_bin, f_bin, e_bin, fmt=\"ko\",capsize=2)\n", + "\n", + "plt.plot(np.array(lcdata[\"phase_3\"])[srt], lc_comp[\"pl_3\"][srt],\"r\",zorder=3)\n", + "\n", + "plt.fill_between(np.array(lcdata[\"phase_3\"])[srt],\n", + " (lcmod.sigma_low - subtract_signal)[srt], \n", + " (lcmod.sigma_high - subtract_signal)[srt], color=\"cyan\")\n", + "\n", + "\n", + "plt.ylim([0.999,1.001])\n", + "plt.xlim([-0.02,0.02])\n", + "plt.xlabel(\"Phase\")\n", + "plt.ylabel(\"Flux\");\n" + ] + }, + { + "cell_type": "markdown", + "id": "0e708595", + "metadata": {}, + "source": [ + "## RVS" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "0603356b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['TOI469rv1.dat', 'TOI469rv2.dat']" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result.rv.names" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "98d58d08", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = result.rv.plot_bestfit()" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "e7e8b35e", + "metadata": {}, + "outputs": [], + "source": [ + "#load output data files for the rv fits\n", + "rv1data = result.rv.outdata['TOI469rv1.dat']\n", + "rv2data = result.rv.outdata['TOI469rv2.dat']" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "f1e3db59", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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timeRVerrorfull_modgp+baseRvmodeldet_RVspl_fitphase_1phase_2phase_3
01765.88003381722.910.76953881723.34554481726.826511-3.480966-3.9165100.00.3714770.247115-0.445902
11792.78931381730.590.54128481730.52130181729.3385981.1827031.2514020.00.345625-0.147034-0.260763
21799.67995281734.230.71532481734.37141081728.3471396.0242715.8828610.0-0.148856-0.199410-0.189077
31803.79957281726.850.53636681727.01176881729.486747-2.474980-2.6367470.00.153372-0.0350080.451638
41806.66439681732.280.57938681731.93603081730.9234561.0125751.3565440.00.363544-0.225271-0.102803
....................................
652650.52884081722.070.62446181722.33330581728.634470-6.301165-6.5644700.00.2720460.2912140.141517
662652.54935681728.620.58210981728.42037481728.758320-0.337946-0.1383200.00.420277-0.1376910.455763
672658.55262381730.690.63745781730.82242681729.1045821.7178441.5854180.0-0.139305-0.4408800.389438
682660.58832281729.330.58783681728.97894081728.8542640.1246760.4757360.00.0100400.134506-0.293954
692662.57726281727.480.56564281727.77155981728.396044-0.624485-0.9160440.00.155955-0.3033250.015381
\n", + "

83 rows × 11 columns

\n", + "
" + ], + "text/plain": [ + " time RV error full_mod gp+base Rvmodel \\\n", + "0 1765.880033 81722.91 0.769538 81723.345544 81726.826511 -3.480966 \n", + "1 1792.789313 81730.59 0.541284 81730.521301 81729.338598 1.182703 \n", + "2 1799.679952 81734.23 0.715324 81734.371410 81728.347139 6.024271 \n", + "3 1803.799572 81726.85 0.536366 81727.011768 81729.486747 -2.474980 \n", + "4 1806.664396 81732.28 0.579386 81731.936030 81730.923456 1.012575 \n", + ".. ... ... ... ... ... ... \n", + "65 2650.528840 81722.07 0.624461 81722.333305 81728.634470 -6.301165 \n", + "66 2652.549356 81728.62 0.582109 81728.420374 81728.758320 -0.337946 \n", + "67 2658.552623 81730.69 0.637457 81730.822426 81729.104582 1.717844 \n", + "68 2660.588322 81729.33 0.587836 81728.978940 81728.854264 0.124676 \n", + "69 2662.577262 81727.48 0.565642 81727.771559 81728.396044 -0.624485 \n", + "\n", + " det_RV spl_fit phase_1 phase_2 phase_3 \n", + "0 -3.916510 0.0 0.371477 0.247115 -0.445902 \n", + "1 1.251402 0.0 0.345625 -0.147034 -0.260763 \n", + "2 5.882861 0.0 -0.148856 -0.199410 -0.189077 \n", + "3 -2.636747 0.0 0.153372 -0.035008 0.451638 \n", + "4 1.356544 0.0 0.363544 -0.225271 -0.102803 \n", + ".. ... ... ... ... ... \n", + "65 -6.564470 0.0 0.272046 0.291214 0.141517 \n", + "66 -0.138320 0.0 0.420277 -0.137691 0.455763 \n", + "67 1.585418 0.0 -0.139305 -0.440880 0.389438 \n", + "68 0.475736 0.0 0.010040 0.134506 -0.293954 \n", + "69 -0.916044 0.0 0.155955 -0.303325 0.015381 \n", + "\n", + "[83 rows x 11 columns]" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#join two outputs in a single dataframe\n", + "rvdata = pd.concat([rv1data,rv2data])\n", + "rvdata" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "9621925b", + "metadata": {}, + "outputs": [], + "source": [ + "# evaluate the RV model across both datasets\n", + "rvmod = result.rv.evaluate(file='TOI469rv1.dat', time=np.array(rvdata[\"time\"]), \n", + " return_std=True,nsamp=100)" + ] + }, + { + "cell_type": "markdown", + "id": "00e6ba2f", + "metadata": {}, + "source": [ + "since the RVs are sparsely sampled, we van evaluate the RV model on a smoother time array across both datasets" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "7e8dfca2", + "metadata": {}, + "outputs": [], + "source": [ + "t_sm = np.linspace(rvdata[\"time\"].min(), rvdata[\"time\"].max(), 1000)\n", + "rvmod_sm = result.rv.evaluate(file='TOI469rv1.dat',time=t_sm, return_std=True,nsamp=100)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "727b96bf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[]" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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d4Lm/q93KHKZQR3ijbJ6DiMHAoEcQLEkEJACrI8xUy/Id+x5ATetCkEbtT9KaB578K+CJvzS2my0R1Cw7NIIU6jhuBg79WscuwCPTpIhPZqBQUlivw0IVcjxCVNp6OLE/OzZkUBI5xOiB/mDQFbalFO4fdC8D2CdLEZpxVbguzJzqfR5ZVy0/ANCa630exLHZLwxilu+QPffzyraAuM/XGw1pyHc7HmnWF4Q+237J3VGhZhGfzCAhRPioOylZWQ91FFwz1BKOEyB8LPXogYHBACZjiuhhEJNlLXVI55u+Gh9DkgwuRdQR8l1SvIzrUwf1hnzLPdRxf3tfMPAK9RIyxleMuId6kFBWyKslKVmIlTkmrwCgh5/VYewI8YJGY0d/MPDv/VJaFEvey8D31WJGgBd0+mQtnJC4kPs+xIDvA1XwTlOhIF7W0LUE+7P2kO8LOylZq927lz37T9R3pnQo2m1RLqPhZoK7brsm++LK2F4G0UPNIirUg4QQ72HtSckUD7VwYC99pS1gsq09YUSIh7oeTpY2Ah7aEhI+lg5in/QFIUbiNO7V7DtqmaNUhboti3YrK88sybl2QDzUS/DZju+bwB1ff6r7/WNffBSj60Zwx63bMbZjlKVbuXwIBz73kZq4Mp5z2oYomLhvWy0HyNgwYIimhkFCkCJad8i38oqIE18N+P7RfiGt2UMdciTNhdwffcWAhxRf6GtiDPnuEwI81HWvH3F9ylC7h1qRHWoV9mveC77QGJSkZHoF1fGyQBjfN4Fdd+/F5OlZ7fcjp2aw6+69GN83sTCMmf0tlR1rkTEJRA81i+ihHij4L/Qrhhq9MI+A7c5OaIuicMDGbJAd1JwwLsj7s9SjB2rGoESOlEafNeqTrwLLVwMrN1Rfd9mkZAPZP0sE2hQ1KPuVY38XUHvIt7T+kDVtkRjHpk8Cw2sDjiKt954ayYAYuvqIVjvFnfc+TT7ZFNnqeOe9T+ND27csQPg35aGWkMWkZAuN+GQGCUFZN2v2UKsIOZppkU+8pVB3FlWt76UksW8i+oxzx4EXvw08/bWF5qSHxSKEL3qU9FAPinK9FOfKfhpXpQbltOyaNqAe6mPPAU/dAxz4nj9tLe9ewB7qmt+Rqbl5bP3Mfdj6mfswNVdvtvY9+09g4tQMez0FMHFqBnv2n6iVD7px4zmLx05MSrbQiAr1IKHsnqFazmAM8LIO6qLWd9TsoQ5B9FD3CfHZdjH9Rv/aGhgvaASAQOU4hnz3HbU/5xCZYEDelyow8UT298T+AOIBCfkeVCPkG69kR5N64OgZXpkOKVcrBs5DHRVqDlGhHiQEeQ/7uH8oSKEeoIm3KkgnlLqPNCsb8j2owsdAI9CjNWjPeqkuikshJH9J9c0g5nkYUMWg7+jjGAiKuAsZy4NqzC/xfGv3UJd05CwkZs8CLz0APPd3XmSb1oxUWo5DmNfdfLaDtqZ5rE9TJ4A3DtTGyaAhKtSDhEE8h1rzgMeQbz/U7aEOET6WuLFjYDDgCvVSzUpWqydMWl2aCXhP/BXw+ovV1r3YEKLs9HOOupAzSfd1S1JIuL+0mUVgICn1ztTjoW6lwGS6HkfTddiz/4R2fBRNM4Cyw/npILKd2zZgdN0IuwomAEbXjWDnthpyfrhQhTG+zjnKZw/1018DXvoOcHqBErz1GVGhHiiUXBhqV9pCsg0OyMS7EAgxRoTWHz3Ug4XCsx2AZ13LlpABQOnkRxXj/HQWgjh3Fph8sr52FgVKPue6Q5EXs3euNGpWqPsV8r0Y1rQyz7eGexp/7iRuHt+IB9rX4Zl0Kz72xUdx0+cfkGe2HtTnLESzkeCOW7cDKJqW8+933Lq9koRkG3Aav9B4BMnpQ0KKAX+2IRFUU8er52MAERXqQULQOdQ1J+RQ2Yge6g6kE0of91APkof61CHg9OF66l5ohL7PvnS1hP0qPCypsGIVNYbHtVvAy98VeJ3LKhJLqG9Ke6hrRtB4XiJr2iB6qIPC0Ad4+0YXg+OhHt83gV33vIojM7r47z4ualCfbQeeBuOxHaPY/dFrsXm1fjzOlnUj2P3Ra63nUPvgZxqPY31yFo2X7pcRhBjjC/c+IB7qCwzxyQwSSlvO687yHZCpc6kgxLvn66E++apniOgAeqjn54AXvgU8/83BScS2ICj7bGtQqgZ2f2GFqFNBOvZcllTowD/IeViKc6EXSipItQiGC+Oh7mcWYxlqfs5BxhT2i4VmEWT5LjMPVDiH6MdF6WtM3sqd9z5Nh38PYmi9Zhj252lsxyju/53LcHPjMdyQ7MOXPv5ePPT7N1emTAPAcHK+XAWS/jfly6rXHbW+IIV6QN6XmhEV6kFC2aRkg5jle8kIlCGCl/IcJAr1i9/OhPXZM/4sDUrCn9ac0taACjf9QNmQ7zo8yBpPS8gLqkLyzoWOgfmw/XoXNIKUqpoNEkH11+3NrQCnDgEv3A/MnZOVD/VQn58BDj6anatsb6D3UWxcDeibQVT0ChgMvsodF1W/oTBBGysQmFk7kKdmI8Hm5CS2Niaxc9uGBTh32oT/fUzNzeH2e57E7fc8idlWO6gOO0vq/BDwfJaMHmBHVKgHCUFJyephpVd/wKK7FD2TZT1fLoVarX9+NqAtIWoP+V6CE2e7gmfm/f4sIQ913eHlvgJ1aNIXcReWFDyXVDh+iLLj+cz6nhtgQOe4F74FnDoIvPoDIUHge3rgIWByH/DcNxzV98kIUbeHen4OeOUfgTOT4XUMiEJR6rioPhgufr7xQ/xy8/see25D8mcYCO2bVknPM4eQ9cmUuat+39T6Y8g3i/hkBgp9ED68UXYP3GAsJKURMllrId8OI0PpUNUBCflekuGuC7DPshYP9QB41upQfrwF99DogaXkMesTynqoXc/vxMvA3i8Dx1/yYUpeP0k+4H06L/TwhSq8pw522nEZfmvue7KdGvrm8N5su4fLgGDFYIR89+u4qBC02inm0MSB9mY8+tTz7qzjJvq5vh1/CfjR3cCROpJOViFv1OihDpJNBnzOrAhRoR4kBCUlCxQO0jQ7w8+Cqbl5/Isv7fEPI1nqId/iCcXHQ12y7wcpKRnZ1iJG0HMuu8DVnJRswRa4ut+5AA91lXVX0tZS8lArqCPJ1MsPZn/3fy+MjyUVVtyB2INUswc5SGEv2Td13MfM6fJ1DMixWeWOiwo0XEy/Abz+grXI+L4J3PKFB/FA+zo8nO7A79x72i/ruMmfFwLoDjyU/X3th4FtWhAiO1Rx1Ja1/pJRp0tGD7AjKtSDhH5aZ1/+DvDkXwFvvCKnGUSlrV8oK0w791CXfU6DYuxYIv2tooojXwYhy/cgGLpqiYrwDfkM7ZuQOXmJGJVCMYjbmIIaW0SRN0nTXQbor5GgTg/1YpA3BuTYLP24KL1e53FRoXw89T8zBZSJIhnfN4Fdd+/F5Gk94sGddRyoZlwG0PVzW47ovvo4fi/kkxEciAr1IKEST5gQuSI9+ZS1mD7pDorStgAoe08+HmoxBtBDvRgyrnqjT57JupOG9WtPo5WHmhMnhljzg0K5peWWyPxXCUIMFzUb/QbFC1olQvY4hsxXjSF5nWW3TFnLLUF5Q0O19zS2YxS7f+kybB7R+8R9XFRJ5ZXYF61nHadbY7OOm3z0dVzWqVBXIW9UPA60LYv9itRafHDMiBF9RZAyUlL4aNit2dq0MTDHniwEQgwLHh7qIMv8ABo7lqIyUclzkih6ZfcpedS/YKj5natz4a5TKViyKKu8VstNkY8laCSRzh1lx82Qxz7bIHlGXHlAO4sINcwhY1evxvuTY/jU1w/hTLoSn/zYb+N9V2+0Z7iugQ+frOM3XHkxU4L67IEQpVxotGq1U0ym6zGdDuORY8txYzt1ZxGvQjmuPOR7qRutqkFUqAcKJRf6oIyywvCwrAFhsUUUHidF0D35KNQlj0wL8lDXgCU58YYs2gFhxWWPpvCpfymFfHuPg4C+oehE5QY8nLBulN1HWzfqnGsXCv3aQz00XH39ZY0dS0WhruJkCStSNBNgc3ISF+FcwHFR1Sh5pbKOm3UG933IHO0eY+P7JnDH15/CZPs6AMDDDwGjTz6AO27d7jjnuqzsQNRRFqUjGwd8zqwIMeR7kKAJvGKicm06hLdkMQkSdSJkQvHK8t2nUOm6PS2LYT+bL0pnKgYGwkM9EKjbQx1yDnWIl1KIC3nOBFDaQ113yHcf9+mqYat79p/wz2IshSPqrIuQeW1+rvfZ5aH2Wf9c9OJyS2W81Sx3KXUmycIZlcpnHS/P04qhJu667Rrcdds1WDkkVIkc63OpfeEDmZSspDF+qQxLB6JCPUhYiFA0Z8h3n6zMAHDyIDB3Tl6+ryjrDXbR9MuaX3fI9wB4QatGFfc0cB7qPnpyavcg+Y6DuoWPgHHZrrnvFwp1J9oMMTyVzVUS8L7kWYxzfOyLjwZkMRYixEMt7Zv56d7nhqudstEJAxI9sBDGzT4aCczkZCxq4Klc1nFUtLaE3Av/TpTeF14gcpdrtduYTNfjQHszHjm2vHpjXcge6iVp6LIjKtSDhNJWoJDQFY891HXu5TixH3jx/izz+CCibsGw7P75QUxKtmQm0T6FFNbeNwu0wA3a2efBRpE691AvlbFioqyH2oU+KTsljFFlvFVTc/PY+pn7sPUz92FqznVSRAdShTpEGTmvhN46bcQljcQXdFKymo0EpfeqV8OTnnVchzPruMlTKELWRcsY89kXXgXG903glt1PdI8c++2HNuCm//SDao11/TrWdZEjKtSDhKAjRkoK+M7wsJBBETBBnZnwbKPPKH1GuE/9/fJQy0i8MAjCjbTdkweBl74DzM/ayy1EyPeSih6oW5H37Z+FundbsQGd98pC6/qQNc3lofYUYYKfcxhd5d4qDqoHSZwXJWBtbykh33VEXYVgKe6hrn1rVq9OuYe6ejaATtbxj16LTWuWa7+7s46jeg+1dBxYohYq3Ree/cDW0TXWnTmv/X7k9JzgyDEPpCFZvpfommZBVKgHCmUn0Wo91K12ihPpGiWMpEYrc8hRHwuFOsLXyi4M0UOtNCts98X7gTcOAK/90FFfn86hrv3ZLZSHumZLta/wGbrfrF9etiW1f77kO+cM+S65btTsbembt0pNelmnh9rHKKfVL91DXdJIvGSE+P55qOWzTX3y6diOUdy/6xrc3HgMNyT78OV/ugUP/f7NjuRdRp2VPKfydVS6Lxxg76tvxjpAN9hd0LkN7FhEWswFgL5lelbKMR7qfM/Xo+k7emEkXz4mtHhVG0IzECidfbQOhXowwrb06gfBQ+2pAM+cclXoX3fQlg3PZzdz2i/ZzyB4qOveQ12rhyrQMi961ktU4CirtLnga3wITkgXprSV9lZJoXmopc+k5r4pK5vUKQMNOuq+jyAPdb3PuYkWNicnsbUxiZ2XDcuyjlfhoa7YAVTpvvDsB7JYX0PLg+a/JTguHRhwLeYCQyWhpQI4rNnsnq+zbVkYyVL0UJc1dtRRf9nkOrV7qBcKnvelhTFS1VWxMPh6Th3lT08A+/4GeOFbHiwMgIe67r3hQcprwNiRRuuYdGyZBRw3r78IvPaYrOy514GTr3pUXlJBqjrkOzghXdgcUN5bJYS6pgetHzWE4/crFHuhki3Win4ZCT0U6rJwvJeJ62hRulLmc811WOad8vvCTfZonkKNdVOzc/hX//YOfOzf/gd5XoZBlDUHEAOuxVxgKJv4SkpjUaj7GkaiYdDDHEt6qAdlv1ntHuoBsEr6tts67y7TrTswesBXqXKVP/5i9vfMESE/nvVXiTrbLYRvBxybVbWiF7R/fgHHzYF/AI48AZw96i77zL3Ai98WRHV0UHtiqrLrRo3KJzy8VVesA85M+hlqNP7UkMw+nfft856KI2lKrrNLRaEOnqPEDZSkqWGOKhtW3FcPtX3e6e4LX6uf1S7aFy58tsHGuumTuCg5g9HkuMdzDsnyPQDRin1GVKgHCf3yUloWt2rCSEIsfgOuUNcdilY2y/egJD8aCG9B1R7qsgnjhPDx/ixfVW/9laJGZTEohDeQh1CldyD2zwvgSs6nKnvnpSHKZY3EDpRNSlZz7gmxt+rAg8Bz3wAmHhfXraEdwF/d4fhlt8qIX5cBGDuVI8BQ6FV9SUOkWNb0ieQpmfgqdG0Jen/c8urYjlHc/+kPdPeFf+WmE7J94cI1LTi0XN3mKY0KKCv/LplxaUdUqAcKNQsfObRBpNNXsudrqYd8i2kChe46kx/VPcmFCjc+e4GdPFStUFcxLiv2UKsKtUsRonjoq4e6zncuJBIgRAk3y9loQoThAYjscD0H9Qzi5jJhlSXnNWfId78MseH9I/JW5WH0R58JYy8k5LvsHudaQr5LzrVLxRMWovD6NVCSJsQQ5YBFLuXrXygPtUxebTaS7r7w6zfOCcO8ZWtacGi5yntbGp0X4iBYgpEjDvRNi/nc5z6HJEnwe7/3e/1qcvGh9NFMAR5qo53q93wFTFBVKlcaK2UW2xDhw8c6W9azW2NEgxcbAe/wuePA3q8AB/eUaLdPSlsVizZbxue4IMXKPHtWyMMCeXIGLeQ7dB+t9opZaMqGfA+qNV87g7hOZceDxluhDlRUSvZP7q3K8aWPv1eYxViIoJDMkh5qZ3+WnDf7GfY7cFgiHmqfNSck5LsKB0HIulinIc9j/ciNdZtXD2m/b1m7XBBaDrmH2sofW1D5uFTGpR1D7iLl8eijj+K//tf/ine96139aG7xorRFVwiLJTAPIzlyaoasOUFmWWczFJp1iiNolAmq3RKcj+2J4y8Br/4AuPJmYG2AEFOFwJum/ERcNuR7MXuoD/8o+zv5FHD5ztCGlY81Km1Bhi5pO4HC6txZYNXFfjz11ZNT58JahYc6oC0vY1nF0Ql1wdXuvBqVVKfS5nP/ZbN8B9AF1qF6inZu2yBPSiRBaQ/1gCQlC5o36xbcF2A7Wu0eamC42cBdt12TfVlWkyrgNU/2yShUqCNk7q1ZXlXh4Glsxyhu2jiN3/1/3Y3pdBi7brwUN37gF9BccwlXYe9jKyDk+0LObeBA7R7qs2fP4rd+67fwx3/8x7jooovqbm5xI0QZkXpNNBrVEqhfqiRDYZDyqU5QIdkeHdj/vSy098X7w+iDogeMScRKV1b4WMQe6irklTon79L72wPa8RFW584J618gL2id7QaHbwfQiO8jhKdF4KFWFeo6o2h8aEpvFVoi3pZ2SWWklvDqkvUHhRUP4NgJWmc9Fep2OztGsa76CzQ1vC+aUajmLXY6IfPZAnXeGYBw/GYCI7RcWH3fPNQDOC5rQO0K9Sc/+Ul85CMfwS233OIsOzs7i9OnT2v/LiiU9lIIaRx7Vdg9X6sSWRhJ6TA/Qcj3mUmPxDhVoGaB6kL2UFeyfz7gvprLe5+t2wwq8ILW6aUUK9QL5QWtc2ENeM6FKkIMkRaaoL6v6BnNncv24Uoz1/skDTqv7KEOMSqKpyiPZ6FFNtUZ7j/gBo/S4bJSksDIjH7lBRnArtHuXRoq7OuhfuFb2TGKpw6F1e9LEzT+7feQ9Ovot0IdIU4Aw0PN1l3FeuRrkHW127uWxD3UlaLWkO+vfvWr2Lt3Lx599FFR+bvuugt33nlnnSwNOMpaZ4UQTFxjO0Zx41WX4H+98z8iRZKFkbzjCjSvFIRLlw13de2hPvlqdnTL0Ajw7t/0bcibtYys5omxX+G42itWh0Idch8VuKhD2m0M9RKSzc8Cy1e66waydzXxDfHyVKh96gtaFEv0/dmjwPRJYONbA5odsL2AXm2F5jkIMMCE4tlvZFsApk4AW28UEHi0W9pDLYUHTwVPkcM4FxrRsEDGKPV4yj37T+B9V2+ko8NCjs0KWQu8DKZlFd0+KlV1QuNJutZ5zmtnJrK/rz8HrLus+vopGgk85syRBnoh6ENSI3sFY7FshIPNAVRFJE/QNiapc02Yr6j2fAtLA7V5qA8ePIh//a//Nf70T/8UIyOyBFa33347Tp061f138ODButgbTIRY8zV66SCSTSDNRoKNySlZGAnPlLCYqiA4Bvkbr2R/5wM81H0Vpj0mxtJHM9XolfDBQnmogxZFpZztXfIK3Wd4CFkUbR63fi5wR/ZlOQhyPHsf8Mr35Wdg1xmSWbj3gL6pPLQ0xAvq0fc2zHUS1J16TVbeZw5RPdS1hvD60CgKiiSyydqWtSDzuT6M75vALV94sPv9Y198FDd9/gGM75soFg4J+S7bN65nV1bRrUXJXwBoHmrhWhe8hzrQAx5C4x154wpbX0RZvqXyat9C131kTZX3GrZXkm0OoKGrBtSmUD/22GM4evQorr32WgwNDWFoaAgPPvgg/vAP/xBDQ0NotYov4fDwMNauXav9u6AQNDkEDL6gBCY+ZcuGBrkEozKLZof25KuZl82Xzqf90GdbZ8h33db8kMWp6pDvoGfhoyDV5AUNNvbUoah0MHMaeO3RLAeBCWmoeT/3UoX0jdgQGRjyXXl0ggDSJDk+7YZ4qEuH8DpopKGXVN3kd46sj+8wMmV61917MXlaPxLvyKkZ7Lp7b1GpLhsuK0UVYbXWcvV6QRcEVShVPs/lxW9nRlCv9mraLuHTN5bcPiKeqnCWhNDY6IOM8WYdIR5qHq12G5Ppehxob8aeV09rUTCWBpSPIQb8ARyXNaC2kO8PfvCDePLJJ7XfPv7xj+Ptb387fv/3fx/NZo1Z8RYrgpKSBQjJHlYpzd7ZL8+pSzAqI9Ckabb/+sVvZ99/8uNyOu/2PYS3IA+1sG4pD1VgoY6gCHnnQoW8oPC4AKXKGsJadoGTkWhzRWteV9QawuWjTiNOFQJLUFsVGyLJd6yEoUk8pjzuQz3vvE7Pbqgh8ujTWV6E0XfJ665hL2gpJAla7RR33vs0+bRSZGvynfc+jQ9t39IL/w7JkKxVXIO8UXrfeY0G/FCkqf96FRQ9QLQrwRsHsr8nXwW27LBV6PheggeNxiMqqqz8208PtXT9pdYn5/tTxVih6xjfN4E7vvYkJtvXAQAe/h+TGP32A7jj1u323Ehlx1VUqMthzZo12LFDH9CrVq3CxRdfXPh9yaB1PguLGwn0rNdtzc/hkU0xKRvqFuQtdCnUJQfn9Bv+NEEKm4/wVnJhqNNL6cVHSIKPBfJQi9/tQK+WRuJpBfapL0ShlralKs3t8/rYVJO62Rv2b1eMkL4J9VJK3+0AA0xQ6LoFIaGlznc05J0LGJeh+3SPdAz4G94CDK+WtSVGNe9tEy20YHcm7Nl/AhOn+C0oKYCJUzPYs/8Ebriyc1xeO2DeLbtNxsvwsYijrsy2fBXqkDWx9vswv9dk8PDpm9JOi9AxWlK2sziAVg4lvX3hgMxQGhTh5JY186gX80oe9SJLOCzkx+QhKtQR3njyrzIr/vZfAlbazmnmULM1v0sj32uW+C5wIZOBSef0UJccnFLPmt6o8rGGRbH0Hu0BseYH3YchoBx+PNsL+uafBhp1KAZ5OaGgE+KhriKcsvJtHyUFltacrqiFZKyt+p0ru69PSmOWs3olKlDyyz4nsULtoVSVjTwKgdOrRVy3rm8BY9ksF9g3K2eP46VfOQ5s3gEs59ego2dkuUH0ciXHWN3GjjoNvr6GgakT2dy1IuAY15DIkUr2eA+gIbLqkO/SBrsKtiPU7aEWPufZVhuf/fpTAIB/98nrscJBsWKooSvuRjtBUS8c31U/oyWEvirU3/3ud/vZXP+Rh8SdPpQp1POzwNCwnUZF2YHtQmseeOnbwOnDYfQVWcpoOuXenSHpJRcXNWy13ZYpbZV4doVKW63enzq9hQibOE3h//CPsr+rNnlkki67XUJat5SuAiuztP46t2KoNK15XYkeiHDZEAUp8L0PSXoFhCn5/fJQ1+1xrHMrBlunxdATvM+ygnnz0A+zv5P7gMvfyxbbtEaWxFUr16/90D5rTlllpw7BvXUeePpr2edrf0dusKXaEpNU4KEeREOk7zam0uPaUS54bJcNNfdISlaXMd5h7AiKemHrq9gAvYRQ+znUFyxOvgo8/mfA5FNymrqVquMvGsq0m0bfQy1iSFLITucTGhSC5rLeZ+l+8rrDtvqWwCFQCX/mb7MjeZxlA+6DE/5ff05GX+ChJs8GSSfkwdea72qnTo88R9Oa0/fR9stLaa26Cm9c1c+vAuWmbx5qn/eoT15Qn8ib0opGjUZiVz0Mdm7bgNF1I6xZIAEwum4EO7epUXB9El5DlaLKo21UEo95TU2kWKuSX5LG11FSGiFGYs966wj5rsRDXXIt9cny3Y/QegJhUS9hbSkFlY9RoY4IRZr29ulOHfegK7mnyQXyvFqHQp14Wqb6EvJdVohSRJX8HGInQoQqD5rSId9CnkKe3fwscO4YcHYSmJty1B/ioWYy9Z57XUZfOGKoYiE5JOQ7BFUIBOJyAe9B+7w+XoKEHgfNc+OZ4SY0QifEQ121pz1IAQucNzmEhHzXLfAGeTZcCjXBs/U+zL7x5MdZv7UiUalmI8Edt24HUPS159/vuHW7HppZRSSAt9HPw9jRrygaiYfalye9sQASox3JkXg+clTQ0UcVyA6Vh3xrhMJiFYTTl30PvJKS1bU+2d+XoKgXtr4+GjsWGaJCXRfyl0l6cDrgZ2kly7loCJu3pZ2Vy4fwf/7Ku3DXbddguNmo1zrrE/JtG5xTJwQWW1V5p4wMFEndyqshRM4LFP2ygnuI0uI6+zsoKZnv0TeFRo2vvoKhb9m6FCQfwb2k9ydkfmmd1wXSIKOfhaY1D5yZyAw3UmNKUBhioOAVnK23JmHVhpCQb589sbWGZJY1mHoYx3zDVqU0orZ5jO0Yxe6PXotNa/UtY1vWjbiTB9XqQffpz5IGvDpkIM2AXiNPGk0Firut3RCFupItJlUr1CFzhUpegUIdFBk6ACHfjvXDHfWSElEvTH11RsQtckSFui7kL1MViRLsBZWPjpeWTCJUtZU5cKLWBl/gOdTHX8r2R73wTQe5qiQEhHzbeLCWsQl6Sv2nDgKP/ylwaK+MNx+UFQh8FGrxIq16WgIU6hAPkpdAEaKwu9qjaHyU/BDvT8kImFYVHmohryGZ+IFAXcdBdOo14JWHPQSEKgw8HjdC1R8U8j2AHmrn+kR5qEs+u2Kh8Ppt9ZDozYVjO0Zx/6c/0P3+pY+/Fw/9/s2MMl3S2CFF8BxVsfGNo3F6qAPmr7Khq+aaVrVS1S8Pddl5zTm/WNqqon5Zw/7t2iIOqjDGVeChtke9ZGULUS9V8hQ91BHl0HmZvDxuZYWPAIR6UaX1hSxaoSHfxzp7bs8e9WhL6KGuO0SKujbxYz+evJX8gEXr/LSjbEkrcxXCgYjEI9wxKOQzxBMW0o5PuZIKUWsOaAXsoZYqomo5qUId5GnxHMsv/D1w7Fl5O/3gKUe7DTz3DeCZe3UacQb2UA9SjVERDLmcxsPYUee4BIDTE8CrP8gMtwH3rwq4O7dt4AXe0sYOQPYsQvdQhxjfQuYXR1lNoa4xDF2j76MxXoqFGIuhxpg6aYDySnnVId81eKiBXtTL5tXLtN+3rGhj9w2nHUdmlZR/LxCFOh6bVQvS3vtXu0XXaNeKAA91WYGojv0WZQenGcbqSyPmoWpPiYPGe5KrQ6Eu6QUNCfmuu2+q8FDVuUWgVmu+MVZUb0udXiexh7oCQ1cIqvaChoZgvv58z4CoJowLOdvdxWdQVITns5bsL3XVX/X+9hJeptlnvoHPfv0pPNF+DP/jN7bA48wPT5Q0dgDVrx/9Eqh92lHHSN+MQjUb44OM0I726EKO7xRJzQa7hdpDLQ35NuWZ2mRoWb1jO0Zx0+Y5/O5/+jKm02HsuvFS3Lh5Hk2X/bVQvSdPUaGOKIVuyHfdHmqPfQqU18JnUazT01LVHmpZY72PYoW6CitwxVbmfnmo1UWhjj3UajFzARIda1aFp8XWNwEKe9nQelc7pUO+pTypxo7zxtis2uukXJs55V+3mKdA5VUj8Ul8FfC+SN8fNRO+2k4dId86YUC5OvrGU6EOQnmD2krMVGPI4VA6tF7aTqACE6TkB8gOLpqQUwpKGwaqmKMsqCSqq2Ilv1vGJ+Q7oO99+amsXeE7UUVSspC+sdA0E2BzchJIgOs3XoJmHcZXs8wFolDHkO/a0HmZgpIsod7FNxR1en80hTpwD7W4LUNJkBEZX6vO1tgnr1nZ0MDaPdQVJFipPBy/T4tisIW9YiFAI1HKmcdmVd2u1OrP1S3lqdD3wqakRP1U8tXkheozo4Sk1jwwe8ZoJjDcsa4QXt+x7OuhDjJ2lN8H2UKjf0JlUOQI9d1Rt7NvAtaCoCg9j3mtVdJDjRQ4/CPgwPeFtKhmfbI9v36tmcVK/NqpfX5pZ3l0nr3PfRoJW0fF72kVjpiQ6IHK9Yeya9oA6jM1ICrUdSBNey+0j4e67GLiemnJOn08ADUKhtqi6NpDvRAe6hDhQ8xQNRNvXZNcaMh30OIUksAlQOAt442ry+PopbiXVI7FMMZKSKbrlP3CFwwNKa483F/YbtmyPnv69YK9j6pgTSnU+/4aePKvgemTNL3P+lGJpy60jKO8T8i3qInywuo8mqhXqAyZ1ysQ3KUIDUMXkXjITSEGQbP+w49nWy2mTohZNCqsqEwH/fJQBxkvA0O+Q6OG9n8v2wLz2h4/Ot92g7dVLLyHuhJEDzWJqFDXhfwF6mdSMqfFmODFax9UDR6GbjlZMa86JfS1HpvlE1ZcgYBatYe6NQ+cPKgv2PP99lD3YaF3tROktAUgVEkLSkoWQNM6H2gwkSYlq8JI0C/hw2vCEhQJ5Emby9T5ndjekxvDTr1G09e9x7FqzxxbZ8V9EyQU62jVrVCXNsZLSXzm9wCegryFHkqbbQ/1udeBmdPy+sWKbMl12kVTSd6RkLEpakj5WIeHmnkftdB+ZyX+7Upl9X49Zx+DbBVGRRmRTj+IUbcVI+6hrg2dl6evSckcICdeHyG+Lq+EUbdXKFlAWyqkx2bVbdHt2ySnVWC/fOB7wBuvACvW935znY9d1kMdksSjCi/lIIR8B3uoKxYCOJrWHNBcLqRj6pDeUz+3ylRNU0U4ZYhAKRXw1Vwa2nj14aku4cj32RHXqxbcQ0O+lQRrWch3nQJlSWO8lM7LgB+oTPnCR8lvMYrW/GwWKrx8FXDNr5gNKB+rGMsBsoMNVSQlqyv6sPY91EzfeM0BJbcm+EDIVysFJtP1mE6Hsee1Gdx0Weo40qpqI6KDJihKrw0kzYC2Fw+ih7ou5C9TqGAYNLADFFEbSRULgXhe9JjUqvRQtxwKItdm1ZbGSgSOigWiN17J/rIholT9IXsybYpUXQt9iQWoXyHfYtTp/TGFlJJ1+FjzJRmfg5SdChSbyhN4hfLEjZ0QgdTHQ12TEcd3bqfKexkuQwx2bhIAWvTTPBoehAGowkPtPUd5GDvqTErm045qEJ45mYUIT7+RJdtM2/SWJu3Zlj3lQEjn85726xzqsmua00uZkh/FPFWRD6LOqCshX+MvnMXN4xvxQPs6PJzuwO987QRu+vwDGN83YWnHWS3PU10IckQsbkSFuioUhMbO99As3yGTtY/FmKJ3la8jZI8q5+OVKBuKEpqUrGpFr18h32WFOq/ogQCFyxQO+rHQZz941F/XPl2P+9Cmmxr3J5oCbhWhX6K2AJw5LIgg6eccJaXpk7AK6H2vjh0rveqh9lBGShtkajCOkUbiqkNLA98XJT9HimThBFm2XMm6feUN33FQyzumXH/5wSyJ1XPjPTry2XFGKyGqmG9s98Up1FUbloL4DlSqQtY0H4X65EHgib8CzhwJk1mqMIASGN83gV33TuLIjK6aHTk1g11377Uo1YHrhxRBMpBZR1SoI6TgFg+fCTgkZMXLC+q7h7qCSbdqL5ZZtuoQYwmNtK0yXlAAaDh2ZJT2ttQg4JX1lBTe0RDl2IJ2Gzi0FzhjLEw+46CsUskWCfR61hpSbLZTco7yEfJe+Pts24G07uwHGU/WOkrSVCKsljVGBSjktYQNej7bUMOCRiPcVkB+p0gCeVKMtQmMscMhD8c/93qWqXj6JK5JXsYQPA1LItStVJUVwgPeYa+w4g5y77SEJg2JAhHwEFImBxfJU/WaVkl0hzRhYEm50XU/L94PzJ0FXvhWeRnSy7jK33+rneLOe5/uUOjh3Xktd977NFptoj2fvuF4qFsJn58FJp4AZs9W284AIe6hrgzMwEnb2YtFnQHtU5+oXIA1v3YPtRChe6hr9ZgJ65CWsQrhRN80PPeb+HpbXOWHhonkHj7vWFmlAP735KI5/iIw8WMZX0z19YV8BwofQca3QIWrtILjY8BDb9uBlKbOOSq0jr55qIXhqNpa5PMe1WhModogv5uXKQ91zWua9N6V6IrEh+7c68Az9wIAVgK495+tBjZuApZbxLWynl0pXZmtWb7jri7Dpa0tV8SDdIxRdfd+kBDJaao4NqsuQ2SwhzpA/g1ZE6vYklnRfLNn/wlMnJqxtjhxagZ79p/ADVdezPPj4olDuwU0uTmmgnf4lX/MHBnHngPe9av+/C0CRIW6Ktg8OdYX1VaHZ7suUJNH7WFoIYYBV9FQr0pOEjDx1i24U2WdCRzKWowd5ZvLiwq1T0hdWaXAvMbSezyHOc466mHsqCvkOzQkKig8LlRgKTl2vDy7HcycBkbWCmn6JYR7GAaCkuSF5B8oKVg7DZme70+dkRM9AuFvZRD4jpke6jQlk68XYEbPAMC5Yw6iAGNZ0PpRwpgd4j32rddnfRL9blxbKA+1rzE+uyBmqXJj12zH+1uQH6TRIwHyb8ge6sTYilGH3K3R8XwdPcMr085yHvysWNbAXbddU7zQnuf1lCoMkfm8xspgix8x5LsyWF64OrNj+wjJZUOuqvYWauVCk52UVFxCLaZVZ3qm7sPloQ7yAHg8u6FhO71PW1IEJSUzSSw0XBi9V3jcAHiogxRbht5arALLt3guZOo+c0ROE+Q1qfgd64siSdBpe6htz5nL8l2xhzooRNSzb6jrPu9YXWMZ0PZQN0orNxUbO3zKhdL4rpmhxrFQo5C0Dm2MlUy6SX6X0ASU9VnTqt76cHgvMHMqC6fXaKRRVyFGoZA10bRwhRgKq5EdNq0ZcbfNlispawKeBtmAd7i5zKP+xYmoUFcF2+IRcl5hHWGc5B5q6Z4WIU+VLIqustyiFiKUhlrzJSQlrcy+Id8S+AhETUKh9vJiCduxjZWqFVHXvvSy9ZdCqLCaAmcmgTcOyKsPFqYDvAhSGo4nWyb+vvVNoWGPoiWNfhzMvZO2dYblwWPN8VlrvHiwEgWQeKxpQTwI62jPd4+/OZ2uwCNHh9AideVAYwrLU+Ca5m2M8uXbubD78wNUM+bFWZurMMbb72tqbh63fOG7uP2eJzHbytsIMeB50AR5qG1FOSW/4gSanBJehYFSWsbLuMqX3bltA0bXjbBBLAmA0XUj2LltQzmeOFj1lJC5wijTiAp1hBS2rMG17TfzROmFJ2DSrcNDXTrku/5F0avurHDxpzpCvn36h7QoVmA5t5LUfGwWq1B7GDuqjk4o1Q6yPnzuG8BL33Ek/AgQuk0lqqwnrPJ5rYIxULlyWAVPIib0r7Zjs9R3KQnM8s3VJy5T8ZwZlIypUFhQJGxNG3/2je7xN4exEb/9D+tx0zcuxvghw1Cp1ZfQPDkNmf78hUUQ+IzlPhm7QqPbpHVo96zuoZYavfzHdiGiwWu+CaEJGAc2hBiugyIPOYXaI+Sbq49tssR7bLmvZiPBHbduz9gy+Mi5vOPW7fR51D5zbYixo4poI8m210WOqFBXBlPwVL9KEx+UVNpc5UkBxGPSDbFKVR26ngYK9bb6ZAUd3yU0tqK+fYNAJb+kJdNHiAoxptR9bFYVXv9+hXzbC9M/S72UZQUWGw+FKoQGrEo8LRJ+PPqmCuGj6igLjsZ2bJYk1NXHkBkc4eAs5EET0DdBBl//vmGPv5luYNfDa/Xjb0Rh7mXXErKgvE6SpuL1qZL5xbcNoi1rtGGL/kzhlX8EnvgqMHdOyEMggsZiFXVYaLjwXulcG+SECgnHN5TTIE99dTL02I5R7P7wBmwe0fnfsm4Euz96LcZ2jAr4c7dDwifkO6T+C8BDvfRNBv2CGepqS7QkqSP/7p0d3FZ/yYyodYb5ScvZ9tiGKHC1eqhLCu7ek1bNi4GkjaCwUKVcyB7qEE9YoQ6fRbFPSclClE/xfBEyLtNApSrkneB48GmrTBlX23XzFPDe247N0sp6ZPmeOgEMjQDLV9rblvAngc+a0zdPi987az/+JkGC7PqHtm/peJsEPHl5gwPXXFcb83O6cli5hzrE2GHWG6isWutQx4hHlu9jz2V/X3+Br49Bcc99WeOH61rF8yZruA5ZM6TlAhRyXw/11An7FiQTAYbSsatW4P3Lj+FTXz+E6XQY/+ojN+Cmn34f7Zlm6w0wRPqEfIesT2rUQtW6zYAgeqgrgzmwAwa3tU5hGavSRin21VnXSkGqiJnP8uxkdq6wy2iRMIl4QhfgujzULJ+SOipW8kPb8C2rlitk+a54DISg7DPLiCoq46pCOJ6DjE+BQp7UM17JXsgQBSmAJy8DTF3j0iijeajNooL7MGlmzwBPfw144i+IAnWNgQrq8wpdl5TxM9i5j79JusffZD9UML+UjT4hvxv48Z/7cOSvTPTDQ82+M5bnx61P0vdsaDlfHwMz5NcOwT25rlU9b3LeyMrXJ07Olj4/Dw91u5XNh8/9nUFjZdD4KjPGNxNgc3ISWxuTuP7SIbsyTbYTYIi0ydBVrE9q1IKPUWIRIXqoq4I5IavfDzyUvUxv/QWgYbNhVDHJ2cr2wUNd96JoGgVefjD76wzlVTwBvvugsoLG15oE9+awkhnT0UYlil3AxCutP+TZVhHyXfk9mXXUFfLts4eaq0967yFCt2koDBB6qlbEao+iMa4ljU6/1MxTkIdauIeaG6NmfVMnjDp8x3bNhoWg6IG635eA429CI15efwGYPglc/l7jesi4dGBuys9QQfLh+awl/HH76H3rFHuohdFtSob3YnLPAIU6aBxUDQ+eSm+tClifQkLGE1MetynUfTrvu+rw+2Jh+ueQ+7M2Y+FpfpY5RWZxI3qoK4MxmNUBPf0GcPYocPqQo4owa5a1DhWkBcpHIa9zoAsFAs6KZgp/JlTPb9vHos2VC7DQSbxzoz8hK+9bP1fGR5kA3O9k0Dtiq7/i5xxizQ+0MnujCu9/8PssKGcaCoOEngAjQdXe4DJzXm5l9/KCVv0OM2Vs4aiswdLSNwVhsyR/QVEaIWO54r7xnJP8j78R9D3124GHgMl9wMmDxXEqgsc7N3uGqcJD0Qv1HltJKtjukySW8WF8l3qoz08r9RvjSOSh9kEFhqXKxzN3B8L3payHOjTaqXIDngHR9s8q1rSA+7DyVgFPap8sUQ91VKirQkFIIV44pwWoCmuWQGmz0lvqqiu7sVl3SFiokzc1lNpjH1SvoPFV0jfCqtXCKy4Crv45IYmn8OBd3q94kT7AQy1K0GOSe7ynZYxCudU9xEMd4nGsPCtuSWW4cClQKVcxexZ4/ptFpSAYNc+Zeeb9qufNQnVl3xcbD1x/GDSqImB6AvtlJAgpW7k3z+8+3MffpPrxNyGeNRWzp40fQo1qFSvUvv1fyZwZorSb+9gtfEiVNvX85SqMxNaiVYyDEusifbEkTQocfymLwLAzoXwMcJT4eKir2P7TPk8Xs7IQIgMF9E3VUVc2uWx+1k2/CBEV6spgDGzSyuzp3as6lMd3D3UVHukyYaHzc3roFFBCoVYQsg+qbm9LXn+S9EJhvJ+/r8CCMAHOZ1H0rq8CoSpkUZS0k3go1IXqQ+7DWti/nSo8AGU91CbNK/8InD4MvHi/pT6POapyRY9TMn3GZk3Kp01pts1XUq+OplCbxuCKDRdcGWnfXHGjPw0gG3Oe87D9+Jvsu3b8TcHY4Tnvz8+A7V8rPJ51QWln6rDVV0tOEE9llaozadjnRu1agIfaU+lvtVOcS4dxoL0Zjxxbnp1dXoUhyHatX8YuKWZOA/u/Bzx1j6Odcs0U6zMqnD0LvHB/tkZVse6fmczqKlMHXcjxXVBf5f1rGf/RQx1hRWFCppSXihUkav+Qr3XeaxD10UPdmgce/1MlIY6EXriABCWvqHkB6iJBz5vuovflqaL3r2qlLdRDffYYcORJ+D2HkMUkN3Y0aB5F7XgsQAklaJtFA5RPqo5518ImVMxc7XA056fc9S2kglRQMvO+qVjJp5TPualsHqyiHVNxPnsMePKvgZOv8vQ2hbpfe6ilRsiNbwVG3+XBmw/837GxHaPY/cGh4vE3K9rYfcNp4/gbY3z4rhvnZyp65ywo46EWz5sB62VIRJOJJDHoLP0tNcYHeqjH903gli88iAO4FA+nO/DbD23Izi5/nnn+tvrq9lD7KOxsu8JronYC1iPbthYgM/ieOphFUZUxxuc4M5HVNXvWxqB//XU74yrhKSrUEVKYAgupvLr2T9Q8KNTFYO1lAoKQBS70Hoxy029kf1vnDcMBN1F7eP9DQr5rD0dTJ3mB0B7CE1lfyAKXAkf2Ac/8rUMhM/v0ZKYk2Nrx8Tg8+7fAaz8Ejr9o4cHSli+NV8i3fzM9BaFEQhcf5fPUwcxo9dpjwvpMYT/QWKZCE2gCjATdZ+bjOQ5Q2nKsvJj+PbR+rszcVGZMtBkUvUK+jX574VuZknR2kq9PyztRRbJACXxo8rIdPiWKWxWhi0KMbW3ggbFjuLnxGLZiAl+56QQe+vBxjF1mhDsW5j9KdrDwYHqoxTxXoFBbq/ecN0MM/pUYTxx7qDWDR4v+bCLAQz2+bwK77t6LydP6+3FkuoFdXz+sn10uqE8EqayRFZK3a14rkaRsam4eH7z9v+E3/u3/galZM2IxwMCrysHm0U1mX80pii/X3yEG/HlL4sIy86boKKqAdbZQtKSSb0aeLhFEhboWpPRE7x3yHWLRFXgptv9SL/mVrxfMN6umFKYwOD/NlGPuz5nsQaELCfmu29iREhNi5SFyvgKLxcr82qPAuWPAsWd5GrXuuaksfItUECyLouQ5FxLSBdyThKaMh9pnARK1E2BYMnl49ZHs75EnLDSmoKn2lYW9kweBJ/4SOD1hFAww4EiGWveZlVzoC2WV+3/nbcDy1R5MCernypw5kv21WvIt64VtLUlTul6b4F+Fh7pqT0thzhREdlSieMoF9/z4m4uT07h+4xyalLxrrn2+yUPnZwNkB/g9a/Y9FDyLroGwhDGTve6z3Ye5ljQMOstzkSY09fRQ62eXm6Wzl+bOe59Gqx1icLJdk0bDwVPmMcoOrfDgqYidjWexLZlAcvKAhUbIn9OxxdGVeH8bxoFK5nedSNzu1Nw8tn7mPvzOn+zBbKstMyyHRIIFRTTY1qCa9IgFRlSoq0LBUkYpo74D2bWYeCpI+UvcGCphyfJV2qSTnPH8ztsWJIreiAqwJdEJGdiF25AsQCHJSBKlbyp+1pV5qNUyNuu78nnmpKydKhJzWdfsgMUkh5dCXWhAUCQfnwJrfhUGHW+lKOX718SL9wNz54Dnx4m5UYHIQy3gL2hvs0f9zeXAivVhId+V88S0I/VQi0MX1fnUXLsqVo596u0Wze/D8FAHebltRcz7kFbde872c4WN8eGbPJQ0PtesIInqMMbm89/U13VRG54KdUhIsS3Ld6HvKwj5Jvhwn10O/ezywlXqZ4kxysMQWSayJ2jeJGAadsp6qAs82AzSISHfnWs+R0R17qMN+XyWoMObqD+5ax40QYbrkK2WiwtRoa4MhsBCenc9s3yHeBytxTsTSdKA6GCGQjilgKcQIYoSQM8TocHWOjyUV9t5rSZefyHLNlloL8RCJ+0vz5BvcdiWct0r1MusRnnWZY/WyQrSdZvXJPxUWbZL0+GhIcnwbNB4eU59FkVHHfRF46vAwGczFFbSv0xbHD1HU7dgaHpBqxY+bNZ8F28UTYgw4+Whrlg59qrXqD/v+5CQ79D1yYbZs8DTX9PC6Rti5SOVjUsV87NFnupWkHxoVAPhkSf92qjSQ83C2ENtG0fS6La2bVtZkUfvs8up6t70k1kUTXM5206ByMcI5TXX9kthssl5TP+oc1loMlsp8mfU7RN5u22pHKiiLg91sbB/Geu2iqUBW9xBhA8KiyIxYFwD0nfh9vU4thWF2kehShrK/VSs5AO0IKftMZFM9i1976nVW+2RqfPAQ9nnNaN8OQptxqjCQRXcfT0tScNfOerSlFwUrd5Uld5iwLF6qEMU6pqss15ZvpX+FL8GhAHLVVb8O+zCobQdqYdaSqNFyoQs9CUFQ8742S1rGDm6+rTn2J47Byxf5eap94OgXmF0iFlWLFDZFOrA5G9pao+OKuNxDIogCREMHTQvfDPLUqygmQiV/DQNC/nubkUQlKfapb5LIHmX1P6uOhmRum6maZiSp8k3DhpxdJvfmuZ/djnR1tAK/yiaEONt93lVbICRNc63Yz7n9jzQMBRZwCH/CdaCwu+CezIVaiv814KGuQ5Wra9WYYgMkR0WGaKHujIYiyIFyRl0WpUByivbtjIZNJrw8rRo+3o9lfxgD/U0fV1yf4B9sbNajxWoi79PKPIbrwA/+u/ZHmOdiKfpXks8jB0KjbN+83qZECxDMefKpylw9mhmlFAjDgqWY1v/llUsOsjPPQyxzhaEDw9lwkvRMz3UAd5cL0VPYoQxvwdYma3Py2NuIesOEQw9DBepOcYCMrAfeSLbT37qkJsnrg4RTRuzrTZuv+dJ/K///YeYmmM8MVLB0Oqh9jQqcW1wEG17MfpRNG9WsT4hS8r48oPFa/NzBWUaABoQKl8ArVC71tWgbNeeRiEfaAq1YnT12TvK/qZezufMkttkuPFRMEIKvZua7uBW2nZu24DNa/mw4ATQzy7XqjPHmWQ7X140IJmj7zhbvam6kG9bO1IZTZU/zLFmvaUSW72GTA+1+zmkHv2YeK1pnfsYMo0zPs8/bH3qfY4KdYQNptJHvTC2kG/KohuSFZMtq4bpNsOsmNmP8jal5SvxUNuUNMdEK1FOfCbTlx6gy4v7S6gg+yoTpofaCcFz4aICcvpn78vC5ief4uut3ENt4NVHgMf/rHNEUImJ3CfLdxcekSB5GVFGVIuxY+pE9g5On7TTBCptbh7AC84Fr6LAQy3pM3HeAaVIkNJWYq+2NgbMZiz1caGLFqWqIIqp/XaeS/joMYeGhIhK6Eyjkqj+Mlm+JSCe82uPAideBk4bRhJmq9KQqVBb5zzPaCOqjhAPddDcKBmbSl82LQo19b441zSP94WvBPxaZ5EdrBE+fmtas5Hg3374HWRN5NnlInjMaz7rk2hsdv42hoArPwiv5Gdcu65rlIeapKnYQ22l6fxtmsYSe98MNxv4P3/1PbjrtmswMuR+3t23wmd9uugK4F2/Bmx4S4ekZkNk3EMdIUeqf6YGny1VvLeyY7Zp+w2GQu2pIPsscF5WTAsPnIfaen+GUYOjMQUWyURZyV4tC1Th0NdDLZ5ETUu2hIaAulDZ3lX1DF2rZb+s4O6gOfp09ve1H1qeqUT48MlW6yF8dEkMb0vofu9nvp5FSbx4f/FaSH0Uj1x9rz4CTDzh8ESpEHgvJQt90HyT6F9tbXeVtgAvaA4voV9gzLMI+8UkWMp3Lj9F5Xuoc2YC1g+v/YOmQu3BW2joeg5hCHPBQ22LuiIVAYfyW4UhUurBldBoiqdyPxIPdYgBpmEz7DrqMrd9WGUHYci31RhP8/Gh7ZvJ37esaGP3rZuNs8st9Xk5S3wUXWNsStbMjW8Hlo2UmzetBiZ1jhLKdbZ98NZnFnJsVgeFPdSSvpHPZ4X5XvSck2wbkmjftfMHN5E2dgTkixBxD3VVKEygxBsjtWgmDQAt90DSrLMpWM+4WhYAGj4CDqALvVKveQLxqKEWHO18Y4vwodbBLYQFgSXEQ21O1iEzgnQx8YxQ8D63Wqi0c9c0hdqinJ890vs8vBaYOUXXW9pDLV1MbONDsJhII0fU+sqEfEvqL17oXQs5O5bjiWtLxdSJnvGisKeToSlr3AkQPvw8Leb9S0K+md8btvY8xgRLY1Go1TrmzsnqU1FqD7WHV81n3HChrj7vrIwp/rvQy9sshHxb+pdSqF1znNNjTaGEVJvvWZbAN5mT1xYzYs5MU3qfvm3ulxoMpEnJbN44wXN7O17BRckZ7LrxUty4eR7NN19laYsZB1Z4yg5aO4K5Nognri7VGeS5h5qC1Lhv40MMbq0RPG8PY0cx5Nujb0IS1Cplp+bmsf3ffRMA8PT//vNYuXyIrk+cf2DxInqoq4LpuaFeTtseaspD7VSofMKdTEHWc+CFJMqSlqeEA9/9FmaCrUo81J5lnHUIlVfRkWYKgjzUAdmKc3AeaqmiXPUiVnf0QI7cCzI/KziPPdTYAWFoeYBhoOqQTrMtNQKHC1sv8CcRngX3FBKKLaIx6i8T8m3b52lTzII81JayXKSUNby1Ig+1eI7yySRsCIZeSnhJRUJozCso1Lb1yXkaCEFTSUi+4Flvez9wza/CvX4ov6tyj/XIohADDCUDeY7NgofapgwL86/Yxq9g7KxvnMPWxiR/djnZloeCFGLwzeF15KpZ1mM9yREcWs/Nm5J30Oeaz3wjaMdrDuwU7X4ImDd9DDA+kPbHEkJUqCuDObCJF9AW8q1COslpk6JjgSszsEMSZYUcF+Tkw/xs1MEqcBYrs619tZzUqw2U28+lKbuOdnzDI+vwUIdEIYR4oX0Q4onwCfmePZNl8hXBcz+82o61vOCC11jnqvNR0FWjQIXBTxK+g5KSScaAIbCXCV0UZ8SHfbx0f3cpVUzZkNDFgpLnMa+HHLtY1x7qLnw8c+Z9CNYjA8WkZBalXJLl29X3XuPAw+O4cgMwvNo9DtTfVblHYiRciJBvqYFS7KG29K8A1i0bXFtlkpKVHgccT3k7JeZNae4h6TWpgi6l81JeBe0EyUM+86b3Bb+1hqsveqgjxDAtztQLY7U8q4KwNMlUPsFJFCTGimmtX63LN1FWyN4cpQ5OIbYqS5ygY9ZvToy2hZb4bKMBipNaV7mQGi+EAihnJHG1IT2HnIMWMiUULm2JQEKSCAUr4QH1UUL+mSN02QKN8DmTYW1lFWCPRZyvUNiW8Z1d2A0ar/21Fh7KnKcqKmsKqwECkY+HWhPeBPOT2ZRNAWMFQ5uHusSWlxDvoU/COLMdibAWlN24Jg91SMi3U+GqeBywXi2B8ipN5EVFaYlloDJZvk15Q+qhDtxaIHg/rXvuWfjM9x7GFLYKyT16zJscQhVgiaOkQFOu36z1bXmXrB2PqKtWO7s2kW7AI8eWo5V6zGteRuIAKPXlp0/cfs+TmG1ZDFiLHFGhrgzGIku9nJxCPXOKCaOVLiYhey49JrgyibIq8VALIVXCpdb8UK8qq1BboAru2h4yiXAY4gWtyWLMQaIg+PAQwreTzgFR9m2Dh+5zdhR/5fu9z15hW5bffbcOkNV58KAZBZg5qYz13XYtxEMtqd8UDMsIH9Z5OkRw53mw7qGWhpCr6NexWaaS52NQrOv8XZvRRrh2WT3UZl9JkpJV4aEO8jgKo17Y3wX7qcVbksDIQJ5j0yf/is0QwpULQKPMGukVfeazRgQYL0PGpgltPIREWJo/V6ygi54DgDddB6y4SNCOTHYY3zeBW77wIADgifQq/PZDG3DT3yQYPzTs+VwCjJdlczRUrbwPCGpVqO+66y68973vxZo1a7Bp0yb88i//Mp577rk6m1w4FCZaoUJ9+jCw738Az32j95vvMUiSkO9u3aHZan091MJJ98wkZl7dW7ReSS3GKrQ96haBRRq+ogm1nc+S+zIF5+Yyul2+ApUJQXGpcOj5vnD1tRgPtXWxDM2sKTB2SGmyi9mf9W8GLr4KWDOq/26jkXhBTB4k70vrfHYET44ySclsHuogL4TPc/ZXNPRXXRjaTF6raE9ssbBetkziK5threChDgj5VmDdQy3tG9seaq/nHCK0SyKoTGOHj4e6hCJhXY/078PNBu667Rr84a9dg+EmE41hjU7IyzgipMrkkSi1X91V3oAoQVmAAaZUyLcpb0iV5hquAXhLchgX4axJZKmPGzM+soMkV4mPsYvzUPuj1TqPyXQ9DrQ3Y89r012vrN4OxYOnscd5LWB96vTBzHwbWz9zH/7Vn/4ok3FLeqjH901g1917MXl6Vvv9yBSw6+G1GH95tkBT4LcKY4cNoU6PRYxaFeoHH3wQn/zkJ/GDH/wAf//3f4/z58/j537u53DuHJdldDHDUOCol4naQ32sY2CYOd37TTzJEVZG52ISELro5aHOqxcqec99A8kbL+u/hQ5sbq+WNGzMBLVfSnJfIR5qLeRb0J+k4iQUPoCaPNQ2Y4ctmUuIlTkwqiFve+UGYNv7gOE1DE8ETdDeeI99ul2SEomvyHrqgsVQJX5HKkqIEhK66LPtxRQ+RDTG8/dR4gI9yq0UmEzX47X0YuzZf6InfIqVaOGY9/JQeBgI83nC54g6M2Gczz7dEA+1bW0J8cxKlZkqoq5yqAabOrY+sB5tz5BvJ19UyHeI8M9FUAmNxMWL/jwAuCI5gusbz2BVkh8b6rNOl0lK5gEfGi8ln1AcDw3jQ3/0NB5oX4eH0x34nb85jJs+/wDG90242w6JxCkZql+k0etLiU8sDTNHtdop7rz3abKGtPPvd795EmdmuJxNAbpAECpW0BcBaj02a3x8XPv+pS99CZs2bcJjjz2G97///XU23X+Yix01+Mh91cSk7B3ynbgXoBCrlDbwJJ4ZhSZgH+g8FCFK6pVm2RAuirbr1N4vyWLCeajFVmaBAKoJH57KhHRBlAjXId6uuj3UISG8EliPPWJ4kDxrcw4odWanRSit20Ot9bEwgYtke0NJa36RxCfU1Szrs1Wm4SGEKeM/TSHKJmz8Pn5oGJ/90WocaW8BAHzsi49idN0I7rh1O8YuKSkMhuyhNg2yplJIIT/XeWjY3U7h2QrWqFKhrkT90v4trPM+65PSFmdokCr2VJte+9Wl8oNSfssO4MiT2VeJhzok5Ns8CnTuXHbGrlY2wOAb4rEsQbcZb+g/NJpAYbsA01appGTCNrR2bOUDtsoQ89muh9cihW7MO3JqBrvu3ovdH70WY0Ee5dB+495d9/hNTeXVa03TsWf/CUycmrHQJ5jDMjz2yhv4mbdtIqrP66ebtfLU/eoR0SCpb4mgr3uoT506BQDYsGEDeX12dhanT5/W/i0eqJOwjxBKKdS+CTk8Qr5DPNTdNgQwBRYPIX42ZUKjvZRjG0/cdY+JV3IWsbrgNJqeCq/QQ40yfcPUw+HNPwVc9UFgaCT7znkfQwQWFw9VLoppbr+Fp4KU04SEfEvGGaMYhFh4tboq2EPtM940A5RUgSMU6nWXA5e+B9iwTdBmXk3I3uYy3h8BU+a4FAmTnfpF2YR79eXC55EZvc1c+Bx/URgVJvVQt+eBiR8D0ydtlXX+eihIuULdXG4vp9YVcqRZmSR21vVIaACUKm1cHT4KM3nZ0yDLhhULyr/pJ4HRn+j8LjGEekTEUR7qV74PPPGXwIn9TP0E2JMrAhXqgKirVjvFWYzgQHszJtP1aKfwjFYK8AYHyQ4+SmGYF7SVAnc+vpr1wgLAnfc+jZZ1mRHITj7XBErk1Nw8tn7mPmz9zH2YmpuH+Rx6tXusBUbZo2dsynQPx85wYd/MmmaD2deHfwQcesyPRnptEaNvCnW73cbv/d7v4cYbb8SOHTvIMnfddRfWrVvX/Xf55Zf3i73y0BZID2HfFFS8rLPEpChRwLrt2MoTZaXlVZ48wmRmkSvUJfaDdUk8lHAfL6jIQ60q1NIgEM4CbFMOjfJSIStp+HlBV2zI9hwnhLAv9q5YaIIsmYETsq9gqNEEeKiDQr5DlEMCIXvqTPjwLfLcMfMQ0HtHGk3g0ncDKy+haaj6vOYbj/4s9H1AmLja7vkZ4Llx4PhLdp4kSck67ejCp95mV/j87htoeXe/QkB5Fg/tBV7+joVceQ7Sd3q+IwTmxjtxVA+EhkuDJiTk22YcFI/ZAIXaZ94N8lBLyvsqSJ1yI+uyv+IMy54eanUsn3w1+3t4r4M3pm2xh7q6a3mCqafTbXg43YEH2tfhe8M/g+8cWeGuL0S2M8eOeHshhJE95vti/m5vY8+xZZiYbhbplZITp2aw56jl3Q2JbguKlpM/h9TH0cTMZ5vWjBCFi9i4ZtjBU7eh/IKAp07ZuXPAxBPZEaIsyhknFiP6plB/8pOfxL59+/DVr36VLXP77bfj1KlT3X8HDx7sF3vlYQuPs6Hg7QuxztIh30VrGTzDglSLsTQMPUT5yDDHKdR1W/ODFGpLneq9N4bg5XH0Cskn2rPBV2DhQsnU5G9Sw4XV4xayiJX1DgRsfTCzfFfVN6yH2kqU/bnsuuzf2kuJuioI+Q72UEujGBQeu9sqAsIESx2b5TMGuhfc7RQ81G3gzET275iRnDM1aCRzXud5i4TPsy3sObaMvE4zYrSb9+fQsG4k9PZQW3D2GHD2SK8dkwdr/ZAZVXwiR0yQe6hL5nLw4aFuD7XPPCwO+e4gf2fEWb6ZdgvNKAq1OUZb5r5/2/rEeKhDQopd14xnwyaYmm5g10MjWdZmG7h1ui4Ptc8xa+bRTMI2js7I+Do6bVOoS2whouAj15voeqh95C76GezctgGj60YsM2qK5ZjDdVdcJOLJSwYyo/TOW7zlS9QLbUNfFOpPfepT+Nu//Vt85zvfwZve9Ca23PDwMNauXav9WzxQJ2EPYZ8UPIVWQ5+Qb85iqF2z/B6alMyDhvdQh8BHYGGukxMo8xxO7M/CYABjIvT17pt7bSSePqlwqCy8Xv1pTLxlhQ8vr06VVuY0UPjIiwaE8Prs0y1ecNc/shYYfZcSIkuM2TLwsdiLwpQNUB7qkFD1kGOzRAp7wF7ArgHGiE5JU6U+hp4Sohzvh1j4lJTjFL18zDeGesYboOd5tNUl2Sc/Pwc8+7e95JySkO8yRkgfT1EhIaVNoZYKkSWNxGU91GpdPmNHGqnBRQ9IzxT2TkqmykAdtLmkTFQ9XNSB5ZnMnQOe/Gsi2sTVVq9Oe4Kp7H7ufHw1WtYtNIxsV6mHWkFQVmg/A9amERk/m0YCkv0FRxaYkWQSI25Kf/Maa3rZZiPBHbduz4qYJJ2/W5MjaDa4MWS+LyWU/NaslnVdS4QZPdTVIk1TfOpTn8I999yDBx54ANu2bauzuYWF5lHwODieSkhUxznUJnyswJIQZPN6gEI9l+YCqE3hkgofHgJLyB5qk4+Xvwscfhw4PaHfuyRhHFWf6x2gLMZenvgAD03XQ80cmyVFJR5q4nev/cohId+mh1og5HgpbTlrJUK+yT42eAquz1WWOGauWIinz4XGOj0tgHJPHuMyZItAnkG++7vNw2i5D8f8JBc+PYUYykONBNisbNky71GvoEfjen6m8iMJ+WajTSTj0mdvqkETmmCRKxeU2JEzyJQJ4eWKhiggRt/k0T1iQ2iJkO8chVNVbHMPE07v6s/ZM8D+7xF8yZQsV4KpFAkmppvYc3jOUh1jWJJAPG9S74vHvOyZaHPnxvMYXdFCwrSRABhdN4KdG7nTJGzNlE1o2kE+RwWFfAuiGyzPbGzHKHZ/9FpsWqtHL2xeleCmxpO4OLGEYhfeF5NXC4wovfGnX++ehQ1kiTC7WdiDowgXL2pVqD/5yU/i7rvvxp/92Z9hzZo1OHLkCI4cOYLp6Wk38aKDKnz0KeSbElhcCxwZ8i1YFHNvy+nDDpYohVomMMxiuV4HxZ9YwPdRBDilzZKBnaM5P0X86BHuFJKZWSwcKn0Tss/K5aEOCV108eDjoQ45V9gnyVQh5LuibMIhScm4cFebl6fykG+LcVBqCCEVizIh33AnROtmBmYMeGT9AcaJ5auLNJyH2hbm5/C0iITP1Q3s3Cjx2DHjWe3bNZuBTdt1vi38eeUFyTHErQVc/ei1IRmXEgWv0E6FId9B86YgAiQR3peP8kpFqnmfKtLhiz1OT2XHJ6qLWNNcPJHXBHOXF2RGCGmCqaPnfM7vDjBEhrwvIWNTiGYC3PHusyRl/v2OW7ejmZQx9vjQoPiMmh5baAoh3wI45LqxHaO4/9MfAAC8N3kGX7npBL79G2tweXKMXQv0+nz6Jr+Pngw0fmgYu752qLhVIU+EeSBwr/oiRq0K9e7du3Hq1Cn8zM/8DEZHR7v//uIv/qLOZhcGYouzRQgFDOGjB3I/tC3cieWPWBBdwm+SAJe8Nft8+EfAS9+xNVSs34H87NRj6To8cmx5MXlOWU9dpR7qEiG8XuHVrnZUIUdYv9V7aWvDKNtiPNTBxo6ABY70UAs8LSELfVcIHwKuvFn5XSBMS94XdQ7Y8U9lSr4k3JUbg0HeXMG1IOVCVdpC8jzkRT2iaAQegGLZAE9L4diedo+O9VAT9+yYn3ThU6+3K3zeuApN0ZBnxrPZN6s8EsZJDL7m703HvlGzfpU3CboKnkRRsSgf1uOwbFUGzJsiD5J0r7KPcZVaN6QGEtNDLX1fPPf2SmQgG9iEb4GCv9BILE0wtWml7d6MtmrJPSFYV8jyAZE9HYxdNovdN5zG5lV6HVvWjWRHZu0YhZXvkBNCQjzUHvJLyvxOtiPoxzys+4rGUVy/cQ5IGphM1+P1dK0Rfk3wFJQXJKMRZWF/JO3K8rmMf6C9OZPxxaeALC7Ueg51ukStEDQCF8VSScnMSdFauFM20EO9eTtw5jBw8qDdS+3poTbPTv3th4DRFS3c8e6zGLuMSvsvfc4++80Y/qhB7/KCJklRqQmxnHsJoFLhxq9vCm2THuoA+HioqzZ2sAu9cDFZf4U/DSC7xxUXdfakhgiG1DvA3CN1PnKaMu+pTDDMvgYkbbF5qH148NliYnopvbYICMZaoX7l97w+bgwE7KEGesLnZ3+0Gkdmeu1uyc+hXnMAOMaz7Ko/aFuC1xxl/D4kUKhZ45jgfSnjodauBZzPrfIh5QGQRYBI74sVqi1l1fK+Scmo7PU2niTv1/lp4Ogzvfqd9yI0agYZiT3aUurcuW0DRle0cGS6QXovEwBbVrSw81JLToEy40CaS0B7ByTJ//KyHtFGqozaKTd22Sze97YR/G9feQjT6TD+1S99ADftvL63Pzgous3WN7bqjHc3z/MgeEXy470m0w145Nhy3LitDechnJ5bOb91aBj/4VuncKR9HYAs/Ho0n/93jColGUOkZC7vzC+9RJhMcQATUwn2HFuGU+cbmoz/8EPA6I/mcMdtEwZfix99y/K95FGp8UAQuqa2KT4GSanbx0Od40078wuONoz6mfLj+ybos1OnG9j18Npedkuv7KZEm9KwscLPHnuorXQBIXUhybJCFkUJClm+VQ+1h+GCpHHR+fSN5DzVvGzAQl9XNuFuCLK5QPnwJPBQWxWDEOHDNA56KCfd7+rYriLLN+B8D7vtSM4VZ55ZUNRM260ce3modR7GLpvFA2PHcHPjMfxU8hS+9PH34qHfvzkTWsTRA4550yt6wGN9Mn9XFWonDfOe22jUvj/yZJZgiifq0Ej6RjoHquVC500CkuRf83PQDUU+xg6hsc+c/xqSiAC1PwUy0EvfMSInAgzX3WsBOR982yLWp2Yjwb+95nSnFZ0mjza5491n0TTfvYkfA688bDbg5sG81jcPtYc8Y0SnNJMWNicnsbUxiZ2XLjOSbfnIYY7fXSh4qAWJE5Fi/NAwbvnKBADgmfQK/PZDG3DTf9uf7TO2tSPsmwRtTKQb8Lt71uPIOb1sN/xabavwXih9M3MaePzPs3xAxn1kRbNxLE2E+feHl9My/jkU+VoCiAp1ZSBe+oKAzJRToXk0XYJhPvC6/1nKcoNIyJP6V2RltHuM9OyWOu9adstgA7GHwBLiBRV7VX29jQEeAHGoo6/ywVwTH4nEVWsqVSEWY4vAYquM9TjayDhvS0UegJCwYpFXgrm3QC+o85pNUJG8o11hO0RpExgIu9cNA4bPcy4V7qi8f6yHmlgzWIWy+LybCbA5OYkrGkexc9sGRfgMmUgpGlNo900yxZU16lEzpLv60+donm79ynN+7YfAc39n4c1iiDIVxCBDS4BCzT33bsg3U+eZSeDxPwVe+cfsu80bPDeV3Z/NSCcN+e7u7RZGsUhkoLOTSvmSomzVHmqPCKqfu2wWNzWexAj0xGNbVrSx+4NDdKTeob3AsWeBc8cD5yiDJx9jvFdW6Jwn5ff5OeCNA/yxZube5NBz3z3mTdE1c6x3Ff9eO2bG62+8dD5TKM/qtEfOzgsUSpmTbCVmsLd9tT38+t6ni+HflFx/6DFgfqZ3Yk2Bpex9kSa4/J+vrmBkfAtfixhRoa4K5EtPWbQFC5A45JvKcOlQwKhJ16m0BYQ7OhT2XnZLevLvZrc8tsygDxE+fBYL9XdLUjKf+hLm9x4B8ZvQo+OT8IcSjEKUCTYpmRBeEQc+i6JHqFuJ/UOiTLo2IbxQ1hzHAUqbaA+1jSfHeya5ZhOWOWs7FfLt0zdBHuq8nZpDvpMEuPrnjN9zOoa+ImNHISmNOJO0Q5nojoGQCBdrwyaRgKREMj/T2D1ry4prySQdss0BCFfUXGg4FNeJH2d/z+SCPPOcZ04DT/wF8NQ9xgUf4zrBl81DTYZ8C9/b0JDvbqbmgEgr37YsyuvlyTF8KHkMNzceww3JPnzlphN46MPHMfaWXLnkjNtqokEfb7A5bwrvWRqObxvPL383iy5glLZZDOH2e57E7fc8idlWG4kibxSTbUnmbhdvQpjvruGhHt83Uch4/akH5vwVXc++WY7zmMYIeFkamDg1gz37Txj1EYZrbnwaId+SRJgbhlOcmONzGxT5WvyICnVVsIYHczScwCJcTNSF3neB8907pdJI2lB5OnsUeOmB3hmj8MhuOdMItBh7KOHsHmphlu9CqKup1DgWOEoJEicl8zDAaBO1x6JrTrysxVhq7PDoTx8rsyuZV5oSRgIJH6byKsmM6rEoFhQ8s10JBB5qY1EkeZD+XmgLdmFZEl5teqglydm69fvsobYoSMXCelnfeXbdZcAVP91rt+uh5oQoygjrn+QwWKGmeDJqdpY5Pw0ce145tkgwR6m/r7hIwAfBkte+7oR+1jRRh0SyVSJEWA9Y00KzfDeNtDlcMq9TB7O/s2f0dqVbkgrzrDL+2XlC7RuB51Sdx7j7cO07z72hrJE3UPmyhXwzdS5L5ruhzddvnMuSCLqeQ9ou1hdiLBcbtoUG/EIElVLP6UPZxzf2F8sDSM2EhLZjOr2UegGN1UNteNRzPtM02754995CxutMV/ZUKE0jsaNvlkFm1OvK3La+ca0TnXEsSYR52zZPvpYAokJdGWwTKFOODJ1NnBMvAOD8TJYkLKchoIWfvHKaD592DqIAy6da/qUHgDde0c5rFGe3HCEWDAm8lHAPpY181jbh1SP8iiovEtxr9lAXaBhrfh3GDp9F0UdBKpF91G8PtccWga7SxrRL1m/xmnPPg1TaXIYbCw/d7wIPdYGG2EPdI3LzQPWn1BDZ8Okbwpov5kkZa86IE/9js0Soag91Dtv88fw48Mr3gYOPKGWFcxQAvP0X9XdUHEFl/m5BksiMPGr7lYZ8h8ybDL2KPOSbU1qbxr5P1uPIPH8uLwPLX6d8Q6BQU+3b3tshRYZQ+0b93LKc3wwwRpWyfWPUkcORMK5BHQHlekfVkwNC5DSph5qMHvAxQhM0w2tpUlvIt48sWPUe6oJCnY0lffuiP4oKpWW+IbAGsmOIezK3pW+cOT56PI1dNovdN05hsxH+nWdhv+VNMoVaqgssBtSa5fuCQkjId4s5F1QyYT11T7bXATAGXkYzvm8Cd3z9qe6vH/vqixhdcTHueG8LY9co7ZSdFAskxsSrFlXC6nZu24DRdSM4cmoadHbLFFtWtLOzU4MsxgKaPNuxlxeUWIBMQcA7Iy61kHp6AKz1G+2IPdQmL4SQEyJwVBKOH5jlO0j4yIt6KFU+XlBWafNRJPPoAVWhZhSNypQ245rVQ+1xfJhPArDCfCPoR6+Qb9A8+bxj6r07PdQ+4fjCpJVkewIa67xkeUenTxr8eXiol6/KvKjm/kobTaixQxy2bhs3fQz5lvRnw2Hsa5hn5/o8M5XM01CsKtQiA75gvhga6SWT06L0lPpbc8CyFUVeGsuANVuA6TeK9Yb0Tbvde/ZcHdL9yhSN5ogx99KXeJe6PDkJcoYQ5qHu/G0pHtyRdcXyQPHIPC4JqisJpo/s0LtouUTLdXsm253ti2EoKJQFA569c7YkJ3A4vRgzGGFjirasG8HObRv0+rUSnXa4+awb3abPgWNvmsP7N57Bp75+CKfTVfjUx/4XvO/qjWg2ErTmW+4M9ipfSwDRQ10ZAhadNqFQS63588oANkK+ufCTI9MN7PreMiURgq/S5us1MO5feR7NRoI7bt3eKanXpWe3tPBng0T4yCesQ4/Rxg1yDzUhGBYSDCnfN+/w41WcAE4VDIXCDdXO7Fng6a8Br79ob0Pjidtvlk+6Lqu6h4GktoRxHkaiukO+TUXSN6xYpdGs6Iw3iVIMXtsDPP11QpERCE3cd40/ZqmxJVryTgAm8GoBveftek+1unzeFwOaByCnY55dZQnjjOtlFbguAp6DqBvNveraRVkDvlE3kv5XaUR9k5WdbbW1faAEIfNZCm5Nc+yhNr1/nLxBGWq18Rhg8O1mIOeMJcSaZutL1UPdngf57qjrel5Xcxh4168DV/6swIAl7BvzngJOCCH3o7oSJ6pzilh2kPOktZOXD1kzc+TGNkBPPKjCzJ6tKdR2NnUWAuZNztBp8rF8dfc5HJ0KGb/ZkxklFUqjPx39uDqZwXWN57t1mm0AwB23bjeyo4N+X6xZ+IFCxESadhNhXp4c0xJhNhupJSw85flaxIgKdVWQeqi1AUq9vPSEZWYP1MK3lUXBFn7SzZ6dJ0IQT7zGwMtppk4Ak08bFlNi4iX4BICxd27B7htOF0NGVrSx+4bTveyWdXhagN5iNXcuy/RqraMDUkFihOOrbgEuuQoiA0mvAeOvQ2BRyzpDmVTBsENz6LGsHw/8A9+GzQNEvvaCMDWzDb6wu45uu5J95xbhmGXBqM8rUsNDye8K+BIPONM3Wsg3Uw917yf2A1PHgRMv0+3QTBhfbR5q7pkRAktIUjJAbNHvPTtBlu/C+xISPZD/rHiTWCMfNcaMd/38TJalWc1yTLIRorQ5aLy8wV0ius7Zs9k2oHPHe7+bQh5g6R/zdw+ekoo81KEh3yFrmsRA4jqHuqDEJMorTawpWruqciw1+Hrw5rumaaHds/TYoQzlSdLztLn2xUv7hjUSqO1KDLEmjSPfBbm9zDEOqDlT/A4GeqjzvzMnOYLeJ3NbApcE1bnWSWSnnF6QNDMf61feDOz4p92fN63wVwitim5hbeef88rlQ/ivv/FO3P1Pt2D3r1yFzav18Z2HX1vPodY81PKQ7+xn+7a3sctmsfsD7aKMvxIEX4sfMeS7MtgGqQeIpGSF8O0vPpqFb7/7bKZ0KjR7Dp6xhp+kSLqJEG7wUtqAwiL79Nd6XzdvJ8raFep8wL1/8zSu+Z8b0UaCL990Ejdunu94ppW2vCFYFNXFKk+UoUKalIzzUK80LI8S4cPXyqwKhj4hoCIYE690v5nrvffJqOoKEVUhUl45I4GHNZ/01JvthIR8e4QVc31jFewE/cN43OiyxjWbdZvzBpLCaxlPi6C8V9/kz8xdlG2fCvkuPFdGCQeKfTLxY+DYc3r95LtY0hBJkngYO7okjFdr/4NZwsrjLwFv+7CjHQuvXE4A63zFKNSTT2XhwBvfSrRTYch32agr1kic76GWZscm1mmu3RAPtdZWE8B5t/Ip3nOvXJufhXvsWAwDXL1iD7WiuHPPvqqQbxUhSck0hVp6nBkho/hEgnVDvs8TZUyeDLXElVgO6MyBQuMWJzvYtv8BQHses602fvrz38dxrMMz/+ZtWAFg5+a0s31xhumlFI0kgZrMe8vqJu745Z9gFEoPYzzQjVYd2zGKmy5L8Lv/76/iSLoB/4+P/Vo3/JqqnsyH4DJ2FdZx9zswtrWB9180iU99/RCm02HsuvFS3Lh1HZpLTJkGooe6OlDvVZJkgsKWdynlJIpebxK1hm8/vBbjh4ahhnwfPeNIwtHB0TMzfkqb+tekmTquFCYmXu57p2wzAfJdFt3sllqxmoQPzcJNhXyH7KFWJiXp+ai26AZn2FKinD0qFaIabp5oQoINxotlVVZ8BH0PD4hTkU8BSqgS8aHQeIV8S6z5zPsiDV1VebMJRiKDh8VC7ywr8SZxiiQUD7WlSZaHxNKGSWJGBAjKllHy1fclp+PC5SVhxfOGwVS5j+FmA3fddg3uuu0arFwmDGk26lAa5st7hb4zCpIa/mk19rja8PBqkxENHcydAw7uyRKqUes0p7h78UrRlV3fFLiyfHPKl3mN/D1gzaBCvlmoY9lzDhxZ7+ZFGkUY5KEWJM5i5qdWCkym63GwvRGT6XpN8XJGrFAh3z79tHxl9jffi85Ba6MmI3QOq9Km9o0jASc7B3hEtxGOk7bxfJsJlO2LRrWdf//xFzYBAK7EoexItI9v4b2zUscEkG3RytfNoRE0Gw1sTk5iNDmhhV8bDSjcwZg3ZVm+C7yS6N1HHhbezWDfCJjzFgGiQl0VuBdxzWbgTdcpoVYSRS97wVuttjt8+/HVaKW9AbFptZl0hEaWCME1MZoLqWDxJSfebkGj+l4dbXoHEcGSdCAKFkU1wQK1n912DjXnodas02W8oC7LtPKc8/twWf7ZkD5HecqgYoVDoa7EQ11RUjLJPUnCq1kaidc830NthnwHCCzU9osCja1vPJTkQlnBsVmcIqm1JRg3Z49lRzOpfSNV8kwDRt0h39oe6jwpGRMJIBEMh9fo37ktFl5KG3FfnLGMK89WLegb27gMCvkWGIlNwZ3ab6vWVVuWbyGJRHZwnUNdeO+4vuHWdOifnX3jodyRociCKKBVG4GNb3crn926XUp+gLBvO9qp21bR2DG+bwI3j2/EA+3r8IP0nXigfR2+3r4R3zo0rPNqXQe5Zy0YN8tXAwBmp89i62f+Fls/cx+m5ig5gjJ2MNV3+VJ5otZM+n1uJUOYTNfjQHszHjm2XN/eyL0PXok2PfKvEGVTQhEd2zGK3R+9FpvW6gnVtqxCtn3xrWsBABuSM7TTyGih04CtUAY1MfHQ8i5P9uo5A0wq2EPNyw7Foxo91rQlghjyXSdEHjOTpqeI7jk86w7fnm5iz+HzuGFNRrPz8lXW8JMEKbasW5ElQvixhQ/qd/V+WOVMnXiN+3eEtFKZALMLHnuOSP64wau0R00k4sQiQqupWDD0oUl6C7VrMlQFQ5GcYzOomGVAC0RktQJjRzeMNUChDglF8xGipMYOSVm1fFBSMtNIxXhKpH3jBYM/UZZvSx1dw4LAG/zs32Z/h3IBxsNzUvBQC94XKjyOpTF/UIRJLuTbx0M9ZGSFFT1b4fvtnDcDPPXU9h+1DqA4LkMMXV5KuMToZ8wnXgnjMhxItzD1BwiUknnTa58yIDrxgUwY56IJUcLVcpL+7/C1ZUch+7BSiPmct+US9oX9xO3zpdrq1J9HH6aGX2saw/jdPcNY1jyNsUspQ5exh7owDqj7UNkrKtRIWxjGecxiuZ3GNxzfNm8Sn8cPDeOz4/txpH0dAODhh4AtIy1clW7E5ckxg4ZyXhA8SH6XRFB1f6Flh7Edo7jxqkvwiTv/ExKkWWjztovQnJ7FdKdsqtTCwscYP9+JXO2uCRLBzpwDCIMvxxM7ziga29aqpalQRw91VXBaQonFhHx5exbAo+dkiuTR6V6d9vCTrFw3EYIzHDUf2JZrhZ8tA8WiYLY5oUvabqGYwFNnKgDzc/brAD3JqZ/VhdU35Ju0nAsElu6+uZo81L5lKO+PRiPwULsWE6v3jG2YLysKbTaiByRCq+RYEp89vVQbKi233yy13Ltesb0d27WQkG9t7OS82ww4BuaVrTDeHmpJyDdj7JCAjDZJGR59rPkWQ6eVzgJROLNaLiCKwlqeEcBFbXi8L9oUaOt/Qqny2EOdrrkUf9N6P37cvtLNE3V/ptFEQgO4jauFeYN5ZtIwUOc75qGEU8YO0RFHFiOMSHnn6hXQ5xB5qHvzgJ48tiipAZ3ow7ZwLtPqkT7nDk/LsrDvVZAc/SSINtGumQY4fu0fPzSMXQ+vxZGzuhwzOdPAQ+1rcDDdCHJc5vfB8mD+7uOhtinURTQbCdYn53qhze3cg5zotJL3SmKMzz3UQ7pn3BrvWWhbeV98Q76t8FnTlgaiQl0ZLNZ87bPE+pmV3bRSJrxtWjWkLQxs+MmKNnb/TKrs3ZAO7k457pxFalGi9tFaPNS2SSpogeMsuipahgI9d9aogjF4FJpSlXdFkBGHiRqLD+DhAUr4ML9CchRFaA1SDFzCLiEQURB5qKkFGNmeoYOPAmeP8DS296UST5hL2Xfs7TLRNjyzqkfzub8D9hMZ2Lv1mwKLz14+Aj6KngmJh9qlHAJEn0iVNl+Fuq6IBk6YVAUWRnCTeEFNfkVeA6ni41qfAj3U4kRJPkqRpA84liQeaqN9n5DvJMEclvFcuAy+Zlh/VtBOA7g91AWOuL5R+oE6H97HeGnSSIykLi+req2wzjJ8WA3XDB/c/GdmS+fOSlahzDd79p+QRR9OzBV5KmT5ZowkouecZGe/A1iZSM9SZtZmvZFOUaNvmPe+1W7jzsdXk+MlRYIEwEvD78QyzTbnUqiFURoALTswdRRCvo36NGX2/HT3V422Mg91rlCPaDyJNlAWZAcUZcgeUzpPEnQjwfwjexYrokJdFUI8ZhxN56XdOTqE0XUjrKqZIMXoihZ2XlbcDz22YxT3f/oD3bJf/rUr8NCHj2PsCkJpc/HnVKQoDwShtFlDoC1eBuo5GRY5EY0Jc9/0vJ74je4fwnKu7aFWFWofL2ihoZyIvkx6qBU+TuwH9n5ZP1/ax0Md0jfSsGKRh5qxhB7eC0zuA954haBxRA9QZb0UpJzEJVBQz0GgtJle0KnXgTNHgOOCM8Lzv6ynROXJw8psVfTcwkcXnNJH9k9Jpc32rNUxIgn57lbvwRMXPaCGfDvfS7U+l9dAEu4aAJGHWgBRmCjxnvmuT74h39YoGoFSBRB9o49Lu6HYAuqMXkkositrM+mhdq01NsOyYH0qXqRpKJ5EJylYnrHzmUmVcKPvzfO8RUnJenPH0TMy5dUZpZi2iGft884pCjUU+WduSn4cKsmXZM3sldlz4A1MTDfB8d41MBwhnjMboVPBHmoy5LtLRFavKbMsD8DU3Dy2fuY+Yt+6bewY6IZ8q1ufXG8AIztY+e3QSBJ5mjSVbTEbfFw4d1o7LMoXwAhizATfKSoK3373WTSbtOdYzfC3800riUQIUiuzw3OqCTLEb91y9j3ULB1F0wlT4osJQr6dnixLyLeLRl14gkK+XYK7arggkpK9/N3sr3a+tDLB+Rh7xB5qozxfOd2OVgcT8nfudb5a116dNOUFvVAFyVXexwtqnkNtMwxwAgsn2EmNHYX+tC2kJk+SPdRugaW00ibyOANe51D7hBVrPCk02rEsZRRqg/Y8I5xLDEvddj3WJ294eKi1cSkxdqnlPHmzrUekh5qp35IIkFeoHc85xBgPKCc+SJVjph1tTTcjaODuT6p+H5oyhki9kIwnjcQhywEOD7VrbKedpLBubFpFGP0KBnxCTjNpFEzNncft9zyJ2+95ElPnW9191N2Q76kTwBN/ATx3n1IVEaUg8TIKPdRHzxjODAaagcEVJeljIGK3JBXLtgtqk06TUNfMkG8fD7VZ9vlvAs9+I/s8P4PZVhu/8v/bi62fuQ/T51s0DVk/8b441wleodZqc0YPlDT2DiiiQl0VbJ4W7bNDyDEsxnn4duHA9hXtLHvgZbMyBUmr3/jspXBSlkaqbR8PtYfwkH/uWFUtRI7rAhppUjKVv65w5WOZp56Dw0JPeajTlv38UR8PtQahhxquBS4v5rGH2rxu2ydO0bAWZ6GxQ6vfVJBc/Ql6MSkUZ/ZQq7xx4dSU0tat10Np42i8PNSWMeexR00qGBbJiLE5dQI4/Hi2VQDQn4/o2KwK5hFKCPV6zpaQ76ER4GJun65LOdaYJMht/SlVjvKyrjneMm9Kxpn0muZps0VMEQqMTyRAQYBm+Ci0m9M3CKOx4Fl3T3xwhG6q7VB9qa1pZm4D9bNP33gYlkXvl8DYRd2TK+Tb5RwB7Aq1a01LU+zctkEWfXjpsM67WT+ZlMxnfUqAZSsAACuSTKltnHgpu6Yar/N3oNEUrmkOI5TBx6Y1TDI0A5u0IWGZM1UeLO124bWHOqehn3NCyh/GfCB5r6n6W+eB04eBs5PA7Nmuh3omTyYnkmcYGUjEU/FZ50c1/sdf+wmsXE4Y9Awl/LNffwr/+qt7mWzyixtRoa4MIVZme1Ky/PrYjlHc/y+24ubGY7gh2Ycv/eZbs/DtyzpWPUmmTpvSJgrByj+7LMcWpY3bGxmywLmE4dRYdCSQCPtkWDGxh1q7jwBvg3PRUmjyZ3H2aGZZps7UVmlEITgUT45yUoVdFJKdjwHjd+p4sy6No2/UawUvqIfgJk0Yp7YjCl1sMrwBRe+vKRg7PNRiJZ8xKonGpU0B48arZd7kFnpSWVCflVL+6a8Bh38ETPy4c43a3y5VCi08qWDDHVPLu28RQDkP9SVvBd79m8DIOhkfIjiUcK9x0yVSqnRsk6AMvhzKhnzbFGppyDdTttW5zRYaxaN/ND44JMDbfgG45Go6GoszxvtEz+Q0ZF9SBgUPY4dVoepcK4xjYv2QJEQLSRjYbYa6J0sbOcp4qNM2mo1EiT6kFbJC9CFVv/YMhWPT5C9XqGHxEheOdoRDrmKUNoaPnVesx+iKFrv3t2tg2EyMcco4ZuPPR96y7aFmYNu/3L0iSvQneJ87eYDmOwc2rVjWxF23XYP/+tFre8otVz8nj9topCHfjjwyASN1USAq1FXBNUjFIXUACCtWs9E7GH3n5SuM8G3OCt7GJryBJqh9NhxPWgV8/Vy4DWVlpsopZYeHmjjwuY/gwOc+gmHXAmLjieTdgtWb7TTi0CBigXP2PYFQgUVd5OZngFMHaZpc0W4M0W1x7dpCcNkoC1vdxP5zNppBokzZaIzPpY9gg1tJVu9JFLpovjPE83Oed5vzJMnyLd3fDpDKBPc+SzzUhTFG0TgEQy5yxPasp45nFv0nvmrww/HQvSjjiUJX0VOVHKZPbAqI2ChUIKTbsvHqNHb5eDWI+jmQQqT0WVNCu4AvUzjkEkvZogeIsuOHhvHBv87m2haa+O2HNuCmb1yM8UPDWjkrr0kCjKwFtt7UM5g4ZQdlLfA5h5osp74HhIdavK2HkTdOvAzs/Yqe40PlySvkW7o+UTxV5KGm+DJh5GwY2zGK3b+xA5tH9PJa9KHT2EFtS5PJdV3FsGOwWYE57boGVa4J8lBbDCvobG9891mypGZg0C46ZMEQhdox/7XSzEgGAHtePdsxlJkGEQKuiBWdQZ0nQcRdO8TbHDKXi/dD2+UNUdK0RYioUFcFZ0ZoD2XEMZASU7hmwrYaR36MDzb34n2NJ+x8SMLj1LYKNJQgk4Cd6Miy+UcP/qxVExZ2E1f8NLDt/b2MqgUFwRLy7eWhdjKbV660I40ESIqLe2NZoTQA48xCH4OExcrM8SQO+c5JzHBnJgRLFPKttkUvQAWvhjh01cKb2YYqGEo8mgWemOzxJE+dv6LkOB4KtXgOcEDyHLplacNbF67wd66Nwz/Sn7XEo+UyaNEXc4aKv7u2O/i8w65xGeShptpRUGhKKoQJlWOv/XaCMcX9ngCFqAk2bNehUCtlx184mx39M6WXODLdwK6H1ypKtcNw4UrOJvCCunjt1u1a09qU0TPEx6S8Ay8/mH1Uc3xofeO6D6Awb9KFiuVJnoh6VXqzD8w1V+IoIebAse2X4IGxY93ow6/cdEKPPqTq1zzU6jGdLgObUWVebnlHoU4EHmr1vkUeapM3tYheZuyyWey+4TR9Ok3XwMAYIaWGEY5vgfI6fmgYN49vxHlk8tXv/OWBzFD2irvdFcuGcOBzH8HXP3VT5jTyea9t71ZqGEc6f2fnW0zCs+J9yd4XyVhTi+se6jws/LP/5J2dFqNCHeELZwIrV8g389KZSgUjsCSvPwcAGE1OgJ1cbO24rMy2uhIUJ9GCXEgtVo6J1xpKxtBw995cnu0/ZDOG2wQdboEjErj4hmBpJAJjh+lp4azn850jHIaG/Z6f0Mqs82qrn+pPTqE2xggbzg73AqSG3JYK+XZ5qNWF3lFWvWbbo82GR5o03B5qu8W4146pUBOClEdGVGebEi9ogYaLUrD0JRkBEeJtDlAk1HeZ9YBYBJYqPNTWvmGMn3V4qLk5whZBxSGExubVCvZQZ9db7RR3fud18knnAu+dj6/OvFpe0UpCI3PS6K0F7DnUlIfatT4JDcsajaVvRIbIEp42ig8VPlvMuL63HVXnY+xI22gmvejD6zfO6V5Yl4OBDPkmytn463ioh9DCEBiDddeoUo+HOv889qbz3dNp1uFM0cAgiVbktouR7eY0dtmhe0b2jH7vR6Yb2PVgE+P7JgAAK5cP4Q9/492467Zr9GjLwvoheK+dSn7avZb/moY4CLrVCaL3pCcjOCLiQsxxiwFRoa4KLq+bNORbFW64o5lMpYITIqiwRlL48FD0qMWXbJ8Q0hxHjPB1UUiAd/wTYMNbgI1vI667LNMgJntG+dJoQvZQO/go8MPwpFfWK2dOctyCl3uol62A35RWQmCh4OOhltD2iPJCSnl6ARLd/5F9wPGXivfo3KeoJFiSeFqobQImjUupCjKQUOUMz1RORynUovDtDtiF2Pb+MGOADfm2CRPGOAkO+TZ/p0iYvklTg3eB4A5Y3h2X4UEwB5ptSgyRatsSsPt01aaopGRSg0cIDQHXkXPsc85437P/BCbOtsA9m+7RP8fMCCKqfqFh2QQ33xz4PvDUPYwxnqqfWtNcSr7GLFHOxwguMUSGKW26vCHcYlYoZ5sPuL5xZOymiQgam6EVYsNF92pzWXd+74V9myT5SRSN4m+WNqx9zrzP+ek0w5gvGhgkHurutgfBlqwuDf+cWymUM7L1++kayu59Gq12WryvXgP6X5+INXZc9mRU00MtUtilDgKNp5A91MV3IEkC5udFgKhQVwZKMKS+uBZFdXJgXjpqUXR5AEIWuG4xYuLRPFlUOygOJEk4qXhRBLDqYuAtH+iFbFN1F+hVWLwtLoGF40m15HZpAoQPHw9AYZJjaM57eKjJOjwEFqvSRiwQUg+1DS6jFeWh5p7z1AngtUeB/d8r1u8U9pQFURS6mAsrRlIy1RNr2zuu8qTV63qHKV7UPdhqRmyJh9rGnsKfc5w5+oZLSpbz1WKEwsRQqEUh32YdAZ4z9X1xRRCUTf4WUo57FjaDolcbLmOHUg85xbiMih40tgintiP/gCPkW3y28EzDXb9z/WAMUZwy8frzwPRJ4KSRXyMR1E9m+bbwAQjHBwNu21uhGkMxcr3DYuOvoO8Lxk+mTaotqaFLAmvIt71vtP28Q1lishHM0jypSclEfcOss3qh4k9KObJ2q7LaQYMwXJC8qesB1TcdQ9mxZe4zsk/NYM/+E/Z2AdmzE68FKV+PSGE33hfyXTLgu4eaWVtiyHeEHSLhQwjnnibKQ00MAE6ItbWjwaKEs0lP1MHq8uoIrJgmfyFKeJCH2uEV4hZQ8rnIFjjyniQW7MJ+Loamu4ea8VBz56lKlWOTL5aG8NKZRoEy+3S1tgz6QoIdhs/ZM0Ueu4qegzdyDBAK+3xH8SsYFYi+Z7N8SwUWtT9tId+qEq8usGr/CA1xKoK8oAw4D/WqTdnnEy8T10F4qCXWfKV+E+dnsn500qrvCzPHpJa5sGCINHiSeKidQh71LGw0EsOCWlY6x1NeI46GKFcw4nrMT9weatexWZ02xGcLjxjJ6bosMREUXsZ4obFPq9tRPznebHyo5TyMxJRB1qp3OPqFq8AV8i2R5axGSYch0xZ5VKBxKOEpEfItfs49tIZWYjJdjzYaeOTw+WJWevXYLIoPtg3LOptSX1SF2hGtU9pDTRmwivPf0RmZHN81qEkMN2na82gji24peLgtXvPsc5voSsnazMgO2nrPGE7FWb5tekBUqCOccFjOpNZJQXhcUgj5VruxRzM8NIS7brsGd912DVYsG9L50PjzsHJ1B1+r+JtWV1IclAXlhlAkpZbMkLAtWx1SGtIKrho7bCHfDBtkOx77781Jjlvo5jsTPrdnnFuApFZmm/eH48+V5dvLC0rtOeKiIhyeNnWMVR3yffZodpzTU/fo12xJybgs37ZwR84QJQ35VvlqEMIH623tQFNgmYXYKrwy8xOXeyLf+nHqYM94pF7nvH5BgmGa9d/TXysq1QXvjLqHOiQpmWurjECIst3jusvpclbB0MMY4SPkuRRJioYL+T60F/jxVxnjGFGv6+gjxzaUnds2YHR1kxUWu0f/bDxPrzVeiciYvsnH3PlpYOY0QWfOs9w4IJS2KvuGJCH4PPIEcOo1YRvSZ+YwxpMGX5dCLZEdXHtiSSJ7/aQcJjNE5R7q8X0TuPmeBA+0r8NxrMPv3HeOyEpf0kNtY0QtT19lfmWMkJzs0G4DBx/tjXNqCxAhm2wacRg9Ouga1GwJijvtjL88h1u+8GD36se++Chu+vwDnb3YxjtnC/nuoA1DdvCK3iEUao7GNykZUz7AJL8oEBXqqkDqfK6EF/KkZPn5cnfddg1GGoSATynspKLtWnQoljw8pzbB3eX1FfHnIehQPGl0FkWR3edLeQ8de6jJ8MJ2lun02HNqAzI+TJ5MZYWimZ/r/T40IhDcHUaMbjFmgRMrbS6BRam/ZZnwVRofwwjnCdGiQDgFyTVuGnTZk69mf893UgFTZ3yaNJV5qB3ewpTwUGseTKYtUqGm9l1zfBHwCvkGsGJ9ZixK0972Bo0f5fm2W27Dj9o2tUUgN1C9ccAkym+gSMMZIWwCSNn98xyuvBm4/Prsn7gOqRfMIPHZwtKl82iDopn4cdZHR/bZ28nhSkrGjpvserOR4I6f2UCW5I/+UepvMFEg5NBm5mf1/dn3N9lf1vid0zjGs5mo0MkHyvWn6XF84e8dbZjKhFrGYfQTyw6ukG+BkuxSkKTQ+kZdEwsvFknearcxma7Hq+1N+P9+50Xsunsvn5W+k2xL81CHbHuRvsNKH7Zd8gbnoc6Nv+azffVhYFKZC9iIEL3+nRvPu8/IXjeCnds2kNdNjB8axq6/n8Hkad3oe+TUDHbdvRfjry3XedKSWRr3n7bRSoHpNKPhjvKiGTeer89Z6k6osmCRJnqoIxwImKzZcCRiwtImUTPTMSMkU9bnhLlu5Y9aFCV7Oh0KdYiHOsirzVnXLN4WZ5g40xbpoSbqP/lKFpr6yj8y9+SyAiu/mxlHSYW6o2A0lwFN7gzNss9ZhdQyzSgS1KLI7Y3tNikM39P4Y/hU2zIFah/lQKJ8c0KbzUMtQcii2CaMQ+a55dL97ZzA4u0FNWDLOsyF+5mhZ2kb5LgsNmY2VCwy79o7q9C4jjUTGffMeVnioSHaGl4DbN4ODC2ny1XqoXaUJ5OSOUAqx0Q75KkHicNQw6wfDuVz7KoV2H3DaWxepZfTj/4x689ZYvZQ+4TjU5EgzqMGHfVbkzj5wPXOqEK4cSmfl9qEIVvqme2y4TJWcMZ0po5iBUy7FYV8cx5qK02G8X0TuOW//AgPtK/DnvQd+P985yWS20Kyre6zVvcSS9Y0W99wBl+dB53EZfQHyORvQJZHQIUz6ir7rJ+RrdfZNZTdur2bTM22PrXSRElwpiP/rXsSAHVEmfEejB9o4+bxjTiCiwEAH/vz53HTNy7Gtw7aQrMZeYY9NlD5bg35puRHfdy0UmAyXY9X2pv0MPclgqhQVwXXvglpyLdm0WEsmdaQb6Mu628uIcdmzXcIHySd0Y41syvBBweXIsVamU2F32E5JkPbDTry2CxX/TbDRUDfUP2pnUHN8efgybUPShzyLQipy8/SVif5EIXa5aHmylHecCqEl4QqGFKLLGNoknpagOKz9onSkEYP5MJrw0jIIn3OWkid3bvnBVueAtuxQWYkSYgHtFdB76PpDbf1TUhSMrbvobeTIyi0VAqHUYlbBxPLdbOs2RYLao4i2mmqWbUt7Ts91Fxbetmxy2bx7V9b2f3pK+8/VTxb2BnyLVzTVJieuhw2z5NmdOfaopKSSQ0qAWsaULyP81PA/n8AfvTfgblznfKCPdTOdVbo9GCN8Wbd4O9PtJ1DwUVbGZZUeUOelGx83wR23b0Xk2cc62iXWkm2pToKuKgujdiQ7ZzyULEyUqHmjP7U2CGNqup3h4daaSs/I3vzCr3OLSva2P2+OYztGCXotcYAAHsOz3YSnNFIgd5JAKpCnT9/5Z7GnzmOXQ+0yKO8fvcfV/CscMYOW384o3TMNhRjV6ed/BzvB9rX4eF0hxHmvjQQFeo6QVqZVTiEfU4BK2T5TmgaNszSZENgMS7w1i4WU+syPUK2dkK8zZyiZ5sYuUVRGvLNhOM7Qzep+oeUBDakouhhzS9csinU+b4ot2BYZMnDK2FV2pjnpT6zZsdrpiq2lKdFFZbJkDru+TkUA2ufGGNg+o1sX7TZpjYuBWGTNmu+6xxqLwOJrW9axc+mZ47yNpMh34KjsmzvmW/It8pb4V1JjDnUON5IariieCp4qC19wxkiOaOfjTcvDzVFTsxR4nBU5h1i9w9KjWweChjJFjFvqnOEOOSbUngdxiilbFM5g/b6TfPFMG+q7zkDlDgyKKHHHJe5P6dxzR2UkTjI4Eu0QxmpzS0mQKZEH38x4+vYs7SRw2nIZZ5ZoRyT+EpaNzdu8r5xld3wFuCdtwHbPqDwxzgtUks4v1Ks1U5x571PBwXaHj0z0+OzwUU0MCgRPUB7qF2yIOjnTJVzKeEG/dhls3jgF97ofv/Sb16dGcrebBo8eWfM0XOySLOjMw3DQ63TtVLgzm++0nkC+n2lhh+d9wQ7xk3IFokCbTb3s+d452HuS0Sp5mI/I7whnKzFIXVmWUGCokJdhODrE7ZFVpsQPDCTXGGCF0w8JB8ez6wx1FGGKGHVzCRtm+y5dhwLnLbv1FKnej33cJUWWPJrxHPNFcRcUZXSOT1G3AJn3AsnRHD3kQvBbUtyMCDzZOcRGz6eOdfCYPOGm0L7U/8z+/uuXweWr4RunSUWag+7RBemV9YlLNhgChJcCKKW2dWiUHPzCJcZ3BWK7ArHt72nuRBCebHNd9DcEmNVXEyelLqo/doab+rzYo5msnqozWdkfJd4qKXh5S44o4481jSqHp8oE9NTr35Ro7ga5rnPeTnTUOPwUFNGYvW6+bnbVEMwfgEvA7yXh9pmgBKsadJIMroB4jdCGQb052zex9xZnZx0HASsaSEeaqFRpdguHVY83Gzgrtuu0cutWM9XyXmoLfzt2X8CE6dkx7qZ2LRmBHpSMqFskhHwFTMG35XLh3Dgcx8BZk4B+/6HSVRsx3xfumsAt1UmL+c4uYJ4d7ph3QB2vnktmi+Bfw4aMrpNq2Uq16aRzvrUaGbjt+uhztrac2wZJs6YWz+L7QFZwrPRdSO449btmSddFI4PY030NcX0xo39HO/slzvvfRof2r5Fe76LEdFDXRVcC6TYA5AwZQnPkVYP8eKTggy1KLo8GcQCxAmGtsmUU6CD95oT9Lb9g2Z/2LxOXn1D7Dt1Ch8ugdzVN4x11uQtRy5gdq2ergWEqD8gbItsi8skTXqobYsG9P3gYk8OVdYoR7XrCvnOQxEpw4It5NulIAG8UGy+w1q1jFJgGqC4drhkaWTkC2XsEAgPokgIU2njvKDgQ76ThKATKHoSodH0UNsEliAPtSv3hKlQU3OUy+BLzDfWbLWMUO0zb2p0lGFNqrgQ5dQ+4SK1hoxjrtIAI3GhbLdRpn1L/dS5uGZdrjYpD7U1/wJj6NLYs2xjcq5PalPEO0Bth6D2qnfn1k7dmoHSMge6ottc440cl0JjB7vFzDHGfKITrOOmV056RrrGBpRkW9SxWUizrNmTTxvsEf0bYrwL9lB31p2ZU8ChxxhagE6aKTX2WmBxFO28bGUnwRmNBOidBICkNyfkY7BTt/Qorxy6J9gyb3KQRGpQ602SYM+hWcc53jDO8V68iAp1ZShpcdYJO5cdGWHVehKinCuk0RlSZxl4kuQ6TnnI5RHNy7kWRYuCoJGoNJR1UuABcJWlkpJRfWMNGRXAOsERvOee3q6H2lInW7+wLVNpsxpMmHesqSRK6oZ9U0pbTSHfhcR/Ko3SjpZB12hfs5xbjFYSizGbBNBhZe5VoJRTx4slQ7yW2ZXZ32kL+Wb7XSi0+ChtXaE6V6gdId8mf87waIvQzhp9ciVfsoea4ImiyX7Q6xd5qPNrLmVCalxl3je2bwIMvmVCvufVCBNmXtvyLv3IsLbDSMx6qKmcEB7PmVLAnMZ4yzNZe5lezpWUzLWGtAkjsdhAojVGtK/KKKon3KJQp6nOn9VDLVnTBTD7cOXFfDtctAW5PlmMVtpnD+MY0TfSM9J7tWW03WRblIf63OtZ1uyDjxjUUkXUIW+IjR2JXlaVASee4N9RSqH2eV98vLedss1mQ0lwZhTp/O2eBJB7qAFlDGZtSY/yypFzeOe9T6NlHjLOrdO+GehJR0mCo1OyekKMPoOGqFBXBfFk7RqwoAWisiHfJE+OCcEm8LmS61CLoojPAEumNplaLI1eSV8cC52rrI/XPSTkm+LJxk8u9Hf3EwoFQx8PNacc2zyOqjCpGUYURS8Pv6aehap4kwsc98453jNJyHfapo+kUQVDMuSbex4WpY0T9tk61XoNGpsBitxDLfFQE2AXal8h1zR22JKSceF+xG+kMF8g0uvn5kxXGLstgoDz2HG8OT3Ulj3UmgHKNbYFHmqznUo91N2LHjSdzy0uAZhSbmg5cPUtwLo3ZT+xId9UyDPBB9uWMIxdlMTP0k5O85YP6OVsCnU36NLgSWxc9VifXB5qdZ0uJCU7p3+3RvxoBQmWPJQ2Lrrt4iuBN/8UsP7NxXZYDzUd8m3lz6zTbIukKfbNzm0bMLpuRCxddbPSb9+c/UAlqOTWSKmH2iHbTJ1v4fZ7nsTt9zyJ2RY1rzDyhrmmnZ9i5kImus3XSOwVpZdkCc4+OIRNa4e1ElvWjWD3b75LSV6YoHBqRaf+nRvPY3TNMvgcP5Wi4wk+1qmzqqiBbgNtTM3NY+tn7sN7/8Pfd/oswaZVwjB3T6PPICIq1HXCqSAxC70zrNiYXFasB7nAkYKv/8RG3geXYp8LLQUIwVC4mIhDnKBMQPQCN9tq4/Z7nsSn/+oJTM3NF8gLNAX+pPsTqS/MxNv1UAcYO/LnsHw1XXeObsg3tZ+QoHOGiHYLMjRKWVOgk3h/koayj9oiEIZYmbvtqXwa5eYJYYEK+SazrBKCIfds1GtWDzVjwLLSMIKXNeS7Xfws8VC7InS8BCqHIc5mOc8NalTId4FHtR2hUVGdm9V7ahF7/aXhy74KtdNDbXnWVBI/jT/pWuBjXCSMqxx/XgZVi9FvfpYoZ342aDiFWvU6VxXyTXo0ufdFqrxStA6Fmp0r1d+pbUwUjXbBwRfxG2dcBYyzsFN6DhTbYlzj0iVvdL5vekfRUw303h1OoXY6VULmTXu5ZiPBHbduJ0vm33ckL+FyTOLLHx5RstLnyiWToJJEgOxAlRNHdiR69eaaNnOaUahdxzq67iNclh67IsH9n+4Zvr70O+/GQz8/ibHljxs8mutZVn8zAe64ZbTDhVypBoCj5g5Dtj8thgUOnbLdGpMGdl424jjHG17neA8yokJdGaSLokrCLe650MYo0fnn0XcB77g1O0+UqpOyujn352gMErxTyj438TgU6m5Rh4c6pb4wEy+ZWbhoMW7DJUw6FroQ5ZMTPKk91F3Bnahau9Ap945be3sCqefcNjzUUo9UqKeE82BxbRbCxJOe8t9VVoh6WAWh2wDNn/nZ5FGS5RspyFwCXCha26IIavUSYPdBMkpVzl/hs8HTkG4lJ/MBsHsBlfJctA0Jx0JtC69W+SJplD1n2vNOiu+39B1leSGeA3ddGl5Nec+CPdQET85EPAKDr8mn175DhwLmCnXWSCxtzTMeanId5LYJmPSMYcClHJMKEsWT4xgfkeECxffaesJAm9F1lLZsWb7ZehlFNG+zWw+xpprzpkmj3pO2bog1arp9ksQiA+Xt5zyZNKYsEhTyTTHluif657Edo9j90WuxaY1uVN+ybgR/+KHVuKZxABuSM7h+tNnLSp/zqm1lc8k2DgOhi6ZL67GmqTyZCvXsabp9drzl65N0f7ugb4ioKzUB1/UXnUOzPZuF0edoNMDtoQaAsbeuwe4PtLHZM/y7Gy5uHTcoyjM5zeZ3AiNrgZWEAtzhr4FeG3qYu/588pa1c7wXMaJCXRWoMB+XgM+Gx3Xozk8XJzT18/BaYNUlHTKXwGcJk3R6QVWSfAGRnENt3r/RToiHmgIlHDlCsNquRZFV/qWKqMPK7Ar5lnp08mLLRoC1lxbrzlFXyDe7wNkgWBSR9BKO5YIuGfJNKdQBxg4Trn2HAAoh39021ZBvQukqKHIGj+Q75shZ4CPkqGWbRsRCSswzjSZYBcG6z4pRWK0eAJWOmZ+sId/KnjNXRAyrFIL4nRI+OEHKVzhk5sy8b9hnzLzHtnWHEyK9QzK5vnXMm14h3471yaxbRYvzUJt1o/cc2G0Vyvrhmv+7ZKqAT8gETs+ka/2gQLyjZhRNASnI5+wMeXf1DbV+EMXY+bGogOifheuT05jiktEc754t+qxgiDTCd83P3XI+czlFw/RNmmLsiga+/Ym34ubGY3hP8jy+9PH34qHfvxk/95blGqVC1PnDrAXUfQQljCPuw2sPtTreDEPGzGm6LTIpmVIv2fcOlUlqmDXLcQk8zT3UxnswdkWKB8aO4SKcAgBctHLI6rHesnYEOzfm84HDcM3Nm5fvBHb8M6A5TFxP1ZqRy3W9c7z1OresG8Huj14rOMd7cSAq1JVBKLA4PQBK2fNTwKG9naIBC5w6UKjEIt36PBbF/LMogYuwHaeHWq0/L8ZMvOQZhMUFLnU9u9DoAa2ssH4y5LvHKQ1KoLB4plpmUjLXomgTcFEsZ37elIWXaQlySBolPI71UFv2MzuTkrn2t3OCoWWxV58zGYqtCuAO5TNtE8+aeM7ceHN6cwllXVPajEWRzfJt9E3hXXMILBSPUg+1JOTb9FC354uCnY1ObePgHuCVh+m2Oa92iODOeQByaOeQWtaNQt2W+YbbNyiO0nHMUex4cxlvLfuUfdanbsi3Mme41tyuQk2EfLfN8SlVDIj6zc8Apubm8dt/8ghuv+dJzKh2Iuf6YTFkmd42a8g3lwtFLWOJCAmJHtCeF6FQm1E0FJ9kWHWAwVcqp4RE9olCvl2RLVKZgKAx72NyH/DcN7DswHewOTmJS5MT2LltQ8czmHRqKSrhABQPNZOt2TWXi6NhPOQNsYf6FM0fZehS65XKdT4yPSU/AkQ0g7Gedceg8e6kKZoJsBzZ9c9++KpOKzQft3/47Wgm5jWX7OC6J5XG9FD35Lqxy2bxwC9O42cbP8INyT586aM78NDv37xklGkgKtTVgfRQuyYHoh5z0T7yRKcsocC5FgMt3LRE2FaBP+iLLLkoOxZF6jvPCPEb82zNBEoqT2zIt1GO5S1hnpmLP6J+pxAqFFjIEFGCJldKxcdmdSslP1qRJMD6yzMr5lW32MuywmpCnEVN3FfZkG+TD+57zpPaTgpaCGdDFwmhIW3Tvxf4C8zyXbgP4x1Wk7p1+QEwexY48mT2ueCVIBRq6nmp+/pXbVR4dCzUzugMy3uqJiUzExep37vvpSHgtFvA5FPAsWezZ9AldzxnnzmqQMPM2VpiPtcebYVP29yhCZsB8z/l1XB5z9Ty7HyWr2kqDZWvwsVfB9rJCUJjB3VyxZmJ7O/QSPbPOXdYFHb1s/Iudmv0CscnwIV8247NSlOrYAyAlh1Cogeod4CKEqEiAbj5OUSG4fgz+dA+c/IGcU+sh7oig2+oh/rYc5Y2FYXa5O/1F4HpN7Lvvh5qK3zuyUJT8FAbCnVrHvS4LLmH2iuqhxibKllhq2K+nlk81AqPuYPoQ2+/uOMJpvvgxqsuxv/9rx/H7fc8ianzrn5yGHwtMmRvudTlumazgY3JSWxtTGLn1nVLIsxbhSz9WoQcPiHf3IBVJ6QV6ztFib2NGplr8pGej0yxRNCw56mqiYzMRVGwh7qswCLM8t2Cq01Xch2PxSDECu7sG4u13bqHWuihJuFpTBhZy9RDCRSEsaLrobaEfJMKgkvAD10UDRou5FvtGyqk0WzL5gXNITmmjgSxKKr3Xwj57njknh/v7UMVeagJDK8BrvnV7MibVUryHmtInXovjGBoUxDUJC7mFob8+xU3ZgYfILsP1aih8tRWBbGygrvUQ63OZUrfPP6nwNU/B6y7rMhTQQCnnlvnM5eIRxpB5TIsuCJ7OAQlvjJ5UtAmDBA6kfKReJfzzydezv5etJW/D8KgPLJsGQ587iPZb89/C8jTZNj2lPqEfNuMSqaS6vRQW94XrS0f4demiDLvO5fMi+KNKitWwNTrjvetexvcvVsMC9bcEx1DBilnME0VmHIQOcaNftWyfhz4B6VYE4BtzVOrDNhSIo3q0do0xmUhfJpYY81ypIe6SDO8bKg3rqdPGnyYnynQMlrCyQCFLN9mpEauUPfqH7tsFu/fMotPfe0gptNh/Itf/AA+ce9xlhVxdJtGBKZ/Ogo1GLkuSXrRoa55fREieqgrA2WVFFoyVSQJsHpz7/vQimJZ6qxjlzJBCaEqT+RZqjaljQv5tiWvMK3MAQk5XOGUQg+1M+Q7/2x68KT96KyfglRhhf05kCHfHaHKtofa+Zxdwofj/patJMqpfWPcS87r1Ot6WRXasVmUh94l6EiVcBTvP22DjNQw37f874n9WQgpp2Rbw+OY0ExfBacQ8m2833lbs2d63yUeauo5D6/O/q3ZbPDabYjm2VQMQkK+0xYKfWqLIqK8Emo4vlm+gICx4/RQG4Lh/gf5+tV2pF4zp7fBMq9RnkVAMKczfU6taQkxNnUGi/U7DQMWIZ4aY+eOZX+7xyPZ+NAqVT5SirIqAjvWNNv6xPWn+hxsBihu3qO8qNrr4hCKbWOAOmrQpHGFfAeFCBOQRjVpNELjGhvyrZSRhnz7rLMu/vJqiHayd9HSVrCH2iXbSI0EAXuoueflzPJNsRTYN1T0iM6kSdDh0YyeMcelMQ469TeRYnPHE/yTl1J7nRUaFsT65CLv3H/3ErsdyVLvIkZfFOr/8l/+C7Zu3YqRkRFcf/312LNnTz+a7S9cih5Jw0w8zSHgyp/Vy4gTeGkN9D7mVmpKiJp+A/jR3cDLDxrklOCWL4qG96fbjiV5RZpmdGa241LJcUBPpqTS1isnTkpWUDgc1vxuMVdIueueXOVsAgVBY4Z8O70eQoHFx1u6bAXfJhXml/N67Lks7Ix6Fk1qT6jAaFXgw6UUKHQqPeU5NsdN/vfgI8DE40Rb9KKogfVQ5zTcXGMuiobwYWb5LrSV122Ml4LASynUa4wfjP4Re6gN2BIssknJ0mK/uHiSGjtMukLdDJ3TQ20Ihl1Po+19SXq/U+8xu4e6yxTz2QClCHFtckq++kzIbUxCpU1vrMiH0+NomQvzsZCPk6AIKkIm0Irl76XjHGpnWDH17NoODzXTFrWmBxmJVeSyw3zxN8C+FrBj2cNDTRpgfLygBGyyg1Whtsl1AWK5bU5joCrU+edE9f5TdZCOEjDylodcFxLy3Suo80R5qMlx6Tr3XajkO2lUOmZudnqoqaRkPYNvatZv6fuCAc/loQ4J+aaMhB2SnoeaZXHRonaF+i/+4i/w6U9/GnfccQf27t2Ln/iJn8DP//zP4+jRo3U33WdQk4jQykyhsEfRlqUbzMSuNmUJqTv6VPY3D2+z8Wez5qvtcMkrnvxL4Ol7inX0GiB+cy2K6ueALN8Ucho1JDYP01KvA7wQSX3uEdlpXBMjuQBZ9lCbId8+XlCSP6ocI3xseEv2d/M7efqCMt3UjRmTTxZpATopmd4A8VtA35D0qbGHmlBeTb5OvKzXL01Kxu6hdoBaFNX6zZBvCo2mwZKiUNtCvpetcjHH/G7ev1HOmpCJSUqWKoKizctQ2DvqEKhJnqRjx+WdMpLamfvoKIFIM3YQY5M8VhDF52B+NstpcK1pqsDLzWfE+iT0tNH9yfWHUKnqGliYo+O0opTXTOXP7nXv/sK1YXvmTprUPndwId+kgkg9Z6O+0xPAS9/JEqpmBYk2VQ81oWSq80sOMymj1TgGvaz52WdtdrZjkeu4Y7O08gFygDMU12GIolrueqhBP7NuOcLYAbhlB6ciqvORo5DrhutPzakyVKSheGowCrUtL0hodFuhnRQrl2fh4wc+9xGsGGI8uYU91PS81v0kmDOLJTga13vGG6Ma6vxkPLM0DTHGLQ7UrlB/4QtfwCc+8Ql8/OMfx/bt2/FHf/RHWLlyJf7kT/6kUHZ2dhanT5/W/i0auCymvgJLQaEOSF5BWpkJEipMmiyofNaszEQ73MR7fjo7xqCl0Ds9+R6Lie0c6kYTrRSYTNdjIr0Ye/afQKudQnt283PAkX29kFdVqWvPg5x8xAtIiUWRO8PYuQ8S2bOmDAQF9qSLu0bE15dj2/uB93w0O+bNbIfbQ90Y0rN7r95Ct0WFbTnHWMmkL+pzphY4U6i2hi8aibM4hGb5NmF6l6mQ7wINYRwrKC5U3zB7CEkln+GVKmfbvtJNStYqPmfSc2S5D8rYIXnO3tFKan8avFnpjHvu0lgEaudcz/BFNu9hXCR5UtcNm4eaM6BQxg7HOitVqrrzrqFQi6PCmDXJZvTkQlBtc5QrhD9N7R5qdt5Tf7cY4008Pw68cSBL7GfylH/m1jLNSGC0ZfJm3W9N1MmhrIeaovEK+SaZEvKkkrjWaRdyhTrV6zfHXmOIqZ/gz0euY55z8U4Z2cFpJHaMN1P+4BASoaLRMXOz+ZxND/Wpg/rJBXkdBQ81BW4MSN9p1z310OqM7XPpCB45thwtc6gnSv5x1/q/CFGrQj03N4fHHnsMt9zSy/TbaDRwyy234OGHHy6Uv+uuu7Bu3bruv8svv7xO9ioGZZX08WoYNCKF2mOSt2Xq5LwWNuGD9VC3lTptCsJ8YUBNzc3jX3zlMdx+z5OYLYxEA6wHgAj57nwe39/CzeMb8UD7OjydbsXHvvgobvr8AxjfryS9Ovo08Nqj2b/ufeT1cPvGpcYOBT79OTcFPPFV4OXvyujNa6pimi824pBvB0hBguCruYy5P0aIajR1QbC53K0gUJ65oHHjipxQPlOKbiGJj0U4lCYY5PrGGbZFKIpqWe4syaGR3lfqHOrC/KTMFRvekhlRCjAVA26hzvvRdU8EuhZ9c/8zI4TbQtdJRSSAJ8Dep5ynhQqtzwj0r4UQR4vQx513GmJYImm45+Con0p85bO+Fa4x40UaFWWuu911wCFQuwx41j3UnEJNgVJaKANO6sjy3WbeTaHsII7mUT5zxngt5Nscl+Y863o31bJmW8xcTq4fQuOq3qhRXweaLGGLsgnZAhdi7C7eR1LgzajDx0MdEqWnoNVOMZlehAPtzZlyloLpD7Mtc+ykDJ3poRYYiV3zEzsnmeu0Wc78bsjmZ48CL95PzJm5Qk3wx3IiNRIThm/Lcx4/NIxb/suPAABHcRF++6ENuOkv5zD+vJKPBUpSsuih9sPrr7+OVquFzZs3a79v3rwZR44cKZS//fbbcerUqe6/gwcP1sletZBajF3hcT4eamfItxq+qB/mPjU3j//lT/Zkyis7t1uss5oiQC2KTPIKjR+hJdMnZI/J8j1+aBi7vjWFIzN6W0dOzWDXt6Ywfmg4o5k5ZbStKk/z9KLrWtxd3hkSyvsy8eMs4/KJ/UQxV5QCen3vOjLH6ckJCKkmf1fbUeo2PdSj72LqUaskhFVx2BUC+0YpR55de17nh1rgc6jeGmvId8mQOp+Q7zTV91aTHmom5LsxBLzlA8DFV9r5KfCk1m3ei8Oar9J0+WoV32ebV4sM+SayfIsiAXwFXrUNU6Gm3gXlOqBve0hb9nfajBoo1O0vhIuirqgQYe2drvpoJm68uNZpo5y2hYkp69zyY5+jEhdPtudcNilZmoKelwPkDRe6NJxhWilnPmfzHmzRJlQ5jlfp+pFwXyyGIpuHukzId0jkCAH9akehTlL6PcvBeah9DBcUjSFvjO+bwC1feBAPtt+Nh9MdmXL2jYszOY00XKtrmnkUpKEQbn0f8M5f5iN7yHvKi7kiRxz5V0wP9czpLEdMIW9Jvt4oSv/ZyaKxI00x3GzgR//u53Hgcx/ByuXF9TyLwszwwwNvIC3cF2cklr6bmTK96+G1mDyje9GPnAN2/c+DHfk6o+/toXYYoRchBurYrOHhYQwPcxnpFgk4K7NU+Aj2UDssgITAkpptFcgtE4rmmVOua9Zsh0JNeDTJ0BXnM1P5K3rbW6027nx8dYdNvf5cnLjz8dX40HVtNFdcZNRHhGmJePJRcAga9X2ZOkZVQJBz+1qFQqQzKRnFRoAiShl9TH4ay7KkVpt3AJP7oCfvUlDamm8RiDQSpm9MD/PRZ4HXfqiXK3hb1M9EyLfUmu/0ABB0Zjky5NtQqE0vlqYgmdZ8y/tSmAM5hdoIr3WFx6ntWpOS2TzUBE9tRSn38ZZKjVFm6HtBkUiYudl41qrnq93q/U49Jy7EXzp2XGsO2zeu9cnioWbnfIvgznqoqb5h7kONcmCiJmZbbXz4C9/FS+kLePp//3msJA2+jiiawjUOlGGA6w/lOZQN+e5WWdLY0fVQu4zxVMh3UZEo1i8E1/dmVJTGn8/45wx3nfGthOqKZQeJ0apAT/fNcLOBu267Bli9CViuJyktJCXL5/40zQzczSG37FDSQz2+bwK77t5buHpkuoFdD6/F7m0TGHvXpXzdzWXZcY2nDwOvfL/TjtKPl1yVfWwdNeoQvNMh75tGb4z/fX+T/V15sVkw+1MwgJrvmX19P5huxEf+rHef/+ruvViBG3Fd4/leG07ZgVunM7pWCkW+LtbQla8vnQWQ9PIXLcGQ71oV6ksuuQTNZhOTk5Pa75OTk9iyZUudTS8cnJZvFbaBa1hLSSuzS0gxhEODpns1GdLLFZJpUEIOJ7BYsnyrYBL+0E/EtYAo17t7KHs/7TnSwsQ0v3cwBTAx3cSew3O44fIR/aJ5DyEeCt/oBI0GwNQJok2L0F5QQFzCV17OZc0XChVcOeuzS/R3vJuNnDFodMupypdUEQ3Zd8f0p2ZYagOvPlwsV7B8E545rZxLuRF6ADQ6lYYYLyZUJaA1V2xLkpSsWCnDm1nMFfJtmze5pGRgFGpjcWdDvqXCB8eX5N003mEq9FXlkQvZo8IKc5p1lwMnDwKrLiHaNnmSGgopxdjgx+U5lh4FqTVrm29S8qN47KjvC8BviwKQcGtut4B9S1JCleMiSszrLg+1C2zIN1VYaHRx0ZCJHKE/b1fIt20sa3QOI7EjHD9oTeMi77prVEqPE6pOD0W0QOPRNyuWDWVK9oa3AHPnjOY69WzaXqArlGHqJ0Gsaa12gjv/9mlGOUuQIMWd9z2DD+0YRVOVHbR3pwkMD2dHNubtkPISs4faavB1GPycW17yckbdU8Y50ZSHutAWdV+9dg6mG/FQ+xrgnM7TNIbxUPsa/P2zr+OXrltT5M1sy7FO7zm2TCZfH1uGG64axh/+xnuAubPAMp98HosDtYZ8L1++HNdddx2+/e1vd39rt9v49re/jRtuuKHOpvsPcoFzhSNZlBZuj6JW1pWQyj7QSQ+1dh61RfjgkiR1BSOPPdScome9J6WcFtJTXBSPTsksYUfPFfd1swspm1iqS0jQOAQvikbd/0yGjLmMHY6yWrGQKIgQEP2ZGIti4SxJLpRKUb4S4p3w8TabtBzYcErz3SFCvhNDodXoLc/Xy0OhEeo0ubfB5NFsS33e5hn1iapQE/U74bJ8OxIF2d5TSVIyqzGJMA5K4JqjrPek9ofxbpp0bSZSQ4VNoG4MAW//MHD5Tpo2dBx0aZi5sKEYOqiyVKRKqbBibh20GCJVpG29/6mQ787nBtUfXP22PdQWpd0g6X1hZQz1ORD8jazN/l58tULnMqYwTUlBGeEohZfap1t4x6RGRY81l8q/4lw7LcarwlyYEP3vkOtCIqjCOkdphxvPFqNiez7L8K5FdXjw0aHZczTBxKkZvhiy63v2K04GU3YgDbJEPxa8v8azFod8C8BFq3V5Mcd+wvwuGQfAUKOBl4aJU1WUsp+97wXMzXsYxKn3GcDRGZkaeXSmYeTS8ZjXFwlqVagB4NOf/jT++I//GF/+8pfxzDPPYNeuXTh37hw+/vGP1910nxGgHFqTkhnKUYiyQ3lbFBoyOUBbEZ5toTuuPdRODzWxP1HjCaTwQWJ4DbBifeZ1ITxum4jjjylsWkkMB9LKbEKotLloKPqU8NoCdmOEqQiEeKjFSrhD+KBAhsc2dOWS9L4Rz6w5nJUxz7juKnouY0dJwwK3H1ClcQqHtra6BeU8cW1RYNtS6Da+rShIFIRjQd/bvMFUOcpAorWpEWV/tKRkXJgo5dUi3hfO6Of0iArHG2XsMBUxs63WnEBgDVGQLPw5jcRpdpLAs98AXv0BXXe+z7tNGWzBGDtcAqtQqfJSkJRyWsQMIaR3nkVCPmemfmMMtNopTqRrcKC9GXtem84SL5mwzbucgK6undQ4u/rngbd/JBvbZp3mZ5IPoVBMKl+MocqWlMwsJ/ZQe6zNYkGfaqfz99jzWQIprpxoDpS+ww4an75R+dLmQOaIMxOvPJRleD/0Q4jHGDGPH52RKalHz8wYc4Zyr1SYNGdc7PLXKPYNueZS3LjWJoLQ5MfcisN6qB1bH5IEs602PnHPwY7XmF8j3pg6j5+669sYf+Z1uggZ3VbkcdOITCnfNNLO7jPEULpIUPse6l//9V/HsWPH8O/+3b/DkSNH8O53vxvj4+OFRGWLHk4PNUnEX/JNSkbWqSrKlqMvWG+URWChPNRtwqLPgfVQq001ABDJhUyaJAG2/3L2OT9LW6HZuTnB6IoWjkw32aVoy4oWdl66DMU+oa1ypACtFXMIH1IadtKhFi1if7veAPN7XqVjH1SQB0Alt7x7SVI0BJjlqPqXjQBX/1wnW7VD+e7y4Uqu5iGw2DzUVAQIYDxnKuSbasoltHNzjWxRZNu78md7oXMqTSUh34KoA5o5gsZ41tZzqAmlkA355uZAgwfnuy/xUBNzjUmnRqxwz8cWdeFUwgn+koZdgUlT4NgzWdIcru48+V2LMNgCTCZpohyQKS1zZ5THVoOxI02hbV+i6m8sA3Bep6bqZ47DGt83gTu+/hQm00ypffivDmJ0xcW4491nMXales8WA4kokRlliFzeG9digy9vGOBB0LAh3+qzs82FnBdUKg8x8ya1Zcon5PvMZGfPrnJtaASYn1HK5s+NiIih6pQaCSh6n75R3zHOeMkZiIEsuRaQHZe24S2OtihkbYqdH2tGoI0B22kZWkSW+mwZr7DVEBEyBlRyxdA1P9v7ndt6pc4dzWVG36i8Jtrf6VSWi+rEuTns+upT2H3DMMYum3UTqOjcy86N5zvydQNUDqSufL3xfMdwIDVcLT7U7qEGgE996lN45ZVXMDs7i0ceeQTXX399P5pdGEis+Tm8Qr4pT5ZH0jNbYhJKsHHxp3nm2kVal5WZ9VCrbdk81IRiwCx6zSTFHe8+26HS68op7nj3WTTNcNicB+dzDgn5DqCBOZlCv2dOyaGEVaHFmFxAWP4s5bS6qOeQMOcLC6IU1l4KrLpYb9fmoXaFlXqFfDPCIdDjvTAOmPFmFTpc8wYz1qiQbFNBJmny8lR2Y1WhJuovCzMpWdaAwR+DXABJ1RwNHXoyrNjyfhWO3sppQgR3y9jhnp1quMjRmqN51Qk79foYOygQSht5LGQKnHrNwk7SExjz8WI+VzIpGdE3x1/KlJaJJ4DZ01RjxZ/IeddhjErbxvYlov6OkcBcU6z1dz6PvzyHXXfvxeRpXYjNEy+NP0fcW0GYNnln3ktx6GqIkdgHhOygQvNQuxRqLvGXWVb97FJebYZWbiwrz+68sfcYiR45pY1nodImjTYpGz3AeahTykPt6HvpWkAY8HduAkbXjVj8qilG1w1j57YNgjVbfQ5EP3K5gmzRA857Yp65aYxIU+D8NF+PqQcAHaeBMZcRHmoAWJH4Kcd3Pr66GB1jbjct3Hv2vZlAka+pErl8DT2p3RL0UPdFob4w0Hk5OGt2d2wTEyMppBhCUeks3+1CsZ41SQ3xMfZLcu1Q92HugbVNPoyHmgz5doY7UdDLjV02i92/uBGbjfCULetGsHtsrWKdI5Qi8rgp1wLnCEVzITH6H2CeA+UBYI4Y8QnFDgorI3hyQrUyWxQA0eTr4o8qJ6ThBBZJyLct3IuynkuNHU5hsMOj9rcj5G3/JeCaX+FpCmPTmMuo99Msx/HrCvkuY4zqJiUz91CrRgKLgYwzQvoIUmQUjW2p5cZNUvxtftZdPym0O8am1aut1k2sb2kKnCkeg6kULHqoCwq10EN97LneZ1vUlV4BwZIrVFhR2ri9zZ11oeG1FjSyrLjfnyZnpnz9u/PbE73jbmwGHJGHmoDTOBow/0vDq81EjoXPiUN2oBOaij3t3Ljp9rNjLFN1pWlH4VGvNYDlq/jy6l+OPwquMPFuG/ZqyHXQFvLdnWNDxptMJmg2E9xx6/YCd9n3rN47fuGtaDYSwCU7aEYCas5UzwVXTkewIXQPdafs1PkWbr/nSfybv/gRpqYVA0yHv9lWG7ff8yQ++WePY2puXn/+BQ81sYe6c38bcRIrMMMY+3Sk6CUNk9xD72vv+9hls9h9w2lsXq172resbmD3P93Wk6+jhzpChJCQb8rKzHqopQlypFY7lcQj5NvqaVEytbrCtggPdaud4o10NQ60N+ORY8vRalva8hJws/sbu3o1Hhg7hpsbj+FyTOJLH38vHvr9mzF2ZZ7ZOy2O8SShjSQu66jLYiw1kHAJXGxCdWEPtSXhj17QUb9L0RFaxL1C6hx7AVnYBBbXuJQKLKl+jjS7XcBUHlwh31Jh19WfJp2ClRuy3ANAMURPE6o69apGpeF1IN9PJ4QCiMsTYhs72vvCJCWzeefMPdRSxcKVf8BGw3qoqeRMjDKh7QcMGGckiDWtQTw7ybjs7qHOPdSSKBqDDwBkZJTXHOWxdapbP3MUZvcMd9e8qdPvObYME+f4Z5YiwcSZeSXxErV+EH2jQR2fwvlMY0KoHDuj4IgxwG6TUe/J8p5qnjmHguOaN50GfA+YYbvLVgDLVhqFzOcW8JzFBl8PaNFdjMxhW59USOVOxuA3tmMUuz96LTat1Q0UW1a0sfuG0xh756ZiO842ib5vqjlp2ryxQ6JE2yLiCJ4SpEjmleRrxtjp3o2ZlJbbQ22gkaBzNJYcxeRilncUKMwbY5fN4v7/61W4EodwQ7IPX7npBB7652sw9o4NvUKdPdSzrTZ+6g/ux9bP3JcZDpYIokJdGVyDz6JUUSFlaj2S0EPKKmkRPFvtFKfaqzLldbLRC/fQQliL5NaJ0Tz6xMNDPb5vArd84UHsS9+Ch9Md+O2HNuCme1dmB8J77VGxtJk00EyAzclJrE/OYee2DZmlU5tI0wINHfIXYrhgvxRpSA+gUDhgPdQu/gKUAi9rtG0McMl1LH1ja7eMwOIT7ijxUBfqU4VQy94vjsbLSGAKB0Tdb/kA8BO/qSgICl1efv2bgc3vBK68OTvHs2Dw81HYHMKHK+TbNnYor0RO49oHbNbdJrL+F/gieJIao1gDjEJT8OSmdP1cKLYYQqWNC48uVGfQmCHfrJGJMioy736ZvCLOe0rt+7qBrpHAN+RbnBX3jJHtmFKqNGOHkWQpL0e9w5RhxGXwdckzbO4OA9yc6ZWULGCMueZNMu8LtQ6STBWf2bKVwHJDoU4kY9NliPNQWM8eA448KV/TzHuQ7qGmUMIYP7ZjFPd/+gP42cbennL24eMdT6cxV7ui24j6C2irHmqjLBt1SskbDIxnlwB6yLfhBEnN9QxAwTimRbcVx/PlyTH84c6TuMg4CZZDIblYwbBg9mGxT5uNBMuTeWxtTOL6jXNozp3SyzWXdb+TpyMsctSelOyCgVj4cCyKFC3rnRZM8gRNNxkKrgBS4OEHgdEVK7NkKFcQ1iLpxFgIkTM8KKqy3p7vCgDjL5/Hrm/tLXB7ZCrBrofXYvfKFsauNu+pnNKmt2WbGBM65M8l2DmfWfGnQrtmQdLjRLQZ6qFmw8stcHoAXPSucHTlOTh5ChE+hEYCEqnxTpvbJQghxVT0qL5xGjvyYozQrtGZiiLznJeNgH7WSe+6etQSm5TMZtASeGcAOqOyOBJCoTHzQViTkhmGAZPe2T+OcSD1AmpIGEGRqt8SRaO14xib5PrkaIfqx+YyPelO7g3iQr4LdYJ5ZraIEAbOcHymHSrkWy3b3UOtERbrMmQCcVbcNR1JmJyiiPsYUjx6tpBvNpqF/cLTpSnw+gvZPa4mEs2SxkumD9V7siltWrRJgPLJzZvSpGROD3IHy1cVxy+Xe4Iqo8FlUFTpFZ6e/dvssxmOnhUs0gDGemWL6uFArTXCdVbho9lIsCV5A0iA6zdegmajqa+fUq+9pnhy737Kr09JE0Bn3nJGRHBjO9H+JknaS1YHFIxRXYX64quBg3t6/Jiyg0Mu+LnLZvGBt4/gXV/hjyJLoCQNM7ig7yH/Sr+nmqI8fdKYM5d359NGkspFrUWC6KGuGqTAAXogk0o4ir9xlt+AxCLjL047kqGcUhk06jY/G+VMj7u2p9qw3bSz7N2i/WQ/mO/tJwsJ+e6yrirU0gm+QYdTSj1mbP1UWxQJYzUkherO/RU81NRewwClrXAchUnvsdD3iDrXJB5qHxjvpFanQ2DxCvlWnrWWgVltx6xb/S7cBxoa8k3SO6DyyPaLqVAHrIw+wr7T08RZ9JXPVqMn8b6wWb6F/DnDMB1zGveeSj3UPuH4VqXNkZSMaqehRDskjeKxWU7Bk6vfYYwSRQIw7Zg03S1M6l5LhZfmMrRSYKqTUXfP/hNotRw8JY0sK+6qxGpCHF03kiVe0vhzzJua0qTSuATjAENkTtM+nyWJO/AQnX/F1Z+k8irwUIeMS9e8KU1Kxob9mh7qFb3zvtmyLoWfWP9CombOHSNoGL4oo6JzjKl1hMhokvXDrE95X6wRFQKDIjXH5PyROXQKFRBtqWT5+pT/SZGo8oLBf7eWoeXA236hxw/nyLGMl+WWA3fyu+kmDdOYEN6TQZOoOZm2XAPtmTWWdeep5aDmi8WNqFBXBpfl27IoUuFXmoeaC40UWko7aKXAnd87ZVdev3vcrrzavO755Esl9zC9vK3zAFLZfrJzUPaTOWDzaijX9ORn+Y+E8MElJXMucD57u4hyXH/awnC6Qo4g5Fvs/VHrpzz1wrq1utRn50MjVNgB+2KgDUuqP4X7282y86ZCbfKCTEjnvKBkW11C5SO3wLkiYri6iWsuoaiKkG9X+C0XUmcVnlQaJvmRNOTb7CuKL4q/Ak9w9A2jHCQo3ivnbSaPZjLmCsBvbEr7h7r35jL6e7vVyTsgeIedYaKWMHGWxrVOK3WbW5gAbbyO72/j5vGNeAmXAQA+9sVHcdNXp7NtSpaQ72YC3HED5d1WBNxbt3cSL7nug9rTDb1vCnOA+S4KjcTUHNgxjCNtF+c/tWqtGYeBBAnIflTLkds3qLKuNYN63wRzbaFRYn1avgpYsyXbKnP59XQb4vBtFQGyg2ns5WgAw+AhHGMkBEo4FRHoRKr9IbfGqG2qY8DkI9/jvnaUn88azJxErU/s+0KtT7Z3i5g/CiHfEqMkoCYd3rRGP+96y7oR7P7n72aOzHIYfJm+6nqoV23sKNQKmssyIwGA5Vg6e6dzRIW6KoSEfJM0nZdUHcSikG/3YrDn2DJMnOX3OaVIMHG2rSivEquhUi41BBC1fVOh7uxP9N9P5rJMywTDlHt2BeEDwJt/KlOqL7vOrex06VzKsXChLkyaNiGcoaHesyDB05VwT+o1UEkowYgR2qUecK1+l7GDZIqqnOZJRUFoIfqDzD4NkMKqxpJAsbP2iaRvqHHgUKh9PNNcKLJEodZgeRYqjWqsMI/0633R69SMHVyWb8sc4GPsEAksZn2MYYkM+SYZofnrVu9an4RGtaYiuCWJ7rHm9qbnZU1eW3PAyw8CJ1+lxw5L3y1IfHYp1CnIc6g7v40fGsaub57BEWP9OnIOWaTXC2d7PxLGjrGtDTrx0roR7P7otRjbMergjwhHHyI81FRSssK8ITQSk3Og0h8upc1pjFbHgWVe4fZQu6LCXDTdI/eE67n6mVqfcgPH5TuBzds75QWJz5zrNEXjeA4tlzdQ6U8qaaZoXu7AmZxOgc1BUKiCM34mFuXSwceOfwa869c7CTpN2THniUlKKI1y1JrPaBoOB4F6Jc8M/rt/vhcz55V+dBmJu+V6td276ydxc+Mx3JDs6yXl3bGFYcJh7GDWtDynRLpyIwrbN5rLux7qYVDzxeJG3ENdGRxKi9VzypxzmYeySEK+qQXOGLBi5XVyAlhzTK6MmB5qStg2BbFOOKX3fjJp6KpDMCRDvtO0OEcmjSwj8rt/KzNynJ8xyjPWUa8Q3pzE8o6odOdn7AqvuaBJFxuXh9oUDNkMsgyk3mDXMWXLVmZWzjftBA9z0dUYsZSH4B1T6VUvgGHlpYQnM3M0FfLNCRXtNpNMyGhPhdNyTkAL+XYo1GVCvl1zJlVWa1NjqEhPCYaAw9jF9ZVwPHPeYLFXW0HSKJbhvC3WMSPoG6sgy4V859U7FGok2XvbXc/OW+6deGZHnsjWlhMv9zLTq+36GKN8DFhtYn1ut7JIr8dXd56qTpt2frnzu8fxoRvSTtJL2gs6tmMUN151CT5x539Ggjb+11//JbzvXW8reqZJY3mu7Cv9rhkxbAYviaFKOAfatrwUSBwyimpctY0NzSjpM8YoY0qAkdjcvlYoa4P5DKRygKtvHGsa1Tfk/GQoemRiPsdcmLclChP3WTcYRTFxKdQW5bU51MvvwBl8yYSPVBvg39vu/Sed/wkDDIfOe1mgYRxtrRSYTNdjOh3GI8eW47rVvXJ5Ul4k6CXlpU7TUe/JM+S7YcoO2tFfy7se6u2NV/Dm9CjQuhlLRRVdGncxCHB6qIlFkRQoVZJG0WKoXbcJhigMWLHyevJx4NXzvYVDa4eiyCcTw2quCZfGPbZbQIrOfrIGjpxrM8tEii2rEmU/WX6BE/QtCwuXlIwLLe1wAKCnyJhlXQoHxQfgUApA9ycAHHwEeP35bH9WgcZUcjqgQhddyjup8BOWWqewqlVA/OYYN9pz6JRdvQm48meZJhJd6SBfKlfYqlDIMRe4Qsg3JQgL9qgFL9quZDZmOyY9NQ5cCrXBk9V7YTwPVWDp2hWMe8j7s90CXnkYWHupXBBJPTzUlEIsOV2h15jxV6m78NlG42pHLc8Zuyz3JA35Vo+DY8cmM98AdPhxnqisdZ4/25kLK84hzuytwjHvsnvV8/VM336159gyTEzzGxPVY69uuPJi5pllf5qNBJckp7AmmcLON68hlGmukZw3RYTjkpI5Q76p+gMMvvNE2GiosWPZys4Zzgkwd9ag4faOGuunumZwICOwGJ62vR+YeBzYehPRpvGch6gkYEp7pw4C6y5j5rKyhjhiTWvN8bKN+jlN9efLGC5mW2189utPAQA++0/eieGm0g9d5V2wplHeZicoGsv7yhkhiwRGvfnPHnmRXHO5RsP3Y0J8SwBevu/UO75vAp/9u4twpH0JAODhh4Ate4sGLDqHkAHn2k7XkZgynWrMaQ5puR5Gkrni9qBFjBjyXTUkId9HnwV+/BdZBjzAkpbfIrBkBRxl9QG7c+N5jK5uWoKlU4yuSnrZ/rqeTuGiaCZxsQlyHe9PMwHueN9qsub8+x07oQgaromXUmIohZq6J2IBZvebqW1UZWWm2jHKvd45W1A9csFss+DVFgqhzqRkln2a2mcfAZeYrDlvW5lFUSvi4M9LYLF4ATjvsHY0HbVHzcUXY4gL2aerV6ASdn5yKdTmOyNQ2G33wQn7x18Ejj0LvPSA/T3V9rtSoYsJIxQZRkHAL+Tb6aEWRA9QAgv1LpJjRpqUTKiwqe81Oe6ZsjlMDzWgJCZj9qab/AUpExR7xBwl2atNJSVrt/y3KbEhoznLAQoSZSRlk5Ix9dnqd0U1BYV8UyDaTBqZEWPHr2QhuQUSQWQUJYN0p0DjHevOHZaQbyTAxVdm/Ky4SKfv0ih07/gnHGPZn6PP9OS/QhFONjFvxIOmdb7Yp9w8SL0HoiiiDijDigsSIylnKEzgmOsEhhWSF8Xg6+JTGAnWaqeYTNfjlfYmPHJ4vndcrYEGikaj7DdujGan9+y6ey+OTOtzzORUdv9X4TU0Zk4WGwuNHmDWgpz3NL9uRnQoxqapVHim1yJBVKgrg2OhVj+/+jBwfqonsK3a2LtGeVLYkG/HJGoM7mYC3PEzG7TSPeqs7B0/vbyY7Y9t04AtKZnZorKPbuyqFfR+slXA7htOY+wKCz8cGCFquNnAXbddg2/9mw9g5XIi1KcwIZoKtnIf0nBaqWBIRhy4BBuBMiLNhuu0llOeFo+Fyia4aWGllAeZ4YkDFcJL0lPjRrofy3hfCgp1W/+bQ1OopUnJFB5DPNS+AovLeFF4Pz3egy5rjGFAbyj7ox4xIjYQER5qzkCWtoGpEyjeB2GICBo7NgMWY+xIGkV+NMFdKb/2TT2aQmRECWEV0BVC0hPuCvk2BNPWHD/GQvYoOo0dITkLmKRkaSvg2CuhV19s7EDvPrSQb2FSMlHIN8Ue8cw0hdqxT9c2bl75x6IBv9FRrE06bg+12BnBmO6tRmIOhDywZgswvJoufn6q93lePVNZrdJmGAXRnwYfVDlyzFH9merlQrJ85++BhMam5BfAzWsJcMnbso9riNwDUg+12f9dGi4axW9+Gt83gVv+cA8eaF+Hh9Md+J1vTOOmb1zcSWKYIQ/Xnkg3ZKcGtNMufXbMFNE3Hbo7732607rOV+48OoxL0Hjpfu03lb/irTjmDZUuV5K1kO/O81yzBdj0DuCKG/WyAM6BieRYpIgh31UhKOS7g7WXAkeezD6rnscgD7VdMRi7ehV2f/Ty7Bxq5eisLSva2TnUW1cBb5jNSL0zxp4zlRcqKZkyIeb7ycY++6d4czKJXTdeihuv3oLmmVl6MfEJ+XYKUWrfEIu33oB60fjL8SG0Mku9xixci1ZJwdPlqQoJ+VZ5e/MNwKHHgG0fIGiEVuYkMR5zgMDi6k8uHL+wd515P1TB0yfk2yV8SBQ9lzBUaIsbZ8bcFBQ94DBC5t9TGFZuy3ug0pOGSOaZvfqD7F5UgUwcFaGSqJ4Fxhil1q/ymZdZ/+YsJHTDW4DJp4o0FE+XXJ0pVKs2Asdf6BSllGPXfRhzOWBMG5QnnOgPVbnL76+b6dvII6DCafQrqYiSBhIu5JtIStZuYefGNkZXtHBkusnM4im2rFnW26bkeA+6V6Xh+AD9HMikZJL5L8BARPFh5pAAZPPamUng2HMO/kzDkuMoSGkkRV42bTMyVF5GMm4Yw5gKTb5Lwgxx0vVJRXueeSY5DSNrhmT57r4HHjTe5aDPg5vekc19avQAWZegfrNPNA81J4/ZDNc977F5NT+udvcNpwEAn/3RahxpZ0nCPvbFRzG6bgSfueXNnVoM45jCy54Db2DiFH/WNJBgCiPYe3y5yq0DLmO8qlCPAPOzWLFsCH/5L6/PIsqWd+b7JMkS++ZoDncNBwfbm7Bn/wm87+qN8u0uA4yoUNcKj4Xqqluy/Tmb36n8nE9y1SQly9vKldfbPvsn2JiczJTXzfOZZ5psSyDkTJ3IzqLkeDGtfJqVOfvTbCRoJm1sbUzi+o2XoNm0LAA+Id8+Xibz57ZFibF5qEOszEEhjhIPtdDK7NzXzWxNSFOIBCetrZxGUao2vR3Y+DZeeS2jtGlFBO8BW6/x2WbAyp87t6ddu+az0FsEQyekz05ouPIJ+c5RCNmzeSWTYhnb2NHeS8F+WfM+zkww7XgYo8Q0uULdMbDkXt2rPpi9I40miooEw1OSABu2Gb8LlSLyd64dV/6BDlSFurvfVzmLWiKkiddPlcRB4/JsdsupHmpdoG4m2bmtux5ehwSp5u3JP91x82ZFQKSen48XlLoPYm4xM6t363YY1ch+lBoVPUK+ubnENERSW1kKc6hjexKlIHLrR/69YVPCXfNgSeNbY6j3HFxKtHh9MucOgTeYW8NCPNSuttT2iHtauXwId92mHLtUeE+VvkkSYPVG0JAa482xSa1PjHHSsjbr3mOTswQJUnzmsdU4NdcolDlyaga/9zfP48bGRowmRgSVIqsfPSPLmH1sttltVwNl3HEZ49V3ZdkKYOZUxp9Dphl//jQ+O76xYDi449bt+ukGixAx5LsKSPbNuUJN1l8OvONWYMX6Io1PyLczsVRWrtlIsDqZ6Sivc70wb+e5uMx9qJ4UyTnU2vVenbOpGrbm3hfOwunVZhaIwqQSoDDY6u9V7CDnFBYBTaEph5VZ+py599ml6Nn4M/vGFe6cFXK3YQ3HdwgfPiHfKp05dvLvNk+21LCi8ugT8m0RWNh2tTBRTpA0vTke9feY0+uygc2s26282A4ZTu/wzmk8MoKYdTwL1gKTptV5H1Ql1HaEjwus4OlBw80F0r3amhLa6Yfcgzr9huUddsyvrjwPzvmZeq+ZeakbVl1cu8Yum8XuX9yIzUb4d3eb0luVbOSkoudh7CA9ji39b6EcNZY7kGSpls6bWlIyl1AvXDtFkTeOyB6RcdEoa0tKxhMLf+tg1SVK3cqe2CF1L6n0HeZYYgxdNlnG5aEOGWO+RvYCTeGiXr94W5KnsaNg8GXkQ6Exfs/ry6ze4xQJTs7l0S6JcS3D3vZbi2NZ6atNa2V7kUdXclcka5pRRo1IydcudcsAMQbH901g118+Wzxu8NQMdt29F+P7Jgo0iwlRoa4CrNdAGPLNTggOD3WQ5TuxXnWGSXJWzWXESLWFfDOT3JwaNEEqCBY+bL9nF5m6LdZ853EM6l+OD0ppCxBYKDiFdtALg/q5K8hTRgilHpcg5uobyrNrmXy1ulKhlZnjTRqurtJQfJg8WT3U3B5q9SxJn5BvoacJcD9PJxzKbhUh3+Q2GeaeXAKyy7jYvcR4qHOo5yX7CGKu8GqbvJK/D+T4Mt9FCU/G/XuFfOfNKG1oy5vFaAOjXH7EVZ4j5KKt2d/XX/Rc07TGHDTM+tT9TM2FzD1RSckUjF29Gg+MHeue6/rlW9fioV9tYuwyS1ImYp1OSAVEIyrQdO+J26ubEDQ5tP3tav0qpHOgw0Mtnm9UGkFIepsK+SbaJQ1DJk0+xwjPoSYhnCuuukUhUaL0likKEbfWdOk85A1buLLNUGN+lzqHtHYkfe9Q2kgSKQ0l1wmM8QXeTCMryRR7/egMfyKAwQBb8xRG8DrWGXNZz9ixc9sGjK4bsTyJFKMrWvjJjdQZ4eje+2yrjdvveRK33/Mkpuc6ZTmjkmZAU541I9O12qlln3eGO+99Ots3vkgRFepK4GFt97JM50nJuAQuDsu3w7pKps43w6+KjZI1YbmiUM+e6fxshDRRdEads+DC1iR8qL9TyqGHJbNLGxjy7QxXlC7aIRZyA6TwoXzOlYi0Dbz+QifagFhMuLDbEC+aeCFVJ+oalLZSId+O++YSdqlCC9U3zkgD5plZkx95CCySZ+3M72Cr3uh7SVIyL8OSTaFmhOkub1yUhkCgLtCo5DYPdR7yTRwfQobhOfqSNK7m14TzpioUs/vCHc/5nf8UePdv9TzT66/IPp+fAs69zrAhNFywCBD2uXmXzG+gNpV0z3Xd2pjETw290Iv04uYYQkESq5yU8W79m4E3vRd42y8UeOvRGM/MVKilSpvL4Bsa8u2KArMZcbjnTJ6XThiJ1fp99l2bbUrGJZCFxuYGJvW+h1b0PjuNqx7yBptQy6Dx2UPtHKNUUw4jsU8ElUlbmYdasNZwfFruY9OKahTEmXQ5tIfb7vVNs5Hgjlu3d77p7XUTDr/7LJpD+R5qxzpIwXx2VM4EgJa5AOzZf8LhqQcmTs1gz/4Tbl4GFFGhrgKsV0I4CYUKrS5LpkOgEivUEgVEbTc/DkLb02VO7PQkNwsimY3rniiQNNx9WCyQVquuhRfJsSxFoiKNz55BnyzfKpodY8e517N98Af30MdycWfHSpVj23Pw8lALxlLBm8t5qIXKMQWX17zrRVpjKVPiHOqCN9eyn9475NszKVmIB8DV91rZgOR8EkNX4Tm5zjyG/T1mBTcLTa5QN6jzOM17kBg7zPv3eLcpY4czKSZRf6OZ7UkdUtaARqMX2soZbp1rjcRIIqFxZBNPU5BJyfRK9K/aOGfmZZuxQzpvameEN4EtO7JMulRdqhc0R8FwQ/Wj0BjDZB2mwdyfcw+1rV1m3vQ5hUIS8u0TdeXSTbS5s0OzzBXy7WHAlsooFMzIEZfsQNbhEyZurtO2is2LHsZ4SQMShd0rK3mGnZfMW73H0j46hZX6UVvGcx7bMYrdH70Wmw0FfsuKdrYN5bJZ42g9BdYxxvC3KVPgcdFWWnYwxnH3GEEHpOUGETEpWSWQDAib4O4SWj32Arr2ULtme2dmXGayV9u9+Mrs7+i7gHPHgIuv6iQsUEloBakFRXjpJrfwWOCsSptyrRD2lt+HQ6EGMgGr3cr4W7YCZJ+6vM1OBUG6gHko1JxBgRLkXcdlUN4MH++RUwExaYi+cbWR0wFuAVojcfQn9xwK9XSe4ZUfBA79EDh5kChTJimZRKEOEVgYAyHV1vlp3aDmEz1Q4JWgt3lBXZAoX5wQZX4We40EfWPS5ApFk1iOV14MnDli8CQdZ1V5fxh6q4faZSAThHwHzYGWvuGeAxvynQuGjEJt0KXDawEQz2JkHbD2skyRJfbGe4d8q8/OubWDeF+GDKHalsCL5AN037cdyai4+zNlDokxyuk5tm2BY+YAUgkXGArzctK5vBt52OpVr+6hdib+o9Yn6otjzaSM8ZKQbyekzwx+Rj/zWXhtxwmR0SX3kc+P/ByTe4933b0X5myaJTUE1i9v49RcQju5Ong6fQt+55stjK64ODuR54pidNvYjlG8f3YKn/qb5zCdDusJhwEML2tmid6GhoHl6nrjYTDJsXID8O5/ntX10nc6P6oKtV5n9xhBB6TlBhHRQ10FfEJeffbncJMcRWOGRwt4Iku4zsVlFVZFcXnTe7PPQ8PA2z8MbHwrkUFTIITnIWReIcUOa/vl12dHzKx7k0Ji8WhRivfyVdnfuXMW/gjBMCjk2wGJwOKyGFPh+EH7oBx8mDTtlnIup8NA4r0P1Fx0HSHfaZpFVrz4bWCKCkelnp1joc7D+Fasz/bOrby4WEYytnO4Eoyp91gQ3H2EHFUpcMxN544BB/7BXSfZTgkl3Aabd0okrNv4YOAS8myGvnyeowxb2z4AbHy7fhyMt4fawkPvYl5554/iZXB5qMnn7PDqst5/j72atvpVUAY/ZwRR265MJI0i3bKVfN+89eeAK38W1PtshmiyyOtW5wyX95zaxmR6qCk5Q2rA0ravUFEHAgOJKXPYIm+6NI6Qb58tcKZCHeIN9lmfKN5Uhdr17L2i22z8Owwk2nf9nvJjjw60N+ORY8t7XlOVRhShafInmaNMWsc8CMjWGk5h15pk+sZmGEiSrvd401rdmLVlRRt/dMNpfO66bJukZC7Ij9oaP9jU+e6g2Ui621C0hMMa/x5ygO3ZmcY5i4favc8bGF030jtucBEieqirho/n1EljS0rGLDoub2FIyLet3U5N3fYuvpLeC1g4Nkud7B0KhCsUjaQlFsUkATZvJwoTQvvqTRnPoz9RLL58DTBzGpg7y7dPCmwqTyQRQeOCRGBxeKgpz5gr1Iv0ZngscADwzNfd7ZDKq8eiSHl/SMNCCrz07axfXbxr4U1ER65YD4ysBy671qhDKBiKw+MsgqcpHPqGfFN1cjj+Ui/hVEjfiN5h895til5OQ10XKLouuKJPqHZIRa/DX9uyh3r5SuCKG4CXH8yyY4vCF03huIzHKHGvJV4eao+8IFJjh1NwN4wEbDmTzBLyvXwVw5/wWXee6crlQ/jCr70bmJ8xPEYKCtEDypzhkh2ohcY0EneNb1z+ALNOgifAbcBiPdQOmcPaFvO+eOUR6Hy3ZdYXhXx7eqi1LN+KYsKtT72GHPwpNFIPtcvYofT9+L4J7dijhx8CRle0Mq/pZbMyY0w+f0uj27Sktw7jZa8RhUTSNxK5hViDta5RDPhGm2M7RnHjlRvwr//95zPv8Qe348Z1x7sK7+4bTmfnUDuSmOVHbd25dwU+9OEpNH3WNIFeQLWo3oebnnBiwOWpz3DHrdsX9XnU0UNdCTyEHKT8hF4gCfBQu/Y9OEO+HVZmLkOya8IivaD6hLhy+RAOfO4juOt/+xcYXnURsOUavZz5mYJV2HVMmKqCdPFVwNvGjL1NHeSZVbvJ14QLnMtDrVfguE60w4Z854siUwflGfPyUOc0Hl7E3COcQ7KH2sujafBEHfdjglOmrW0Q97zuzZk3igut1Pjz2BPqDPlmlH5J3Wp9EsWD26Pt5QVN9Z9JEkZpSxJaAbXRAEQfBIwzqxdU4HntEWV/8mOzyD3URvuS8MUyxpQua5RgWCDqlK0p5Fs89ciUV3adZudNouxbx4DVm7OzwgvvukOBAcLWJ1v0gKsd6n0pJCXzT2gaBk6hdu29JuDygqrH+PSIaD5WXpytDyPrqIZoGrIcrUgUoM5P6ji74kbg0vfQfDj7hpuTbP0oMHYYz3l83wR23b23eOxR7jU9NEwbO1jjr2N9evsvAmsvBa7+ELGm+RjwBeuTpP7CszcNHvZ3oNlo9LzHm9ua93jsstnuqQHbsZ/nE5lSPTHdxCfuOYj/21//GFNzqtxuU6g5B4ZtXpJANeLw8xPrqV83gt0fvXbRn0MdPdRVQB1kq7jD5fOyyJTLlrLfyHk0jWQCZYTVAllPeb3vd98HHFpl8BdiZRYsJgUrv8XjuGVH9u/sMRlP+gWCPYmwr/LF1JNjeUehzkO+XXxIQ8lEIVK2JgP3UJOKiWMytXkzWNalFk6KxlPAK3iomaRknOLJ8qE14vdu2jwtkr4/sT9LGLfhLUw52zvn46X0CPkuBYHgxYUVJ40swUqL2LdpVfQ4wc4FR/8UFH4zsRJjiATsHupC+wLDUvedZn531a/yliQWhTqHw5tJtSMyPIR4KiyCIReWy45LYk1bO5r9AzoRAyaNpU6VP+d+ZQscx3kV2pGGfGtGDlefSvtGUM7pobaMHc5DPXIRgINwrrkAsO392Txi9kmSeIw1gTGlS8Mkm934Vr5+FT4nHpQ1jCinUNiPPep4TR9fjQ9d2c4y4diMkAXZllmfVm8E3vrzNG+1eaiJObBXkYVepXFsMWPqyk8NmE6GRSLPdDqMNmxyqMkf8xxssomP/GwJ+c4xtmMUN151Ca757LcAAF/6+Hvxvqs3LmrPdI6oUFcC5c0fXg3s+GeEd0p5WQoKtWuyFiQlY7Pu2hCyKDIDzxW6a3qoJR5HcuERKgYSy3SvoV65blGbQp3voc5DvoXKsdND7XjOFEQhda491BYPtc1ynQscZSzGFD8UjWSLAMWva4EzFSVJSJTKE8WKl7HHIxLgyBPZ364gb1EOzTNVvfaQBXioQ8LxSZ6YhZ46WmdomN52YfNQVxHyTcIcAwxPQC+pYY6W7Rxqg140DkwjlIcxJYf2XjruiRoz3N7enIbzSoYYFUXKMaDfh2Cu9TayCfpGMv6439M0i2Z4/cXO7wIPNRnyHZiULGR/u2h9cniorV59BivWd4oJDJ5JkmWjn1eOAcoV6l4hjrkiT04PNRHyzRfW62aLEbz6REs4PdQNwbFHmdd0z+Q8blin8EG2HRBFo7Sk/xUqei50H7WlLGekNOaY2XaKz97zJADgs//sJ0Hm1rYYRlYksyIRfkVCHF1lG5usHGB7hp5ylyCCRlWed27bsCSUaSCGfFcD8yUdWVtUqLWQb1PY8FEo82sOi19ImJ8ErnBUl7e9RwC58OEx2Uq9gBRNqrZleTb58SizZ436OQs+cR+VhdSpi6KHh1qFbQ81K2y2Ubgv35BvFS6PltTYwQkgIu+KpF7js0RpI3mw0TvAnf9obcvDwBbioRb1PaWAWNrQihIeYDJTv1qfxHMaoBhYQ74FAkt3/s891HmWb+5+DHofr5n61wYu3NHqobYYLnw8tNT1wmcbXDQuD7UlHN8sqzVLjAGx18zH4Kvg8I96hjU2IZlSl0/IN3lMpVqujr5BWN6WrtCu/KbOi90kfiGGda0hB29qUaEnT5XrpDSukG8tAss1xroFmc9quz3DuvQ4o8/fvx+zLcvxUklCzDdEuQK75rzmoKE89V6yA/G+FI7ANOojDfi6fNXNXWR5tTbiJDavHba8qSm2rGhhI06iXVDjbAq1/Z1Qk83tOTiNVtvtcdbblJZfmrjw7rhWBFrKXAu28ygrFCdRNqQuYFEUhXp47qEO9VDXIrCok4FgAc0TZMznZzV3aBrEoqZ+dnmoy3pnBItir6iaEZryUDuec+6hVsuSPHG/CxVqsg2PRZfyGpTNJExZY7XrUqMS6L5x8ZXXY6Nht4t4zlGF7PxG/YXfJc/Tw2vOKWBJgzBaGjyEHJvl4oOlcXhNqPcvv//cQ00Ztsh2hAoYte9cCi3k2+Whpp6z46ip2rJ8E6A81BKvtk9orVm/i4ZSkCRr2hsHlJ9tHmrFA+gK+TaTkokU6gCwa4nLQy0M+VZzclB7qEO8oF7GK+G4JD3UkjVTUKdal8/764weSMTHGY1gTmOj+CUxL0L27HxpqHU6UGF/2y8AG9+W7XEnYZE3GpxCzfdPIwH+7YffQXKcZwL/f15zGqRj1/YILSHf44eGcfP4RjzQvg4PpzvwO//zKG76/AMYf/ZktwwL9dm5nGtLGBfeHdcCX2+wUMi1ZflmPS2E8CBpywqPiZe7TlrTXYuJTfgKsOj6WIFtZXMLf7vVOUsyr59RqKkQLOe++BBBP9RDHZKULO1dC8omLBX21fc6wKufP2fO2CF5t200zrIuMu6ZCRRqGw0XUucb8u3kIacT9D1n7LD1AcdTkvAKtTXk0eM5s6AUsPwv85xJY1buoc5DvoVJyaRCfoE5ibCavy+Kl4FVRCzP2WkgW4gs31zfBHqokWC42cBdt12Du267BiNDDbiftblOC6BGUDUIw4yLxkTBQ60o1JRHu1ewWL8LknJBWb6J9yc/aWDVRlifs49H00tpE8oZZFZ1DsR9SI24FXuo3ccepViJGVyCU8U6XR7qOo0dKk1IdBsSYM0W4IqfzrYGUG0U7kNVqBnjoqN/PrR9M3vU1u4bTuPnLpslubXOm4wBf/zgEHY9vLaYbO7UDHbd80qWbE6qIEcPdUQp+IaTSMNdvbJ8G8pnlSHfoV5QrQ4iKZkzZMe2h5qB1XvkMfHaoCqg+RmyAJ9JOhEuiiGQWJldGVGt51Az0PaYBQiHhXfa0TeicEqNQf0v550Xw0fxEghfOUI81Hk9Ei82uX/UUa9kQVSNfEMjQoHI4Feyh7pblthDbe4F7V6yKG2F3BN0FWydLBxGUm28Kfvb2+3eWJAmJePaMH8PmWNS80NiUX7zoh5RGi7egjzUjvenK+xyRkKORmjwVWl8w/GzL/Z2NHomuWKxoFK36aFmQr4BRammqqwrKZkry7dlTVef8/rLgXf8kywTe9Bztrw7ToR4qH3XNEGdWl0uWUn9zM27PUdJfuxRRqrXnX+/tvE8GonEWcDwKPWCUrS2NkM81CEGfCJaMS14qHMQc+DKSwAAB9LsSLKxHaO4/9MfwPuSH+OGZB++8v5TeOjDx7Pjybr1+bw7xXtqtVPc+diyzpWELH3n46thRvHrUPUbhy6whBEV6krg45lTJt6hYWDd5fTRTACjUDKQTgYhHgCJZTok5NvFh+04Dx8B14dG6snLhd/WXK8tLqyY9OQ4LOeVhaJCUX6YvhccaWZt27l/lKJxZEWm+LT+ll/ieHIZOxz1Um2w131CvgUeatajZlHauGNJfKIHbPepJvBhIzOcDcl5ogQv01tQIJHs7Q3ocy5EWP1ra0ftm7aSnNLmoVbbcYZylohO6LajeqirPDbLtaaFrE8qic2gypRh501fZcfD2OHVjiKsqnO1yEOtrGnrLwc2v7O4tcBUqFnZocKtMiqcScls3lejzlUXd+6vhLGXopMYSEL2UEuN/ZoMRBg86/JQt3XZIT/2aPOIXveWFW384c6TuDw5hgZpxDY+S6KVWH595I2cxMfgGyDP2GjYkO8iT+1L34NvtX4SP/j/t/fmUXZU973vt87pWVK3plarNaABMQkJCwEiYhCYYGibEE/xSxxwAs9xbF1zE8d+SazELxJJbnAuXDs3Xo6crPUu+Ib1XhLfXGWB43SMLYJNLCPCYCMw2BjJYNEtCWQNaGip+9T7o/qcU1Wn9q7f71e1T1d3/z5rgfqc2nvXPjXs/Zv2b1cuqn1XLnmY7x0Lttqadzqy1Va0DwHtrS21qJn2cnquk917D2PoZKmhnXp/ESSbO0gdb6avQq1ZvvOAJLAklL/gnaHkGUl1BEnJRo4Dx4YSkickdURCmiXT8NJZt80yncoisKX9jsRQIsqkRRTyy23B2sexs/VzpK2hTlLyox1J72saSQIwdc/OaKX0fuShtCX1J+l7ayii7dxEY0dqs4x7Qw7FJeKVAT8UFknxsBsNCxRjBMGa3724/jcliRm1TyZlJ8kAU81lkHae6MHGdtgk/MaTbwI/eBiYvSz9PGFDYXXrvXKbeb06kHzfyHkHsgqrae9dwnFjlu9qFUrIN5G0OmkeamPId8p1C0cn1c5DndME3i/fj15XUlKy0HVedk2y8T7cTmUs3RgSbj8NyrgpCvlmRAKMHA/GCrLhAsx3p1qO6qG2yTXJfRoZq+CCT/8zAODFDwEdQHSuLyUYOzjPGMNIPLCmH5veOoS7HtqPU347Nl+9CFf3jWK0UsF3nkLIex2WMULGz4gBJUlOS4F6b8K/iaLkGa8bR2FPkDdC71dXWwvuff8lwTNfLjU4qX2vjDfR09h8ZHz2YsfiEPobug7UZHMHT9mOJrw70zDkWxXqXCEKLNStcjhJycKffzgY7K2Y2KZFeDX2I1zH8JJw11CTwuNC56pUxicNosASPo/pWP1AtTDd6pnooTZ4QcN9OfrTYD/huDDW0CXqvYmHsCYo1JWk5y1sQRVsmxU+xgmR8rygWPyZNu6pmnRv0k9Tn6irzWRNdsR5bwjPc8MxgyKZVM+UlMzkBY38y1CqbL+zpQ246NZAiUxaxmJtvwqjTw3LZDxgzoogSdOMXkMdSsg3T/gwcnwo+PfEG8l1kkK+AeD0keDf6jY/5k4E/0g8LRySlM+55wIHXwBm9sVOw7jO8b7luW1WUvuJJAt6J8+O4U+qW9z84sWBV4cyPzWM4ZT5I+neMBSDSDSIRaFOujc25dPzot6ltH5ISI2gMtVjeKjrlep/Pve/gK65QEdP4zEjEi9otXmiXMfJ8l07gQcv1UNNVNgzGImr+yXDA67snY+yV0LVLFJKGHdOjnnRd6zdMq4T+8BaQ02SuePvJlGeSeyTJemrwFFUsfS7IeSb9CzVy1CTzS2YQVGQwx5qVagVEVzrGtGCwxFY4i/R0Z+aGjX8TcSY+CpNKLAlJSOcy68AKAkEFoKHOrFPaQr1uMV17Ey9T0YPdUi5+dEj5jYzyisN562SFuFg3TbLerLxsoIQqXD7l/yyJZt0+BwUr7lpomaEYYfbIiW2orZJmcwTPhvfdcZ1YHkAiAa/aigbRWiPniDaJ4pgl+ShLpWAVT/fWNY6bqZ+kYBEYIk3kST8+vXMxB2zU+onKGKkqA7Q3suGY6E5asnlwKw+YNaieKVo+5FDgqRkxkSbDGzeTEo4fr0SUsebzrmNVaxtJvTJ2q+EPrFDvonr6L1SoNhWRs3bt+VplAyTZdssY5VYnZOHQwo1oQ7VSymJbssry3dayHcq2Y3EjVs2AZ7HkANqCAyF1HkqXMfaJdO4SelT/DxhhTouX5nfza72Nuz77C0N39vWSTce472bG1bMRX8XMHzSTzyPB2Bh5xg29FmWWCWGfJufya62lsTfOdmZfiYEF3AFFvIEahM+UoS8sbNIJatgGCbtJbKt06Wci5tgJ0mRoAigVMWjplCHrnPaOt3UtgXGjobnwGLNN4Xs2TzUzkK+Q4mY2gyhu9EKQu9ckrGDOOxJBUhKxEVaHZNHM3zMOgYkKGC2voWPUS3MkRwHFGNHtUsMgUgUhsfwAOTuBSXUqWVV9gUeakp4PVOZirSVoHyWykEGZWOGW8padULf0uY0E6kGmZQoDVNug7TxZmZvkABr0bpQ+9QIKmH0gDXMO3Ki8TrU5Rjj7e75R+DYfnubaW1FqhCUtnC0Qs8Sexs1qIb1cBWGRzN+HiOh+ylZQ80wdHpxRTIyPwnyWLA81MlzwViSQs3KKZSQbDK1ToY5jeWhZvQp1rdR36vt5/zEcCXYz7mhv3RjfZKiW90zer8/D7v3Ho6eI43QNSuXPGy9sjR+9mgb1VJb172Fcnw9dmJJ9VArmeGGU1ItmfH2Ew+Of4w9vKaQYpESTZgUfcG2WalhxeHvU4QiY/8oHuqEAU4U8p22TpcqbBHO39C26TPlvJZkWS5CvoHQEgFqlAbj3oRJCsEyXecGgb4MICGhG1VgavieYbEP/974GndKIrOGsgxjBDWpSFhYkawJjbeTeE6DAkaZrPPygkoUPZuhK+KhPhr8meahrkIyEGYxdFmE9sYTNfYpDWteEKmHOqVcmofaqFgQIsm6+4GzJ+vtU5UqTuSLKeSbEp5NjR4J/8a936qXjzxvWfMNpCjUi9cDCy9JaMI2rgmMl65CvkUe6up3DMNAvJ3435L3hjrWxxjzG69zYlIyBEqhZ3qnKGNIQ3g1VUlmOEoifWH0KVRncH87tn0PGK5cBgDY9fAx9H9rJ7beuhoDa/rr/WUYIuMK9eD+dmx7ZiaGK0E28DvufxL9PR3BOVop9z9aZmBlC7af/lnQ5un6GLOwpwNbN/VgoP0g7R3IPF5MbqbfL3YBN9sg20NNCamLtWVcoyuwMtvCT6tUkjJJh5sQ7EMdDgMmbwcWU165HuosId9pShtL6ZBYmZF8f5KE48hkzlijlrT3b/zekN4DokLNNUSZlHxSlu94WxLF2AJnggmHQca3h2LtEx1XkAgerjRhNX6OyLNkrRDrU9J5TAY7YhK7cL8SjxHel8ZKKZ8JdbyEMdQHcHY800v7zJTmkoQwyngG2ntpPER51xiecGsdgeEipYnxk1EKjR8KvTdsIxHBeNugFFAMhQaDrHXtMeN5AQzvgc0oJJyfkqiOda1dhvIWhZr1jEgUJEsf4uWpOT44Id8hSg1juUEucxJ1Y1CorR7qKGf9JP8dw9scfw+qO00kRT/G2yONgfE5k/KMxRTdl08H+zmfjJYaPnoamx98GoN7hupfMhTq8Brqwf3t5j2jH3wag/ss3TXhlTCweAQ7Bw7hKm8PNnp78OVbu/H479+AgVVdtTLm+uP9C0ebqEKtZIMgfABEy1qIxBCfFMEwz5Bv08AdJjXk26boEQY5jkAdPUm4kukkoeLEiToS8p1UJ+Fv1jYWVAhCaNJ5w17PpCzfpr6ePwDM6gcuvCV0LoGhoOahTlHwEgUWxqSbVIeamCryvtm7SWqPOj4A0esfj+6oXTvCeau/v5Lyfobrk7e9yGrsiH1P6VPDubnkoLSRTmNRwpMMhVTDEie3gSSs2BZWmqlP8ToCI7GxyRSDjGQtOSciJmmMMheudqrxPCRC5W3bTdkiAZJIiiDzShaZQ2LsMNSpKtScPBdpMpQ06ooyf5jKc5PNUiJ7rON1Rg81JyIu1g9/wWqM+K14wV9W+64agvyTygI8caitYd/is0gIS2/wBhPfzdNHgTNvBf2aMd/W8fE6DJmb06d6pWA/528fSxx1q9/d/fALGPM5Y2C1flBnzA/2hPYT+lU7x+4KxlKHodhvGn//yx4w1zsebNG1uA3lkgfadUiYC6ahQq0h300jQcghr1Ecf0jLbcCoIcV9/AWpGBRq0aTIUagZEy3FE+aVxiee6ouaFuoVG6xYocIcD3Uo5DvRQ50kiKRNnowJzlTO6qEOlS23Bsqx5/HC8bvmAhcMVE82XlY4KSa131gh1nZacUOfrBb88KQRomTwalfbMAlDkgRoHO+RUTiwvKdJ26uY+sAWDCXePMN5qCHf1n4xrqWrkG+rd0/goaq9BgSBRSKsxo9RvW2R9glYQ76lxo60cdMPkr8d2ddYPrF/4/eFLIQnze3E+SmxHUud8HUjhXwT57+kY54X9MlPKCO5N2nRJ5yIIG5SMmOfDLByNsSLcnJPVL9LNwyU4AcLkJLkDera+lJLKPqJIQvG+ldZfAX+d+VNLMYbAMYaQpB3PQ60PX4Y9/7Kfrx7XbDF4tmIuiExLIX6cHR8nf+shYZtP+Nk8FBbu1R/z3bvPYyhtyowXUsfwNDR09h9qAUb5xobbPimq60FX/rQ5cCJN7DrYCuGTpnvtQ9g6ASw+1ArNi44G7vflvOEHBuV+JzLWRPtT28PtSrUecAKdeVmxA3VKbfWFer4S0JdQy327FSrmyZFaghvuA4ldNUmgCRWqDYe+xeWSSvBw0D2UIeuc5o1n5WUjApHOIiV7e631BEkJWOtU5KsoeZYjKvnGa+TqhwnnVughNv6J/aGxpUdhvGqNiky3k9uch1ynwzGEYmH2jp2MBQHiXIsUsINCYScGJYsRsU0RAnjJCHfzK0gszA6Ajy/o7EPSZTKwdwq9VCnjlGC+SnRCwrDNYzV4SYla2jDZKQTGHzTrqNRKbQo1GlzerSS/fzVepFiRCN43NhhrcMwqIV+R6m2aXGKkdh2nVvagTOjjeXI40/0uwpK+Pr+FvzW7u6GK3UGLfjE3z2L9pYSNp3fi1GKh5okP/rAiYPBn7MsMkzkPBwPtaGNFMj7OZ/mGHxrB8br0uTrWrlya7JCbZmfGjK3cyJ7IiHfOY3fk4jpZ0JwAsczR5zgInWqSkHI/tHwkhg8DKY2439T+pF0nobzWdp82weB1e8O1RGEfHPXTrHDvKge6qQs34br5NJSR/FQm8qS2iecmxPC2xDyzVhDLQnZq31tCo8L14l/LbyWkrXX1mOxzybhwPZuU9ZQc0O+w8clIXWJdUxKVex+UrxzyQdTPjNJVYISykXW6QqX/9jObUpKxnr+KAIu19gZrpOyDjSxT6YmCfMTtd3EPBMMYwc1k7TE2BEvb6tLjYqqlU+4z57Hv7aNjdDrm8amxGdQYlytVmHMH5yQb6pSGB5nU0O+k4wJCUZiqrEjsiUa594k/6YxePgv368q08lj690Pv4Cxip/ioa5+TZGhfWB03JHRmrZDCGOMMo2BxJBv8n7OnZw+VL8Prv+CDprRplaO5L1HRLeoJUCr2ToYGdKncYZvQBXqfOAI+qw1BrFBJ9x+fP2U0weYIPRUUrJ8A0BrRyybLTHkGwhdN2bIN2dQ5ISuVgeqamKMcF/D/Yj/bSNzSB1SngOO8CEYRFmGpQxZvjkh5aSQ72pRixLOUcSoShblmFdqPGZUJhMEpGpZkgEjfj8ZQhYn2qReiXSaoChDoSZFVZj6lFQn/o5Z2qO0Wwptm5XWTrw9dpJFgOXV5iTkyeShJuQFoTfKbMNWxqBYWpvjGBbiii5hXEuKoALsa6gT5Q2uEdCL9imXe2WBFfJNUZAEMpHo3UH03lAjexj3Zsyv9+SJA8Fa2uhWWcSQ76SkomnnBxoezeo+wv/99qvGs0In16+GOT+59zDe8LuDbaQOtTWuI2Zta4X6ksY0hZFlJI6VZUb2bOj+Gfq7AFNSNg9Af08HNvTajMH2d2BD71n0d47ZzzEjKAcgeUvUWsnk81ZMYxQpuk0Vaifs27cPH/7wh7FixQp0dnbi3HPPxdatW3HmjCkUeZrACfm2has0hHwLFTAuDQJpbHJgebUYk6I05JsjGKZ9l9gvQ8QB1bJvVNoESnjS58gxWpMAmBZdSWgpMxlTJHqAUr5arXr/bSHf1XsZE1BLCSFqJOxW5uRjhjrlVpnSZvJQU9basZOSAanb5kXKx58Xi0JkUtqkHuqG6yJ4pkjRJxZDV20fas7yH4HyKnovYwKuq6RklKSEIqWNbyAZq/j1PWMPttQT+ojWUDNChFP6lQh5DTVTaUsa6zwv9txOopBvIEHZohjXmeND5PxE4z0zh8Lg/nbcMNiLMwi8y7/2aCeu+do8DP4koc2GPsUIe6g598YwDhw8SXv3f+cfvoc9/krs8tfg1x6fi2v+V/C7GpU2knW1vtQu4nFPgmEkTjNQ2o4deRXln3wbW992NPEs1c9bb12Ncpnx/NW+Dq5/2Qv2hA5KRp/N2jk2eKidwnR94r+plKBQc+aC2hCoCrUTXnzxRVQqFfz1X/81nn/+eXz+85/Hl770JfzBH/yBq1NOIAzlg+ppCx9PGtTT1lCn9SP+N7lOXKGOC4cChVpiNSQLW5xJlBHyzYg4OHl2DFt2PIctO57DSDz1pURZsnYrZw816d44DPlO8s5QJ93wv1k91G2zkvuVhOieGo6VWiz1bMaUuPJKUWCqVYjvclK2amokSLhv4X539CR3Kq811A3HJKGA4WNEz1DSGJpl+Q81NNLUB1v/gsq0fgFMD7XBIJt0TGpUTK9Q+2twzxBu/Nxj2Fm5LBD2H20PlJX97QyPI2eMshkhCXXC17qjm9An6rreJIOjZ5/7aQ0b/k7rg4G2GcG/lPEmrkyI5o/qaSj3hvq8VGWmsVSFfXDPEDZ/Z2bjFkmnSti8c2xcKQXd2BHxUNvmj4ZOJ367oCct5Drg6Kloktzhk8DmXd0YfClQQGkJakPvWXWpXapCXUUSRcqQHcfXdA8sHsH2jcfQNyN6vxb2dGD77evH96G2NZduoK2dIxb+vbCnA3/xK+vwj489WZc1jVuKxe99OClZPDdOtUyOct0UxVlSsoGBAQwMDNQ+r1y5Ei+99BK2b9+O++67z9VpJwZxyDd1ok5QbhrCvahCBWOCSypn9FBnSUpGGUTjgkGKNVG6VQpbiGJk3U08lpLILI2GtgUW2CQkSckkQjjZQ03tU4b73/B9SMDriqfllFxngZGk1GKuZ7v3tesw/pmybVZ8jKK8y54XfW/SyoYJC1EXvAs4/AqwaH1ynQaF2nI+jrFD4qGmKBkNnvaE9zyTh9qRYNgQ2WPzSsTe/845gcA+b5WlDuG6sEl47q3FgzKDe4aw+cGnG0wqw6dK2LyrG9tLpzDQH2vfen6GsZwbUlyrE7ovKzal90kSOeaVgnpeKWq4lxjjTefgHB8LLatq7QTOnKC12dIBjByn9y/cHnfJGCdpJjF6YKzi4+6HX0hcn+zDg4dgC6V3LBpBmeyhDinUDUntPBifR0ObG1b2or9zDMOnSvW1twT88bPd/c1hvGPDJSiTlv+EDtY81CkqTMO1ts0N8U4yDDCheWRg8QiuWdeH3/rrr+KU346PfvCXcO2aleNbUKVgUoBj4/DA4hFs6juFux7aj2F/Hn7vjg/g2vN6MTI6hq8h9FyNG71HxirY9tDzAIBtv3gxGgL/Q9Eh9TXUnHD8auXp7aFuapbvo0ePYu7cuGBaZ2RkBCMj9cHz2LFjzehWDnAUidCAlacQ5WKCSypnUqgpa6jD7UWEA4IATPaCNIyKhu+T6mSMHqCGf0YOCcLobG2H2yuVY4YXgUIt8YTZqNbheqiDE1FOECs7/q811JlwXbrmWfpFbI8SMhWn1CJ7rhoUpGrIN2UdFEOQ8EqBYEZ6/w33xisBs/qC/0x1XGX5ZoUrJ7RPvjehz6WQh8pY3gRjzMwl5Jsxp7V2AuffnFLYplBbvNdkKNfRiykrUQJlxcfdT3fgHe96C6l+08g4mBYiLFj2EYnqGr8vK68H2mclFo/2iSgMk7Yxy7AmmdIH0xh9NpQ9ucGLbVOo42qDYP6gJpmjlK3Vc48LWwAAaqhJREFUoUWo7N57GENHTyceq/Zw6FQ52CLpImpSslAYfNKyQdMlMtz7cmsbtq57C5t3dcODH1Oqq2pzMj48DB0fxe69h7GxhSlDcz3UovwG8e+TqiTXKZdb0ecdATxgw4o5UWXa9iyZ5ueEKmUP6POOoIISNqyYWztHKdwXY6K/+LsdlGsvl/DA//lzwJFXgZbYPEIZuySOtSlE0371yy+/jC984Qv46Ec/aixzzz33oKenp/bf0qVLm9W9bEgSuDAs6Szlhtpm8IFWh+KhZrXJMRQYhEOqoOeqvAsPNbWOrZzV+CFQqDmeME5oUBYPNckAw/G0Gdo781b97wbhVXJPBeH45Vb6fQsLkA2eeso6KKYQHi4jyvLNWSqT0xrqPEK+KZ46qyc2yUNFXfogiNIw9cl2TBQ9RJnTYp9LREXA2ibhfsTK15WVZHx4GDpVwu5DlPcvOD4yOob/6yvPYsuO53DyLMFQE4/sYIUVE0U3qsHI2A+DkZk8lzDqmH7T2ZPEc8VoCPlmGM8axqa0ewP6exCeoyzyBn0bphJvH+oqrChH8zFTCHIZtqR5dYLfyZinw1uVpinULBl6/Ny1CAiGEh5/XsL3o6GPhj4YE4gh5X2PthdVqCU5PmLzEycCl+NYm4KwFepPf/rT8DzP+t+LL74YqbN//34MDAzgAx/4AD7ykY8Y296yZQuOHj1a+++1117j/6IJgeEFlQirki0iak0I16VR28tixSYI1CNjPrbseA4b/+wbOHkmaYP6eP/iFmPG2pygUnr58HHWNjYJGBNfURU228DIsObHyZK1maRUjQ+8aR7TJA+Arf3q9RyLrtlK3Pu3fjC5rTnLg+vZs5Q3QVCVLMoxTsj3gtVBX5ddHapTVV4Ja6i5YaJAsnJoLGt4XiSJr3LzUAtCviUe6ojSl5TlmzreMIQb1lIMQx3SveFEqBhycCQeEyhtxHvDUlZST59wHYz6l2l+IuD79Hcz3qe08uH3ySQU5x1N1XDYMDaNhj3UlvcqTtxDLXJMMO4PNbEWccwkb8PUUaEblcL3sGGnGIGReJyBxSPYOXAIN5Sews9hDy71XsJ8HLXWqbLAO8Yb16pLADyKISH+blra71kS/HvkVeDkYZ4zJv6clFvxROUi7K5cGCw9iHTJNtebMPchHmpfAsNQW6tUbvy7plBzopU05JvFpz71Kdxxxx3WMitXrqz9/frrr+Ptb387rrrqKvzN3/yNtV57ezva2w1p/YsMywvKXJ8Ybl9CdT2UrX1qP5LqSISgamgRw2q4qrR/fIsqpnGBJYCCfq0lXqbEdohKdJhyW1TIiDZo7o/EasjxBnPaY+9DTTxPNaStFs6WwUPd3h3snZ60NYck5FviAeCEfJdbgPNuDP7e/1Twb/WacZKFsDyOsfeAo+hJQpHrX9Drep55HBCFfIfblqyhpq2hTGwvSx4BDpRoE0nUldUAaDFcSDDNfV5Jrqwkn2j8Xx+m7WwaywblSUSUcGZkjyTkO1yHZfRJ6gbHEGn4TV3zgeND4wnJGO3FPYM1BZIxDktCvlMNB6F7U/vNjXU2rJiL/p4ODB89lbg+2QOwsHMs2CKJauwIK07xkO+47MDK8RCEIJ9BK76HVTjlp79fHnws7Kxgw5nvAmPLG/tgghPu7dXfzejnBGbMDwzSR18Dju2P9DS1/YZooDJe8ReZKiV/bVsPbnnf46NIRKE2GRwo81N8uRgnWmmaeqjZCnVvby96e3tJZffv34+3v/3tuOyyy3D//fejRFm/N6lxLXx4CetiozQkHyjblCqBB4AsXBDKMEK+l3iHUPrJtwnCoUlgYQ6KbAHXXqe6Lq+xHUHId8SSGR/IY2uoowfNbRoRKEh5GpYShUnbtRlXfs+cCAwwXINK/Nwtpkmb4+Wofi8Y/2xZvqnK6/EDwMh4PgqbRb9hjOIY/TiRN1UyGDs4Id9eGfCrwqPAA2XziknWULOMELH6JAOAoSxJOWYsEZBEXXG8nlkNvpaxta6snE58AmrCfu/Zxn6Zzk/J2B1XwLgRB2SlLWbs5Hiok/oa/yyJHqDOqXFWXAsceAFYcCHwk+/Q6gDZPNTkpGTM+QmIvf+esU655GHrraux+cGnEF+f7I2vT9667q1giyTPFOlmODeAhqRk4XqlMhDZkST9fn99fzser6xNLRdurdb/ahi3te/j/46Oe6jT9qAOQx2jOnoChfpsKAyddoLoR9Fcbwv5Tho3K+Nnjh4ThXxHIiXjEVSSaKXpqVA703D379+P66+/Hueccw7uu+8+HDp0CMPDwxgeHnZ1ygmEs9ZCIniG2ph/QfDnrJT0+1Woa2uspyUO0Emfre3xhFkvbDWkWozZChV1EE1SqG1WRIKSFVGULf2NJBaxTIqc8DgJtdso8YBJPNSEd6d6DQ++ADz7/ybXiQtauXvuBQq1qU65FSRhztTeqZ8BL32Ntu9v3EBCijapCoeE9XIiz6lAoY5TsoQVi6J/YoJnYhGL4hgPqZMsxaCOyaeOgB3VE5yIUaf6vFDatVwX8fIkg5HY8r5VlZWks1QNn3VlJa0f9ffGS3134nMNZ5lMqHyea+4j5SKN2E5gOSQUK0312mYAS68Yz2PBeIbLcYWa46GWGIm5xo70MWxgTT+2bxpt3CKps4Lt75yNgcWh8Of6CdLPDaR7qE31Ehjzgf/y/e7084+zcIaH7RuP1fvPiR4g70EdgjrOV2WD0dM82bFhDbV0rjfVMd+PuGxZ9gRRk0lLb/wKcOQ14I0fjX9PMUSph9oJjzzyCF5++WW8/PLLWLJkSeSYnyWEuYiIPHMSa74HLLkcmLWQrlDHBeisVuaGQxKlLTYI2Ty7DQMC99lhCoZZkpJZzlGBl2y9MnmUqR5qW1h3ljXUlH40GBUYBhLSNk6x81PenXjYVDU8zPOAldcFlufO2en9pPSNWy/uAbBlYO9bA7z5MrDwEuDA85JOBP+ceIPWtzBZkpJxQr5JHmrD95xts2zem6xrvURrqOMeaokRkjgmP78DWHVjevvhe/Ozn9SfOYrHSLJEoIptzJN4qG3nqjLe34E1/dh++3psfeh5HDhW311kYWcFW9e9VRf2qR5qysZBiSHCgjrskO8UDKHxxjHdOj+FvJtWA288JF/oZDD2I3aNKgzZi5pngzs/AbH3P/0ZGFgGbJp7CB97aBh7KivxF9eM4uq+UZQXLwVej7WZRrhc3OBgkx1SftPuQ60YPk1z3jxw5xW4tu1llN88UP+yEpqnTVSPcRRqrqJXXe88OhIqSxlro/fRJxmuY9g81BaPcuOTSvBQkwy+PvDyN9LbiqAeaifccccd8H0/8b+pB0PIYYVEJJQplYE5yyyhqAnlOe2zyUNAZVi7uSHf3H2opQOC5xkH+LGKj4P+bOyr9OGJQ20Yi0QGhpNBED3UXglYdCmw4KIE5dBmZc5ZYGlYa8Ox6DraNis+KYWF/bkrgb7VKecgfF9tT3SsWiRFYFl6BfC2XwHaumT9qx6Ll6FYzkU7EQjemyzh+PZORT9GxsDYsd4LgRm9wOLL6NeZFPIdb6MEtM0MtpaqjhNZQr4518xnZF71feDHO0NNMQxqIiOxzbOW0QCYolADgVL9jU9ehxtKT2GjtwdfvrUbj7/rzZAyndDnxpOOt0tZYiSYnyIh30xDJPXemBRv43xLnbM9w9/xcgmfE9tmGF3iY6xo+1GGvEE1XoQVapJ8UkLZAxZ7b+Lm8pO4svdMEDlhmuvTjB3n3gDMXhrIENETJbcXP9bQP4+WvG+cDSvmolyO3ZtaElHCO88K+Y4bllLab60q1NSQ7/H2KrF7Lwr5ti3Hot+PpJDvMR84EJZB449qkmEzcZ9yYwfH66iHWskKS5GQeCVibXCwZlXN6AFIPCYRqhgKdVqdhpBvTtIhjoc6YYCbdy5w5CeR6IHBPUOBB6SyDgCw63Ggv3Os7gExhnzbzu0Bi9al94szKS67Gnj9mWCSOn00ei5bP4CQ0MUwlnGSZHle7F7aBIbYNeSsOSV/D+Y7Uf0+dq/D238knSvVQk4Yb1hCq0A5rrZnyetQL2t6XhjXcmYf8NYB4Ny30+vYhM2WNuCiXwj+fv0ZJD/DljGO7AHwgNW/GPz200eC7yRrjyn3Jn7uMdP6cUud+oF8+mRqzzZeiSKowvfGUD82JpRLHn7oL8Uy7wCuWH8Zyi/8mKgcx89DCPlu8DYzDVHkaLiQEk5pP0lxFiXZLIF0D5La5xiWjJ9DSNZQ1wuP/8O5n1wPNXFOo/SXGt3mlYDZSwKnjO08HBmt1BIk7+MQVx6r4eeU+clVUjIg5KE+Xf+bMtdXoruKdLW3Y99nb0npUwxryHdszgldp0rILzpW8XHI78Ypvx1PHGrD1Us8PLK/HduemYnhykIA4zLoM2ew9b1DGFgzLqtG9ILxv8+eivWBYoyf3h5qVahzhTFQSyw4kjpxBcPmETAmPKNYz6sfc54UG44xX9gDe8aLUwVD6jqohN9dKgPnvaP21eCeIWx+8OkGEX34VAmbd3UHa4guCodghQZUiZEhfiw+adna7D0/+O+Vx6IKNccqydnzuSZ8UMLEPES9M5Y+xSclindO5KG2QA35dolJGbdd70weaonnNNYGpc68VcD5AynbrSWMa7VDKe8ON+s35xmpCvinY8IHpw2JVz8m7NnrcJLr5DCHRRRqYfsmRYCoUAPAT/0F+Km/YFxIHx9v0tppaDec5TvHMSU8P7G3zcoS8i00GppkjKRw/9rSWY843qQXqTGzD5i7Aji8N/hMWUPdoBhwTsxcQw3Q7g/J6CxYK9t40NxeikK9ofcUFnaMYfh0zKASajlyRRuMfoyQ7+p4RnJAxN+DNIU6tIaaZPAdv04N23QKxk3qPtTj70p7uYR73rs2iLxrawk5by4DECjOs//jdRw53d3Q3PAJYPODT2P77esDpTpp26zRkWgljsNwmuIs5Ht6wVg7miUjai4eaqIyRm5foFBzhAq2ABIqf/LNYE/B+Pe2OuQlCfZ7M1bxcffDLyQ+GdWVdnc/OxNjvknJ4hgZwofCk6JgDbXo3lSt+ZzMwIwwVI5w2OChpgg5pmNSK6tF2Ez6G7BfB5NCRA0TNfXBBEfRa0iwwxE8BdZsr8TbuxyIvQcCQ5VtjDMJqHlH9XAEw/jvoAirVRq2f2H8DokxNRcPtal9g5KWNsZz7098HKRCDflNCismr6EmvstLLje0wQz5pirGAP29tJ037flceX1dSTLtr21qn5s0kRyOn6BQcwxkta8txiNKlJStvQZjvKVeSzvKHvCHlxwb/yJ63RJ7Eh83K4QoGkmUZxVyUrLO4N+xs7SoK5MiKUlASt6H2ot+9ko15004FwQAHDmdPF9Ur8bdD7+AsYqfPA6PMjzUtYYF92YKMT1/dd64SkqWR9hE/CWlhgZFusEZ7CVClbnOmO9F136MpVzr8PfhAeHMCUK/GF6JlOO79x7G0FHTXtGBUj10qozdB8OTGDXkm2gUySOkjmSV5CjU43BCvhtCkS2YrqHE23L2JK0O2Whlu9eW/sWt35Q6NWt+TCig5FQQJSXjhHyPf+bkNzB9tvWpCjkckmpYsdx7Yx3LMVFSMkrZcSqE9YkSAVwy9tuSklHbo24H6HnJx1INc9x5Nyg/VqnU5qrdPzkaCKoJjIz52LLjOVz4R4M4eYaiSIQQ7xKSUn7euUHkR6SKQP6whXxbDVNSUdSh0Y+yjWb4e4l3TmIgI0F9d6jntPRvxXVA+yy848K5uKb0HDoRVeoW9nTgL35lXUr71e9zlqEbIqhSyre01ftWnf+Jc8bIWAVbdjyHLTuew8lR2zhtaI+6D3XMaGVz3tjO5wMYOnoau/ceTtk2K6Xf1T4B095DrSHfucDwtHAeuIYJKL1KNflAbQ3FHA+RIdQW8m1SWFgCb342msE9Q9i2YwTDoRCW/s4Ktq47joE1hItxNqTQNmwREUIS8p2ieB48blamI+VO+sC4UTSavTvhunKt2RJPGKdOQ1Iyxnow0V7HBAWMszdl/QTRc/VeBPxsL9CzlFYnvmcnRTnhhOObnl2SsSO+rVreId8xYZVlfGN6gKjYPNRkY5RHGw+zCIassox70xBOaRn74u0n5IwlI4lOkhgAvRLqscKxcpE644Jn/CdxE6MSEoAN7m/Htmdn1ueq//k99Pe8hK23rq6vU4z10Ytsm2Vvv95vwrKacB0ObTPijQhkAs9+LAx1KYbtvHk7JrKEfFMzsHNlpKTytvGpdpx5bpGRGEDXXGDtL8EfehFLvW9gcekQDmE2flhZij+98xZce14vRkaphl2O0iYYNyl1WjoCZToe8mxrP45kSVd7Y2h2/TTme7N7uGJ13qRx8PhpwOusfyGa0yTv5dRDPdR5wMokzQmJ4ClEg/vbccNgL3ZWLsMufw1+7fG5uObvz2Jwfyg5h02gFlmXBC8SoUw1hGX4RHRWGD7lYfOubgy+8EZyxXDbNg9jtNL4v5ykZPZ7s2BWB+nMCzpDvy+yhsYmeBKt2aJ1uoz72SB8UASK8ToiD7UgKVmtCeIA75WAc66sZ9g2lgsr1HElnuDN4ITjG41BDCGvVoURtiXy/lAgJvxJOibyUFuMiKZ6NuNW+JoaDTiM38QR+CW7ZFC2pDG1zwpdFNwba5LM0OfW0LtIyrtQbS+hT2nPKlMYHHzhTWze1Y3hU9FrNXz0NDY/+DQG9wzFTxD6P/Oc3JBvTvusiCZD+17JYgjh3HvieSVREaSoi5ixg+ShdpQfJ+mYV4LdGEMw6trqNOxCkT5vdLa14p73rsUfv/ti9HlH0OOdDDJ6l0z9T+oCxUjMWZIkeA8i66jT2jf9Dsa4uexqoP8SYM5y4nmiRquDJwVzQogFszpi8mUORuI8omsnIapQ5wrHipnvYDC4ZyiY1GPbFwyf8AMFtKpUl2yKmeDFzEWoin4mrT8efMUYUleDFOYdbjyDhzrGhhVz0d/TYSzlwUd/VwUbFoQVauK2CWQrM28vyeQylAmuEv0377U2nHAiY9g80QhBnghC5eJKFWWSpYb3A5aQbwumPlCSeUnuTYURnXD0NeAnu3jr5oyfLeepfRaEfLeEDWKxOuGkfaYohryt+ZLogSqU56faXkNyHc69IWCNaLK0FzZukRU/L/kYN+Tbcg3GKj7uHvzx+KwRLdewTjHWnhcJK6Zc57DBl+uhFiieHKNQdTyzhXy78FC7qnN8GHj1u+FG0utQDZGJYzBTobZFDzQUlcgO2fMZhHvX1daCfZ+9Bfs+ewu62loaZRMRDFmTYyTmRI8Zhx76drUnZyzC8i8MY/mWr4WWgMSrxOX2ehsLZsiupQegv6cDG1bMJc71DCOBeqgVt+SgeBrqRBVQw6T+7Mzo/sdJ7VHWDKX1kbUeMLkN0vrjYyPB2g9b+/G0/5T+SCapeBsItmLZemuw53Hjrw3OsfUKH2XPECosFTypk6e5AUbRsDUfNGGvphgIPNSUDPmikO/wqQTXjCPgV8kl5Du1ZzyaFfJ96ghw6EXgxCH6eeJ9tBeKfqSuoQ4rWmGFOl6n94JAgVixybJ1C1dAJiJZQ0syXIwT2cotpY51jBLUsQllrRaF2lQnNw+1+Rrs3nsYQ8fOGMtE1ik2tEoM+a5SMYS5JyIQcBMTURGTktUUai/2TtieH8dJyUxlKM/P0PeAN35I7FIGYxftBLWMzve8dy3ay6XgN6SFfNf+pkat2RRqiVxnK5uDZ5dzPlYEFUdWNxxjyRFcY1fUULhhUZvVedMQbRE649ZbVwcRBGEDf3y7OVI/JfrN1EMV6jxwFrpIo66Amib18QRYh+KeNOpkZyGPzKyxOuT1x8ZyVYV63EPd2tWYcCWpfCTEK7sHYGBNP7bfvh4LuqMD1MLOSrBl1ooWSyZJm+BJDdvKYVIkhWCNf+RkrOXuQw0QQ74NCjU1TF7iKaEK4FbBxtK/2aa13MTfREZgzW+oI4HzOyQCNFFwD3tnbXuczl0BrLstSOREDW+1IUlKJvFQU97LPLZ/sWIbXyztRdb32gy/sfaS+p+jh1o0V9U81LRzJEbouFhD3TBfgG5gDivUrYblTlZjilQU5SojwvYo70GWHVyo8xOlfLwPnG0Da3UE426DM0dgVHQW2eMoTFzyOyS6QIOBpP65XC5ZnDcBbYiO6wtnePUts4Dgfq95H3Dxe8xzH+c9mqYeak1KlguC7V8kE4HhISVP6iOM0JBS2Z7Iy0h2IYu8/jit3JnxNdQrNgHd/eZynJDieqXkNmIMrOnH1avm4yN3/wU8VLD56kW4um8UZQ+BEBLfmsDUHnlSNEykZCSKgCDLd0MbhD5R7o8xUybxd5H7HhPcw3u4m8KqpeH4Cy8BOnqCOj/eSauTBxIPtVWIynAeVlnbu2OpHx7v0hS92j02/ihL9yTG1ZhgyPJQM5YMxMu6FAyBlGUuobJhIS/iRbf0waMp1NVwVEtHjEeyzFX0kO9xIv1mKFRU8gr5buk0lIvXIeYFsZ2XVIdh9E86VmpJ36oPAM/Y5SHqNeQq1CX7fGi67taklBYDh8DgYVWoJUnJRGUlxo6cvct51IlH8sTuVdV5s/Wh5yNbZ/XNLGPVyWewGIdwEHNx2m8NZNCLzkH53JhM3NET/PvWQUMfOO/N9FSo1UOdBzXrl62QxTpLJvkEogRYlvYAMLZwEvyulAmHtP64uz1Y+2Frvyogt3Ymlwu1CIAX8s4YQMolD3O9Y1heOoAre88EyjQQVcLS2rd6RMPlbJOiQOCllG3YNsuREN6MpC9SwY4S0SFdQ10qA3NXRsNegwYt58rjGnHuDXFbkuRG8u1TQxsZQ0slHgpq24mfc2D+efW/xxjbZsVDvjkeI4EXi+wBDwvg1jXhCYauBpj7UFuuwYYVc9Hf3Q7P0KaH0DrF2pdhQyQj5DuLh5pjHCPVsSjUrYb8A7Yxk/weZTBGGT+nHLNFq4T7kMVDzS7r2bdZknjasyrUsTLWJ9s0XzqTHbJsV8s0dlD7xGmD4EQZWNOPb3zyutrXD9x5Bb5x5zIs9Q6h5AG93pG6DGozEBnPxXhvpqc+rQp1vji25huoK6CmSd1Hf+cYNvTGN5/PYaDI4m0x1CGtP37XecnZI5NqGdeEMPrIPh4l0VpbbrWEfMdPl0NiEZHASxhER44BL38zlBWTM/BKPNR5W4Vt14xSx+MpyAAv5Dt8HjI5XCOWwEJ5jk1CHud5ESgGJeK7Q+1DpO2MWeUBokDFfG+WXwP0rQn+po4xgGy7oFpRidJG9FBTBfC4cSxJoU4NY+YZS7e+6/zxUinrFG2tckO+SR5T49nM50mLzDBRew+8qIfa1odckpLlbShIoCVFoY7PTznIQNFjBg/1gouBWf3AORsJ5xuHnPhUkNCUQx5KG0ueYUSC5BHyTeoTp0psDjPIg+FxZsOKuSiX68esEQOU/jn33E9+VKHOBUna+vwG3agCapjU171lUUATIIcLS6xt6QNjNYSlryt6rLb+eHUvsX/J7dv7Y/gucpw3SScOZqVWoyJy8swoPr1jD7bseA4jY5Xo+UzrhOP9ysVDTZhMjrwa/Gc6L+t8hDJpdZZfyzuPxEMdbYD43FvWUOcuhOUxoTGEVUroqrFPnDoSYUTgCaOWa5tpaoDetshrQqD6jFW9znmEy0aOSZQb23xhUeapAnh860FJNmHm/RlY04ftG4+hryNqsF7Y0xFdpxjuF4ALvNdQGv5e5DtDh1j9yYQtSZytDyYPdbhcw5jXrKRkGeejNA91FU74PmueNayhbmkDLhgAFlxIaD/l+/h5cpAd7GuoCcuimOezwlnOx3JE1I+N+cABfzb2Vfqwe+/h9F1oSO0nlIkbvojPtx9vw3gqgUItmtOmHrqGOg84yZhqH/NRPKsMrOnH9o3HsO2ZmRg+XZ+oFs4sY+vawxhYPAJ4ltDw+Joc1l6ftD7yygS/6dry8/jPf/sdnPLbo+uPWaFBadc6qS2uEp6mUCdQsiUlixEOc5y7wtaxUPsCL2geSlveQjiX+auAN16KrQWivpsChcvkCbPWycNDnbfXoEmKXtp5be1Lxs0SU3Bv2AbNUoeyXr7xYMpnQnuUe1NVcihZviUCeC5REDnngwgrP9T3svHE5n4Yyg8sHsGmvlO466H9OOW346N33Ilrz+tNNGKP+R4O+LNRxhh2v3wAV/cBrF7mnlwy3nZ1TmLc++p1jq+hthlFJB7qtH4kFuFcC4FC7XzcTChLeCZrtHbS9lS2RvLQf1M1IznO+TmgzaBiSNZQZzHgsZaL8ZX6wf3tgexdWQgA2HX/k+jv6cDWW1c3GtQafgb3GfZijZjr+7MWAQDe8jvR7oWXyuQ9FzQUZpSdOqiHOhcE3pm8PVIABn7+HfjmbXNwsbcXG709+J/XHMbjv7EsUKa5fRB7qAUvkqVO2fPRF177USvKEcK5yjEB5v1MtNZ6JWuobKROdzAwYu5KoMuwdrzaZtLfhD4GZVK/SD/GyQyct9ec1AdL+9KkZGwPtcCW2fRQNMF1FilgeU++8evEFNxLrQkCTMY+RA7lIYAzFGoShvbIiY8SPifWET4vXgm48BeAOcuDcHZT/ZbYlk257Hebwngfyh7Q5x3BOaVDQbhlgjI9uGcIN/zzLOysXIZd/hr82uNzcc3X5mHwNWLoe/AFpVOCOrDPH7Y+hbN8h5dYxQ2PprBiccg3pU6GZGsAwUPt2ECWeG0YMk3n7CAs/NwbUupkXUPNuA5GDzVHdmAsF6P0yVjF/jsG97dj865uDJ+O9mf46GlsfvBpDO4ZyqFP8ZBvoszS2ol/HNuEr1Z+DhVfMAZED9DqA0L5Y/KjCnUeiJIlOVAkZvbCW7YR7ThbV0DLNu+M5aUkr21zrCCZBLpc13NILMA8kkO+S1YPdcSr3TUfeNsHg4zlNrJ6QfMYNHO3ZDZZcKfQ4KGmKC+hOg3hj6STpnxmN5hyOonhQmCk4wiTJMHOcl7Kbyq3JjRiISnsO28PNav9cRo87fzT2CNoclAkqMqNVwJm9gLnvh1on2WuH1F+/ORnriUliadtfkuuQCgTKNObH3waw6ei5YdPlbD5220JgrehfaceamFkWvVZ80rRJKDx9eomrzR5zsjBGMWd26kh36z2MyqfrKg7LwgLn7MspUrY4CsYd1mygyCyJw9ZM+c5bawC3P3szHFZLVqu+uTf/fAL0fDvWB/GQoeMoeIN7wpdZjmDVvgo0UO+JY6SZkQeTgJUoc4FytqZHCYCcm8ML5vE4pyKQBnhXAujQs0ZeHNORCRo1+ihptbxvGBtWqq3Pec11K4HXlceapbAEv67SR5qUch3zmvTG+qkfpHtPEZhPW/Ld/wZ44Z8t/GUqvakddQ5CJeRMoJ3gLPkw/Qb8/ZQs+ZB09xiM9qEjAhjZ6P1+t8GzD4HOP9mQj8J56oVSRakw4xVfNz98AsGwTv43CB4G8/nyDMXb5sz3lSVzlI5arBoeEZCz6QkWWAu0UrMOY0b8k0ha7SRi7mgmbJDHl5QZ5Ea9D7sHh7D0KmysY4PYOjoaezeezjx+OD+dtz4ucdqn++4/0lc8+c7G41r8fFPEFXnx2UWE6L17dNTgY6jCnUeUDzUWdZ/GNswdCfiCbNYgU1hjaVyShZRg7BJHrgZ18Io0OUohCdOWMz7kxrynVS/BCy5Ivi7/5K0k6X3J14uwzooUh1R2Fba+aRlUvpAFtyFEwPFAOXF3jHTMUr91DqxY20zgTXvSzuB9WNyFcZ1zsMrIRk3qYL7jPFEh70Xxs6Tcs4Fq9P7YDvmyrhqS15IbZ+TITx3A4zhfbGNu+F7PXYm+l52zQVW/bx9yYytD+ZCkU9JxtPdew9j6Kh5HasPzyx4SwzE0nGMM5+Hj89ZHrw3fWuD71deH4QZt82I1oncx2YlJcuovFKzfNc+5u3NFcgnJtnOWsdi8M3biCOJVsoaaUCF8bwcPElLPHbwePjdD9qrhoqH940GDKHiDcYOmkIdNtAd8ntQ+8h9B9LqNJSdnqqlJiXLlRyVvMT2aO1XyF5jQ7mOnsYBNVLNC2mIfEsZ5zr581YB+GZCE3mu0xUq1EShu6utBf/Pr28AjsetjmWgb3UgjCR6uQRYw7aaIHwEB2wncNsnYxni7xCFfJeI29g009gRO7bgwuC9ZpFznySJaHIJ8SSGfJ9/M3DqZ8DMBcDx1wnnGWfOMuCiW4Gf/QQY/n5yH2z9ExlXKWvBY9O7RABlZccVFMrsobbUr4zmsDVTPkaCqECdsZzLMGdqJEDt+Lgg0NIBLAtt32RKnGnygroUwFlGuYRj3JBvCln75MRDbXtXclZeJR5qkXE1rY2kOvTfvmAGbYnEglnRqI0xPxwqHsUfP+PdD7+Ad6xeGORiiBu6CDLLIy8cwJ997Qe1z//ur0V/xxgeHX4LA/GNB8Lkcm+mJ9PTjJA7FCtVHkoBDaNCbfMmlVqAC28BZi8FVr6dnpRMYgm1thHFn3su/nXsCoz4jMy7EgVJgtSaX/tuvG8GZZq+5sXUpzzWUDMnesB+zV2Hb5v6IBLcGX2irD2Mr4Pivt9ZEoCR+id4f1mCncRDnfpFenvULN/l1kCZjpejXJcZ8+n73TfLQ501GVOpxb6jgPPw23AxwdZnY2dTlATjyXjnagj5bqwTEagtJJcTGFPS2jAW46xrDq8LpRorwgbfCUpKlnXcbTguuT8cw3VSexx5Q3LvJbkrOL8pDw+1q6UP9Odjw6I29HeOIb5dbbil/p4ObFgxN/Lt7kOtvFDxBkNX8hjV1daCfZ+9BV+6fT0+8XfPNnq/T5WweVc3Bn98xvKrBHJds6IHCo4q1HngKilZQxVaHR+GgdEmAJVbAmFy1Y1AR3eKAG4YrCWTakN7jRxGN86AoVBzywlD643XIbXsOKItXdJOYxEG8zbimMqSvLWM8+Wi6FGVCYnhwiMKHLRJkXTOWhvEsiIhj/ubEs4bpugeauN58lZGJEJevIo7gywAYPF6YN2vRhNMNZ6A3y5L6DYJ+MT3pnKWv2VaQ5v8On5CNt0NK+aiv6fD2JoHP0HwTupPwufEBoWiHcdDHU44RjbAG8KKyY9SHteCaVjizu25z7MJ97Lpa6hzVl7zWEPdrOg2S51yqYSt694KisWU6mqtrbeubsj4f/A07f7VIlZsxvjYtYzma4hSy9fw7yfM+RqatTRrCqIKdS642jaroRFSKXPIt03YjSms1KRkLIu2nDFwzsMViISDQVbvnOUaj1V8HKzMxr5KH5441BbJBJlyotD5crDOshSDtPJJdfLuU7WMcB23NCkZdx/qhs8OfxO7rvw0IiEq73HD5qEWGcuIiKJ6Ej5T6riM0qjWTfs9TZzTzPfQUt/3kdlDTSakUCccLZc8bL119XjJuOAdfE4SvHPrn0ip4ig3AoU6Fw91EeY0QhsJjIxVsGXHc9iy4zmcPGvJVWCLbiP1IYd7n/e6/VyilUgnEjTCMQwAA4tHsH3jMfR1RJfHLOzpwPbb1yfsQ+1hQQdtKU0tYiVu7LA4Tkj5Gt6qGBOlGe+BCyPOFEPXUGfk5JlRfOAvv41LSq9g652rYA7sci0Q1RGHfIexeRmN/ZB4AGzt1UNY8IMKcOIN2nm4Id9SwZAT8h1mwUXA6WPA7ORtLAb3DGHrQ8/jgP82AMCux4H+772Mre/uahycG/pUqvfHtcArsZw3vAaulAmGQCC9j+HukATK+HPJPS/jfuYhEOVtuJDsCZxHeLQk+VHkmaBVoXvC8/hNDg2F5LKO5zTuOJ6EJJN0pA/5hSIPrOnH9tvXY9s/PoXhU/XvF3ZWsHUDLGN7HsqNxEjMeF6oUUmUqAN7A9QeGc6T0kb8UNtM4zxdr+PYQJY4z3JkIIlc5niMEkXn5SHPUE7DN1wPLB7BpiUlrP5KsKXfA3degWvP6zUYyDxs6D2L/s4xDJ8qJS4R8RAo5PWIlfi9MY+NmfM1iKIHssw1UwdVqPMkbwG3sZHUEl1tLfjXT1wHvGawbJnaK8cT2BBDvkWJRSSCmMTTAHcKW0O5tDohr8Si9cbModW9SuNejuHjo9j84NPJFs9Il0qhf3MQeK1lkycLHhLBnVLFsYfai32I7I1rIJ5xn+2h5tzPZilgOQhReYdHWz3UwggEUhVBHWrZPIxKnLLODDDCZ9jkPUtVLJq0Thce2ssl3PPetUGYfFuyaDWwph+bRs/grn/Yg1N+OzZfvQhX942iPCMh1Nt4Kkn4LZH4u7LqRmDvY8Dya2TtNXTLtBxNGqKesxEnft0ufm+jbJRWpxle89RzSMYvm4fa8XiT1If0RvjnyTtMPNTfcmh+37BirjnaxPNQ9oCt697C5l3d8BCNaqnWikSsxA28FmNjtnwN4R7Ev2Y42aaph1pDvnPAlJAgXir6MecBKlKPuoY6RDzku2dp8C9nD0aRJZRYjxW2KRVsGf2Jl0ur46cncLGvfQlI3au01o+4wkboo7W9xIMJX3FC0SjlE/qQuxAlKBf3Li+4COi9ADj3BkZ95v2QeveS6pLOl7OCJNmHOhcPtSCMVTKuUcco0b3J4d117TXP2zhmFBpTxvdIWHFL8vf2Eyf3wVqFPueUSx76vCNYXjqAK3vPoOyl1HGtFETKxdY1z14KrLst2IkiDzKHfKd+kVBH8pxWizZr3GT2gWWvE0QPiAwyjuWNZo2brJBvs2Kb1v7A4hFsv/okFnRHk1kmhopb869Ez0vK1zCzlJyvATBHm+Rt+J6CqEKdA17CX42FGGFHpjLkSZEYVhVuLx7yPWMecPF7gLUfaGw/so+n4wGrVoQRtikZ5ETeJU6ddIU6fe0LzHuVxttO9FATyJrAxclaXcnzwlE+BZ6S+PNSKgPLrgq2UKLWZyttnOuQg+EidwVpgiZqSWIq0btDPY9rQ5epDywpnFGW0yznuQzPTwyD6rxVwb8z5svWz2edCzjhuKQ6eSgSGX57nt4mY1Iy4XuZt3G1IbqlwOOmtU7Gud/ZmJTaCP2YK8OSNKJBcJ8Glo7hG5+8rvb5gTuvwOO/f0PCumvbGuroeaP5GuK9Hc/XcG03MV+DoQ+pZVWhVoTUPNR5hLxYy2RUqG3KUlKCrM45yaHJKzYB888HVr87plM6fJxElkAw7onjCSSSETW5//nsVRoSglx7qCUKdbO8zeIQQumyBSLV7ZW65sfayNurkYMQnrfAYhROc/ZKxAXDPAwmpDpEgVQyrmcVkLntO8s9IXyGTcaKpHMuvTIIUV51o1hpqyaM+u2/fxYnz4zy+soKx5XgSJEAhAn8GBQhKRl5mYHw9zPHzaQ1tKntpQZFCuSl3Hcdca2UOzIqMufZ+ljxPXKd8N9hxdYYKt4wt9jHm2q+hgbvd2cF2zcew8AqWlh4rBOWQzkYvqcAuoY6BzxJlm+Rh5raIcNgaptkqVm9AaBtBrD86uDvn+1LPhe1f0mfE+tIracMy7wf+ptLap30ZQHZ176gfp1yW0PNsBgn1ifUcQJDMBJ5pEz1U7jwFwLjSly5zN3aHve05JAEhlTGNgbmsYaaS0yhJi3PiZ1Xoozk7qF2bOxolhe0wTiWsi5v4VpgdARo7Yh+b6PcAsw/L/g7Y1KyVGWn3njoT4GClHfIt9hDnTXsN619k6InuM7kcwoNS2IHAe/+pCvUSf1IGccye6hzcI6IDBJ5vwcSOHNa/TqJxgrpe0l4TgfW9OPqVfOxdtvXAQD/88YxXN3zZvoSE1IfGg7GPqpCrWTFKq/k4AHI6qG2DRRS62SGNSSJbRirMCZfdihtvE0HwoefLshX174MHz2dOF16iGd+tPXJS3jmch7k2KGLSW0wPY7kdjn3U/AMS5XwcOSARKD0SoBP2HKjWR5HlrAq8FBLztfw/oc+E97DhAaJxRwK4CKvdgah2Fk4JXN8WHJ5UiP0+lkzvIvqpBZu/Mo6/wrlAAkijz6nfcOY5zQpmcRYxCnXhPcgTuo4JpCBcg/5Tmlj5fXAyTeB4eeI55WMgc0zREpmFjINcjbt3Ql7u6/s81EeyakP6YUznGjyoiHfOUB7dPKwMhORZNLkeKijJ6O1b6hCP41w8iVPJpIJKN9Bw772JSB1r9KOniDjdM8SSysWsni1gPSJ3nUYeq0MQzjIahRqpjWW/JxKhEjHz4sxy3eKl5Lafr1Q9O/wecutDaXZfTLWIYawSgV8WxvJhVI+c9vL0L6pjOfV557uxcTThq5XWnb9jBne6UIy4/pVEkLIOVvKuTJ2AGaFNy9M47LLkG+pIiBe/sN7D2SKmAP1Le+kZGnMXREYzKTnbdacRixboapTIlkzFmUlMX64XCM/TT3ScdRDnQPOQr7Fk6JhUmjoQugLqULdLGWENRhknRSpgwPnd9AmwOral60PPY8Dx+rmxIXdrdj6i2vT96FuaQPW/lLwd23fbg4cIVxij8tjgmMq1EXyUJvacBlJAQjvFanhlM/hQ3mEnTOfF29coT73hsCz39JurkdpzwZ5L94cjEqi8Oq8DTDxJoTv8tpfAk4eBnqICnWY2eeknC/bOl1yGCfnXR5LcBPZnh1RpJqkDnJI4pZW1mTsl4x/xHrx+0691k3yUNNDhUNwDNeS35GHwsWR7apRV3kbVzMbZOllK00L+UYOzynjN3bNBVo60xq3nGv6oAp1DhzFDPzU74XfMdtSKo8XWzLIUUO+m+ihNtXPpZywXuYJJKU+I9S0uvblI3d/Hh78YK/Sa29EuSdFmW7sYOxjzmG/eQyargZesYfahTGF0EbeYcW5hHxLlqXYyhrac+2hBujZ15OaEC21ITxzPsEQa2ov77BSUeK/rIau8TZaO3nKdHiump1yXzN7qB0IyaNJCrVt/nX8XkbqSULkhcs+RF62PIwL1LIuZQ4PYz5wwJ+NE34ndu89jGvP602OPkuUHRyHfOfioc7bGNUkwxJnLAyVrcDDC398M7oMe9Antie5N74PidztS2WW1e+ml53mqEKdA6/4i/CKvwh+dbuOJJyHKpnaoIZ8N3ENtUh5ZSTMyOw1d+Fp54VolUse5nvHMMs7iSt756NM9X5FuufaSpjUPjdZSs4TXGKdtPJZlWOp8CqZWIV9FYXHkRqOfbS0kUtitCaNmyLjJUcZ8QDW7hCOhUlOsjBWH9LqCNpoaQOWbgDKbUBbF/18zqI0wHsvM4d8M/tDrROvl/da43jZiUhKlvuYCTT0iTBXD/4E2LarF8OVhQCAJ+5/Ev09Hdh66+r0KDSAubSKOrdkXD/v2rCcS2QPAY6MIvL6Zh83T49WcPeOYO35/33he5E2CgZNOJQHm3VvCo6uoW4aWT0t1DqIDra2ySSPkG/nimhC26yQb6nlm1In36RkDVVy8YKGyN3jSLWmRyrJz2dqI7GIcJ29S6OQvUFiMeIzJ1KQ4m1IlFeGQFT7Pm8PdYbySfWcjFGRioyynGaz5JoQ3HtnIZgJ9F1cz+RtPV82Lyg9jDPSAL+Kzdgk8so2NEIslnFtJqt9hpHc2F7OxtWsRk4Cg3uGsPlRH8Ono795+OhpbH7waQzuGYrVyJhIcaI81K6NxK7GKOch3+HqxDoRI40f66JEkXctv0xPhVo91M0iF0FCMlHbJq0cFOrMYVsO67DKup5IJQp15GTs+qIQXtakmMegmbNyXKvDuZ8ZrcwuhUHreXP2tjgPp5SQVdFz7DUJQ942C0EfaxHfOS/FkNTJxUMteV749+fkmVGs/qN/BYD0EMus0UpUGONNe7mEe967NlY/56Rk1XI+JwoCvGeYXQ4WhVo65zLnD5YxPn8j5FjFx90PvzD+6kfLVgN57374Bbxj9cJ6+Lco5DvSKWKxjEmrpOclj7U5yDO5h3zXj4nyLcBDV1sL9n32FlpdIHgesjoBXHuQ1UOtuKVJHgAbMxea25OGfEfacymwOA75dq3cZPVQixBMQCyPYw4Ch6vQMpZXwlTPNQ69CM6NKabzZHy3uedLLsQsLz1PvA4nZNJL/JNUnlwpw7vs6t5L9l/PgsTr5tXXt+7352H33sMYq3AibySGb8Yaaqfh0ZKkZFIPdZOcChwDW2YDjL393XsPY+joaeNxH8DQ0dPYvfew/ZSspGQ5zy2k+kKIymtq2TzrEK+FLCmZFEMUKvm8OY+7uUTRTH7UQ90scgk9ET6ka94HvHUImHeuuUwuHmqX63w5E4REoJZMQA4HqIZz5XBtSUYTjrchqSwz5FvkoS6AVyIPa68rY0JQMPaxwLZTjhA1ER5q6tgoDS11ZVzl5F1omocawThUGaOVzUpHDzCzL1h3Tbweg/sq2Pbv9fWtd1DWt2Y1DGS5V8ZyXmg4dqhUuV5eY6qf9DmxTnHmgoPHzcq0uVzGpGQT5aHOXY7KwwAjkbttRcNJySTPcx5GCJe5i6TyxvRUqAssZU0OwpZruyU7D2+hkI4eYP6q5Mmoe1GQFr9zjqztzN5g18qry/Y5XqZJ6qHmhnxzPfEiizG33Yn1SpDakIRksqz5rsKK85hCGM/YRHioqXtXl1wK7kLllSrsS4xWUrImP2KdywMufBew6kZS8cE9Q9j8zVHG+tbaiUJ/ptzPi34R6FsT/Ferw1hD7dJIPFHbZtEbSPmcVkfYV3ol69EFszpIrUTKldsaCxTSQy11AIWNl3lHKwnqMEO+q9Esh/weWjSLoNsnz4xiy47nsGXHczg9OhoVJ13mLsplydT0QRXqDAzuGcKNn3us9vmO+5/ENX++M3nSFQ02wol01rgVnaIkn39zkBZfLNhkVEYkg31anaxWcCocpU0U8m06F5H4pJp3VEQuE5qr94DzjEmexxyUtjC5e0Fjx0TRCQJjR95CTub2cxjXkgRaE5KlM03zHBTAAAMI1+m6J219KxCsb00UmDn3cMY8YOkV0T3Rbe+/VFERGa5de6gNCrVgfgzaYI5RTmQHevsbVsxFf0+H8cp6APp7OrBhxdz6l3OWBwn4ll0dKsnZNos4JmWWm3IwXrLKSYzx+dYZfOkYbhjsxc7KZXjZX2LXAZLak4z9fu1/vDY844fs5CEHTAFUoRYyuGcImx98GgeORfeUNFuyJd4f4UTa0gZc+qHm7B/XNA81x7LdLAWJM2jwBYZI6xyhPqkFaVgQy6sFsEO+Xb0H4syuTfRQR55pqtAjEI4AmqInmhSlXgnueTjlcghdlHioAeH9cTgXSLc+cikQNdNDzSDb+lbe/HHyzCgG/vLfsWXHcxgZq/AMMS69S03N8t0kgyzLSOBWnimXPGy9dfV4yeS0o1tvXR3dj9rzgOXXAL3n17/jGCCoz1ZW50MekRSccpL5STSnJTO4Zwib/+k1fjSLONrSQLOSLfIqCutNbpqiUI+MjGDdunXwPA/PPvtsM07plKglO4rRki1aB5rhoSy3NElYyaqMUKtIB6GcPTmRKgzhQGCB70TIWNM2g10/qihSBbYcFCQWjiZFlnCQ0TKfi4daIPRQw/Hz2BLPWMTx85G38EE/cf1PlkI9fn9yj4rIwTCQd8i32EOdMbTUEbL1reMIntNIEqO08VmYXC3xb+p5XCjU81YFxuG5K+l1oicTVBF6BEUe6vQ6A2v6sf3GNvR1VCLfL+zpwPbb19P2oU4zXId/JnVuiYT7NyscH26VtoYi+YxrmaJZcliSNDZWwQF/NvZV+ohJEyE0ZuUw70wjmpKU7Pd+7/ewaNEifO9732vG6ZzDsWRvPHde8KUkpC5OER/SrGFCzkO+XQofxg+Z6Wprweffd0GoeUn7Wa3tKfiVhO8Ya7uo5xN5MqSeEIkQkIeyIxB6qCG8eWTwN5/IfN6823easd/SRomhUNeuNWOMchpaTzyPyEMtFaCL6aEWrW+twZ8/Igp12jvqebxt1uJ9ot4bSTg+Z95v7QDe9kHeWtnIubIaVzmygzt/08CKFmyaeQh3PbQfR/yZ+K07bse15/VGPdM2yu0pBQRzS97RA3m/2yIZOg95o7GOSAeg9I/A138yhj/bfQzDlcsAALsoSRMbzpWzsUMaQTXFcO6h/pd/+Rd8/etfx3333ef6VE1DZskWDjZZE0U0E5ch36zBQGIBzNgnBx7qXJFGD9h+V5JCzW1f4qFmh/kxyrq23JraIHuoqcqIRKByI3wk0j4r2HVg4SW08oDsGc7D+8FZbiHyULtMShZq26bESLJ8iz3UxVxDLVrfWjvInz981vufxzNNQLRtFrM/UmU6OJng3EKDqsgYT5eByh7Q5x3BEu8NbFgxl6ZMn3sDMKMXWH61vZzEoJrZgOBaqcpDYRc8LwnnyS2ahfkbXvN78duPjmH4RFSeNIWZV/e43vfZW9DRTjMYynBtWJ8cOFWoDxw4gI985CP427/9W3R1daWWHxkZwbFjxyL/FRGRJTsPC04RH1LR4JDV4+hoi5Gkv6l1XAqGLcKBUHLNOM9p4tY3TcjyzfVKuAjzizwv9ObNbeRsjMrF05K3sBpjxSZgyWUpzTu8RtQ2JCHfLE+Yw7mAev1EyrFUyc/moabvrMFDtL61oQTIvymyzU4RQ75deKiNODQ4c+bBrPKMUwM+gDnLgIt+Idi5hdynZinUQlzOT5kjGpLJLZqFce8rPvBU5XzeUtMw4aVfecvq6qEG4FCh9n0fd9xxBz72sY/h8ssvJ9W555570NPTU/tv6dKlrrqXCZElW2rNn7A1hFQyCryikG9G+y7XULPuRwaBoX2mvG4V6QBqqyfZaq1ZgvtkSEom8VCTw7fDbTuITqiVcZ3MSjK+5BFSLFSoq/eH46GWCIYSZSdVmWhSNFRkTT/vPKydNQQMrOnH9nd08Ne3CuacaMh3yuq7zFE0xDqibbOaqIhlNhKkFhbWS6hvLVYv5zx2TbKDhCSirukh344MvoSxNlM0i5BDmI1TMCvy9qSJiM1jUkVZscEeMT796U/D8zzrfy+++CK+8IUv4Pjx49iyZQu57S1btuDo0aO1/1577TVu95pC1JIdJd2SHS+ZRsEfaNFaTcFEzxJYJJNuViU/pc7SDcG/C9fS2g63OXsZvU6kviTBDENwb+0ALvk/gHW/Wv8udSLOeG+osH57k7yFtnqSLN+282b27AIyRY8IVWCT/A6J4NBAqH+cNdSt45FYnKgSiWBI/lmM68eNaBEbiWXRI/ydNWQMrGzFzoFDuKH0FC7y9uGBO6/A479/A2N9Ig32GmruuSaVh1qC2+dNlCG/qUuGbM0LDKqROUii5kuNfjkYPY1FBEtZCIblTNEswuikU37auvkAYzi6KDmpA0fMFIZ9hT/1qU/hjjvusJZZuXIldu7ciV27dqG9PfoQXH755bjtttvw5S9/uaFee3t7Q/miMrCmH9tvX4+tDz0fmeAX2pIDeKX6ulOXil5TyWjRFQlhDkK+XSv5c5YHimcL4/le/R7g2OtA74X0OiZcZWCXZB9nn0swWHOUKpHyafxAJ6xUutyHmpzhPd6ExAOQUqdnKXD0NWDBRdROMPsDmZctTmW0/jdnDfU5G4FTh4GZC+zluAqS2EPNeA7YioGwT4Is32k7a3gIwh3fsXohPbGTkfr61grKtPWtgnnaB2dOk8yzkjltgpRDiYGNCkuJDv/tMAliqG0/j+vXeILQn9Top5w91PSKwmqOjH7EHQ8G1vRj+y+twravvoTh0/VrbNUBGtqjj3+nQTPsGsPRw/OY6+iBojsCHcFWqHt7e9Hb25ta7i//8i/xp3/6p7XPr7/+Om6++Wb8/d//Pa688kruaQvJwJp+XL1qPtZu+zoA4IE7r7BnavS8UKZOyWRVwIc0l3W63HMyhBuR4OlI+eQo0wDQOTv4T0rW65D0ORVGlm+yMSX1i0bC1zo1eVrGey/20obWoIu2NsnZQy0KrWf+9nPfDpw8DMyYT+ySRKHOwUM9djbUHsOA1z6Tv0RDlJSM2nbBPdRE8suqy4Ou7PDH2orP8VAzljzVymVT9MRzhlMyet1Z0UrNmQucKNSiyMEwTQz5lpZztlyMfj8GLpqHTaNBtvaXKufgv9z5rvRs7cw5bXDPUOC48y+wlvMQKPPGMHNRBn+HTo8piLNts84555zI55kzAyHj3HPPxZIlS1ydtumEX5x0S3YOCk6RcboPNWeib9KkOKmiB6Tehrx/l8RAJOhD2BobVo4Smxf0qTWcZFGqUIcUfcn6YLKHWmjoEoUip5yrVAZmphtkE9uXhHz7SYnzCIQ91C7IOnZI3mdOQibSMy0cKwRG2ExZdblI1rdG7ietyljYQ526hjqjYV0U3UF838T73IcQJd50YOzIvFTGnVGJRdjDLIlQ6pidW1fScSib5DKn2efZajTL614vMVs7/XmpLnOhLqSzLjUNz4sOjZ/TmabsQ62MIxKiCq60ZfVQOw/5lhgu3HklmspEeKg5oWJiyzTTezZ2Jq0wr20g2PYpKxGFOucJTuShyENgcTgBSwT8xEz0BFwr1NzxQhzy7XD9qNgjxRfws2XV5RJWqN3NBZG2U8Pxs8oBDu7NkiuAQy8Ci1My9dtYsSlYAtJr977VEMkOnDoZFWqRh9oB4bmFY/C49PZgzGxhLHMJ43n8cPHCeahpId/xPlQkMqDlN9iWucRJDzMHLxfI8muBnz4JrLyeVj5zZOPUoGkK9fLly+FP9F68E84U9FBnDi11MClmVY6bNJG6R3JvHOMZP1Ar8a91mnIkeYbDYb3ikG/BPt4looIkei8lOJ5Is3qMpAp1WlRDnuSUKCe5Guf6ccez5nmoq1l1h4+eThQwPaSEO3KIeKipvym5vomxio+zKGNfpQ9PHGrD1SjBrso2SXaI3I8UeW3hmuC/LMw7N/iPTFZvcM5GpYY2+X1yEvIdUagZRpJyK29XgwY81J4b4vM3MlrBth3PAQD+70tG0dVGVUsEyjFpDTXnGZGMFbTnJW2ZS5XfH7gAv7np3HTPOOe+zl8V/EdGOBdMMQoiZU8TsiqfhVfaHPbPdci3IGRPNJE2k6zW/OALWr0VmwJL+KobaeWz9Cn350zwvLSFPNSjI+ZyNioChVoSvicO+ZZ4KfOeUjK+Y1JP88w+WT0qXM+x9L2UGtWKEGkQIp+dNaiEhWRqFfr8VN3662foxi5/DX7t8bm45t5v27OUiyK0JON/xsRUrsm6PMKFMV5oWG8vl3DPe9di+23rGUokEUn0Ux5kXZpgbzz6kZLbQjRucuQNiYeaVo66fGX+zHbSuHdyzMOWHc9hy47ncGpUIHtwKKSu4h5VqJtKVuWzgA+pyINkqE+t5CLkO7Plu4Bkjh4A/frNOzcIF+tZzGhfcu8dvAMSgSg8mY8cl51X4qEWbYXmMreBY4U6q6ddqlDPPy8wEq39JVl9FgKF2sVSGa4wnEuf6M9cdWeNBd3R5I6pe0RnQBbybca49dexlK2/MhtHqeNayGAnGZ+ck9FIwDLGO/SAS5diUJFG5mQmhzkka7loJX4bjJDvk6MVbHvoeQBCD7WlCnX5Su8sYrLbPHIdmBAbfKcWBdcIphhFTF6RmaxKm4MJyDN+sNTJKLAU3iLn2EOdWDeljJOw1RCS7KaS+3jmBL8OIAz5lmTqFI4hLsN+6Z0I/Sn4HVKlwPMCI1Eea+VN7Sf9TW+Afx7O+9CskG/m8zKwph/f+OR1tc+0PaKZiMI40+entK2/gGDrr7FKQgnRNcuq3BTQQx3BsUGWnCitgI6SiTKGiMY1h04ViTzDuoeCscJQP051mYu5hI8OjOCyZXNop4ok68z7+RAaV6cYRdfWphgZB94iPqRZ1zgWxcrcLMPARJH75JYHDqMHAPr+wVKFvW98/aA0KY/IQy0wElAVqTyEjyKsoZ4UhH+X9P5Q6kj3Onbpoc42D/J21pDg1cJx/7/fuJIWjkuYnzhbfyX1qf5nkwy+RQ/5dulBBujLPrI6SlzIdXkoTNX5s4uTl0ByLVzKwjnMT8RcJaKQb0vblGUuI2ilj3/hpGRFS7o5RZhKEkrxybo+p5APabM81IzzUPfqNXXJ8dqpCYFs7BAk8eB1hN+2VKkiJ+EQvmNLrwDW3QZ0C71jRQ/5lngpXa6hnkoKdcRzLEjC43qpDLdtTvuulYmsiIzE6b8p09ZfmT3UEoW64CHfLpTXUz+r/01WJAs4Rkm3Cwxz4S1B9vVzf55eRyAT5Z3My1yHWI8lAwkU6sg1shtTTctc+ro7AHjwOSpc+Lx5K9SuDeuThIK8/dOFjANvER/SZnmQOJNiZHuAfK2GxjqFNHaEESpfLj2OrkP2ysS1RVmeYen2IoBM6CkJBGuJV5tKMyfSIo5/YkK/RZRVV6JMOFzfzmm/KEqHkaxerOT6mbb+yhwJRqsSgeWZbBKZPYwp9VtCc0buBstwHceyQx5rqDtnA8uuiu5okYpLD3VGYzy1HucZiywPERiuCWN/0jKXRz65idrDZHL3UAsMF1MQ3Ye6mTQrsUhTyTrRO1Bewx4f0Vobh6FKEwW1ry4TV8Rx/Q50zQVOHKKcIPRnE4V9SUilSw+1SDl27KGeTFEgUjgh+X7ob2qd2t+cpGSkxmX1C69Qh5D8JkOdTFt/ia6ZcNxc+0vA2dNAR4/gnK6RyFCMMXPhJYFnfj5xX+x4m0VxlBQyusCE5PdL5EZqPcYzlnUsI+4NHV/mkhXPecj39GQSzWxTDemAUDBEk0lG5TWtSjmsUDsMjZxMwn5hhN2Mkyenf4svD7I1nz+Q0nwBQ/ZMeC6TkuURHleQkG9JQrpmkjXk22UiHylTxUOdNYrGUCfb1l9NvI/ts4CZvW7PkQuS8S+lTltX4JWdMU/WD9fruqlM1Pp3lzJR1igNaj1hvp5HPnkdMd9C2EM9QT7NvJ8PabTSFGN6/uqJQuRdmkxKmzTzIrPt1DXUGT3U0znku5mKiOt3oKUNWH4NYY3zFHzHwlD260w8l0vPgaAPLIW64MFXYYFG0lfX+QckfZgqCnVmBcmMeOuvqS47UMk6Jrm4Dq6VYwl5rKEWwZeJxnzggD8b+yp92L33cHKW+3h70qRkpCocD3XG+030UMfpamvBvs/egn2fvYW8h/lYxceusYvxUmUpvntyseU6SyjIcz/BFFzqmGI4snxPKFkVURdhv1nXULvwmk80Lo0drH5MES/bRCFKuOcyy7drD7WwbZfrxvMgLPBSFeqsy1JUoabhGT9Y6tAV3oE1/bh61Xys3fZ1AMGayGvP67Vn65X0qeiygwiB7CDJO8FBtJRvEmT5lsA0yA/uGcK2/13BcCXYKWPX/U+iv6cDW29dnbIVntDQRTIuhz3I9jwsY5XAGHDKb8fu107imnl+etbtiIc6Qw4WBoN7hrD1oedxAAuxz1+IO/72++jv+SHhOguZKgY8JgWf2YoPz1KUVZEsIlkFNgcTUEkQ8t2s0PWJojDPUQ5hW3njMnFT3jQ15JtSxXGol9hDXXCFOpw0iNzXrN4518Yo4u8o+r1xbfCFYOuvrB7qqYL0N1XrObkmWeUAB33KIymZhNbO+t8p13pwzxA2P/g0hk9Gvx8+ehqbH3wag3uGogcy5yAiEn7XLElHB/cM4cb//h3srFyGXf4a/Po/7MM1f76zsd+NJ6j/2YSxsHqdDxwbiXxvvM4SJMb4KUjBpccpRrO8uc1Eoow4T0oW9uIJlInCrDfOkwI+O2SaqBQU/To53TZLUs+xQi0VVnuWBv82yQPApmlbpjHenazzS1EMZLlSlPDqAoY6TwjC31R7Nl17qKl1HM9jE+Whbu0KfTBfjLGKj7sffiExOV/1u7sffiEWlpw1uk3wLhvmj9yUVMfzk+w6S4jLAVNlvOGhId9NJWPIXhGF/aYlJWMo7mVByLfkOoezoBZ9ACmK8p81sYiTNXBhi3FBrpMJSfhiFzHBjsia38SJlJWQ7rIgudLspe76kwWJB0myVjOyVjvNG9IkhbprfqbTVKPCnJE1hNeJ0pbVcF3wcU0E5zp7kX/y7UZGGW0qhXxHFGozu/cextBR877sPoCho6exe+9hbDw3Yf5yFDnSUC5B4U1TUj0ESuo7Vi9MjjyJKOyyNdRUMl9nMQWXhx2hCnUzyap8FlJpa1IIrzjkW3KdiXVmLaz/PfIW8TwTRFGencyCnUPvz0QJnS20/WkB8Pq4+t3AyHFgVh+18dhHyrUuaMh3uQXoW51vX/JEsm2JaN1lSOwrSv6Bjm7golt5z31TyWrwde0FlXjnih5mT0Qc8u3QQ13ELN9LrgB++iTQtyb/tm20hRRqy7U4eNys5BnLZX4HBDkeEhTe7Epq2IDvVqEWXWcJzTSsFxhVqJtKVuW4iA+pRGDLOAGlpfwPD1Ki0Ehalchge/akuVwhYIbHubJwe4JwfNeeFqfr6yxc8C5g/1PAOT9Hr8MR3LvmBv+JIVwP5xPpFPWySbLwSq6t30SFmhPdMSObl9opoogVx5FkWRWwKfPuZA35dkBWD7WLqKiFa4A5y4IonWZCDPleMItmTIuWy2joopIS8p2rkkrcNksalSO7zgJ0DTUAXUPdXERZWgueMCmzwCYJ3UlBlOhBOCmuvB5omwksulRwzibCypDs8DmTZKl2HqUxQR7qWX3Ahe9iKr0OBXeRcux44pyKW/8A2UO+8wjP5x6fNoQFanuW33oVxx7qrEbowieCIyJVXj2XY3zGe+MqeqDZyjRADvnesGIu+ns6jHfQA9Df04ENK0JzY9akZBKHT4JCnVlJjRjs3HqoRdc5D6bpXFJADW0qk1E4DGdQLAwChTpryHcamfehZpxr7grgkg8AMxfQ60wEhbHmCzwtrvMI1NqfBJNAJFIj5yiChvtOuB7O15xPUQ+1BJGXMs+9Rqch1KRBzVxDPa091CEm85wWRrIPfVEhyqjlkoettwZLcky+za23rrZkv3dojE9Z45xZSQ0bUx2voc5+nRlMUyU6zBQcZQuMRDEYDYWNEK1/TSUscDhdFx4ulyIkigapKeoJq+Hawy9o2+U6KBYT5KGWEH7f8hbEGvaULth7MBnuj0tEId+sE/Dbn4qEr7Nl2xxjHReIkjmG/54i7474Ojsc47MmsZtKCnV7d/CvV0r9XQNr+rH99vVY0B2NAlnY04Htt69P2B85o3IsMeAnGNQyK6nh/BlNuPf86yxlqsvQ6UyhN3kyIJgUz56q/13EDMStncCKTYGi5HKQ4/z28CBF9eIVPZt6VooS8i3aR9nxQO00HDBnyi3B2uvq33nSYEgpwHvgPJR2EpE1KZlCJGvId769aWxfYIicKiHf0iUvTseOjLLDVFKoSyVg3W31v1MYWNOPq1fNx9ptXwcAPHDnFbj2vN5kZTQy3zVpuZghQqWqpG596PnI1lkLezqw9dbVdiU1rFA3aU5jXedcmJ5z9RR6kycZ1Bdp7IzbfuTBvHN55bMKH6lJyQQK9VS3rrUxohuaFR5XFA91NUytbUb+bbuAnLWbiXqoi03WbbMUGoR9aBvrOA75zrrl5lR8dzgRe9Xf78QgK9nSbAqub69CjeoYJ6zUbVgx16zktYXWhJ85QWs8q6PEEu0oVlIlOzzkAPk6S/G8aW+/VYV6wiiYsNpMShJLI4PwIEpN/jNVhY9z3w4c3Q/Mv4Bep1lJyYqyhrptRrDFVBGXVDQTyRpq10zV91JCM7dmmtYIQr4j1dOvIztrb2ZD5BRR2sK/vWcJo57DbbOyvjdTTaF2RdjjPUrc5ilrdNuMXuthkZI6UXuEO0fnalWoJwruy+04eUFTaeZvIW9PM0VDvucsD/7j0KyQ76J4qIGM20tNEQo5CU7R97IK65pLrsU0dxlICM8ZkpBvJ0qb8YOlzhQUcMMRFyyF2ov+myuS9e3hcHwVw8mUWpgeXuH88bYPApWzbhIB914IvPkyXy5TCo++yRMGc2CfSt6zSBZux0Iy2UMd/nsKCu4cnHqoM2b5nua3xilFDPmeqttmVeF4pyReSlbI9xS8vhLGztb/php/nUcPSLbPnIJrqNu7ga55QEc30D6TXs+ph1pw71WhltHRA5x8k15eOn+0dgDIuDeziZZ2YM373bQ9kUz1uZrAFDFbTkKok2J1fXLR9znmkDnkmyAkto1PtmQr9hT3hHFomoeaXMnwt5IrRQz5nur3XrIONPiQe1eUccIKtSRrs+s11K63nSwypRKw+heBldczKzr0UIuWJE3BcPxmsOzq4FleuJZYQcfJpuF6KeckQE1jTSW8ZzPxgVt2DdC/LrDIThWaYS2/+L3A6CmgfVZ6WWBqhsdJKfIa6ul+b1wSH5OKZmUuWn+ysOpGYOhZYPk19Dqi38/wUHfN43l/piqSRKDOt83KGtkzzcdNlx7qyHkkHmpVqMnMmBdkEafucKG7RDSPcmt9V6Jpeq1VoZ4oqA9cqTS1lGmgOSHf5RagTFSmg46E/pyeg0ENlxO8yBqv92ZCKMK1nqpe2dlLg/84uA75XnJFkNV67kpev6YaIoW6iQnjpvW2WUKaleVb4qHWkG8enO0ip/p2qEUisiPC9LzW+iYrzSeyrZUgaY6LrWB04K3TrG2zqN4zvTcKUAwFfyIRCe6MsbKlDVh6BadHdabSvRFl4XU8RknGZPVQ16ldi4IYO3QNdZNQY3zTCCvU0/Ra65usNJ9SKNELNWmYc3TgreHy94c9JWTDiAqGkwLdysktzpOSZWEK3afFlwEn3gD6L6HXcR5amnEMnO7rdF16qEXGFFWom4Ia42uwt+rjomuoVaFWJoBwpmfytlYhqOuiOWiGwjouha+IQk30BOm9mSQUMBnTVKLIwuFUMnR1zQXWfZBXx/m2WRmNKVPp/oholodaUGeah+O7VfTcjpPOldTJRHhHhGk6V6tCrUwsHA/1+TcDbx1wtMavwMJqs2mW8KUeaiWNIiuRzUaiVM1cAJw45KY/Sp1mrqGmvgdhg+U0V9qatg+1yEM9ze+NS1ReaB7hyNNpOlerQq1MLJVRetnuRcF/LtD1ZnWaplALPNTTdKBuGp7XxDBhAhqdUEfiBV20HmjtBGaf46RL9e5M9zGziWuoye+Beqhr6D7U05PpPmc0E/VQq0LdVIokqBYFjkLtFBXcaxRNoQ4z3QVD53hgJbKKVHX93uh7yabcwtizNQPTfsxs5rMv8FBP+/tTXUPtom3JvQmNsapQO2SaP/fNRNdQQ6VTZWIRZVR1gHpB67hYo56ErqEuHpkMFgXZ43WqUug9VYvWnybT1G2ziO9oUebWIuAyy7fEGB/OHTPdE8a5pHDj5BRGPdTqoVYmmEJm+Z7mdqa+i4EzJ4CeJW7PQxb41NjRNAo9ERa5b82gwO9BoZ+bZuA65FuitGlEXI2i7UMdlns4+yorTKb7uNREdA21KtTKBFOUkO9Ce3+aTKkMLNvo/jxkD3Up+W/FARmefdfvzXR/L4scqTHd38tmbpslCSue9jQry7cgHF9xR3hHGelSJoWGGoY05FuZYCTbZjmnYMLqVEW0hjr/bighiqaoRShy35pAoZVWvTehD47PpUobmznLgc45QM9SB41nXN+uKFOBkoZ8q0lBmViKEvKtHurioh7q5lHkNdTlNrftF50ij1FF60+zaeq4pEobm57FwX8ukMxP030sU6Ye4aRk03Q+UIW6qWjIyaRAlbbmIBL4pudA3TwKeH3P2QiceQuY2TvRPZlYmukFVXg0c7mDZNssxR2Sez/7HGDBamDG/Pz7oygTQduMie7BhKMKtaIAmuV7ItA11MUji2LgSqlYcKGbdicbRX72p6lHoobXzLWa6qEuLNR31POAc6502xdFaSYd3cCyq6LZvqcZqlArE8OMXuDEoeDfojHdhcNmIVpDrffGLVmur94bpxQ55Hva3/vQ73eSDEy3zSosRU4WqCjNpPeCie7BhOLU5P3P//zPuPLKK9HZ2Yk5c+bgPe95j8vTKZOJc28AFl0a/FsENJyy+Ug81Hpv3KICYXEpchRNkb3nzaCZHmrdNqtY6Pw0OdD3QXGMMw/1P/7jP+IjH/kI/uzP/gw33HADRkdHsWfPHlenUyYbbV3AonUT3YtkVKloDjrBFQ999otLkT3URetPswlvz+N6XNMs3wVDPdSKojhSqEdHR/Hbv/3buPfee/HhD3+49v3q1atdnE5RslNkYXWqIlpDrffGLQVcQ60EFNoTVrT+TDEk75Yq1M2hyJEjitIkTp4Zxeo/+lcAwAt/fDO62qbfimIncVpPP/009u/fj1KphEsvvRT9/f145zvfmeqhHhkZwbFjxyL/TSnUIzdJ0EnRKcuuCv5def2EdkNJoMjbZk13irxWc7qHfEcoyDyv8kaTKPB7qShK03AyC77yyisAgG3btuEzn/kMvvrVr2LOnDm4/vrrcfjwYWO9e+65Bz09PbX/li5d6qJ7itKIZpJuHr0XAOt/DZizjFa+0J65KYYKhAWmwJ4wfW7qFEaRLUo/pjgqLyiKAqZC/elPfxqe51n/e/HFF1GpBKFGf/iHf4j3v//9uOyyy3D//ffD8zx85StfMba/ZcsWHD16tPbfa6+9lu3XKYoEFQ7dUypPdA+URDTku7AUUXCv3vNZCye2H4XCcZZvKnNXBv92zcu3K0qUIkeOKIrSNFhB7p/61Kdwxx13WMusXLkSQ0NDAKJrptvb27Fy5Uq8+uqrxrrt7e1ob2/ndElR8kG9oMWliIrEVEUFwuJSxCiai98HHP3ptN8uJYILD3VJsB5x0aXAjPnArP78+6OE0DFTURSmQt3b24ve3vR9gy+77DK0t7fjpZdewjXXXAMAOHv2LPbt24dly4hhnooyURRFWFUCVMlrIroPdWEp4nvQ0Q10aLJR58xaGHicO2fT65TKwJzlrnqkVFF5QVEUOMry3d3djY997GPYunUrli5dimXLluHee+8FAHzgAx9wcUpFyYaGbRUXvTfNI4tw2NGTXz+UBPQ9mBS4yK7tecDK6/JvV8lO+F0szPp5RVGajbO85vfeey9aWlrwoQ99CKdOncKVV16JnTt3Ys6cOa5OqSgZKHDCH0VpFhJF7cJfAA69CCy+LP/+KHV0ex5FKSD6Lk4O1NihuMWZQt3a2or77rsP9913n6tTKEqOhAZbDeEqMCq8uEVwfWf2Bv8pjlEP9aRAEy5OL1ReUBQFjrbNUgz0LA7+bdHEa4VGhVVluqLCYXFRD3WxWXI5MLMPmK8J2qYVKi8oigKHHmolgYVvA9pmAd2adbPY6ASpTFNUOCwwem8KzcK1wX/K9ELHTEVRoB7q5lIqAfNXAW0zJronShxfQ74nBSq8OEavb2GJJOfTMUpRFEUpBmOVugy9e+/hyOfpgs7KihJHlTZluqLLUQqMjkuKoihKsRjcM4QbP/dY7fMd9z+Ja/58Jwb3DE1gr5qPKtSKEkcV6gKj98Ypiy8DZi4All870T1R4uj2cYqiKDJ0SzMnDO4ZwuYHn8aBYyOR74ePnsbmB5+eVkq1KtSKoihKQFsXcOEtwdIUpWCoQq0oiqIUg7GKj7sffiFxQ7Lqd3c//MK0Cf9WhVpRFEVRio6G4ytKsVEvqDKN2L33MIaOnjYe9wEMHT2N3XsPN69TE4hm+VYUAEi0sSmFQz1zynSlfSZwzkagpW2ie6IoiqJMcw4eNyvTknKTHVWoFUUpPu2zgJHjQPeiie6JokwcCy6c6B4oiqIoChbM6si13GRHFWpFAYAZC4J/22ZObD+UZC5+HzB2BmidHgOzoiiKMsmYMW+ie6AoTWPDirno7+nA8NHTiTGeHoCFPR3YsGJus7s2IegaakUBgjDKdbcBa94/0T1RkiiVVJlWFEVRisfaDwAX/gLQOWeie6IoTaNc8rD11tUAGvdfqX7eeutqlEvTY6meKtSKUqWlLVDcFEVRFEVRKLTPBGb2TnQvFKXpDKzpx/bb12NBdzRp5sKeDmy/fT0G1vRPUM+aj4Z8K4qiKIqiKIqiKCwG1vTj6lXzsXbb1wEAD9x5Ba49r3faeKarqDtOURRFURRFUZSpxcy+4N/5509sP6Y4YeV5w4q5006ZBtRDrSiKoiiKoijKVOO8dwAn3gBmLZzonihTHFWoFUVRFEVRFEWZWpRbge7ps45XmTg05FtRFEVRFEVRFEVRBKhCrSiKoiiKoiiKoigCVKFWFEVRFEVRFEVRFAGqUCuKoiiKoiiKoiiKAFWoFUVRFEVRFEVRFEWAKtSKoiiKoiiKoiiKIkAVakVRFEVRFEVRFEURoPtQK4qiKIqiKIqiKGy62lqw77O3THQ3JhT1UCuKoiiKoiiKoiiKAFWoFUVRFEVRFEVRFEWAKtSKoiiKoiiKoiiKIkAVakVRFEVRFEVRFEURoAq1oiiKoiiKoiiKoghQhVpRFEVRFEVRFEVRBKhCrSiKoiiKoiiKoigCVKFWFEVRFEVRFEVRFAGqUCuKoiiKoiiKoiiKAFWoFUVRFEVRFEVRFEWAKtSKoiiKoiiKoiiKIkAVakVRFEVRFEVRFEURoAq1oiiKoiiKoiiKoghQhVpRFEVRFEVRFEVRBKhCrSiKoiiKoiiKoigCWia6AzZ83wcAHDt2bIJ7oiiKoiiKoiiKokwHqvpnVR+1UWiF+vjx4wCApUuXTnBPFEVRFEVRFEVRlOnE8ePH0dPTYy3j+RS1e4KoVCp4/fXXMWvWLHieN9HdKTTHjh3D0qVL8dprr6G7u3uiu6MoTtHnXZlu6DOvTCf0eVemG/rMFw/f93H8+HEsWrQIpZJ9lXShPdSlUglLliyZ6G5MKrq7u/VFVKYN+rwr0w195pXphD7vynRDn/likeaZrqJJyRRFURRFURRFURRFgCrUiqIoiqIoiqIoiiJAFeopQnt7O7Zu3Yr29vaJ7oqiOEefd2W6oc+8Mp3Q512ZbugzP7kpdFIyRVEURVEURVEURSkq6qFWFEVRFEVRFEVRFAGqUCuKoiiKoiiKoiiKAFWoFUVRFEVRFEVRFEWAKtSKoiiKoiiKoiiKIkAVakVRFEVRFEVRFEURoAp1gfjWt76FW2+9FYsWLYLnefinf/qnyPG33noLd911F5YsWYLOzk6sXr0aX/rSlyJlTp8+jY9//OOYN28eZs6cife///04cOBApMyrr76KW265BV1dXViwYAF+93d/F6Ojo65/nqJEuOeee3DFFVdg1qxZWLBgAd7znvfgpZdeipTJ63n+t3/7N6xfvx7t7e1YtWoVHnjgAdc/T1EipD3vhw8fxn/+z/8ZF1xwATo7O3HOOefgt37rt3D06NFIO/q8K5MFyhhfxfd9vPOd70yUffSZVyYD1Od9165duOGGGzBjxgx0d3dj06ZNOHXqVO344cOHcdttt6G7uxuzZ8/Ghz/8Ybz11luRNr7//e/j2muvRUdHB5YuXYr/+l//q/Pfp9hRhbpAnDhxAm9729vwxS9+MfH4Jz/5SQwODuLBBx/ED37wA3ziE5/AXXfdhYceeqhW5nd+53fw8MMP4ytf+Qoee+wxvP7663jf+95XOz42NoZbbrkFZ86cwXe+8x18+ctfxgMPPIA/+qM/cv77FCXMY489ho9//OP47ne/i0ceeQRnz57FTTfdhBMnTtTK5PE87927F7fccgve/va349lnn8UnPvEJ/MZv/Ab+9V//tam/V5nepD3vr7/+Ol5//XXcd9992LNnDx544AEMDg7iwx/+cK0Nfd6VyQRljK/yF3/xF/A8r+F7feaVyQLled+1axcGBgZw0003Yffu3XjyySdx1113oVSqq2O33XYbnn/+eTzyyCP46le/im9961v4zd/8zdrxY8eO4aabbsKyZcvw1FNP4d5778W2bdvwN3/zN039vUoMXykkAPwdO3ZEvrv44ov9P/7jP458t379ev8P//APfd/3/SNHjvitra3+V77yldrxH/zgBz4Af9euXb7v+/7XvvY1v1Qq+cPDw7Uy27dv97u7u/2RkRFHv0ZR0jl48KAPwH/sscd838/vef693/s9/+KLL46c65d/+Zf9m2++2fVPUhQj8ec9iX/4h3/w29ra/LNnz/q+r8+7MrkxPfPPPPOMv3jxYn9oaKhB9tFnXpmsJD3vV155pf+Zz3zGWOeFF17wAfhPPvlk7bt/+Zd/8T3P8/fv3+/7vu//1V/9lT9nzpyIzP77v//7/gUXXODgVyhU1EM9ibjqqqvw0EMPYf/+/fB9H48++ih++MMf4qabbgIAPPXUUzh79ixuvPHGWp0LL7wQ55xzDnbt2gUgsI6tXbsWfX19tTI333wzjh07hueff765P0hRQlRDW+fOnQsgv+d5165dkTaqZaptKMpEEH/eTWW6u7vR0tICQJ93ZXKT9MyfPHkSv/qrv4ovfvGLWLhwYUMdfeaVyUr8eT948CCeeOIJLFiwAFdddRX6+vpw3XXX4fHHH6/V2bVrF2bPno3LL7+89t2NN96IUqmEJ554olZm06ZNaGtrq5W5+eab8dJLL+FnP/tZM36akoAq1JOIL3zhC1i9ejWWLFmCtrY2DAwM4Itf/CI2bdoEABgeHkZbWxtmz54dqdfX14fh4eFamfDEVD1ePaYoE0GlUsEnPvEJXH311VizZg2A/J5nU5ljx45F1i0pSrNIet7jvPHGG/iTP/mTSKifPu/KZMX0zP/O7/wOrrrqKrz73e9OrKfPvDIZSXreX3nlFQDAtm3b8JGPfASDg4NYv349fv7nfx4/+tGPAATP8oIFCyJttbS0YO7cuSrHF5yWie6AQucLX/gCvvvd7+Khhx7CsmXL8K1vfQsf//jHsWjRogbrrKJMJj7+8Y9jz549EUutokxV0p73Y8eO4ZZbbsHq1auxbdu25nZOURyQ9Mw/9NBD2LlzJ5555pkJ7Jmi5E/S816pVAAAH/3oR3HnnXcCAC699FJ885vfxP/4H/8D99xzz4T0VckH9VBPEk6dOoU/+IM/wOc+9znceuutuOSSS3DXXXfhl3/5l3HfffcBABYuXIgzZ87gyJEjkboHDhyohVItXLiwIUty9XNSuJWiuOauu+7CV7/6VTz66KNYsmRJ7fu8nmdTme7ubnR2dub9cxTFiul5r3L8+HEMDAxg1qxZ2LFjB1pbW2vH9HlXJiOmZ37nzp348Y9/jNmzZ6OlpaW2tOH9738/rr/+egD6zCuTD9Pz3t/fDwBYvXp1pPxFF12EV199FUDwLB88eDByfHR0FIcPH1Y5vuCoQj1JOHv2LM6ePRvJBAgA5XK5ZvW67LLL0Nraim9+85u14y+99BJeffVVbNy4EQCwceNGPPfcc5EX9pFHHkF3d3fDS64oLvF9H3fddRd27NiBnTt3YsWKFZHjeT3PGzdujLRRLVNtQ1GaQdrzDtSzt7a1teGhhx5CR0dH5Lg+78pkIu2Z//SnP43vf//7ePbZZ2v/AcDnP/953H///QD0mVcmD2nP+/Lly7Fo0aKGrbR++MMfYtmyZQCCZ/nIkSN46qmnasd37tyJSqWCK6+8slbmW9/6Fs6ePVsr88gjj+CCCy7AnDlzXP08JY0JTYmmRDh+/Lj/zDPP+M8884wPwP/c5z7nP/PMM/5PfvIT3/d9/7rrrvMvvvhi/9FHH/VfeeUV//777/c7Ojr8v/qrv6q18bGPfcw/55xz/J07d/r/8R//4W/cuNHfuHFj7fjo6Ki/Zs0a/6abbvKfffZZf3Bw0O/t7fW3bNnS9N+rTG82b97s9/T0+P/2b//mDw0N1f47efJkrUwez/Mrr7zid3V1+b/7u7/r/+AHP/C/+MUv+uVy2R8cHGzq71WmN2nP+9GjR/0rr7zSX7t2rf/yyy9HyoyOjvq+r8+7MrmgjPFxEMvyrc+8MlmgPO+f//zn/e7ubv8rX/mK/6Mf/cj/zGc+43d0dPgvv/xyrczAwIB/6aWX+k888YT/+OOP++edd57/wQ9+sHb8yJEjfl9fn/+hD33I37Nnj/93f/d3fldXl//Xf/3XTf29ShRVqAvEo48+6gNo+O/Xf/3Xfd/3/aGhIf+OO+7wFy1a5Hd0dPgXXHCB/9/+23/zK5VKrY1Tp075/+k//Sd/zpw5fldXl//e977XHxoaipxn3759/jvf+U6/s7PTnz9/vv+pT32qti2LojSLpGcdgH///ffXyuT1PD/66KP+unXr/La2Nn/lypWRcyhKM0h73k3jPwB/7969tXb0eVcmC5QxPqlOfMtQfeaVyQD1eb/nnnv8JUuW+F1dXf7GjRv9b3/725Hjb775pv/BD37Qnzlzpt/d3e3feeed/vHjxyNlvve97/nXXHON397e7i9evNj/7Gc/6/rnKSl4vu/7Lj3giqIoiqIoiqIoijIV0TXUiqIoiqIoiqIoiiJAFWpFURRFURRFURRFEaAKtaIoiqIoiqIoiqIIUIVaURRFURRFURRFUQSoQq0oiqIoiqIoiqIoAlShVhRFURRFURRFURQBqlAriqIoiqIoiqIoigBVqBVFURRFURRFURRFgCrUiqIoiqIoiqIoiiJAFWpFURRFURRFURRFEaAKtaIoiqIoiqIoiqII+P8BFxV79sQcNtsAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.figure(figsize=(12,5))\n", + "plt.errorbar(rvdata[\"time\"],rvdata[\"det_RV\"], rvdata[\"error\"],fmt=\"o\")\n", + "plt.plot(t_sm, rvmod_sm.planet_model, alpha=0.4)" + ] + }, + { + "cell_type": "markdown", + "id": "47fa8dc2", + "metadata": {}, + "source": [ + "### Individual components" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "f6e92f7e", + "metadata": {}, + "outputs": [], + "source": [ + "rv_comp = rvmod.components\n", + "rv_comp_sm = rvmod_sm.components" + ] + }, + { + "cell_type": "markdown", + "id": "5c9db413", + "metadata": {}, + "source": [ + "##### planet 1" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "50c6c926", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0, 0.5, 'RV [m/s]')" + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "srt = np.argsort(rvdata[\"phase_1\"])\n", + "subtract_signal = rv_comp[\"pl_2\"]+rv_comp[\"pl_3\"]\n", + "\n", + "plt.errorbar(rvdata[\"phase_1\"],(rvdata[\"det_RV\"]-subtract_signal), rvdata[\"error\"], fmt=\"o\",capsize=2)\n", + "plt.plot(np.array(rvdata[\"phase_1\"])[srt], rv_comp[\"pl_1\"][srt],\"r\",zorder=4)\n", + "\n", + "plt.fill_between(np.array(rvdata[\"phase_1\"])[srt],(rvmod.sigma_low - subtract_signal)[srt], \n", + " (rvmod.sigma_high-subtract_signal)[srt], color=\"cyan\")\n", + "\n", + "\n", + "plt.axhline(0,ls=\"--\",c=\"gray\")\n", + "plt.xlabel(\"Phase\")\n", + "plt.ylabel(\"RV [m/s]\")" + ] + }, + { + "cell_type": "markdown", + "id": "d85558e3", + "metadata": {}, + "source": [ + "##### planet 2" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "01716bc0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0, 0.5, 'RV [m/s]')" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "srt = np.argsort(rvdata[\"phase_2\"])\n", + "subtract_signal = rv_comp[\"pl_1\"]+rv_comp[\"pl_3\"]\n", + "\n", + "plt.errorbar(rvdata[\"phase_2\"],(rvdata[\"det_RV\"]-subtract_signal),\n", + " rvdata[\"error\"],fmt=\"o\",capsize=2,label=\"RV2\")\n", + "plt.plot(np.array(rvdata[\"phase_2\"])[srt], rv_comp[\"pl_2\"][srt],\"r\",zorder=4)\n", + "\n", + "plt.fill_between(np.array(rvdata[\"phase_2\"])[srt],(rvmod.sigma_low - subtract_signal)[srt], \n", + " (rvmod.sigma_high-subtract_signal)[srt], color=\"cyan\")\n", + "\n", + "\n", + "plt.axhline(0,ls=\"--\",c=\"gray\")\n", + "plt.xlabel(\"Phase\")\n", + "plt.ylabel(\"RV [m/s]\")" + ] + }, + { + "cell_type": "markdown", + "id": "805cb181", + "metadata": {}, + "source": [ + "##### planet 3" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "3abe5648", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0, 0.5, 'RV [m/s]')" + ] + }, + "execution_count": 45, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "srt = np.argsort(rvdata[\"phase_3\"])\n", + "subtract_signal = rv_comp[\"pl_1\"]+rv_comp[\"pl_2\"]\n", + "\n", + "plt.errorbar(rvdata[\"phase_3\"],(rvdata[\"det_RV\"]-subtract_signal),\n", + " rvdata[\"error\"],fmt=\"o\",capsize=2,label=\"RV3\")\n", + "plt.plot(np.array(rvdata[\"phase_3\"])[srt], rv_comp[\"pl_3\"][srt],\"r\", zorder=4)\n", + "\n", + "plt.fill_between(np.array(rvdata[\"phase_3\"])[srt],(rvmod.sigma_low - subtract_signal)[srt], \n", + " (rvmod.sigma_high-subtract_signal)[srt], color=\"cyan\")\n", + "\n", + "\n", + "plt.axhline(0,ls=\"--\",c=\"gray\")\n", + "plt.xlabel(\"Phase\")\n", + "plt.ylabel(\"RV [m/s]\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": 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0.00053171 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 diff --git a/Notebooks/TOI469/data/TOI469rv1.dat b/Notebooks/TOI469/data/TOI469rv1.dat new file mode 100644 index 0000000..a1f48bd --- /dev/null +++ b/Notebooks/TOI469/data/TOI469rv1.dat @@ -0,0 +1,14 @@ +#Time RV RVerr BIS FWHM logRHK FWHMerr BISerr logRHKerr +1765.8800329999995 81722.91 0.61 -68.02 6668.53 -5.98 1.22 1.22 0.01 +1792.7893129999993 81730.59 0.27 -67.64 6672.29 -5.18 0.53 0.53 0.0 +1799.6799520000004 81734.23 0.54 -60.22 6681.47 -5.5 1.08 1.08 0.0 +1803.799572 81726.85 0.26 -67.25 6675.84 -5.19 0.53 0.53 0.0 +1806.6643960000001 81732.28 0.34 -68.05 6675.23 -5.26 0.67 0.67 0.0 +1814.6274830000002 81731.51 0.29 -66.7 6671.59 -5.25 0.59 0.59 0.0 +1823.8098570000002 81734.16 0.29 -64.45 6673.61 -5.22 0.59 0.59 0.0 +1850.7526610000004 81730.02 0.33 -66.91 6668.18 -5.18 0.65 0.65 0.0 +1853.7639180000006 81727.91 0.3 -70.75 6671.1 -5.25 0.6 0.6 0.0 +1858.6676989999996 81726.97 0.27 -66.85 6672.31 -5.25 0.55 0.55 0.0 +1879.6625949999998 81729.7 0.26 -69.56 6667.42 -5.21 0.52 0.52 0.0 +1910.6366909999997 81726.05 0.27 -69.43 6666.97 -5.15 0.53 0.53 0.0 +1924.5016969999997 81723.16 0.32 -66.17 6667.98 -5.14 0.63 0.63 0.0 diff --git a/Notebooks/TOI469/data/TOI469rv2.dat b/Notebooks/TOI469/data/TOI469rv2.dat new file mode 100644 index 0000000..ff6b68c --- /dev/null +++ b/Notebooks/TOI469/data/TOI469rv2.dat @@ -0,0 +1,71 @@ +#Time RV RVerr BIS FWHM logRHK FWHMerr BISerr logRHKerr +2210.702206 81728.43 0.27 -67.75 6674.93 -5.15 0.55 0.55 0.0 +2271.610597000001 81725.24 0.31 -69.8 6679.71 -5.29 0.62 0.62 0.0 +2292.636622 81726.03 0.32 -67.02 6678.49 -5.34 0.63 0.63 0.0 +2297.5434060000007 81723.08 0.25 -65.01 6674.31 -5.22 0.5 0.5 0.0 +2308.586832000001 81728.94 0.38 -66.62 6676.01 -5.38 0.77 0.77 0.0 +2311.5247990000007 81727.62 0.37 -66.85 6680.99 -5.29 0.74 0.74 0.0 +2314.5039780000006 81731.62 0.41 -65.49 6678.74 -5.34 0.81 0.81 0.0 +2316.5388239999993 81733.79 0.49 -65.67 6673.21 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0.0 +2660.5883219999996 81729.33 0.34 -66.48 6667.72 -5.17 0.68 0.68 0.0 +2662.5772620000007 81727.48 0.3 -67.01 6665.08 -5.24 0.6 0.6 0.0 diff --git a/Notebooks/WASP-127/WASP-127_EULER_LC/CONAN_WASP127_EULER.ipynb b/Notebooks/WASP-127/WASP-127_EULER_LC/CONAN_WASP127_EULER.ipynb new file mode 100755 index 0000000..dbbf58b --- /dev/null +++ b/Notebooks/WASP-127/WASP-127_EULER_LC/CONAN_WASP127_EULER.ipynb @@ -0,0 +1,1613 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "dee9d1ad", + "metadata": {}, + "source": [ + "# WASP-127: Fitting multiple LCs" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "9c226ecc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'3.1.0'" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from glob import glob\n", + "from os.path import basename\n", + "\n", + "import numpy as np\n", + "import CONAN3\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "CONAN3.__version__" + ] + }, + { + "cell_type": "markdown", + "id": "cc993145", + "metadata": {}, + "source": [ + "The CONAN3 has 3 major classes that are used to store information about the input files and also perform computations.\n", + "\n", + "They are:\n", + "- `load_lightcurves()` : ingest lightcurve files and creates an object that is used to configure baseline and model parameters. It contains methods to configure the LCs for fitting \n", + "- `load_rvs()` : same as above but for rvs\n", + "- `fit_setup()` : object to setup sampling of the parameter space\n", + "\n", + "These objects are then given as input to the `run_fit()` function to perform sampling. " + ] + }, + { + "cell_type": "markdown", + "id": "490e00e8", + "metadata": {}, + "source": [ + "# Analysis :\n" + ] + }, + { + "cell_type": "markdown", + "id": "c9ee38f4", + "metadata": {}, + "source": [ + "## Setup light curve object" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "452a1c12", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['lc1bjd.dat',\n", + " 'lc2bjd.dat',\n", + " 'lc3bjd.dat',\n", + " 'lc4bjd.dat',\n", + " 'lc5bjd.dat',\n", + " 'lc6bjd.dat',\n", + " 'lc7bjd.dat']" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "path = \"../data/\" #path to the lightcurve files\n", + "\n", + "lc_list = sorted(glob(f\"{path}*bjd.dat\")) #select euler lightcurves\n", + "lc_list = [basename(lc) for lc in lc_list]\n", + "lc_list" + ] + }, + { + "cell_type": "markdown", + "id": "372a6c44", + "metadata": {}, + "source": [ + "### load light curve into CONAN and visualize" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "99233921", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Input lightcurves, filters baseline function =======================================================\n", + "name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config \n", + "lc1bjd.dat R 0.6 |None None None | 0 0 0 0 0 0| 0 1 n None \n", + "lc2bjd.dat R 0.6 |None None None | 0 0 0 0 0 0| 0 2 n None \n", + "lc3bjd.dat R 0.6 |None None None | 0 0 0 0 0 0| 0 3 n None \n", + "lc4bjd.dat R 0.6 |None None None | 0 0 0 0 0 0| 0 4 n None \n", + "lc5bjd.dat R 0.6 |None None None | 0 0 0 0 0 0| 0 5 n None \n", + "lc6bjd.dat R 0.6 |None None None | 0 0 0 0 0 0| 0 6 n None \n", + "lc7bjd.dat R 0.6 |None None None | 0 0 0 0 0 0| 0 7 n None \n" + ] + }, + { + "data": { + "text/plain": [ + "lightcurves from filepath: ../data/\n", + "1 transiting planet(s)\n", + "Order of unique filters: ['R']" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lc_obj = CONAN3.load_lightcurves( file_list = lc_list,\n", + " data_filepath = path,\n", + " filters = [\"R\"],\n", + " nplanet = 1)\n", + "lc_obj" + ] + }, + { + "cell_type": "markdown", + "id": "2e0a220f", + "metadata": {}, + "source": [ + "- **The lightcurve object** `lc_obj` holds information about the light curves (data and settings).\n", + "\n", + "By default they are all deactivated. We will define the ones relevant options for this notebook\n", + "\n", + "\n", + "`clip`: outlier clipping\n", + "\n", + "`scl_col`: scaling the arrays in the columns of the data\n", + "\n", + "`col{x}`: polynomial order in the columns x={0,3,4,5,6,7} of the data to use for decorrelation\n" + ] + }, + { + "cell_type": "markdown", + "id": "ae17357a", + "metadata": {}, + "source": [ + "##### Visualizing the data" + ] + }, + { + "cell_type": "markdown", + "id": "6ec80119", + "metadata": {}, + "source": [ + "The light curves can be plotted using the `plot()` method of the object.\n", + "\n", + "By default this plots column 0 (time) against column 1 (flux) with column 3(flux err) as uncertainties. " + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "5086f2a1", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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4+I0bN6JLly64fv06IiMj4ePjg6ZNm6JNmzb48MMPsXr1annJeW9vb9VjZ8+ejS5duqCoqAhTpkxB/fr10bRpU7Ru3Rrx8fGYMmUKRowY4fZrKqsrV65g1apVGDRokPx6GjVqhICAAKxevRqAOpAieeqppyAIAg4ePIhbbrkFrVu3lt9LlWnVqlVo3Lgxzp8/jyFDhqBRo0Zo1KgRevfujYyMDCQlJek+rrCwEI888giuXbuGnj17Ii4uTnV/586dsXLlSgDAsmXL8Pnnn1f4ayEiIqqtGCwiIiKqxjp16oQvvvgCo0aNwi233ILLly/j9OnTOH36tMNeO1Whf//++O233/DGG29gwIABaNKkCa5cuQKj0YiuXbvisccew7///W/Ex8e7td927drhhx9+wMSJE9G6dWsA1qDOiBEjsGfPHsTExDh9fMuWLfH999/jxRdfROfOnWEwGFCvXj0MGzYM+/btw+TJk+XSuSZNmqge26RJExw8eBBRUVFo3749jEYj6tWrh4EDB+KDDz7A2rVr3Xot5WXz5s1YuHAh7rnnHnTo0AFmsxmFhYVo164dxo0bh71792LZsmV2jxswYAB27dqFsLAwNGnSBBcuXJDfS5WpR48eOHToEB5++GH4+/vDYrGgefPmmDZtGo4ePYpu3brpPu7555/HDz/8gIYNG+KDDz6Qy+2UnnzySTz00EMQRRGPP/640ywlIiIickwQq2vHTCIiIqIKdvLkSfztb38DAJw5cwZt2rSp4iMiIiIiqnrMLCIiIqI6Sypl6tatGwNFRERERH9hsIiIiIhqrV9++QWTJk3Cl19+qVq57JdffkFkZCTWr18PwPmqakRERER1DcvQiIiIqNY6evQoevbsKf/s6+uLwsJCXL9+Xb5txowZWLFiRVUcHhEREVG1xGARERER1Vp5eXl4++23kZKSgl9//RUXL15EUVER/P39ERoaiqeeegr33HNPVR8mERERUbXCYBEREREREREREcnYs4iIiIiIiIiIiGQMFhERERERERERkYzBIiIiIiIiIiIikjFYREREREREREREMgaLiIiIiIiIiIhIxmARERERERERERHJGCwiIiIiIiIiIiIZg0VERERERERERCRjsIiIiIiIiIiIiGQMFhERERERERERkYzBIiIiIiIiIiIikjFYREREREREREREMgaLiIiIiIiIiIhIxmARERERERERERHJGCwiIiIiIiIiIiIZg0VERERERERERCRjsIiIiIiIiIiIiGQMFhERERERERERkYzBIiIiIiIiIiIikjFYREREREREREREMgaLiIiIiIiIiIhIxmARERERERERERHJGCwiIiIiIiIiIiIZg0VERERERERERCRjsIiIiIiIiIiIiGQMFhERERERERERkYzBIiIiIiIiIiIikjFYREREREREREREMgaLiIiIiIiIiIhIxmARERERERERERHJGCwiIiIiIiIiIiIZg0VERERERERERCRjsIiIiIiIiIiIiGQMFhERERERERERkYzBIiIiIiIiIiIikjFYREREREREREREMgaLiIiIiIiIiIhIxmARERERERERERHJGCwiIiIiIiIiIiIZg0VERERERERERCRjsIiIiIiIiIiIiGQMFhERERERERERkYzBIiIiIiIiIiIikjFYREREREREREREMgaLiIiIiIiIiIhIxmARERERERERERHJGCwiIiIiIiIiIiIZg0VERERERERERCRjsIiIiIiIiIiIiGQMFhERERERERERkYzBIiIiIiIiIiIikjFYREREREREREREMgaLiIiIiIiIiIhIxmARERERERERERHJGCwiIiIiIiIiIiIZg0VERERERERERCRjsIiIiIiIiIiIiGQMFhERERERERERkYzBIiIiIiIiIiIikjFYREREREREREREMgaLiIiIiIiIiIhIxmARERERERERERHJGCwiIiIiIiIiIiIZg0VERERERERERCRjsIiIiIiIiIiIiGQMFhERERERERERkYzBIiIiIiIiIiIikjFYREREREREREREMgaLqE7ZsGEDBEHA77//Xu77/v333yEIAt54440St12wYAEEQXBpv4IgYMGCBaU6pv3790MQBOzfv79Ujyciqg147iciqnt47icqGwaLiErw66+/YtasWejXrx+8vb0r7Eunuvnss89K/WVFRFTTbdu2DePGjUPHjh3RoEEDdO7cGbNnz8aVK1eq+tAqFM/9RFSXffLJJwgPD0fr1q3h5eWFwMBAjBkzBseOHavqQ6tQPPeTHgaLiEqQmpqKlStXIi8vD127di2Xfc6bNw83btwol31VlM8++wwLFy6s6sMgIqoSTz31FH7++Wc89thjWLlyJYYOHYrVq1cjNDS01OdvnvuJiKq3//3vf2jatClmzpyJNWvWYOrUqThy5Aj69OmDH3/8sVT75Lmfaqp6VX0ARNXdqFGjcOXKFfj4+OCNN97A0aNHy7zPevXqoV49fvyIiKqrLVu2YODAgarbevXqhYiICPz73//GpEmT3N4nz/1ERNVbbGys3W2TJk1CYGAg3nzzTaxdu9btffLcTzUVM4uozvvvf/+Lu+++Gz4+PmjcuDHuuOMOvP/++/L9fn5+8PHxcWufy5cvR7t27VC/fn3cfffddqmrerXLBQUFmDVrFm655Rb4+Phg1KhRyMrKcvk5s7Ky8MADD6Bhw4bw9/fHrFmzUFBQYLfdV199hbFjx6Jt27bw8vJCmzZtMGvWLNWMxxNPPIGEhAQA1tpp6R8RUW1R0rlfGygCgAcffBAA8PPPP+vuk+d+IqLqraRzvx5/f380aNDAYRkyz/1UWzHESXXahg0b8OSTT+LWW29FTEwMmjRpgiNHjmD37t0YP358qfa5ceNG5OXlYdq0abh58yZWrFiBwYMH43//+x9atGjh8HGTJk3Cpk2bMH78ePTr1w/79u3D8OHDXXrOGzdu4J577sGZM2cwY8YMtG7dGklJSdi3b5/dth9//DGuX7+OqVOnolmzZvjuu++watUqZGVl4eOPPwYATJkyBefOnUNycjKSkpJK9XsgIqquSnvuz8nJAQA0b97c7j6e+4mIqjd3zv1XrlxBYWEhcnJyEB8fj6tXr+Kee+6x2yfP/VSriUR1yPr160UAYmZmpnjlyhXRx8dH7Nu3r3jjxg3VdhaLRffxr7/+uvx4rczMTBGAWL9+fTErK0u+/dChQyIAcdasWfJt8+fPF5Ufv6NHj4oAxH/+85+qfY4fP14EIM6fP9/p64qPjxcBiB999JF8W35+vhgcHCwCEL/44gv59uvXr9s9Pi4uThQEQTx9+rR827Rp00SeIoioNijruV8yceJE0Wg0ir/99pt8G8/9RETVU1nO/Z07dxYBiADERo0aifPmzROLi4vl+3nup7qAZWhUZyUnJyMvLw9z586Ft7e36r6ypF4+8MADCAgIkH/u06cP+vbti88++8zhY6T7ZsyYobo9KirKpef87LPP0KpVK4wZM0a+rUGDBnjqqafstq1fv778//n5+bh06RL69esHURRx5MgRl56PiKimKu25//3338e6deswe/ZsdOrUye5+nvuJiKovd8/969evx+7du7FmzRp07doVN27cQHFxsd12PPdTbcYyNKqzMjIyAAC33XZbue5X7yLib3/7Gz766COHjzl9+jQMBgOCgoJUt3fu3Nml5zx9+jSCg4Ptvuz0Hn/mzBnExsZi+/bt+PPPP1X3mUwml56PiKimKs25/6uvvsLEiRMRHh6Ol156SXcbnvuJiKovd8/9oaGh8v8//PDD8orIb7zxhmo7nvupNmOwiKgOKS4uxpAhQ5Cbm4vnnnsOXbp0QcOGDZGdnY0nnngCFoulqg+RiKha+fHHHzFq1Cjcdttt2LJlS41c0YbnfiKi0mvatCkGDx6Mf//733bBouqM534qq5o34iEqJ1I0/9ixYwgODi63/Z48edLutt9++w3t27d3+Jh27drBYrEgIyNDNSvw66+/uvSc7dq1w7FjxyCKomqWQfv4//3vf/jtt9+QmJiIxx9/XL49OTnZbp9cBYGIaiN3zv0ZGRkYOnQo/P398dlnn6FRo0YOt+W5n4io+irruP/GjRu6mTg891Ntxp5FVGfde++98PHxQVxcHG7evKm6TxTFUu/3008/RXZ2tvzzd999h0OHDuG+++5z+BjpvpUrV6puj4+Pt9v2+vXr+OWXX3Dp0iX5tmHDhuHcuXPYsmWLaru3335b9Vij0QhA/fpEUcSKFSvsnqdhw4YA4HCZUCKimsjVc39OTg7uvfdeGAwG7NmzB7fccovT/fLcT0RUfbl67r948aLdY3///Xfs3bsXvXv3truP536qzZhZRHVW48aNsXz5ckyaNAl33HEHxo8fj6ZNm+LHH3/E9evXkZiYCMBaz7tq1SoAwDfffAMAWL16NZo0aYImTZpg+vTpqv0GBwfjH//4B6ZOnYqCggLEx8ejWbNmmDNnjsNj6dGjBx555BGsWbMGJpMJ/fr1w969e5Genm637XfffYdBgwZh/vz5WLBgAQBg8uTJWL16NR5//HGkpaWhVatWSEpKQoMGDVSP7dKlC4KCgvDss88iOzsbjRs3xtatW+1qmAGgV69eAKzN98LDw2E0GvHwww+7+NslIqqeXD33Dx06FKdOncKcOXPw9ddf4+uvv5b30aJFCwwZMkS1X577iYiqL1fP/X//+99xzz33oEePHmjatClOnjyJdevWobCwEK+88ordfnnup1qtClZgI6oyyiU0Jdu3bxf79esn1q9fX2zcuLHYp08f8YMPPpDvl5bG1PvXrl07u+1ef/11cenSpWKbNm1ELy8v8a677hJ//PFH1XFol9AURVG8ceOGOGPGDLFZs2Ziw4YNxZEjR4pnz561W0Lziy++0F1W8/Tp0+KoUaPEBg0aiM2bNxdnzpwp7t69224JzRMnTohhYWFio0aNxObNm4uTJ08Wf/zxRxGAuH79enm7oqIi8ZlnnhFvueUWURAELqdJRDVWac79js77AMS7775b3o7nfiKi6qk05/758+eLvXv3Fps2bSrWq1dPbN26tfjwww+LP/30k2rfPPdTXSCIYhnqbYioVF588UXExcWhqKioqg+FiIgqCc/9RER1D8/9VFOxZxFRFTh//jyaN29e1YdBRESViOd+IqK6h+d+qqnYs4ioEp06dQqffPIJPv74Y4wYMaKqD4eIiCoBz/1ERHUPz/1U0zGziKgSffnll1i4cCHuvvtuLFu2rKoPh4iIKgHP/UREdQ/P/VTTsWcRERERERERERHJmFlEREREREREREQyBouIiIiIiIiIiEjGBtcKFosF586dg4+PDwRBqOrDISKqFKIoIi8vD61bt4bBUPfmEHjuJ6K6iOd+nvuJqO5x59zPYJHCuXPn0KZNm6o+DCKiKnH27FkEBgZW9WFUOp77iagu47mfiKjuceXcz2CRgo+PDwDrL65x48ZVfDRERJXj6tWraNOmjXwOrGt47ieiuojnfp77iajucefcz2CRgpSC2rhxY35pEFGdU5Y0/C+//BKvv/460tLScP78eXzyySd44IEHnD5m//79iI6OxvHjx9GmTRvMmzcPTzzxhGqbhIQEvP7668jJyUH37t2xatUq9OnTR75/4MCBOHDggOoxU6ZMwdq1a10+dp77iaguq6slWDz3E1Fd5sq5v+4VKBMRUbnLz89H9+7dkZCQ4NL2mZmZGD58OAYNGoSjR48iKioKkyZNwp49e+RtPvzwQ0RHR2P+/Pk4fPgwunfvjvDwcFy8eFG1r8mTJ+P8+fPyv9dee61cXxsRERERUV3jdrDoyy+/xMiRI9G6dWsIgoBPP/20xMfs378fISEh8PLyQnBwMDZs2GC3TUJCAtq3bw9vb2/07dsX3333nXxfbm4unnnmGXTu3Bn169dH27ZtMWPGDJhMJtU+BEGw+7d582Z3XyIREbnpvvvuw5IlS/Dggw+6tP3atWvRoUMHLF26FF27dsX06dMxZswYLF++XN5m2bJlmDx5MiIjI9GtWzesXbsWDRo0wHvvvafaV4MGDdCyZUv5X0kzxAUFBbh69arqHxERERER2bgdLKqK2eNz587h3LlzeOONN3Ds2DFs2LABu3fvxsSJE+2eb/369aoZ5pLKIIiIqPKlpqYiLCxMdVt4eDhSU1MBAGazGWlpaaptDAYDwsLC5G0k//73v9G8eXPcdtttiImJwfXr150+d1xcHHx9feV/bHBKRERERKTmds+i++67D/fdd5/L2ytnjwGga9eu+Prrr7F8+XKEh4cDUM8eS4/ZtWsX3nvvPcydOxe33XYbtm7dKu8zKCgIL730Eh577DEUFRWhXj3by2jSpAlatmzp7ssiIqJKlJOTgxYtWqhua9GiBa5evYobN27gzz//RHFxse42v/zyi/zz+PHj0a5dO7Ru3Ro//fQTnnvuOfz666/Ytm2bw+eOiYlBdHS0/LPU6I+IiIiIiKwqvMG1o9njqKgoALbZ45iYGPl+R7PHSiaTCY0bN1YFigBg2rRpmDRpEjp27Iinn34akZGRDps3FRQUoKCgQP6ZpQhERDXLU089Jf//3//+d7Rq1Qr33HMPMjIyEBQUpPsYLy8veHl5VdYhEhERERHVOBXe4Lqk2eNLly45nD3OycnR3eelS5ewePFi1UUCACxatAgfffQRkpOTMXr0aPzzn//EqlWrHB4bSxGIiKpGy5YtceHCBdVtFy5cQOPGjVG/fn00b94cRqNRdxtn2aN9+/YFAKSnp5f/QRMRERER1RE1bjW0q1evYvjw4ejWrRsWLFiguu/FF19E//790bNnTzz33HOYM2cOXn/9dYf7iomJgclkkv+dPXu2go+eiIgAIDQ0FHv37lXdlpycjNDQUACAp6cnevXqpdrGYrFg79698jZ6jh49CgBo1apV+R80EREREVEdUeFlaCXNHhuNRpdnj/Py8jB06FD4+Pjgk08+gYeHh9Pn7tu3LxYvXoyCggLdkoPaVIpgNpsRFxcHwBoE8/T0rOIjIqK65Nq1a6psnszMTBw9ehR+fn5o27YtYmJikJ2djY0bNwIAnn76aaxevRpz5szBk08+iX379uGjjz7Crl275H1ER0cjIiICvXv3Rp8+fRAfH4/8/Hy5v11GRgbef/99DBs2DM2aNcNPP/2EWbNmYcCAAbj99tsr9xdARFRKHMORM3x/EFFVqfBgUWhoKD777DPVbY5mj6WVy6TZ4+nTp8uPuXr1KsLDw+Hl5YXt27fD29u7xOc+evQomjZtWmsCQkRE1dUPP/yAQYMGyT9LDaQjIiKwYcMGnD9/HmfOnJHv79ChA3bt2oVZs2ZhxYoVCAwMxLvvvisvfAAA48aNwx9//IHY2Fjk5OSgR48e2L17t1y27OnpiZSUFDmI1KZNG4wePRrz5s2rpFdNRFT+GBwgIqLqwO1gUVXMHl+9ehX33nsvrl+/jk2bNuHq1atyM+pbbrkFRqMRO3bswIULF3DnnXfC29sbycnJePnll/Hss8+W6RdU0ZQDAoCDAiKqmQYOHAhRFB3ev2HDBt3HHDlyxOl+p0+frpo4UGrTpg0OHDjg1nESEREREVHJ3A4WVcXs8eHDh3Ho0CEAQHBwsOp4MjMz0b59e3h4eCAhIQGzZs2CKIoIDg7GsmXLMHnyZHdfYqXRBoqIiIiIiKjmYmYYEdUWbgeLqmL2uKTnBIChQ4di6NChTrep7UwmH+TmNkNWFtCxY1UfDRERERERERHVRBXes6guqA4zCOvXGxAfHwVRNCApScTbbwMTJ1b6YRARERER1WplHfu7+3hOCBNRVTBU9QGQlcnkg8zM9sjKcv+xWVnAP/9phCha/5wWi4ApU1CqfRERERERUfUgTQgnJkagUycPrFunvt9sNmPhwoVYuHAhzGaz3c9ERKXFYFEVM5l8sGPHMCxfPsvhl4Ae5RfBiROFsFgE1f3FxYCiDzkRERERVVNlmTSkqhUXF+cwKFPWwA0nhImoKrEMrZy5k1a6fr0By5dHQRmzk74EwsOBwEDXnjM4WITBIKoCRkYjoOkFXm7HTURERETlQ9tKYM2aYpYd1XDS3y87Wyh5YydOnoTDCWFXrxOIiEqLmUVVJCsLmDrVCL0/QXEx8PPPhS7vKzAQWLOmGIJgAQAYjSLeeotfIkRERETVmV7myNSpRqdlR1S9KcvGunatj8OHe5Z6X506AQaDepEfo1HE9u3LWGZGRBWOmUXlxN0ZhBMnCiGKHrr3CYIFQUHOV3/Tioy04NdfVyI31w+xsePRsSMzg4iIiIiqM73MEVEUAFhvK03GOVUOaezv53dZztA3mXywYsWsv/6GgCgasGPHCAQF2feGcJQ9ps32X7PGgKlTDRBFA4xGEQkJxcjJyauU10hEdRuDReVAmz48YkRPhIQccfqY4GARgAX2mUUiwsJSEBg4UL7FUYmY8ksmMBDw9c2Dr29euQ8mWKJGREREVP6kzBFtwEiJZUfVj3Lsb53ktWb45OY20wn+GZCb64e4uDh5HO3OKsbaCeHAQOCvYblMe00g/Tx37mr4+uZx/E5EpcJgURnZ0odtM0Dbt4+Ap2eB0zrzwEBg1Kid2L59BGwBIwuGDElB//6pAAY6fV69+nYiIiIiqjmkVgJS5ojBIEIUIY8rAff7UFLF0o79RdGAmTO9MGOGD/z8LusE/yzIz28Ik8lH9/GuZI85mxDWXhM8+qgFmzbZAlkjR+4sz5dPRHUIg0VlpJc+DBiwZctYbNumP1MgZeqEhABBQek4e9Z65m/Txrq0gbQahl6gSS/F1VrfbkBUlA98fUtOS3UlU4nNFImIiIgqnjZzJDlZXXb01lsCs4qqEf2m0wJyc/3QocNprFxZgGee8fyrD5UFgIAtW8ZCECzo3NmCv/2t/JpW6wWekpIMkMoYpTK4rKwiju2JyG0MFpWRs/Rh12cKfgYAHD7cEzt2jCgxJdVZiqsrwSI97qTDEhEREVH5UWaOsA9l9aY/9hdx7lxrdOhwGpcuvYqoKB+cPRuIrVvHqDKQpk0TkJpq/3ijUURwsOsrp0kTvKmpgs41iP01QkaGgI4d2VqCiNzDYFEZadOHtZzNFCgb4wGQA0WAFGgScfz4crsAkF6KqyBYHA4otF8MWvrpsCLCw20zWcw6IiIiotpCOTYCqt+Fc0X1oaSyCwwEXnqpGDExRtgCMwKSk8Pg62tCmzZn4eubh7NnBbtrg+JiAfn56msHQbAgIcGCwEDbZZm2B5GScoI3MdECQIQ6QKT+uTQL5xARAQwWlQtpBujs2UBs2zZWM1OgX2euzCISBAtCQ1N1v1CkbCFlYMnXNw8jRuxQPX7kyJ0IDByqerx2IOSIo3RaKcjFrCMiIiIiIquQEG2ABpDaUAiCBbff/hN+/PF2u8dJGUT9+tmyx/z8cpGTk4eFC61BS/txt4D58+fDbDZj7tzV8n3ScwIWCIIoly2OH2/Bpk2CXAYXGpoK4I4K/X0QUe3EYFE5kcrJBg601Slr68yVy2ru2GE70YuiAQcPhuqmpPr55doFlkaO3ImQkCMICkqXv2R8ffNgNg92mkGkpJyx0Eunlb7MStOEj4iIiIgqBkuJql5wsAhBsOhWFYiiAT/+2B32wSQLliyxZhCZzbbsMSVn425/f2srCvvnNGD06I/QsOF1xMSMRYcOHmjefDUOHeqL1NRQHDzYH506WSd7J0wov98BEdV+9mc4KpOIiCJERcUjImIDZsxYjqyshTCbzaov9kOH+uqe6GfOLIYgWABYgzUJCdYVzpTlaaJowPbtI5CV1Qq+vnno0OE0AGtT7NjYt106RmnGIjExAp06eWDPHms6rPTc1nTYYgQGOso6spbWEREREZHrzGYzFi5ciIULreNDqpkCA4GRI3fKY2d7ev2HDHjhBSPWrbPdYjL5IDOzvbxS2qJFHzgdd/v5XbZ7TkGwoE2bLHTocBoBAbZys9TUUE17C2swiojIVcwsqgB6MwUSk8kHBw+G2t1uNALTp1sA2BoaBgYCjz7aRjew9O67kzFq1A4A0M06csTRjMVvv1kQFWVLh42MnA7AUdYRl3AlIiKimkU5cTd79uwqPhobT09PzJ8/X/6ZQaSaQcry12tDYd9HyEoadw8aZN+SYuTInQgKSrfLWFKOu3198zBy5E67x0nXHYWFhVi6dClyc9vrtLcAFi16H35+7ENKRK5hsKiS5eY2g15C16xZ1lkKZUPD9esN2LJltIM9Cdi+fQQEAaqsox07RiAoyJb2I5WbeXgUoLDQS3fVhOJiICNDkL9olF8g2gbeXMKViIiIqGK42m+Sqge9NhSABUFBGTh1Ksjh4jfffivYVQ7s2DECUVHxdsGg4cN3Yt26I3KAU68VhWTlypUAbBlI6qCTdcW2jRsfZx9SInIJg0XlQDkjVNJskN7J22AQMXOmOoAjZQDpp7HKj4SoWdxAFA3IzfUDoG5MLc1wbNwo/tUET50pFBQkYvVq2wyH8gtEuYRrTMxYbN78htyEj3XyREREVBOZTD44e7YNAJRLlkV59xLiOKv6cRTMu3TpVURF+ch9gjIyOgGwoFev73H4cC+7TKF69Tx0x/BnzwY6DQYpF7zp0OG0XMYmTQpLC+FoM5CMRhFLlhTj+efD7ErT2IeUiBxhsKgKhIamynXEgmDBmjW2ZneS9HT7DCB92jRXC/LzG+L779XlZtI2oihAEGxN+aRMIUDdG0nbUE/64lHWQhMRERHVRImJ9bB8eRSkbO+tW0W88w6zLMh1s2fPxtKlS1W3KfsEAQYcPtwLYWEpSEkJU427+/Wzb/MAAFu3joHZbG0poW1pkZhYT54EFgQLunb9GT//3FU1KaxsSfHvfw9GbGy83N4iPV3QLU2TVj8mItJig+ty5unpiZiYGJhMPjh2rBuOHesmN5P75ptQxMdH4eDB/hBFoF+/bxAVFY/ISPvmeMHBIgwGbWBGL1AjKG63ABCwZctY3HWXh8NgkygKGD16CyIiNuC33woxcSJw+rSnwy8QJe2XIhEREVFNYjL54JlnvKAcBotixTUAdtTUOi4ujv2JahG9lcpE0YDWrc/Ji99I426pzYN17K7eXlrIRsn6nrWN1UXRgBMnuimeT5Bv37FjhNwwW1oMJzDQtoKbEvuQEpEzbgeLvvzyS4wcORKtW7eGIAj49NNPS3zM/v37ERISAi8vLwQHB2PDhg122yQkJKB9+/bw9vZG37598d1336nuv3nzJqZNm4ZmzZqhUaNGGD16NC5cuKDa5syZMxg+fDgaNGgAf39//Otf/0JRUZG7L7HM1q83YPnyKGzZMhZbtoxFcLAHHnnEiOTkIarZhtRUdaNrqZxt/vz56NjREy+9VAx1gEiA9kvFdrsI65/TlkGkH1yy1ixLqyZIMwlSI2v1dvwCISIioprH2apj1ot6+wm1mrTaq1R+xNWtqo40bo+JiQHgeKUyqZSsQ4fT8Pe3vS8fffQmxozZqrNnA9atm4TDh3vKt+gFohy1qlC2pFAKDATCwlJUKy+/9RaziojIMbeDRfn5+ejevTsSEhJc2j4zMxPDhw/HoEGDcPToUURFRWHSpEnYs2ePvM2HH36I6OhozJ8/H4cPH0b37t0RHh6OixcvytvMmjULO3bswMcff4wDBw7g3Llz+L//+z/5/uLiYgwfPhxmsxkHDx5EYmIiNmzYgNjYWHdfYplkZQFTpxqhna3ats0WyLHdrn8ylwY4v/zyb7vHAAadZTr1V1yQ0lFt21i/GBISiu1SW6UZDr0vEO2XIQcoREREVBOZTD7Iz28AQbCfUKusSTLtcumOOAp4ST0pExMj0KmTh2opdqo6Up8gaSwtlYQBcPj3btPmrM643pYhlJXVCseOdcMffzTT3U6ftSVFdrb62mD9eoNcDgdYsGRJMcsuicgpt3sW3Xfffbjvvvtc3n7t2rXo0KGDXL7UtWtXfP3111i+fDnCw8MBAMuWLcPkyZMRGRkpP2bXrl147733MHfuXJhMJqxbtw7vv/8+Bg8eDABYv349unbtim+//RZ33nknPv/8c5w4cQIpKSlo0aIFevTogcWLF+O5557DggULKrxBoNTwLjOzPUQxQmcLvWCOBbGx4x0em14zbEGwqGqfrZlG+jE/o1FEZOS7KCz0hIeHGYWFnoiNHY/AQEBvoQ1lI+vY2PHo2NF2XNLrUy7zyVUUiIiIqKZQLvxhDRbZxlAGQ+Ws9qrtO9O5swWRkbamydKKV45IC6BImVFsUlz5pCbTek3Rlc2pY2PHIzl5mLyisCBYEBSkznKTAkzbt4+Adjwviga8++4kxe2i4rpAO1Gs/NnakmLbNhEjRvRESMgRu/cNYMC8eQIee4zvGyJyrMJ7FqWmpiIsLEx1W3h4OFJTUwFYgxBpaWmqbQwGA8LCwuRt0tLSUFhYqNqmS5cuaNu2rbxNamoq/v73v6NFixaq57l69SqOHz+ue2wFBQW4evWq6l9ZWQM8euVf+v2GkpMd/wkczVD0758q1z5PmvSu7kyDwWDNIAoMPP9Xudl5uexMWe7m6ekpz1zFxcXJabJJSXF2M1kmk49uE2xmGBEREVF1ZrtYlnq+WC+ahw3bgTFjPsLMmcuRlWVfslae9PrOTJtmtBtHSZlH2swQADhxotCuJ2VVls9V5/YUFcFRVpcyW0waSwPa95wBM2d6yRlG0kR6SMgRB+N5qcWERIAoWt+zvXr9oNhe+zhbIFHqX6S3cE5xsVBjyi6JqGpUeLAoJydHFcABgBYtWuDq1au4ceMGLl26hOLiYt1tcnJy5H14enqiSZMmTrfR24d0nx5rcMRX/temTZtSv06Jr28eVq0qgPLELQgWdO/+I/RO5tOm1XMabAkJOSIHhqKi4hESckR+ng4dTsPH5xpCQ1NVXxj9+n2DkycLdRtnx8VZg0DXrl1zWMvviF69dE2q7yciIqK66eRJ6Cz8YcAtt1zGbbf9bFeeX1rOSvX1x1ECMjJsxyVlHiUmRqBbtwaqvjVmsxm7d6/S7YuzffuyKmmWXV3bU1QEbcBRmjRdtswWQFq+PArffGPtSeooQKPfT+i8aoJYWrTGngH//e9wpKXdIS+WY+175Lx/0e7dq3R6k4rsTUpETrldhlabxMTEIDo6Wv756tWr5RIwiogoQkbGGpw9a83rbNMmC76+eejU6SS2bBmr2la7ZKVU7qUkLVsfExMjZwJpS8KkIFHfvofg65uHpKQUp6nMpVnV7Ny5VtCmvbIJNhEREVVncXFxmDAhBgaDeqVYqflweVGWuemV6uu1FzAaRQQFiTh40BpoWrTIS1VitmPHCAQFpSMuLg6zZ8+Ws86l8Z/RKGL48J3lFuxyV3VtT1ER9AKOxcXA888bVAvYJCcPAQBMmGBd2Vj5GKNRhIeHGZmZ7eHnd1n1d1OWsHl4mLFu3WSdRuyi3WI5Eye+a/e+Uj6f1GB75coCObNNECxISLAgMLBOXwoSUQkqPLOoZcuWdmmhFy5cQOPGjVG/fn00b94cRqNRd5uWLVvK+zCbzbhy5YrTbfT2Id2nx8vLC40bN1b9Ky++vnm47bafVbNVek3sHAVbSmp+qC0J01tdTSkmJkZuUO2Mo+2ysoCUlDBo66NfeYW1zkRERFT9KMdSegt5jBxZfkEWR1knUoaR1OdGuRqV1GRYGkfl5jazC0YoF0NRli1JWefHj1+Xs85rgspqT6GnrO0n9FYONhhEnSCN8NeY2f49N368BevWTUJiYgTi46PQsuULqnG3r28e/PxyUVjohcWLzVBXJdgvaCOKBhQWemqykvQXtYmIKJLfN+npRZgyhYEiInKuws8SoaGh+Oyzz1S3JScnIzTUGtjw9PREr169sHfvXjzwwAMAAIvFgr1792L69OkAgF69esHDwwN79+7F6NGjAQC//vorzpw5I+8nNDQUL730Ei5evAh/f3/5eRo3boxu3bpV9MsEYBsIKGvMpduk2QPtbJBeM0VlxpDUp0g5EPD09MTIkdFYvlz9OGlAIX0pSL2JJK6kJ5vNZixdutSued/q1UbdL8PevV373RARERGVljLzWsq0dkbdzFpqJG1byCMmZiw2b7YPspT0PI7ud5R1kp4O7NqlPpauXX/Gzz93hSga8MILApo2tW7v53fZLhPFUfaTlHUeEKDXE7P6Kqk9xZ9//umwPcUvv/wi76Ok9hR6pFYMpSUFHKWG1UajiCVLihETY4Bec+qMDAE5OS8hKsoHubl+mDx5PAYM8JCzhaw9qwQMGWILCCmvAQwGEUOGJMPDowCffTYCeqVm0vujQ4fTqqwkR4vaSO8bTvQSkSvcDhZdu3YN6YomNZmZmTh69Cj8/PzQtm1bxMTEIDs7Gxs3bgQAPP3001i9ejXmzJmDJ598Evv27cNHH32EXbt2yfuIjo5GREQEevfujT59+iA+Ph75+fly+qmvry8mTpyI6Oho+Pn5oXHjxnjmmWcQGhoqp5ree++96NatGyZMmIDXXnsNOTk5mDdvHqZNmwYvL68y/ZJcoU09HjHCWmOuLBMbMiQF/funqlZJUK44BlhnoJQZQ6JowK5dI5GQMArK8Yo0u6EdUFgHP2/ItykHNdqyNGVwS/n/2hXP7rnncyQnq2eBAOvzBwfr10gTERERVQXtyk/Ki/KKCrLojcuMRqBhQ/tjOXGiG5RNiKdNM2LGDB+7UiGjUcTgwSnIzW0GAFVWalZblEf7Ce3KwYGBwL59+/4qPVP/7aXyQuk9l5+v38NI6lmlt5BMSkoYRo921JNIRFhYChYtegpLly6Vn0fCgBARlZXbwaIffvgBgwYNkn+WTroRERHYsGEDzp8/jzNnzsj3d+jQAbt27cKsWbOwYsUKBAYG4t1335XrkgFg3Lhx+OOPPxAbG4ucnBz06NEDu3fvVs0qLF++HAaDAaNHj0ZBQQHCw8OxZs0a+X6j0YidO3di6tSpCA0NRcOGDREREYFFixa5+xLdpreM6fbtIyAI0K1h7t8/1WFUPz1d0G1+qOxrBOjPbrz1lgEdOniosoK0zyHdd+5cK6SkhEEUDdi4UYQozgIg/PX/I6EcxFgDRfYVizNnFrPWmYiIiKoV/SwfdSNpKftamlSTxkexsW/D19f959Qflwm4dk2vsbb9sZ09G4jc3Bt4+OFiREXFIzfXD506PYIXXwxzmGkOlK4HZVUqqT2F0Wh0qz2FMrtIuY0eLy+vcplAloIySUnWPlL9+1tL36Rxta0fkPpxwcH2PYwAET/+6IH58+fj888LsXy5fYaStazMAvuxuIDnn78XjRpZA2HanqcSvcoHIiJXuH2lP3DgQIii49kYveUvBw4ciCNHnNdTT58+XS470+Pt7Y2EhASnqy20a9fOruStMjhaYcP+1yRg794huO22Yw5nh4KDRZ0mdSJ++EHAwIHqbbWzGx07euKtt9QZTmvWFMvbSyts2L54pFku27HbN9Kzvhb7Y7Jg+nT71daIiIiIqpJ+lo+tkbRWSeX/rtIbl2Vl2R+LtveMIIjYunWMIjs9GEFB6YiN9VRlJEnNrgGoWhzUJJXVnqKy9e+fittuO4bcXD/4+eUiMtL+miYwEHjppWLExBhh+/sLmDPHgnPn4jFlyhQIgrrtgyBY0KZNFoYMSdHJXio5w1+v8qEm9bgioqpV4Q2u6wL9hnfWL38ti0V/yUxJcrJ+kGnuXOguw+rrm4cOHU4jMFC/ueK0aUaYTD4wmXwwY4aX4gvI9dkFQbCoGjIKggVr11rsSuiIiIiIqpq2mbW2kbSSXvn/jh0jHC4wohQXF2fXD1I5LlMei7pRMeRjk8aPyrHbjh0jcPZsG91m119+eZe8THt8fBQOH+4pN/LWGydWtGvXruHo0aM4evQoAFt7CqnKICYmBo8//ri8/dNPP41Tp05hzpw5+OWXX7BmzRp89NFHmDVrlrxNdHQ03nnnHSQmJuLnn3/G1KlTHban+OKLL5CWlobIyEhVe4rKJP3+AaBDh9NOA3ghIfpNqnNz/dChgwfefNOiGm9LTdj790/FkCHJqvsSEorh72/GwoULdbOK9K4LpPe21L/JlX6mRFR3sYaoHDhKPf7jD+3sgW0JSz3SSV0vkCM1SXRWf+wo7doanLKvk3bMIpfQSfXyrVufx8SJ76Kw0NNuxsTdppNEREREFSky0oKtW/fJpUHKRtJKeuX/yhXIlJTjHXcMGWKBICgnAwWIoogxYz7CAw88iMce87B7fkCvZMmCtLTesGWGG1RtD5KSRLz9NjBxotuHWGrVtT1FZVFm7etlpSkXugH0KwiUTcyV2WnSkvcSV7KXANtY/PPPC3UDjvfd9wwOHnwZgDXgybE7ETnCYFE50Us9Npst2LfPNlCRgkgTJ0br7kO/nM3KaASCg50fg6O0aw8PM65caQpBEHXLzKwZUOJfX3TWbazbWdC588+qGuyRI3eiQ4fTrv5aiIiIiMqFdqVWZ7KybD1kACnbuh5+/32+auJNv/zfgvz8hi49j8RZIEkvIAUY0LDhdYSG2geFpNKjlSsLMH26J2yFAALsJxRtQSiLRcCUKUB4eOU1N67O7Skqmsnkg0WLvByWCipLwAwGEbfeKmDCBLPdysjDh+9UBYWUjaqlQI70/tI2sVbSBn303tvKxttERCVhGVo50qYeA9ZZgKioeEREbMBvvxU6ne3RK2cDrLe99VbJX/zatGtBsGDcuCKsWzcJW7aM/Wswod2/BV98cQNRUfEYM+YjCAJgG4hYV+zQpmZPmMAZCCIiIqo80oV3YmIEOnXywP33b3daRqO/YAgwb94G1WMCA4GRI3eqStYAAVu2jEWnTh5Yt85+31LZkcnkA7PZcRmQdN/u3asU+7eSskm0YzejUZRLj8LCiv8al8mPKunXJGeiU8Xw9PRETEwMTCYfHD9+q27mzvHj3fD99/YlYFOmWIOYISFH5GuD48evl6qHkCvZQNr3tnXSmqukEZHrmFlUCaRZAFeDPVI5G2BBv36pSEq6Q7c/kLSSh5Iyw8nDw4z33pusyCayZgtZs4dsmUK9eg3G/v15yM29UeKKHaJoQEaG4PJMGxEREVFZ6K06q8zg0FNSuY9SUFA6Ro/eisuXm+CLL8KgXBFWm6mjbYYdFFRyzxdf3zyn2STKsVtMzFhs3mwNHmRkGHQykpSkCUD1ku0lZaJT2SgzhrTNygERn38+FMnJ9tn8xcWQV+STrg0CAvSzstzJonMmJOQIgoLSNZUPpd8fEdUtDBZVM3q1yoGBd7i1D2nwoTfjARgwevRHaNjwuqIWejAAwM/vsgsrdlgQFOQ43ZiIiIioPOmV6TvqKySRsiqclfsAJV34q3tG6jXDnjnTCzNm+Kj2qywdkigv2pUBIYkUPOjQwUOeCDx1ygz9JdMBQESfPt+iXj0LUlNDVe0OmDlScbSBS+v7RdT8V1pdWP1+0isBW7p0qRwYmjt3NXx981QBSVsfKmtGU2l6ZknvraQk62Nnz55t10uJiEgPg0UVSEpVdffE7qwe2RXKLxm9YE+bNlm6+/f1zcPKlQV45hlPObMpKCgDp04FKQYhBt0sp/KaASEiIiJS0uvJqM0S0i62ATgO0EjbTZgQg3/+00Nz4a+mzNTRL22zLiSiHVfp9TAqKZtE+/ikpDgMGRJqt2S6dKzff99XkYn+jcNMdCo/+v1FBfTu/R1++KGP3e1Sdps1WLkDSUlHMHv2bCxduhSAfaZaWFiKXa8tKbvN31//mJyNwZVBIek9qmzKDVjg72/B3Lll+70QUe3EYFE5UQaGqnJlAe2sl3KmQ7kEp5KynM1sNiMjIx6HDvVFamooMjI6oaRBiHJWripW4iAirkpIRLWX3qqzUpaQowk55bjMUYAmPd35SrHWnpG2TB39Ztgizp1r7dbiH9K4y5XV1fr3T8XNm1746qsB0JY72Y7DgNTUUABFLh8DlY6jwGWPHkdx+PAddovMREZaVxLWyyYzmXzsMtWSk8OgzSSzZbfZt59wNgZX3iddAwQFpauacgMGxMQIqFcPePbZ8vkdEVHtwQbXFUwaEMyfP79SLt70V9wQEB6+G1FR8aomejExMQ6PS0pptpIGIfZs6bj2DfyIiIiIykNkpKXMTYG1goNF3YVFrCz48kv1wiSBgcA//vEV1IuFCEhJCYPJ5OP0uWbPnl3q47znnv0YMiTZrgm3ktRTkiqWo4bkgYHnsXJlger2hIRiBAaeR4cOp3WDlbm5zXRXybOuUmxjNIq6faicjcG190mL1Jw920Y3M+q55zh2JyJ7zCyqxkqTHdCtm4fujEe3bicAAJmZ7REb+4jTNGW9Ly9lY2vlTFho6POwWDxU2yrr+4mIiIjKg7KMS6+8RuIoY0f7GPuFRdSZ2HfcMVT1+PXrDfjqq7ugF6hJS+uJRo3y0aDBDWRllf8YqH//VNx22zF5AZN16yZpxmrsKVlZHDUkj4goQkbGGrmZdGAgoJc4JmW9zZ27WrcJ++LFhXjxRQ85IyghwYLAQPtLNr2SOGkMLor6fb4A8a+FbtT3WSwcuxORPQaLqhm9Fc7c4ShVOyMjWKdZnv4+/Pwu63556Q1CpFk5ddotV+Igqmu+/PJLvP7660hLS8P58+fxySef4IEHHnD6mP379yM6OhrHjx9HmzZtMG/ePDzxxBOqbRISEvD6668jJycH3bt3x6pVq9Cnj60vxM2bNzF79mxs3rwZBQUFCA8Px5o1a9CiRYsKeJVEVB08+ug+7NihLq8pKdNI2adFegxgv4psYaGnYgEQW7BIytTQX75exJdfDpJ/2rpVxJtvFgOwBaiys8ue9aPsaTly5E5s3z4CtiIBAcnJBkyZUuanIRc46j/lygrIcXFxcqZZaGiqIpvfgtDQVIwZ0wOXLyfIi91ERk7X3Y9eSZw0BjebzRCEenYBRUDAs8+a8frrnuAqekRUEpah1ULaVO2goHRVTbSzUjFPT08sWxaNN9+0yKm00qBK74tPLx33rbc4M0FU1+Tn56N79+5ISEhwafvMzEwMHz4cgwYNwtGjRxEVFYVJkyZhz5498jYffvghoqOjMX/+fBw+fBjdu3dHeHg4Ll68KG8za9Ys7NixAx9//DEOHDiAc+fO4f/+7//K/fURUfWg1+dlx44RTsvATCYfzJjhZfcYaRxkXYXstFwypLcIiH5jY0BvBTVRFPDPfxrxzTehiI+PQmJiBLp1a4DAQOdtCdzJKA8KSoegeloB06YZWUpUydxpN2Ey+SAzsz1MJh85eHnwYH+IIhAUdBKCABw82B/dujVARkaww/eixNkYXFoN0DaWt75Pt2wZi6VLPdGt2wmO3YmoRMwsKmfVZVUw5RKsI0dGY/ly9f0llYopZ9piY8ejY8dRutuZzWbk5CxFVJSPPAOSlZUHs5kNdonqkvvuuw/33Xefy9uvXbsWHTp0kFeE6dq1K77++mssX74c4eHhAIBly5Zh8uTJiIyMlB+za9cuvPfee5g7dy5MJhPWrVuH999/H4MHDwYArF+/Hl27dsW3336LO++8s5xfJRFVNUel8rm5fvL9yiyemJgYfPONp904SBQN+PZbAWPGOC/dkkraTCYfGAyzNAEjR8vaWwNLylXMlKtaORp7KcvntMuba4MGYWFTsXy5/cpsLCWqPpTVAm+9VaRagUwQBFWT6YyMYCjfKzt2jEBQUHqJqyPbj9dtY29pNcCzZwOxbdtY+fksFgE//9wVEydam29rH0dEJGGwqBxV11XBnKWpOuMslVYawMTGvg1fX3VqNBFRSVJTUxEWFqa6LTw8HFFRUQCsF01paWnyEtgAYDAYEBYWhtTUVABAWloaCgsLVfvp0qUL2rZti9TUVIfBooKCAhQUFMg/X716tbxeFhGVM23/Ib1SecCCY8duxeHDveQx2IgRPeXSNL1xEABMmFAPeXnFLh2Hr28eVq4swDPPeGqWOR9i1//Fyj7jyJ2ejnplc9LriYmJQVYW7H4PLCWqnmzNpm3BIdEuRmnfXyg318+lsbWz8bqvbx5yc2/o9i8qLPT8K6PO9ddCRHULy9DKSXVeFay8S8WkoFhiYgTi46Nw+HDPcjxaIqoLcnJy7PoKtWjRAlevXsWNGzdw6dIlFBcX626Tk5Mj78PT0xNNmjRxuI0e61LavvK/Nm3alM+LIqIKNXv2bPj65v3Vb8iiuEdAWtodqjGYsjRNGgepH2Pdbto0o8MSNm2gKiKiSC7zj4qKR//+qVi1qsBuv9rVrCR6wRxlaZLyNr2yOeU22jIjlhJVPUclaY5LGJXU7xlBsMDDw4zMzPZlvpbw87tst+qfIFjg55dbth0TUa3HzKJy4mxFgsr+4tZrku0sTdUd2tkRaQDjSqosEVF1EBMTg+joaPnnq1evMmBEVINI/Xps2Rn2F+KiaMDx493ktgCRkRakpHyCLVvGqrYrLhbsMjik3kFms9luv9pM6oiIIvznP18iOTkM1jlYC0JC0pCWdofdY2fNUo8JlRnp1oVErM+Xm9tMNxNEe5xSmVFZx3bkHncXo9HLbLMGFEX5b3/77T/hp59ulxenGT9elFe8c7VawVkZozIrTlr8huN2IioJg0XlpLSlXpVJL01V+cWibKzo6ItQLygmDcjatj2DK1eaAkCV92wiqs0cfW5rkpYtW+LChQuq2y5cuIDGjRujfv36MBqNMBqNutu0bNlS3ofZbMaVK1dU2UXKbfR4eXnBy8ur/F4MEVUak8kHaWkhdn2L7In4/POh6NTJeqE9YQJgMvlCWx5mNIpYsuSJUk/sZWcLSEmRAkUAYEBaWi+7EjGDQcTMmbbnPXXKjKlT66myh2bO9MKMGT5yJoh2TKk8TimQ5crqW1S1pMy2p582QFnUERaWgtatzyE2djwCA7th7tx45Ob6YfLk8RgwwEPVY6ikflda2jLGVavMiIqKlwOLgYFDERfnfAVBIiKWoZWTurIqmBQUU7MOyN59dzK2bBmLLVvGIjjYA+vWVckhElENEBoair1796puS05ORmhoKABrwLpXr16qbSwWC/bu3Stv06tXL3h4eKi2+fXXX3HmzBl5GyKqPRIT62H58ih8+eXAEra0BYSkC+3vv8dfQR1Btd2SJcVlGqtlZBh0AlcGhIamqlaVXbmyQPU86emC3eOUWU4rVxbU+jFlXTJkiEW1ep0oWoOMfn658t9VWpUvP19wWK2gpVf6plfGOHOmdYJE6lHkzipuRFR3MbOoHJVXqVd1JgXFpk6VBkfKGTrbF5souj8LQkTu0/bUqCrXrl1DumIkm5mZiaNHj8LPzw9t27ZFTEwMsrOzsXHjRgDA008/jdWrV2POnDl48sknsW/fPnz00UfYtWuXvI/o6GhERESgd+/e6NOnD+Lj45Gfny+vjubr64uJEyciOjoafn5+aNy4MZ555hmEhoZyJTSiWsRk8sHZs22wdasX9ErObGMRC2699QSOH79NdW9xMXDwoF5QR0CvXs5XQ5OeX7moh1JQkMUui0gQLOjb9xD69j2Es2cDAQgICxumelxwsKjTqFvEqVMdAAh4+OFiVSZIbRxT1iV6wUHlKn5KwcFimaoV9MoY9cotiYhKUqrMooSEBLRv3x7e3t7o27cvvvvuO4fbFhYWYtGiRQgKCoK3tze6d++O3bt3q7bJy8tDVFQU2rVrh/r166Nfv374/vvvVdsIgqD77/XXX5e3ad++vd39r7zySmleYqlJswK1OUASGWlBVFQ8br31GPQHbVaOZkGIqPb54Ycf0LNnT/TsaW14Hx0djZ49eyI2NhYAcP78eZw5c0bevkOHDti1axeSk5PRvXt3LF26FO+++y7Cw8PlbcaNG4c33ngDsbGx6NGjB44ePYrdu3erml4vX74cI0aMwOjRozFgwAC0bNkS27Ztq6RXTUQVTerrs2WLbelvrWHDdiIiYgNmzYrHvfd+LmfkSIxGoF8/i93t1j5BzoNFhw/31F3UIyYmBvPnz0eHDh6qRtPSymW+vnnIyAjG1q1jsGXLWHTr1kCVcR0YaC1DUjc2FvDVVwOQmBiBbt0aICMj2OGY0tPTU7VaJFVvUnBQyVGT6bJWK+g1tDYaRbcaWpvNZixcuBALFy7U7d1FRHWD25lFH374IaKjo7F27Vr07dsX8fHxCA8Px6+//gp/f3+77efNm4dNmzbhnXfeQZcuXbBnzx48+OCDOHjwoHxRMWnSJBw7dgxJSUlo3bo1Nm3ahLCwMJw4cQIBAQEArBcaSv/9738xceJEjB49WnX7okWLMHnyZPlnHx/9FS7qGmfN+KQZM3f7DB0/3s3p/dWtZxMRVZyBAwdCtF8LWLZhwwbdxxw54rxnwvTp0zF9+nSH93t7eyMhIQEJCQkuHysR1Qz2S47bEwQLOnc+qcqYGDlyJ3bsGCE3833rLQF33KG+XQrqBAYOtdunlLFpMvlgx44oVTnPrl0jkZAwCsrKHWWjaT+/XPj65v312BF2q+QqM65btz4P+0k3W/mctIAI1XzS6nXK96WzJtNlqVaQyhiVDa0TEoqRk8OsIiJyj9vBomXLlmHy5MlyGcDatWuxa9cuvPfee5g7d67d9klJSXjhhRcwbJg1/Xbq1KlISUnB0qVLsWnTJty4cQNbt27Ff/7zHwwYMAAAsGDBAuzYsQNvvvkmlixZAgB2zUr/85//YNCgQeioiW74+Pg4bWxKasqVOFxdbQGwprg6S0wzGKyDs9qcYUVEREQV58SJQlgsHg7vV2bxKGmDN1lZeQBi8PHHQ+Umwh4eZhQWejmdKDt0qK9uXyG9lW6lRtOzZ8/G0qVLkZvbTOex6lVy/fwu65Si2TgqU6KayX71ulEARgGA05X33BlLSxPA+mWMrq/gRkQEuBksMpvNSEtLU6W9GgwGhIWFITU1VfcxBQUF8Pb2Vt1Wv359fP311wCAoqIiFBcXO91G68KFC9i1axcSExPt7nvllVewePFitG3bFuPHj8esWbNQr57+yywoKEBBQYH889WrV3W3q620M3burLagP8CxYNiwXWjQ4AZeffUB1tcTVbLSZgkSEVU3ZrMZu3evhiBEORxrtGmT5TAzQ7vEvfL2jIxgOcPD0USZyeSDgwftG+UbDCKCg23ZQFI5mLJ3nMnkg/z8BnbjJL2M69DQVKSmhur0gXRcpqR8bneWcKeq5ygApP1blqb0SzsBPGJEMEJCjrgVbKoufRCJqHpwq2fRpUuXUFxcrOoXAQAtWrRATk6O7mPCw8OxbNkynDx5EhaLBcnJydi2bZtcVubj44PQ0FAsXrwY586dQ3FxMTZt2oTU1FS70jNJYmIifHx88H//93+q22fMmIHNmzfjiy++wJQpU/Dyyy9jzpw5Dl9PXFwcfH195X9t2rRx59dhp6atLHDyJFxebUHL1zfPrkZ/1Kid6NPnMG677WdmFBFVMmVfjU6duBphVWKvB6LyUdJYQxsMmj17NkwmH2RmtofJpN+GwFF5WFaWejtHGdQzZzpfPU1astzaYwkO+85IF/YHD/aHKAL9+n2DJUvMqu31sqaoZqroHlO2CWDb+3rHjhEwmXzsvpP4HUVErqrw1dBWrFiByZMno0uXLhAEAUFBQYiMjMR7770nb5OUlIQnn3wSAQEBMBqNCAkJwSOPPIK0tDTdfb733nt49NFH7bKRoqOj5f+//fbb4enpiSlTpiAuLg5eXl52+4mJiVE95urVq2UOGNUknTqhVKstSEExs9ksp3NLNfpEVP6UM316g01XemMQEdVEev2AHJECNcqeRCEh6r5ozsrD/P1t51o/Px/dDOrRo9VNipVMJh8sWuSl6LFkgChaMGbMR6qMa/teTAakpobivfdu4PLlBOTm+iEmZiw2b3be041IojcB7EoZo7PxBbOVicitYFHz5s1hNBpx4cIF1e0XLlxw2CfolltuwaeffoqbN2/i8uXLaN26NebOnavqNRQUFIQDBw4gPz8fV69eRatWrTBu3Di7fkQA8NVXX+HXX3/Fhx9+WOLx9u3bF0VFRfj999/RuXNnu/u9vLx0g0h1hbTawtSpBlUTSHcuLh2leRNR5XGlNwYRUU0ljTOs2T62n2NiYuRM7qwsoF07UQ7AiKIB27dbG0Qrxyl6ZfR6E2VSVpMtEC8CMGDAAA+H/R31liwHDGjY8LrqXOzowv7UKYM8rurQwYMlZnWYuyWGehPAJZUx6pEyjQ4f7lliqSYR1X5ulaF5enqiV69e2Lt3r3ybxWLB3r17ERpqX9et5O3tjYCAABQVFWHr1q24//777bZp2LAhWrVqhT///BN79uzR3WbdunXo1asXunfvXuLxHj16FAaDQXeVNrKKjLQgKioeEREb8NtvhaX+IoiJieESrkRVRLr4UeJqhBWPqfxElcPR8vXKz6C1GbZ9oObQob4ArK0HzGazXWmbs2XJQ0KOYOLEd//aVt3f8dQp+8+/3pLlehfs0oW9druOHR1nLVHNV5HtKqQJYOX7+p13DFi2LNrpcy1dutTuNldLNYmo9nO7DC06OhoRERHo3bs3+vTpg/j4eOTn58uroz3++OMICAiQUxoPHTqE7Oxs9OjRA9nZ2ViwYAEsFouql9CePXsgiiI6d+6M9PR0/Otf/0KXLl3kfUquXr2Kjz/+WPfElpqaikOHDmHQoEHw8fFBamoqZs2ahcceewxNmzZ192XWKaVZbUEPGy0SVQ3tDHhpsgSJiKqjrKxWqgtXUTToLikfHCxCEERFaZfVwYOhaN36HNq0OatbRu9oWXKpBCc/v4Fu5mZGhrrJtTT+6dy5SJWxrVweXVnys3Llc/LS5lLJXEDA4DL+tqgui4y04NdfVzp9XzsTFxeHGTNmMFuZiGRuB4vGjRuHP/74A7GxscjJyUGPHj2we/duuen1mTNnYDDYTjA3b97EvHnzcOrUKTRq1AjDhg1DUlISmjRpIm9jMpkQExODrKws+Pn5YfTo0XjppZfg4aFeLnXz5s0QRRGPPPKI3XF5eXlh8+bNWLBgAQoKCtChQwfMmjVL1ZOIyheDQ0TVh/2SvNW/yX5t4qynFBGVzjffhCI5OQzaRHhRNGDUqGh4etoy+gIDgagoC5YvN2r2YsCWLWMhCBZ07mzBlCnWW51NlClLcAALtKuUGY1AUJCIgwftH6u8YHfWdygioggZGWs0vZgYLKKycfS+VvYfCgy0/eznd9munYSHR4FLpZpEVPuVqsH19OnTMX36dN379u/fr/r57rvvxokTJ5zu76GHHsJDDz1U4vM+9dRTeOqpp3TvCwkJwbffflviPqhiaRvl1YRV4Yhqi/LKEiQiqmrLlhmQnDwEyiCNxNGF6/TpxYiPF+yyIgBrgGnaNAHDhwPOuhNoS3CsgSoRUsDIlcxN6VwcECA63gjs+0iVQ1p5T+o/9OijFmzaZGsEHxaWgtatz8PP7zKSkjyxbt0kRZ8u197zRFQ7VfhqaEREVHH0ynKp6nEVGaLSy8oCnn/eCL1AkcFgu3DVtgoLDISmKbVacbHw16pnjp/77Nk2Oo8VAIjo1et7fPRRd3Ts6Gn33GUhTa6x9xmVN+3KexaLgKQkA6TPligqg7IWCIKgKOW03nbgQBH69+fkL1FdxGBRHcdSMqKayVkKOVUt7SwuV5Ehcs/Jk7DrPWRlwb59N3H33Q3kW7TlNVJJ7tmzgdi2bayq6bXRKCI4WG+/VuvXG7Bly2gH9wo4fLgXgCKXX4d2jFVSMIhjMipveivv2QdhpZ8NEO2S4Qy4ft3xZ4aIajcGi4iIapC4uDg0b/6cHIyQGqOGhOj3xaDKNXfuavlvA9hWkQkPZ2NQIlfpLQMOiBgyJAW9evWTb9EGZtesKQYglXf9jIEDC+Qm0oAFS5ZYEBhYTzcrSMrA0Mtmko9ANCAjQ5CzBZlBSNWJXrDR0WfJ2ftczYKgIOfllERUe9nn6BKVkcnkg8zM9lxik6gCmEw+mDHDS7Uy0PbtI3DsWDeYTD5VfHR1j3S+k373zlaRISLXaJcBBywYMiQZ/funytvYymtsgdlp04yq82BERBHCwlL+2o8BL7xgxLp1+kuY62dgqAmC7cJZClQlJkagUycPrFtXttdsNpuxcOFCLFy4kOVoVG60nyWjUcSECRbFZ0sbCFL/LDCpiKhOY2YRlSvlLN/GjRaMHLkdH388lI2uicpJbm4znQsa22o/I0furJLjqouU5zvpdx8UlM5VZIjKgXJVMdtqYTZ6wZ3iYgG5uX7yttnZAlJSwlzK9NPPwLBAEKD6jAcGDtXtA2Pbr/NSMikbKTubV+FUOZSfpdjY8QgMBLy8NigaWSup35fabDoiqluYWUTlRjvLJ4oG7NgxghlGROXIz+8yDAb9lHB+5iqP3vlu+/YRyMtrhJEjd6pmcd96iyVoRKXh65uHDh1O6/Zlk4I7SkYjEBs7Xv45I8PgcqafNgNDECwYNWonoqLiERGxAVFR8XK5r36gquQMQmU2UrduDRAYqM5uIqoo0mdJ+i4qLPTSbQKvZTQCXbt6VPDREVF1xcwiKjd6gyfOSBCVL1/fPKxcqezDocbPXOXQL1kxYN26SRg50nqBKc3iduzIC0Eid5jNZsTFxalukzJyLl70RKNGtuDO1KnWgJDe8t5BQRa3Mv0cZTNpg1V6WUglZRA6z0Zy5bdCVH78/C7bfTZsrD2N9D5TRFS3MFhE5UZv8KSs7yei0lOufjZ7dhEyMtbg7NlAbN06RjXY42eucuiXrNiyu6Ki4lWzuERUeocP98SOHSPsVhjUltdYA7O2MjCz2YyRI3fKj3Xl4tfaHNs+k0la3h5wLVCl5SwbiecJqmy+vnmqz4a26XW/ft/gvfd6oHPnhlV2jERU9RgsonKjHTwBFoSGpgK4o6oPjahG0/bGCQoyy6v9mM22wZ6ypwZVLOl89/TTBmgrukXRoOqbQkSlZzL5KC5o1Rk5/v624I6jgEtIyBEEBaWXe6affqDKsdJkIxFVJOmzYZt4kt6bAlJTQwHcqMrDI6JqgD2LqFxFRloQFRWPfv2+gSAABw/2L5dVQojqKr3eODNneskr/oSEHNHtqUEVLzLSgkmT3lWsKiOxwMODqxkRlYehQ58p9QqDnp6eiImJsevX4orZs2eXuI0r+5VWOVu3biFWrixgPzOqdNrV/6Sfpc9Gw4Y37D5jomjAmTMsoSaq6xgsogqRmhpqNwvIprtE7nO24o/EWRNYqliBgedVDa2tqfzW3kWHD/esykMjqhWCg0XdRtY1MSMnIqJIDu7/9lshJk5U328y+SAzsz3HS1SppP5FSixpJyKAwSKqALm5zXRnAefN24CFCxfCbOaMO5Gr9Fb8EQQL/Pxyq+iISCsk5AgmTpQyjKyBPa5MR1Q2UuAEUK9SVlkZOVJWUnlzlI2kXCmNGdlUmaT+RcqVAEeO3ImkpDiO2YnqOPYsonKnt8KC0Sjy4paoFLS9wKRBHLOIqhe9ZYilNH6uTEfkHmWftqQkEWvWFFfKCoNSeY6S9ueKwJXSqKop+xcBAtq0OVvVh0RE1QCDRVTufH3zEBaWgpSUMHmVkISEYuTk8OKWah/lEs/K1XLKk6PlnLUq6vmpZPpB8ppZKkNUlfQCJ9OmGTFjBuwycvSCOzURV0qjqqD8/JjNZowdu9tuwQwiqtsYLKJy5enpiZYtX0BKim1FtCVLLIiMtOCv62kicsJR8ElvOWeTyQe5uc3g53eZmUZVTLsMsStLaRORPWd92kpzniuvgJLeubm8AlVcKY2qWlYWVKsOSqXUc+fGw9c3j5NRRHUUg0VUrrQzgoAB8+YJeOghi3xhm5UFlmUQlYIyOJSREcwZwGqmopboJqorzGYzduxYDUGIqlWl7NK5Oztb0L1fW27MYDNVtvR0QbeUurRBWiKqHdjgmsqVoxnB1avZuJGoLA4f7il/hpYvj8L27SN1ZgBXsxllJVIuPywpzRLdRGSjbbYrlbLX1AtWZePqbt0aIDDQtoS5UmSkxelKadVdQkIC2rdvD29vb/Tt2xffffedw20LCwuxaNEiBAUFwdvbG927d8fu3btV2+Tl5SEqKgrt2rVD/fr10a9fP3z//feqbZ544gkIgqD6N3To0Ap5fbVdcLBotyIaYIGHB8cURHUZg0VUrvRWbjIYRKxYYZQvbKXGjVwliMg12vRw66lbHZSVZgCpeoiL4yoyRKUVEnJEFTiZMqUe5s/XD7JUZ7Zsa9fGPzU12Pzhhx8iOjoa8+fPx+HDh9G9e3eEh4fj4sWLutvPmzcPb731FlatWoUTJ07g6aefxoMPPogjR47I20yaNAnJyclISkrC//73P9x7770ICwtDdna2al9Dhw7F+fPn5X8ffPBBhb7W2qpjR0+8+aZFETASARiwbt0kHD7cE4A182/hwoVc2ZioDmGwiMqVlEqtXH5z5kyLw8aNRFQyvfRwLUGw1OgyjZpK2cdk9uzZVXw0RLVHTQ2cKDlrXF2bLFu2DJMnT0ZkZCS6deuGtWvXokGDBnjvvfd0t09KSsLzzz+PYcOGoWPHjpg6dSqGDRuGpUuXAgBu3LiBrVu34rXXXsOAAQMQHByMBQsWIDg4GG+++aZqX15eXmjZsqX8r2nTpg6Ps6CgAFevXlX9I5vISAsmTnz3rzG89X0rZS5zgpeobipVsKi6pprm5ubi0UcfRePGjdGkSRNMnDgR165dK81LpDJQplKnpxchOtpol23Exo1EJZOyUxylhyuDsiNH7qyxZRpERLWRXrZ1bRv/mM1mpKWlISwsTL7NYDAgLCwMqampuo8pKCiAt7e36rb69evj66+/BgAUFRWhuLjY6TaS/fv3w9/fH507d8bUqVNx+fJlh8caFxcHX19f+V+bNm3ceq11QWGhl27vom+/1e+3RUS1m9vBouqcavroo4/i+PHjSE5Oxs6dO/Hll1/iqaeecvclUjlQzghqs42sjRu5HCyRqwIDoerhIQgWjBq1Uw7KRkXFIyTkSAl7ISKisjCZfJCZ2d7lLIu6MP65dOkSiouL0aJFC9XtLVq0QE5Oju5jwsPDsWzZMpw8eRIWiwXJycnYtm0bzp8/DwDw8fFBaGgoFi9ejHPnzqG4uBibNm1CamqqvA1gvS7YuHEj9u7di1dffRUHDhzAfffdh+LiYt3njYmJgclkkv+dPXu2nH4LtYef32WdySlgwoR6WL+eBSlEdY3bn/rqmmr6888/Y/fu3Xj33XfRt29f/OMf/8CqVauwefNmnDt3zt2XSeWspjduJKpqyh4eUVHx+Pe/B8tBWWYUEVFtIQVkTCYflx9TGb1UlI2q3Vmog+MfeytWrECnTp3QpUsXeHp6Yvr06YiMjITBYLssSUpKgiiKCAgIgJeXF1auXIlHHnlEtc3DDz+MUaNG4e9//zseeOAB7Ny5E99//z3279+v+7xeXl5o3Lix6h+pSQ3mAXXAyGIRMG2a0a3PJRHVfG4Fi6pzqmlqaiqaNGmC3r17y7eFhYXBYDDg0KFDDo+NtcuVpzb0HyCqSgwOVW+enp6qldGIyD3KgEx8fJTcWLequduoWqs2j3+aN28Oo9GICxcuqG6/cOECWrZsqfuYW265BZ9++iny8/Nx+vRp/PLLL2jUqBE6duwobxMUFIQDBw7g2rVrOHv2LL777jsUFhaqttHq2LEjmjdvjvTa1hSqkoWEHMGYMVvtbi8uFnD2bKBb2XVEVLO5FSyqzqmmOTk58Pf3Vz13vXr14Ofn5/DYWLtcMaTlpGvaqiVEpeVuaUJ5Y2NlIqrJzGYzoqOXYepUgxyQEUUDdu0ahYsXq34cURmNqmvq2MnT0xO9evXC3r175dssFgv27t2L0NBQp4/19vZGQEAAioqKsHXrVtx///122zRs2BCtWrXCn3/+iT179uhuI8nKysLly5fRqlWr0r+gOkx6D8bExKBNm7N25WiCIGLr1jFuZ9cRUc1V4cWnVZVq6grWLlcsLrFJdUFpSxOo9qrq4CFRTZSb28yusW51WTmsLjSqLovo6Gi88847SExMxM8//4ypU6ciPz8fkZGRAIDHH39clXV56NAhbNu2DadOncJXX32FoUOHwmKxYM6cOfI2e/bswe7du5GZmYnk5GQMGjQIXbp0kfd57do1/Otf/8K3336L33//HXv37sX999+P4OBghIeHV+4voBaSytGkgJHBIEIUUersOiKqmeq5s3FZUk1v3ryJy5cvo3Xr1pg7d65uqml+fj6uXr2KVq1aYdy4cS6nmt5zzz1o2bKlXZPtoqIi5ObmOjw2Ly8veHl5ufryqQyk2Qqi2sRWmmCdcZYGT+HhFdfA1GTyQW5uM2Rnc2WS6kL6m2RlAcnJ1uChKBqQlCTi7bfBHiVELpAa6yoDRtUlICM1qpYyn6yNqoVaWVZWGuPGjcMff/yB2NhY5OTkoEePHti9e7dciXDmzBnVBPDNmzcxb948nDp1Co0aNcKwYcOQlJSEJk2ayNuYTCbExMQgKysLfn5+GD16NF566SV4eHgAAIxGI3766SckJibiypUraN26Ne69914sXryYY/tyEhJyBEFB6cjN9cOgQePwxBP1VfdLwVx+DohqL7eCRcpU0wceeACALdV0+vTpTh8rpZoWFhZi69ateOihh+y2adiwIRo2bCinmr722msO96dNNQ0NDcWVK1eQlpaGXr16AQD27dsHi8WCvn37uvMyiYhc4qw0oTwHT1IvnLFjd2PHjhFyIGLEiJ5cBa2KSZllomjAxo3WzIPKDB4S1RZSJoN0jqtuAZnISAt+/XUlcnP9EBs7Hh071pxSscowffp0h9cC2iqAu+++GydOnHC6v4ceekj3WkFSv3597Nmzx+3jJPf4+ubB1zcPd95pcRrMNZvNiIuLA2Ct3KhJpZRE5JhbwSLAmmoaERGB3r17o0+fPoiPj7dLNQ0ICJBPGIcOHUJ2djZ69OiB7OxsLFiwQDfVVBRFdO7cGenp6fjXv/5ll2q6cOFCjB49Gi1btkRGRgbmzJmjSjXt2rUrhg4dismTJ2Pt2rUoLCzE9OnT8fDDD6N169Zl/kUREWlJpQnKgFF5zIRLmSp+frYm/llZkC+iAGsgYseOEQgKqgY1GnWUNrNM+q8SZ16JXKfMZHA3IKPM8HOSmF4m0oUzP89Um0nVAMoAUECAWK2DuUS1SXUKvrodLKrOqab//ve/MX36dNxzzz0wGAwYPXo0Vq5cWdrfDZUD5eAtMLD6vPGJykNFlCYoM1UEwYLOnS2YMgVITxfs+nmIogG5uX5lfBVUWnqZZVrVpYyGqLpTBsk7dDiNpKQ4l8cKyvNmdSv/ZBk+1RZlCeYSUc3kdrAIqL6ppn5+fnj//fdL3I4qh3bwtmZNcVUfElG5K8/SBPtMFQOmTRMwfDgQHCzapYALggV+frllfg1UOnqZZYAFggDOvBK5QRskHzlyp8sltlXRO46oLlIGdPnZInJPdcoWckepgkVEJdEbvE2dakBUlA98ffOq+OiIyld5lSbo90ASkJ4O9OsHVQq4dEHFz1PV0WaWSX8TaeY1JmYsNm9+AwsX1qyBAVFl0guSu1NiW1m944jqGmVW3FtvFelmPZdWTb1wJqprGCyiCqE3eJNKZnhxS6RPL1PFYBARHGz9WZkC7ueXq/osVUa/DrKnzCxT/k18ffMQECCW8GgicjZecEVF9Y4jIqtTp8yYOrWenNmszHpWBmQ5DiGqfQwlb0LkPmnwpiQIFnh4mJGZ2R5ZWVV0YETVmJSpAljk20QRUFbh+vrmoUOH06pAUWJiPcTHRyExMQKdOnlg3bpKPGjS/ZsQkWscjRdcLbGVzpuCYD1vWss/mVVEVB7MZjMWLfrArmeilPUskUpJOQ4hqjhmsxkLFy7EwoULYTabK+U5GSyiCqEdvAmCBbff/hPWrZuExMQIBAfXw/33b6+0NzpRTTFkiLXnjUQUrf03HAVYTSYfzJjhpVolzdn2VHFMJh9kZraHyeTj1uO0X/5VMRggqip64wV3S2wjIy2IiopHRMQG/PZbYYU0t5ZKcubPn8+SGapT/Pwuy59PiTJ7z1ZKynEIUW3DYBFVGOXg7eGHP8BPP92uSmHdsWMEv0iIoA4W/PJLsc4MHpCRob/qVm5uM4f9OqpCQkIC2rdvD29vb/Tt2xffffedw20LCwuxaNEiBAUFwdvbG927d8fu3btV2+Tl5SEqKgrt2rVD/fr10a9fP3z//feqbZ544gkIgqD6N3To0Ap5fY4cPtxTnlWNj4/C4cM9K/X5iWoyabwwZsxHGD16K/z9c9zOQpYy/JhRRFS+fH3zMHLkTlX2XkJCEdats45bTpworFbjECIqP+xZRBXK1zcPGRnB2L59BLSxSVE0ICNDYF0zkUJQkMVu1TOjEeja1QN33x0jN4QErE0hL170RFJS9ejX8eGHHyI6Ohpr165F3759ER8fj/DwcPz666/w9/e3237evHnYtGkT3nnnHXTp0gV79uzBgw8+iIMHD6JnT2uwZdKkSTh27BiSkpLQunVrbNq0CWFhYThx4gQCAgLkfQ0dOhTr16+Xf/by8qr4F/wXk8lHbjwO2ILh2dk3Ku0YiGoqqdFtRkZPxedIBCAgKUnE22+jQjKFiMh1yp6JMTFj0aGDB6ThSHCwWKq+YexxRJWlvBqq18XG7MwsogolXUTpvdUEwYKgIDaAJVIKCBDtZvCc9d+oTv06li1bhsmTJyMyMhLdunXD2rVr0aBBA7z33nu62yclJeH555/HsGHD0LFjR0ydOhXDhg3D0qVLAQA3btzA1q1b8dprr2HAgAEIDg7GggULEBwcjDfffFO1Ly8vL7Rs2VL+17Rp0wp/vZLc3GZ22WCiaMCpUwa5NI1ZlESOaQOugG0lVZazEFUn9lnOpRmHsMcRkXPVZfzIzCKqUHoXUVYWhIamArijsg+JqNpTzuDFxo5Hx47OZy6UK3K5sn1FMJvNSEtLQ0xMjHybwWBAWFgYUlNTdR9TUFAAb29v1W3169fH119/DQAoKipCcXGx020k+/fvh7+/P5o2bYrBgwdjyZIlaNasmcPnLSgokH++evWq6y9Uh9TPQZsN9uOPHvJSw8yQIHLM8VjBVs7C8jKiqvPNN6FISQmDKBqwcaO1r1hIiO1+d8Yhth5H6qBweDg/50SALZhaHcaPzCyiCqXXFA+wNvA9eLA/ZxOoTnGncbG7/Tequl/HpUuXUFxcjBYtWqhub9GiBXJycnQfEx4ejmXLluHkyZOwWCxITk7Gtm3bcP78eQCAj48PQkNDsXjxYpw7dw7FxcXYtGkTUlNT5W0Aawnaxo0bsXfvXrz66qs4cOAA7rvvPhQXF+s+b1xcHHx9feV/bdq0KfXr9vT0xLJl0XjzTYtqVjUuDnjhBTb8JHKF/ljBypVyFjafJqo4e/cORHLyELtSa+1iDq6OQ06eBHscUZ3kSrZQdWsYz2ARVRi9iyjrkuBCtfkAEJUVL1JKb8WKFejUqRO6dOkCT09PTJ8+HZGRkTAYbF9NSUlJEEURAQEB8PLywsqVK/HII4+otnn44YcxatQo/P3vf8cDDzyAnTt34vvvv8f+/ft1nzcmJgYmk0n+d/bs2TK/Fu1qTL17uzcYri7pxkRVQdtA19qzqGrLaokIWLbMgK++GgBt+ZkoGnD2bCAyM9tj7tzVbq3c2akTYDCo21BUVa9FosriaulldWsYzzI0qnDK1NRjx25FWpq69Iwp5kQ1X/PmzWE0GnHhwgXV7RcuXEDLli11H3PLLbfg008/xc2bN3H58mW0bt0ac+fORUdFp8ugoCAcOHAA+fn5uHr1Klq1aoVx48apttHq2LEjmjdvjvT0dNxzzz1293t5eVVIA2xf3zz4+uYhMBDw9ITLDT+16cZr1hSz8SfVOcryWw8PMwoLPausrJaIrBO5zz9vhF6fIsCCrVvHQBQNf/UgdT1YJPU4mjrVAFE0/BUUFngdQLWWO6WXwcGibmuDqgqmMrOIKoWvbx78/HKRltbL7j7OJhDVfJ6enujVqxf27t0r32axWLB3716EhoY6fay3tzcCAgJQVFSErVu34v7777fbpmHDhmjVqhX+/PNP7NmzR3cbSVZWFi5fvoxWrVqV/gWVkasNP/XSjadONbLxJ9V6UlluXFycnFkH4K8ylvNVWlZLRNZyMeniVs26WqGyLG3mTC+7sjRntNm47OdHtYm27YQ7pZeBgXBroZuKxswiqjS5uc2gF5+cNYtZRVT3xMXFyc2gpWU4HW0HQNU4urpmnURHRyMiIgK9e/dGnz59EB8fj/z8fERGRgIAHn/8cQQEBMiv6dChQ8jOzkaPHj2QnZ2NBQsWwGKxYM6cOfI+9+zZA1EU0blzZ6Snp+Nf//oXunTpIu/z2rVrWLhwIUaPHo2WLVsiIyMDc+bMQXBwMMLDwyv/l6DgSsNPvQGEdXCunH0SER7OWVeq+ZTLDs+ePRsAcPhwT3klNEGQGuceqcrDJCLYysXU31EiunQ5gV9+uVW1bXGxgFGjojFwoOv7V2bjEtVmep8lZ8kSykzbmJix2Lz5DSxcaP3erOxrAGYWUaXx87tsV6NsMIiYObOKDoioEikvksri8OGe1TbrZNy4cXjjjTcQGxuLHj164OjRo9i9e7fc9PrMmTOqxtQ3b97EvHnz0K1bNzz44IMICAjA119/jSZNmsjbmEwmTJs2DV26dMHjjz+Of/zjH9izZw88PDwAAEajET/99BNGjRqFv/3tb5g4cSJ69eqFr776qkJKzdxVUsNPvd4NWsXFQqXXqrvTjJ2otEwmHzlQBDhunEtElU+bIQtY0K3bCfzyS1e7bY1GkVUCVK2V1BvS1XFPaXpMupptriSNHwMCbGPExMR6lX4NwMwiqjS+vnlYubIAzzzjKc8grlljQWAg34ZErrh40RM7d460q3keNKiKD0xh+vTpmD59uu592obTd999N06cOOF0fw899BAeeughh/fXr18fe/bscfs4qwtt7wbrzBOg7BFhHYTrlQIQ1Wy5uc1UfRkAa8AoN9cPvr55VXRURCRRZsh6eJixbt0k2OcaWDB4cAr8/QcCYI8xqn7Kayn6suzHlWxzZxPLJpMPFi3ycqnvUXniVTpVOGm1KMD6IcjIiEdurh/8/HIRGal/UUlUV3l6eiImJkb3y8JRzXNGBgMJNZlyABETMxZz5uxVleUkJDCoTrWTn99lu0aegmBhY2uiakQqF8vMbG8X3LUyICUlDOvXWzBlSqUfHtVyygBKTEyM2ysPu9Nc2tnzm0w+WLFiVpmCNdJnKSkpDrNnz8bSpUtdfl25uc0c9j1isIhqFemDIinrSYCoPFT1+1BZg1xSyZK25jkoSMTBg5V0oKRLGRQvDem8GBAgqmrVGVSvfqr6XFHbhIamIjU1VLEqkoGBIqJqSC+4KxFFA6ZNEzB8uGsXrmX9ziRylbPm0u4EWVwN1pRX2wmJFFCS2rkoj0EQLGjbtggVmdHHnkVUZRwNstkrg+oabR+i9ev1T82lqXmmmkmqVWcpDtVWUu+Fgwf7QxSBfv2+4apIRNWYr28eFi0yw7oamr2q6K9HVBK93pClWYlbr/duZa7oLbVzka4BpAUhKvoagMEiIqIqlJUFVYNXi0XAtGlGuwavcXFxMJvNXG62DilNE8Xa9PxUO5lMPjh2rJvcv9DKgNTU0Co9LiJyLiYmBn36GKHsqadkzXKouEleTiaTnpLeF9qJVkGwYPjw7fD3d+89pA3WOJqwLY/3pjT+0l4LREQUydcAUVHxlbJyaKnK0BISEvD6668jJycH3bt3x6pVq9CnTx/dbQsLCxEXF4fExERkZ2ejc+fOePXVVzF06FB5m7y8PLz44ov45JNPcPHiRfTs2RMrVqzAHXfcIe9j3rx5+Oyzz3Dq1Cn4+voiLCwMr7zyClq3bi3vp3379jh9+rTq+ePi4jB37tzSvEyqBOWdqkfkKm0pSWWRys38/C4DANLTBbuU7uJiwWmDVy43WzOUNs3eZPLBoUN95dKcsjRjLK3yagZJpKR8X2mJogEZGUKlLAVMRK7Rfo8FB5sdlKJZEBaWgsDAgQBqbrluTT1uck7ZG9LPL/ev8fXQEh+nFRFRhIyMNU6bVJfV4cM9VX0rR47cqQoKadu5VDS3g0UffvghoqOjsXbtWvTt2xfx8fEIDw/Hr7/+Cn9/f7vt582bh02bNuGdd95Bly5dsGfPHjz44IM4ePAgevbsCQCYNGkSjh07hqSkJLRu3RqbNm1CWFgYTpw4gYCAAFy/fh2HDx/Giy++iO7du+PPP//EzJkzMWrUKPzwww+q51u0aBEmT54s/+zjw+VXqxPtl44UfXWlXwtRTaf9Aujc2YIhQyx2Ay+jEViy5An4+zOYWtc8+ug+bN8eBWXib2WteCEpazNIIj3a95WWIFgQFKRf3kJE1UNgIDBy5E5FRrQF1kyjsjW5ZpCGyoOz95ArQRbl9aijiQtXJ2xd2ZeWttpAFA3YsWMEgoLSq6wtgdtlaMuWLcPkyZMRGRmJbt26Ye3atWjQoAHee+893e2TkpLw/PPPY9iwYejYsSOmTp2KYcOGyc2abty4ga1bt+K1117DgAEDEBwcjAULFiA4OBhvvvkmAMDX1xfJycl46KGH0LlzZ9x5551YvXo10tLScObMGdXz+fj4oGXLlvK/hg0buvsSqZLp9Wth+QPVNnpfANOmGQFYB17sQ1Q7uZI2LwXRJ0yIwY4dI6D31Sw1UawMzppBkpXedxRLJJzTe19JKqv3AhGVXUjIEURFxWPMmI8gCIBUliaNazh2p5pIynyVrkfXrSv9vpTXtsHB9XD//dvtxgVSLERJr9pAFA04ezYQmZntkZ1d+asfuxUsMpvNSEtLQ1hYmG0HBgPCwsKQmpqq+5iCggJ4e3urbqtfvz6+/vprAEBRURGKi4udbqPHZDJBEAQ0adJEdfsrr7yCZs2aoWfPnnj99ddRVFTkcB8FBQW4evWq6h9VLr1+LU8/XX4fVqLqwlG5WUaGIA+8StuHSAo2zJ8/n7NxNZjee0RiNAJt21ZOMKK8mkHWVuU5oKxL9N5XgAXDhu3A6NFbERTEaCRRTeHrm4eGDW/ojms4sUDlraKTCGyZr7br0SlTUKrny84WdLODLl70LLHtRXCwKE8e21iwdesYJCZGoFu3Bjh8uKf7B1UGbgWLLl26hOLiYrRo0UJ1e4sWLZCTk6P7mPDwcCxbtgwnT56ExWJBcnIytm3bhvPnzwOwZgKFhoZi8eLFOHfuHIqLi7Fp0yakpqbK22jdvHkTzz33HB555BE0btxYvn3GjBnYvHkzvvjiC0yZMgUvv/wy5syZ4/D1xMXFwdfXV/7Xpk0bd34dVA70L44M5fJhJSpPZc0a0PsCMBhEuexCWv0qKSmOmQl1lP4gwfo+qcxsM66651h5DijrGu37CrAgKCgD//3vcGzZMhYrVsxCUhKD3UTVmaen7YLXz++y7rimbVvnJfR1JQuzrrzOilZREzTKv8+8eYlOM6qlYJUrmT0ZGQbd7KCMDMePjYuzjv39/c2qagPrBIugGnPs2DHCrvF1Rarw1dBWrFiBTp06oUuXLvD09MT06dMRGRkJg8H21ElJSRBFEQEBAfDy8sLKlSvxyCOPqLaRFBYW4qGHHoIoinKZmiQ6OhoDBw7E7bffjqeffhpLly7FqlWrUFBQoHtsMTExMJlM8r+zZ8+W74unEh0+LMDREpwSlj9QZanImYvAQCAsLAXW+n4rUQSSkw0OVz1QHlNlfjFQ1ZB6QSgvpvv1+wYnT1bOqnfKgdOjj97kqns6WKJXNtJqjv36fQMAyMjoxMAbUQ3l65uHkSN3Qm9cA5TfmEr6boqLi6uUNhVshVF96E3QTJ5swalTJQff3AnW6QU+jUYRwcHqYJUrmT1BQRa7fSl78inH9Xpj/KCgdIwevRVjxnyEd97Jh3b1QVE0IDfXr6SXX27canDdvHlzGI1GXLhwQXX7hQsX0LJlS93H3HLLLfj0009x8+ZNXL58Ga1bt8bcuXPRUdHpKSgoCAcOHEB+fj6uXr2KVq1aYdy4captAFug6PTp09i3b58qq0hP3759UVRUhN9//x2dO3e2u9/LywteXl6uvnwqZ1lZwAsvaJfglAJHtttY/kCVwZ3Vn+Li4txuwLh+vQHJyWFQxuhFUcDUqUYAUbqrHiiPSWqIHRlpn3lCNYMrzTtDQo4gKChdtWJHYOAdlXmYAKy19L6+4Kp7GlIplTJgpPyOKk1Dy7ooNTUUznpz8T1HVDP06hWG7dtt50NRFDBtmhGDB4ciJSVMHlOtWVOEnJyXAACzZ8/W3VdJ50/lIiEbN1owcuR2fPzxULfL75010+ZKoNWL3gRNWVfOlN5nyiwhKfCpXIQmIcECoJ7dgh9Sw2lHUlKMEBV5ELaefEM1K4JKzeEFeZvExHqqcf/f/37TbhEcQbDAzy+3dC++FNzKLPL09ESvXr2wd+9e+TaLxYK9e/ciNDTU6WO9vb0REBCAoqIibN26Fffff7/dNg0bNkSrVq3w559/Ys+ePaptpEDRyZMnkZKSgmbNmpV4vEePHoXBYNBdpY2qnn6zSwG9ev3A8geqVBVdWiLtX++UK4qCXV2zyeRjd0xsHFl3SCWJVbXyBekzm81Yt24hRozYofsdxV5GrsnNbea0Nxcnh4iqN6lP4sSJ87FgQX1oMx+KiwU5UARYx1TTphmdZkiXdP40mXx0+8CU55iIZcbVj16vO72VM0vKwpfesy1bvuAwS0jZPzQqKh6RkRaHwapRo6J1g5RZWcCMGV5QTwxbs4W07y/rNrbm8Nu3j8Azz3iq3uMLFtRXBZ4MBhEjR+6Er2+e/Jrnzl1doWWObmUWAdZSr4iICPTu3Rt9+vRBfHw88vPzERkZCQB4/PHHERAQIEdsDx06hOzsbPTo0QPZ2dlYsGABLBaLqpfQnj17IIoiOnfujPT0dPzrX/9Cly5d5H0WFhZizJgxOHz4MHbu3Ini4mK5R5Kfnx88PT2RmpqKQ4cOYdCgQfDx8UFqaipmzZqFxx57DE2bNi3zL4rKX7t2ZghCPU20VMThw73kiOuSJRZMnOj225TIJdLsQmqq4LC0pDwClc5WAdKS0kvT0/WOSXBa80zVk/Q+8/O77PKyrcptpUw2qh6U2V+xsePRsaOn3bLw0kVGeLjzc0hdXC5aSvfXBoysvbkETg4R1RAnT0I+5ykJgqjb+Do310/3O9DZ+dPf33qOzM1t77APjJRhUtbzqbMyY56XqobU627qVIMqAz8wcKi8jTZbp1+/VEyYYP8303ufaZel9/XNU71HS8omlkjvvczM9rBYIjSvwvG4XrudqOnMYj1W9WOWLx+KWbOgyoLq3NmCKVOc7LoM3L4KHzduHP744w/ExsYiJycHPXr0wO7du+Wm12fOnFH1Grp58ybmzZuHU6dOoVGjRhg2bBiSkpJUq5iZTCbExMQgKysLfn5+GD16NF566SV4eHgAALKzs7F9+3YAQI8ePVTH88UXX2DgwIHw8vLC5s2bsWDBAhQUFKBDhw6YNWsWoqOj3X2JVEmk/hy2mQJrOp4y4jpvnoDHHuNJmsqf8stl40bxr8GN/ZeBcvBRWnpfNoB1QAWoB1tSemlwsKjzBWVtiH3wYJkOhyqRtpTQ2t/B9W2lkkRJWcuc6mJwoiJIA0rpu6mkiwy933t5nFtqIm26vzS4T0q6Ax078v1IVFPoj21E/OMfX+Lrr+9SBXeMRlFVOqP8Ljt92vH5UyoO0Qsy62WYlPfrYbZjxXF1PBIZacGvv65UlecD1mCRNgAEGHDwYH906iRizZpieR9xcXEIDX0eFouHat/SBK2jiTxtsMqaTex4UsPDowDWlirqz4SHh/mvJAmjXdDTxgJBgJP7rZ+Tb7+1X21t2jQBw4dXzPVyqVI2pk+fjunTp+vet3//ftXPd999N06cOOF0fw899BAeeughh/e3b98eojbUphESEoJvv/3W6TZU/ShnaPPzG2LLlrGq+6UlOBksovKk/XIRRQGCIMoDEUGwYPjwnfD3H1rCnlyj/bJRXhwlJxvsZkyki1DtbEpCgoWfhRrE/n1mTZvPzLyBzZttQYKYmBhcvOipu61yxqsyeikoM5teeWW6PHhjkMm58rjIKE0vtJpGKgUwm82YOze+yntzEVHpBQYCK1cWKEpnLBgyJAX9+6fC27tALkUTBAtWrDDj0iXrd5myL0tSkohXXnHt/BkamorU1FC7DJPyCry7GxhwRVkmePi9a6PN+JE4ytyXSh9nzPCRH6c3CetK/x9lsErKJnaksNAL2kwgQEBhoScCAkTdJAllzyIAqvsFQdBMZIsQRfuAUkVeL7O+h6qcdAKYMCEG27bZZ1IEB7PshsqXfg2ygDFjPkbDhtftZi7Kg97MSGDgHQ5mTPQfExmpH6Sn6slRrfupU/azRo62lWa89NKnJ0+2YNCgonLLxtCmcvv7WzB3ruPt3RnIVsdBb2mOyVFJYUVcZNR2jgb/RFRzTJ5sQEaGOvB7+HBPRc8iC8LCUhAR0Q+xsT44e7YNtm619WWxWATExAAvvVSM55+3P3+azerG1tIqod26HUdhoReysvQvkEv7faMdd2Vl5WHhwtJ9b9WlZtlV9R3vKHMfsC991JuEDQtLQW5uM+TlNUJhoRf8/C4DgF2AT5tN7Iif32Wd47EgP78hYmPfRkhIHoKC0nHoUN+/Ap8CpM+IlEmuXOTk/Plp2LzZE9agkojbbvsRvXt3sstQqsjrZQaLqEopB96OMyn4NqXypZ8FIKJNm6wKvXhxdHHk7KJJul364uLFZ82h9z4TBAs6drTgu+9K3laZtq9X6+7qiiDKQZyjVWj0UrljYgTUqwc8+6zzfQKlH5jXJCWVFLoz+0j2zGZzrX3vENVmyjGMthE1YEBKShj+7/9SkJISZZcRAVhLznr1EhEVFW93/szKgt3+Dh4MlTOMrKui7URIiPNj1H4POsv4KY9Admn72JFz2r+bdO349NMGaBeRMRqt5V+Zme3lIJDye/rcudaKoKZUOmbL9tm40YI33yzCXy2UXeLrm4fly68jKqq+Kntoy5ax8rghKChdfv9aWT8jt912TH7vSQ2sP/pIChQBgICffrodwA2EhaWoMvcq8nqZV+FUJcxmM8aO3Y0dO+yXBedgm8qbdsYjMNDTLjCpTJF2RBncrCzKGTXrzJSA+fPnV9rzU+nplR+GhqYC6KHaTnpvrlz5nJzObzSKSEgoRk6O8/Tp8urX4Gh1yueeAx5+2NY3oqYq66ynXknhrl2jcPGieuAvDfL8/c1YuND2fIB6kBsYaDueqjivEBFVBL3VDkXRgOTkIbAvz7EyGoGgIFE3eyM9XdAJMNkaAeuVbJdEWwbnasaPO98jjvrY/fxzIQIDPRw8qmaojCwivUku+/Gw9e8mXTvasnWs4/rbbvsJ69ZNsrvOlN4nGzc+rnhv2SbKJFIvoCFDLG69/gkTzPj997dw9mwgtm4dY9deYPTorbqfkePHu+HWW0+oJon1JgnffNPDLnMvMnKgu79ilzFYRFVCO1Og/EC6mupHFas6lo2UJ22qcUTEU1i61PH2yi+pil55QKL9nHBmqubRDmIOHuyPbt1EjBjR0655dUREETIy1sjB8sBAYO5cayABcL4iiDufV70Z1U6dpBVs1AMTi0XdZLSucneVnKWak4m2HEFqvPnNN6Gq2cGMDGtT89p4ziWi2s/Do0B3tUNHgSJbj8jB8m3K/m2HD1vLbxw9HlCXbJe0+qjJ5INFi7zKnPFTUo85R5nF5dmQu7qqiP572ow19Yp51omae+9NQd++h5Cb6wcPD7McKALsAz96QU09xcUCFi16Hx062F6bK3x985Cbe0M3KASIOp8REZ9/PhTJyffKi5vExj6CpCT7krZVqzxUWeApKWHIyioq1aInrij5t0RUAfRmCrgsOFU2X988dOhw2qXlzLXBzX/+04isLP3tzWYzFi5ciIULF8JsNrt8PNoSIf3PifUClWoWZcqxtFyryeRjt530ngwMtAUYEhMjEBxcD0VFRYiKikdExAZERcUjJOSI/F5zdQAjzagmJkagUycPrFtnvT0wEHj55WJYB+U2yiajJpMPMjPbO3zf12bSwF/J1QbWtqwk299/2jQj9u4diOTkIarzyvbt+u+LuoDBMaKarXnz5xQX6CUFRSwYM+Yj+btMT1YW8MILRmhXltLuW2pSfPhwT/n7LT4+CocP97Tbp162RkWMq6TMYkGwyMdoneBxbz+ufu+WdtzpqorevzNLly7VDe7o/d2kMVRhoZfT60xpdb2SaFfxc4fUv0hJECxo0yYLI0fuVDy/LRiqHAdIDeSV76F+/VIdtiSoKMwsoioRHGwfVZXSULksOFUXZrP5ry+p9nZfOhaLgBUrgNdfL9/nVGZ9OPqccBnXmsVRWn5aWk/4+19CmzZn7QKWemVPM2d6YcYMoEOH0/IAMjvb9QGC/oyqiOPHl8PXNw+zZ8/Gvn0H5UwXZZPRt97Sz4wpaRZX+/ylXRWmLJytlFPSMSkfqy0TdLWBtV6/qeJiAV99dRfsZ8sNOHSorwuvqmZTropWHqsYEVHVkD7LWVlAu3bK7FTH301S4OS22352um9H5dGzZhUhPl6dZZuX18huUm/79hH4/vsi9O9ve7ReA2LluMrT0xMxMTF2ZcKl6RnpbMl3V9SUBtl653FXs51dHRfo/d0EwYLt2+PRu/dTuttrx88Gg6i6zgwJSUNaWm/YByMBaYUyV1pUOKLtX6Rc8VhaDfz48W74/HPte8I2DlBmnEtBq2+/7VepGWsMFlGVCAyEavlAqT9HUhIHjVT9WHuJWKBNxly61ILi4njVEuNaUjquK7R19GvWFNt9TrjCUs2jN2gBRHz55SD5/0eN2qF6jKMAQ26uHzIyglV1+3olbVomkw+OH7/V4T59ffOwdOlS9O8P3HbbMVXfOL1GndOmGdGv30B8/fVdihVqUjFhgv6Ar7IHva409Xb3mPTKBJV9iRxdZISF2febsv6sn9ydmhpaoSnl5a2sJctVFUQkovLjaAlzNQvGjNmCJk2uoLDQCyaTbVlz7fkTcLzww/TpFgAr5XKjEyduxfbtI2BfMGPAgAEeePttYMIE6y2+vnlYubKgxMC/yeSj6oGjnCRxh7ZZtqslWjWxQba7/ffc+Q7W+7sNH77T6eIwI0fuVL0vRBFITjZoVtfTEjBmzEfyysjKFhWzZ8+2KzHXe/3KSTypf5Heise+vnm49dYT+Pzze6F970rjAKnETvk45e/B1gvzDofHVVYMFlGVCQpKx+jRWwGIePXVBxAYCEjfEbWpX0Nt7/1T0+md3PVuu/XWEzh+/DbVY6U6+fI6Dm3Wx7RpRsyYka67QgjVHNKgxTY40fZfsJalZWffkG/Ra2gtreyhrdsvqbmnckCmfW69FGtpYJKUZB3Unjzp6SAzZgCUTSEPHuyPTp3sB3yVOeh1NYvI07N0x+RqTz1tI85HH7Vg0yZBHuTef78F27YZoDf77uoqd9WR3u/f2fdeTZk5JyLnHC9hrvzOEXDy5N/w00+3qzItQkKO6J63Ha+SbD0XZ2QEOwgS2Ujn9kGDbN8BDz9c7HRctX69AcuXR6n2a7EImDrVgKgonxKzaMuDu33yqoqUga/t6xkU5LxUrTTjAuWETUzMWGze7HySLCgoHYIARTN04a/ndBQospWJufs31n6XKSfxtKsFKrOxfX3z0K9fKg4e7K/anzQO0OsXKf0elL0w9cZe5YXBIqoS2iWIw8KsHeqpeqqIZnXVgfaCbsQIa327dNvGjRbcfvv98sBGe6Et1cmXRPoydUa/jt6a9SH1VapOAwRyj/OUY+vA4LvvbIMXvUHyihVmfP+9fR2+MmipzdDQDsis71/r+1i74poj+hcB+g1H9QZ81WHQq/2sR0eX7zFpl2TWBvTef9+AiRPfQWGhJyZPHo8BAzzgrOFrbWqC6uj7oybOnBORPsdLmKsnRn78sTu0/Vk8PQvkcmxtpqG2lCsycjoAWy9JV9rvFhcDq1drL+aDERJyxO5cI52XHAXyz54NRG7uDbdXr3Q360Y/q6ry2hBoJ7q1lJOqen09rWXzjgNrrowL9MrcpQBLQIDtO9LR+FqvBYD1OR1/90plYnqTxo7ofZdJk3geHraV75QLWhgMIkaM2IGQkCPo2/eQqq+ldCwljQO0vTAr6vuTwSKqdHq9OPSWJpQwM6fq1OYlnfVWGtu5cxQAUfXeVA5stBfazlJg3aVXqlSWxnpUvUifpbZtz+iuOgYATzzhjbffni/PDEVGmu1W7MvIsH+fCIIF5861lpeBlTI0JkwwY968D2CxRGieSUB4+G6sWTNYldHpiDZwpT97bKMc8JnNZuzYsRqCEGX33g4OrpwFDbKzBbvP+rJlIgwGuDUQLyngK/nyy7vsBqjFxQIKCz3RocNp5OfblxjaVHxKeXVRHYKIVH4SEhLw+uuvIycnB927d8eqVavQp08f3W0LCwsRFxeHxMREZGdno3Pnznj11VcxdKgtkJ6Xl4cXX3wRn3zyCS5evIiePXtixYoVuOMO22dDFEXMnz8f77zzDq5cuYL+/fvjzTffRKdOnSr89ZK9yEgL3nnnCNLSnJ2/7Pu0bdkyFoJgwe23/yRPztm+x+zLcICSVrNST2YYDMCKFfoX81rOy+ksfy2Fbi3/8fe3YO5cJy/1L9qsG1dWvdR+7zoql9PL5nT3msnd66xHH92HHTtsgbc77+yr+50nlbjrKSkYpk0qGDlyZ4mvQyKNt8zmejp9iwDAfoWxMWO2yBlFehPJjkr9zWb9cZa28uCbb0KRnDwE0vtS+R5ctOgpZGRoW04Y0LGjJ65d08/Qctbwm8EiqvH0B4jWDvXsXVB9aE/UlbFUfEXSvrf0VhqzWAD7gYz9z+Hhu7FixV0lpsBKtBeZyi9jaVUJbamSq1kfVL15enqiZcsXsHChLUPo9tt/xI8/3g7tjKjezJA00MrNbYaLFz2xbFk0OncuwtSpkN8n/fp9Jc9WKfczaJB+EFIQLOjW7QQCAwejJMpBZFSUD3Jz/RAZ+RAGDfJ2OFA3GNRBF+1721ZKUDlDkIwMg+7sorJJqrN+YM6aeGvvi4+v91fDTDVlFqJeiSFgQa9eaTh8uFeFp5RXF1U9c07l58MPP0R0dDTWrl2Lvn37Ij4+HuHh4fj111/hr1NHMW/ePGzatAnvvPMOunTpgj179uDBBx/EwYMH0bOnNcN30qRJOHbsGJKSktC6dWts2rQJYWFhOHHiBAICAgAAr732GlauXInExER06NABL774IsLDw3HixAl4e3tX6u+ArJNwaWm9SthKPytVOzlnsQiYPNmC48dXw9fXuo00djKbzQ56AcIu6CQIFtx5p36Zj14bAUfldNIkj3LJ8pgYAfXqAc8+q/9KPT09MXHifCxapJ6EdBSo0lJmVbnShsCdBSdKw2TywdmzbewmXw4eDNVtJu1sstNZMEwvqUBbqu+Iuh+R9F6zTfK+9ZaAoiJ11ray2bpeZrDe30uZeeRonCW9fpPJB8nJYdC+75XvQSn73NnfuqTnrKjvTwaLqNI5GiCmpQnsXVBNOMr+Gj68+s34OpoRUd7evPlzdu+t8HAPnaazgP2Mg33pWbduJxAQ8I9SHa+zWRvtl4UrWR9Uvel9ln766XZMmvQufvutk6LJtZV2Zkg7w/X22+oBZKdOj2DevLugDTwVFwMZGYJuoEZKs5ZIAxAPjwIUFno5HGhKs7u9elnsGkfaiHjppWKsW/cSAFtzaeV7W1lKUJGk17V373cAlP2V7JukOhqcaYPmb75pwZQp1qHTW28VacqpU5CS4gW9C6HQ0FT5d6pXYmh9rH3Ar7aUZOn1MQoM9HRp5pyqv2XLlmHy5MmIjIwEAKxduxa7du3Ce++9h7k6qRdJSUl44YUXMGzYMADA1KlTkZKSgqVLl2LTpk24ceMGtm7div/85z8YMGAAAGDBggXYsWMH3nzzTSxZsgSiKCI+Ph7z5s3D/fffDwDYuHEjWrRogU8//RQPP/xwJb16kqSnC9AvC7OOo6RAjt5kiZX+xbR07jSbzfD09ISnp23i5OmnodiXiJCQNAwY8BUGD95X4gpSesEM7flZWrzhqadC8MQT9e2O97nngIcfdnye1psgdxSo0iv9Kk2fPHczcVyh7n2oZUBIyPd/BQptzaSPHbsNrVufd5gA4CgY5uh3pizV16MN9KirAiw4cKAI/ft7wmzWW6XOytHqtcePd5NL7pSNzzdutGDkyGCdxWgMmDgxGmazGbm5zaD3fte+B/X+1tL1gn22k95zVsz3J4NFVOn0oslxcQLmztXvXaCdlKqJZWk1LWPKUfZXdSgPKKmOWkt/uXDg99/1ZzW0Mw7aGSrthXZZaZeQdnVgQDWDo0FPYaEnevU6gq++utvhzJBeqaSUMSS9B2NjPaEXnDAaIS8Rqw3UKAfeynRyaUBvMIi4555ktG593mG9vrRP5aAJsCAuzoLoaItukFOvlKAiaAdz9jPZIpYsKZabpDr6vDkLmgP29+nNHALWGem+fQ+pbtP24ShLSnl1+E7U9q9wJfgIuD9zTtWP2WxGWlqa6vvYYDAgLCwMqampuo8pKCiwy/ypX78+vv76awBAUVERiouLnW6TmZmJnJwchIWFyff7+vqib9++SE1N1Q0WFRQUoKCgQP756tWrbr5aciY4WNTJ9rFg0qR3UVjoiZiYsXjrrX1/jan09uBeX8ghQywQBINiXwLS0u7A4cO95MbZEvsV0KwX83r0lry/884e0FsV12Jxfp521PPv3LnWDl+Xu/R6Bu3YMaLcVtWcO3e1k0ARAFhUgSLrMQhy2ZU2AUD5neXrC3lBDcD6Hdapk6dudldEhBdGjrSVhGkzqZyXJhpw/bptf47GI45Wr/3886Ho2lWEKM6C8j0q/a6jouLlpul+frmYMGE6AE+n+wwLS9E9BikoKv2eHGU7KZ+zIr8/GSyiKqEdIJ4+rbfajvUE7O+vDrbUtIvomrjai6PlSiurx0h50m8cbX1v6V2o6M04KGeonF3sOluJqTT0lpKlmkXvsyQNgPVKD5UzQ3qlklLGEKD/3gasz6edYdIbGGl7+SjT/5WDPL16femc3LfvIfTte0j+fERH22cMaXuflSZw7mpARG8VG71S0l69Sm4g7SxobjYXwmLx0DxCPzC1eLEZly8DmZntERv7iDwIlP4ms2fPRmzs25WWUl7elN9xGzcqB9PS78KCIUNS0L+/fuCAAfKa7dKlSyguLkaLFi1Ut7do0QK//PKL7mPCw8OxbNkyDBgwAEFBQdi7dy+2bduG4mLr0uQ+Pj4IDQ3F4sWL0bVrV7Ro0QIffPABUlNTEfzXhyInJ0d+Hu3zSvdpxcXFYeHChWV6veRYYCDsMllXrTLj0qXzAICAANHJBb26ZMjR5Jzyu+COO+ZAFO2/C5SlXtLjlStpKS+sHX23aL8z58zZC2CE3XOVdJ4ODAReeqkYMTHKptkCUlLCVMEc7fhRb9zn6FgdZcMoV9Usy6SC8yCM5a/XpXd9oJ6kHTTILAeFnHHULF35d1VOdEnvFevqZ/aliYB13NW2rRkLF77s9LmdrV6r12tSOi7lYjR6+1RnD1uweLEZxcX634lLly5VBd8d/X0rawEcBouoyigHiJ6ejnsXaIMta9YUy9tU9WxqSWrqai96abhLllRejxFXuRJE8ft/9s48Lqrq/eOfO8gAKaKkiCwqornmroSVaaK4ZqWl2deI3DKpEPsalPsStqiYmVruWGmpmUvpTygrlaxw+6ppiaSioiUJLungzPn9Md47dzl3mIFBBnjerxcv5c65d869zDznnOc8z+fxv2xXF0NeJhywps3YK3PpKEWd52yEFFE+4UVSyoXR7eWp83ZpPTyYFDHE+2wDFnz77U3s2vUukpPtfw55Wj42tCKM4vmrVlXRCE/qiT/K28onlaXhOLdXxUaJBffcU7SziOfoMxisTnOTibeDDvCcJDVqdMGkScoNg2HDbGfIUyrkWlTlISVLG32lrHxkxXDH+QhdhxFRuZg/fz5GjhyJpk2bQhAEhIeHIzY2FsuXL5fapKam4oUXXkBwcDA8PDzQrl07PPPMM8jMzCz2+yYlJSEhwRZNUlBQgNDQ0BLdC2HDaDTiiy96ITHRFmEREzMKomzjnDlz4O/vy42yUKcMDR++FCEhFzTXlxMebtF1DqhT2IDiO6b1Kq+JGzMBASZMm6a/HmnXTqvTJDpzQkJKvsmop5lT0qqa8ihRXsTYoEHrAQhYv/6pIq8l3+hyhNhYC9LSvtRcmzFrRTpeJNXw4UsRGZnBiSq2pnoHB3fWvM/48eMlXVHxfsPDTyI+PkW3eq0aexFwom5lWpptPdWjRxomTOgKo3EKAJt2qR68uZ6j1ZhdgXut/IhKi57QGaB1towd62G3HKM7UZ6rvcTGWrBhw7eSJ/zNNwXUrHkbublWLRJXO+hKK5XCz+8qJ/xYuFOpyf65vBxw+aJYL72wqPOIyoU8gi0p6SmNMLreBLZhQyMWLbI5EATBgr59tyIg4FHpPPlnW/ystW//KHbt0v8cit+vU6dMuhNtOYwZkJnZFgEBf6NGjX8UaZ28HVwRdQqofKLtSse5aDuysxtwKr9JdwGbI8eALl088dFHAqZMmaJ7Xd7uJmPAjh1WZ09UVJqiuokNqwh+8+bHAACvvNJDs2HQrRs0lMeULPuVg+RYd9JbtjxSLsZuwnFq1aoFDw8PXLx4UXH84sWLCAwM5J5Tu3ZtbNq0CTdv3sTly5cRFBSExMRENJQNpOHh4fj+++9x/fp1FBQUoG7duhg8eLDURrz2xYsXUbduXcX7tmnThvu+Xl5e8PLyKsntEg5gL+VYG7mhTe0CDLhypUaRaawBASb075/O1c8TF9POlEDXQy+yZuXKmxg2zKfIuaReep4jmxYiJpPJbkVOpZPE+aqa4nNKTPwA06eP0kTuyCUZRB2n0NAcHDnSEnzRcuUxeWq8PeSOs9BQrWNREKybTrxIm6VLR0J0DnXuvAceHrexe7e1OmlaWhRWrdL/Q/HmSy1aHMPOnT3tzpGKkqdQb6gABk1UWVHw1jGurMZcFOQsItwG3kT5u+/4aQBnz4YgL+/fEin+3w2dh/Jc7SUnBxrB1aIcdY6ITZdFFJhe+LE9cnLqcncuxEWxPGJCHi3Ayx3fvJm/mCYqD+LkOTjYuZ0+nnYCYKtiJn62z54NASAgNPQsgEd1P4dG4y3JualOGVCnAdhgMiFu/g6pegc3P98XR4+2sOtIcLXjnB9pJe+zre+OOqvUmhiM2Zw9QUEXwItiEkXw/fyu3nFgaTcM1DusNs0ylDik/G7aW73KQTzEHWE/v99KrT/E3cdoNKJ9+/ZIT0/H448/DgCwWCxIT09HXJx9IXtvb28EBwejsLAQGzZswNNPP61pU7VqVVStWhX//PMPduzYgXfeeQcAEBYWhsDAQKSnp0vOoYKCAuzbtw9jxoxx6T0SriM/3xc1a/6D4cOX4sqVGli/fhCnlbJEffv2VtFqHjz9PHExnZXVyOES6PZIShqE1au1TotOnSwOnc8fa62bFvJsCR7jx49HtWrVdKNPlMLTFoSH/4FTp8KdqqqpLuTg72/SzB8OH26F4cOX4tixFsjIiMTevQ9i795IaFPQGNq3/xX+/v9Ia4jiRsrqFegIDT1rJ7IXAAx3KrRBcQ8vv2xEfLxyDaNXsW7z5n4YNy5F49i0XdPqMIuI2Gd3bq+nWylPEXQE+TqGt+lYmpCziCgTRFFfNeKCSgzpzM/3hcEwThV6x6RBpDQU/12JvdKQ7g5fL0XQLArLC86EH+/f35a7UyUuigFwRbO7ddPbgTJg374I9OyZ5oI7Ico7zqY2qndp5fbTZDIpJsTW0HOT7udw/fqnsHGjzbkZHn4SAwduAMBQo8YVFBYa0bjxM5g0yVOTr29F60wSd3BFx4S8SphemWTA9Y5z9e6bVkvB+ShPe7pR/NB8pWjl5MnPIDVVGz7+zTcLMHu20qFeEspK109b2Y0BYLp/+/XrB+H8+QwMG1Y+ij0QjpGQkICYmBh06NABnTp1QkpKCq5fvy5VR3vuuecQHBwsOTH37duHc+fOoU2bNjh37hymTp0Ki8WCCRMmSNfcsWMHGGNo0qQJTp48if/+979o2rSpdE1BEBAfH4+ZM2eicePGCAsLw6RJkxAUFCQ5rYiyRRwTRO1FdfSGNfqFXxVNHomRmdkRmZkdEBBgRkKC1kHj53cVPXumSfp5ViHtkwpRZr0S6DzUepHBwYzrtAgOfpR7Pk9moF27AwgIyMWyZSPsbsI6Mz/gRa1kZTUCb1NEXSxI7xqMGTBlijwiGNLxK1dqyKKXrO+nRYCXlwkPPpiBli2PqDRBta3F56OXiiefo4SG5kjPRL8iq4hc+Nx2D7w1DD9C1jZvlxcIAaDRMLX3N9PTrZSnCBqNRkU6nB7iXDAszFNRGKe0IWcR4dboTf7Vu+W//HIbDz5Ypl3VxZWpBfZ2jIuzm2zvHD29lJLmyPJKKLuT3pQo+muvzKWeaHZWlnBHxFcbVp2REampiERUPuSh3fKqY6L4s7OoK6YxZsCrr3ohNvYW+OH9tgnkX38ZuNpDr75aiMuXF9rJ1xck26CuKqOdvMoFS22OhOI4zh2pKinffbt+vapdLQVHnFV8OwhkZgqyST9fyFm0bR9+eFtXs8oV2NP1cwVFjS3qNMslS5YgL88fp06F4ccfH4byM2hQ7XjzN46I8sXgwYPx119/YfLkycjNzUWbNm2wfft2SXz6zJkzMBhsn4ObN29i4sSJOHXqFKpVq4Y+ffogNTUVNWrUkNrk5+cjKSkJOTk58Pf3x8CBAzFr1ix4etqE5SdMmIDr169j1KhRuHLlCh566CFs375dU0WNKHt40a7W6A9tepaeE8IqEm0bCy5dUtoieQSvnijwY48lQD3l1Btb5ClsvKqic+ZYozvGjx+ve9/yOW9hoZfdTVi5M02MXMnP/wizZ/Mj9I4d4xVa0M5Nf/utUFMsSLxPnqPEYhG4f5cbN3yKTFsHbPNde5u0jmxwqJ2LUVFp0nypXbsDMBpv2RnjLYrIIkCp8yM6Z5KTkzFsWBIEwVPjIFPfh4j8//ZkJ0wmE5YtS0a/fto2qanWNu62BuJRLGfRwoUL8e677yI3NxetW7fGggUL0KlTJ27bwsJCJCcnY9WqVTh37hyaNGmCt99+G7162SagV69exaRJk/Dll1/i0qVLaNu2LebPn4+OHW25lowxTJkyBR9//DGuXLmCBx98EIsWLULjxo2lNnl5eXj55ZexZcsWGAwGDBw4EPPnz0e1atWKc5uEm/D3328jPt4XZ8+G4NKlAPzwQ1dVC1F/wn2rjN3tai/JycklNkDqsFkPD4aFC83IzS37qCK1F9+Rgd5R9ER/RQM/e3YcLl0y6kYL+PldRefOGdi7V+m9ZMyAo0ebO10Fiqg48Mqfipo3gmBBkyYWjB6tf668opiIXgRgYaGR+zm0tQHeeMOgmLjLd139/K7eydeP1kygDAaGF16wlkJWO8D5O3RWDZ/58x+WHAnOOs6Lqiop/66L9jY/X19I1VFnFc8OJicLSExUO8Ss5aHlgqxyJ0t8vG+phI/ziiiUha6ffJEm/v+ff/x125eXYg+E48TFxemmne3atUvx+yOPPIJjx47Zvd7TTz/NTUuTIwgCpk+fjunTpzvVV6L00MscOHs2lBvt+sorJrz/fhWFQyAtrYdm3LEi4I03PADYxgK91DJe5KeHB8PmzfPw/fdXJWeBdbGvHVvUY0737pGSo6Koqrh6ESI8IWoPDwZPTxOOHGmuqk5qkFK9mjSxIDbWGlEln+/ytZC0kb/h4Ux3DNWrfvzoo/LqXda0ua+/7qu5Ps+5p47gUW8Syx0s4gYHb16vdi7K50ti9TO+c5GhR480+Pjc1DhpeH+7kBAgPt6CefM87N6HGntyFXJ4jkY17uwwctpZtG7dOiQkJGDx4sWIiIhASkoKoqOjceLECQRwYtwmTpyINWvW4OOPP0bTpk2xY8cOPPHEE9i7dy/atm0LABgxYgSOHDmC1NRUBAUFYc2aNYiKisKxY8cQHBwMAHjnnXfw/vvvY9WqVVKoaXR0NI4dOybtIDz77LO4cOECdu7cicLCQsTGxmLUqFH49NNPS/KMiLuEOrVCjjzNghfaThPP0kFdqSkkBEhMLHp3vzRR51bLRffsDfSO5qrzq2vYKnOYTI9qdgrU0QIREftUoboAwPB//9dL2lGXV0MS4TkE9CZeRPmDnxpmC/0eO9aAvn21Nky923jkiDV6JSkpCY0aQXfyGRR03o6Atfa4qCkj4ud3FQsW3EJcnBHiZMxgsE7scnOtThF1X/VCrps3P4bg4IeK5Tgvqqqk3nddXa7WOgHeiaCg8w47q9TVfSZPHorTp43ckHVRkHXy5GfuhNzbxjFnNKuccfTziyiUfbqwXvUgOeWl2ANBECVjxQoD1q8fqDkuCBaMGVMIg+EDxUK6S5cumDTJC7wUZus4YBsLRC2+0NCzioqd6shP3oYnbwNn9GigVSvtmCN3VMgjXNSpSPY2J3kaPIMHmxWpaVoMGDNGQI8eFuzZEymNZ6KTRX09+ZxYdJAUFnbHmDE+mvsUx1BlKrEF8+eb8PffGahf/09V30TdHibNR/R0+zw9TcjObqBxrqkdLBaLgBdfNEAQlFHONWv+Y3e+tHlzP4wYsRTt22ciM1Mt5C0gKOg8wsJOa5w0en+nuDgzUlKUm2/qimPyOXpWViNduQpxY1g+ttkTfXd3nHYWzZ07FyNHjpRyhhcvXoxt27Zh+fLlSExM1LRPTU3Fm2++iT59+gAAxowZg7S0NMyZMwdr1qzBv//+iw0bNuCrr75Cly5dAABTp07Fli1bsGjRIsycOROMMaSkpGDixIkYMGAAAGD16tWoU6cONm3ahCFDhuC3337D9u3b8csvv6BDhw4AgAULFqBPnz547733EBQUVLwnRJQZ8pKNSm87T4C1eBNPR9Ia3IW7lZsqIs/ZFhd38kXZ6tUW9O+/GV980ctlHnHx75GdXYi1a7VpD7zc6kOHWkOdn80b6HneftERI3+2YWGeWLTIoqhA1b//Vvj6XkN2dgNpgJE70tTRAuKEQDmQ2K+GpHaC2YsyIcoX4ufs1CmTRiRTDs+GqdPM5GXITSYTUlPnoH9/peNy6FCLbIInd37aJs3KXUMbGzYMQteuNieHUkAbePvtxxESAuiZIt7E016lEB7qtKc//tA6Z8RnBeh/17OyGsnu0YKpU00wmzOkfjqD3MllNPJEnW2CrHLBex6uHHf0doXFiXpZjW161YPkCIIF9erdBuC+O6oEQZQMcd6mnrMbDAwffWRAWJinZiEdH38bP/zwA3bujII9h/OdK2H9+qdgMDD067cF4eEnVVU4rZGf339/Gx07Kscunp0ym4Hdu/kRsgA/wkVe8MQ6N9bfnJTPHT09TVi+fKROFJUNxgRMnGhQVN+0RZFay7zbNnWbS5sbooMkK6sH9z4nTlyJDz4YhNzcOVIGByAgK+ssAF+cOVOfGw02cODnAICNG5/SPCfRYSXOQeSpWXp6oHJ9IdER1KfP10UUTzBg6dIR0HNWiU4e+WdLHdEk30RWRxGr5y7qTTutsLeIbWNYLyVcT59IL4K8rHHKWWQymZCZmSmJUQGAwWBAVFQUMjIyuOfcunVLkzvs4+OD3bt3AwBu374Ns9lst012djZyc3MRFRUlve7n54eIiAhkZGRgyJAhyMjIQI0aNSRHEQBERUXBYDBg3759eOKJJ7h9u3XrlvR7QUGBo4+CKGXU6v5aw6J1GDkrllpUWoOjFKXnUFaRIa5IRZPDc9Rs2dLP4fKPRYn2ORIJpJfiIkdvoBfDSYvqX06OtgJVVlYj3cgFvWiB8PCTd/Klte+lrobEe7ZjxwrcKBOi/KJffcwKz4adPm3kfIasZcjPnfsXgHbyqd4JZMyCQYM+lwSsrc7NDPj43NRM3ETNI3kak/Vz/tude3i8yPsUvz/KCm3Fx15VSb1KI2fPhmDr1v6QC39OnepV4vQsngaBTUvPvkMYALeKojjuyEsX+/lddch+84ooyJ2FJRnbSgIv3UKuISFOxENCeJpYBEFUFPjzNiA19TaGDvXULTsvCiT/8MPD2L+/fZGLdItFwLZtj+HTT4F589SvGnDjhrhusMFPCwMeeqioKo/KCJetWwXN3NheBVxx7sirlqnHZ59pHW5iFGlY2GmpOFBy8hypqqYIL2JeHTWjzOCQP2dt2pl1LuHF7fu8ebeQkNBa8zwCAnKLjDa1YcDXX/eDIDDNZpe6nRpBsGDBAhP+/lv57HlRZOpNZL1NYPW5+vegrLjqTEq4et0bEGBBQoLFbsTa3VpfOuUs+vvvv2E2myXBOpE6derg+PHj3HOio6Mxd+5cdOnSBeHh4UhPT8fGjRthNlu9bb6+voiMjMSMGTPQrFkz1KlTB5999hkyMjLQ6M6sOTc3V3of9fuKr+Xm5mrS4KpUqQJ/f3+pjZrk5GRMmzbNmUdA3AV46v68HFx1eoEzYqlFpTW4M/IFxezZcYrFhNoh40qH0cmTgkPlH3nRQbVqvc4V0hXh/T3URtxkMmHLlg+kUFU99AZ69cAohycQK9c90RtgeAOAeP/Xr9+j208PDyA8nGHvXuvvvGdrNguUolEBkU9G5FXH9GxY48a4E/Kt/e6dOmX7fMknn7ydwPPng9GypdXhIzo39QQizWYBjz2WgM6dix/NqK7QVpKqlUVVleQ5kp566mmsX6+8jjw9q6Tl5eV/R56QtugQzs/3xdmzoQCAGjX+4VZRjI4Gtm3Tio07ity5PXLkUHTp4unysc1eNJQ8ClXcLdUreazVbSBnEUFUZPRSkx94oOiUXKsd+Rpduvyo2LxTLtxtmM2AIBRdfUp5faUm3ZIlAjp2VI459qp6AgZYVAXaxA2Ls2et59So8Y+UomyNzLWOPXynOg/++xsMjhWdWbv2PU0EsiidMGfOnCKcIXKHkVW7aNmyEYiKSuM6oGrU4G/gnDlTj3uf1vmN+D6qu2bW9xw06HPk59dwKNJs4MD1iInpA3XgDk8zi7eJLN8EdmQ+b0Mb2MBLCZcH3Ijw1r1JSQJ++UXAl186L6fhakq9Gtr8+fMxcuRING3aFIIgIDw8HLGxsVi+fLnUJjU1FS+88AKCg4Ph4eGBdu3a4ZlnnkFmZmap9i0pKQkJCQnS7wUFBQgNDS3V9ySKRi96RDRKcmeDuixjSd7D1foJJV2M8FCr7stTldRpTGpFfr2+OJoS0agRK3IA5kUHqUOCxZ2YqlWvwmi8jZwc4PRpxyKB+OldNgSBP9DLxanVf4eiBGL1KmrIBwBxgaQNU9UO8AaD1inAe7auLitOuA/iZESsOmbPhoWEAG+9Zb5TBUb53WvY0IKff1a2L6oan1pfoUaNf7g7q/Y+e0XtZvEqtG3b9hiuXEGxd8H0qkry0t769t2Kn346qXEsO1vNkWc3eTpEw4YlYeNG7fc3M1PAvHnxsP0t+OnTGRkli9qU9+X6dZ7jWX9sc2Sc0jrTbyM3d5buOWKIvZ6oZ3nVbSAIwnn0UpN5UYV6URTyVCLRrpw9G6JJg/LwACIj1Y4e6+ZyamqG5j3y831Rs+Y/GD7cWrDB3z8Pw4bFATAqxpzz54NUYs/qNYo2+sa6gSAoXrfOi7egXTvbffHntExx7muv3cKcOUbVXJRh1iwzLl2CpA2k9zzF6mF60glFpw0rI4wYMyAtLUqxaS/+XR9+uBd3rVCv3hmuGPdrr5mwZ8+vusU4AAOqVr2BFSv6YNy4pXb1nQTBgtDQHM1xW/qbtr3enEAeBcybz8uru4oBDOnpPTQp4Y7MOfTWvRs3GqT31JPTuBs45SyqVasWPDw8cPHiRcXxixcvIjAwkHtO7dq1sWnTJty8eROXL19GUFAQEhMT0VA2AwoPD8f333+P69evo6CgAHXr1sXgwYOlNuK1L168iLp16yret02bNlKbS5cuKd779u3byMvL0+2bl5cXvLy8nHkExF2AtwsBMDz00I9o2DBbM+kUQy+nTXPcMWMvrcFd4S3AxFQlQLvY2LzZvlExmUx46qnt3CoQPPQGfLH8Y36+L+bPH6eJDho4cANXDPazz4ZCHDxnz3Y8EqhduwM4d64uR9DOWjWxW7dCqAd68TOTnGwbHMXPSVECsbydH17f+DszSiHAzp0zkJra8Y74rf6zLU5ZcaJ8oM5Jd0TwOSHBgm+//VYzKQsOflTT1l41PvEzLZ8EqQUx5Z89vfSAouBXaCu5M179rHjVxuTjgzqyZeFCC0aPTpDO1cNZfTje9zc5WcDrr6vTBvjp04zxneXqqE1HcLXj+dQpE8aMqaKIrJQ708XnpFc6ujyLehIE4Rp48zExqlDcfFiy5DamTTM4FEUhpkZ37XoLL79sVIxdAQEm5OYmIyrKJgadlhYFH5+bAGzz6NWrGRgbB7n2UFjYaek9TCaTZL+sfc4HwNCmzQBMnOgJ/egbXqocf8Gfl3cvAgJyOZIFDPfffwj/+59Vk3PuXC+0anVIGqcBC3r0SIOvbxe88YZtLM/K2io5ovRKuvOkExyLcNKOUUFB5yW9JPHvGhLSS7NWiIpKQ2GhFzp23Ieff35Adi0Bc+caERt7lFMU5k4L2Xw7JOQCx7lmfe56+oh6xRbEfomb5fK5SX6+r0r3SnQSKsXS1Z/pAQO6SJ9Hm1B40eOfXgQ575nbk9MoLZxyFhmNRrRv3x7p6el4/PHHAQAWiwXp6em65TJFvL29ERwcjMLCQmzYsIFbDrNq1aqoWrUq/vnnH+zYsQPvvPMOACAsLAyBgYFIT0+XnEMFBQXYt28fxowZAwCIjIzElStXkJmZifbt2wMAvv32W1gsFkRERDhzm0QZExICzJql3kkXsHv3w+jQIVOzM14cIbDyuDjXK5F98iR/sQEYsG+f/mdf7XzipSuoK9Tl5s7iLsoA66DHW/AA2sWLFdvgmZRk/ZuLpbztieLm5/siM7O9zl0ZMH36pwgLO43x48c7tFDRE4iVi+Opw5Tllc/k968nBFi16g3ZQGpzcunpJDkbKUeUD9TRf+HhjntjRP0GUZfIGtL+Efz8tG151fjECZd6EsSYAYcPt5J2VvU+e85ER/LK+TrqsBAdNc6KQPO+6+pqjq76TvH019TfX6vWFC9twRYlK447nTs7njZRFCUZ23gRRnrjTllXWyMIonxhbz7Gi/Detq2/Xd0fwFaAQW7jTSarjZYXcBA3UEXNNOsxm72V6wyJ8g0iaqdL164mDBq0QZN6DAh44IG9+OmnSOinrFnfa9++CNkYzdNlNeDIkVaQz5Pl47Q4P335ZeU9yh1R6s1ledU4tbiyep5r7RM4/ZLd7Z05Be/vKh8PT50KsxuVZTYLKCw0cvUceWsBrR6o1UEnVixWoxc11a5dpqaynPwc/prFgkGDvpAV+lDeu/zz6O+fh5iYUZg82b5eK6AfQc7bXJo583m4SIrWYZxOQ0tISEBMTAw6dOiATp06ISUlBdevX5eqoz333HMIDg6WJh379u3DuXPn0KZNG5w7dw5Tp06FxWLBhAkTpGvu2LEDjDE0adIEJ0+exH//+180bdpUuqYgCIiPj8fMmTPRuHFjhIWFYdKkSQgKCpKcVs2aNUOvXr0wcuRILF68GIWFhYiLi8OQIUOoElo5pF07rUGRe1TlhtbZRZcIb3Fe3NSxklS34e1iiwOVvC/79/MEcRkaNbL+zvNK790bicTEFK6BKu7uv1zLR14W09//MnfBExqag/ffV5bfVmM2A+3bM8UOBQBuNZ+8vHt1r2MvpFQP3uJKXV7VXviuiF4EUmhojkOC3nKdJHd2WhLFgydirhaSLgprVROlFpBYwleuhaCnFzN7dhz27DFqxD8ZM6Cw0IiwsNMu+ew1bGjEokW3pYqCymglvo2VH1dXLLFXWawoXP2d4qX78t7LaOTbZIOB4YUXtI45R9M0HMFVjmeTyYTt27U6cc6m8/EoT5VICYIoXfQivNXaeTxHPc/G623e8QqOiKjlBcT3UztdXn3VC7Gx2vRtwIKffpJHzehhUW3m8Jwo2igf+TgNgKtPKGolFRT4ce9//fqnVPpxtg13MR3vypUaAATcuOGNr7/uz70DPRFpOX5+V3HkSEv8+GMXyDf+1YjVO+Xvf/myP8xmD9x33x8aB5De37awUDnOiZ+VkSOfQWqqtnqpTTRdGzFrnc/zIn2sKXGOrJEAaKK45fMF9RiojiAXi1WsWSMo1ibLlumngJcWTjuLBg8ejL/++guTJ09Gbm4u2rRpg+3bt0vi02fOnIHBYPsj3rx5ExMnTsSpU6dQrVo19OnTB6mpqahRo4bUJj8/H0lJScjJyYG/vz8GDhyIWbNmwdPTU2ozYcIEXL9+HaNGjcKVK1fw0EMPYfv27Yoqap988gni4uLQvXt3GAwGDBw4EO+//35xngtRxvB2pgXBgvPng7Bq1XMoqnqPoxRnIaF27lgXNnKdns0uFyDLyQHefFPrcf7vf80ICbF+jePjLZg3z0N1pnUHo2fPNM01S7L7v2dPpCYlpl27A3j/fWVIsBiBExNzGwcPrtbNNfbwYAgPZ9LfQ75YXL3agkWLbuOO71g3XFa9A8ErS6mHenEllgYXjXlS0iCsXfuebuUzQF/QVXSsyQflonSSyjMLFy7Eu+++i9zcXLRu3RoLFixAp06duG0LCwuRnJyMVatW4dy5c2jSpAnefvtt9OplWyRfvXoVkyZNwpdffolLly6hbdu2mD9/Pjp2tEVoMcYwZcoUfPzxx7hy5QoefPBBLFq0CI0bNy71+3WUotIdHYE3cRVL6YoOR/GzFh6uLKfbsOFjAIqOpOO9pzOLel5qmDMOC56gvF5lsZLibPUxnsNv27bHcOkSEBCg3LAICQEWLTLjxRcNEMcrg8H6N8rNvSC1EZHbIDFyzNFnrtaQkqdPlNRJxousVDvTRexVbRk/fjwmT/4IeXn3onHjIUhJ8XQo/ZkgiIoFz87qiWDXq3ebm6ZWVBGAoqox8uBtNvIcE/xIGHul1AF5pExkpDZNXJ7Gpi7go9c/vXvcsGGQbhQPwIuykvdd/X+tE2vQoPUIDc1BTMwohYi0evMnP9/3jiC1vvNMECwYPNgsWxson+MPP3TFY49tUaypipKGSEpK0mzGPvuszemi9zcwmwX07v0y9u59C35+VzF9+i1MmuSl6L8zG9K8KG5xvrBt221NVdRhw5QR5OJapFatDzRrk7tNsQSu4+LidNPOdu3apfj9kUcewbFjx+xe7+mnn+ampckRBAHTp0/H9OnTddv4+/vj008/tXsdonygLTFtwUMP/Yi0NL4Svtks4OzZEOTl/cudYJdUbFp+vlyboahKWa7aPeVVywIEvPOOBxo1sk604+LMmDdPgPr57N1rFbYFoOiL+hk7mq6wZ0+ktEAF1KGvb0sLxKSkp7BkyUlkZzfAuXOClGvMCzNduNAivS9vQTx2rIAePaxhsbxw2c6dMxTivc4g/m3FUqNiP9TRDUVVIeAJJaodX6Io+X33ldxx4I6sW7cOCQkJWLx4MSIiIpCSkoLo6GicOHFCU60SACZOnIg1a9bg448/RtOmTbFjxw488cQT2Lt3L9q2bQsAGDFiBI4cOYLU1FQEBQVhzZo1iIqKwrFjxxAcHAwAeOedd/D+++9j1apVUuRpdHQ0jh07pthQKEucddLw4O+o2RyOY8Z4ANCK3Mu/0zztMb28evWEq6hFvdqRXpTDQt5WtKv8yTlw5oxjJWJFm+vpeQuFhV66od+8CCE9Gy/aTZ4QvxiNyfl4Sw6gs2etD8AWus7vuzpyzF0cKep0vpAQIDFRucMv30GV20txvF2y5LZMLFRZXri8VCIlCKJ0KEoEm++o74/Jk+dxU7H1Nu8AyI7ZBIp58gJGo5HrmBDH7bCw03YrYlqxoH37TLRte0CRPrZ3byS0axmGQYO+kKLRfXxuaqKIrZH1trGV57CyRcNoNfJsyKOsDIrjyv/bdDfFZyhWVQXsy4HYywIQn82QIZ9h7dqhUGoDyRGwdWt/LFz4GIxG64ZMVlYjRYSYeqOYtxn76acGDB/+seJvoE7V9/AAmjXzRI8eNumNH37YKXPaWZ1MjsJLZeMVtFBviKnnTe6QcVDq1dAIori0a3cA//7rLX1Rd+/uwgkJFLF5021eWr6DR52PXBLsVcpy5aSfJ1oKaCfaPGFbwIDNm/vj1KlwjRfbWU0PvZ0Cefiu+JOW5sFdPIjvZ909txru3NyrMJnsLRYFnDjBj5pQaye5Ap6ekzwXXB1xxBMSDAs7rev4ysgouePAHZk7dy5GjhwppRAvXrwY27Ztw/Lly5GYmKhpn5qaijfffBN9+vQBAIwZMwZpaWmYM2cO1qxZg3///RcbNmzAV199hS5dugAApk6dii1btmDRokWYOXMmGGNISUnBxIkTMWDAAADA6tWrUadOHWzatAlDhgy5S3dvHz0tmeHDExy+RlEilFb7yHPiKlGLjap3CAH+hMs6oTEhNdW1VR7l8Cfn+hGP8u/ihAnpGme0wcDw0UeCIseft/CQO/nF68rTnfWE+IuKxhSFWAEgJORxu/euF1VV2o4UdWqHetyUvx4SonW0WavAeCk+K6I+Rk6ONSVPWRaY73AjZxFBVEyKqqAJ2BfBdjYyV7155+lpwpUrNQFAOmbd0FyikT5QOz4iIzOkcUAdWSmXZeBF+TzzzGdo0kQ5b/T0vIUWLY7h6NGWql5bU5ymTx+lqSYpr8Ym3wiSt+E7rOw5jBxBq7spok6xkldnBuzPV8R7MBpvczbClVgsgrQhwxOrZsyqYyTOR777DrBYlNcQo8HEFL79+9sqHE68KsWALdJHnAvs3fsgMjIi0aSJBbGxqjdRwZPm0CtoYTYDWVnF/RuVPuQsItwWrUCdntFTetMdSVtwVUl7vXBIT0+TZtI/cqQFR4+mSAOB+P6OIC405SkNImYz8NtvhQgIsArb8nYssrIaQb6TO3KkBQ89VKhZBIjoRWLp7xRY8Ndf90qDiTr8Uh1xZc+5o/dM9+/XRgI4mu7Hy3O3h1WcVnlMdIipd9C7d4/UCClu2dIP77zTHcnJ67mOr+vXi9ZJKm+YTCZkZmYqPtMGgwFRUVHIyODvxty6dUsT+ePj44Pdu3cDsFa0NJvNdttkZ2cjNzcXUVFR0ut+fn6IiIhARkYG11l069Yt3Lp1S/q9oKDAybstHsXVkjEajUhKSkJycjI3Ok8P8TPLo6jvIX9yXvoTGj+/q4oQfHsRj3KnhbWyTX+otRF4Dhfevckd3qtWVVGVvOcL8Sv75ljkkz30oqpK05HCi7CS21W1IzwgwII331Q62vipBlZ9jI0bGRISeAUYbLh7JVKCIO4OeuOSM5G5apvWqtVhHDrUCvLqWY89tgXBwXzpA9HxAUBROr1z5z1ITe2oiQ7Nz/fF2bOhaNcuU6aDwwAYsHbtM5qIJtu4rR6/Gc6fD5Ica/J5+OrVzynmmKIzvkaNf6QIWk9PE7c0vd6ayTEHkk13U9Qp9fS8hStXamLjRmWK1dixBvTta03JFqP1tZXL7vTqjoMnLi6OoyekhuHXXwV07WpE//4JGs1FQDnPKeqzolcdLTpavwfyKCR1toOIej3n53dVI82hV9DCwwMID2fYu9fOYyhDyFlEuCVGoxG9er2MefO0IYk2Y2hNPwoKOq/xppdkUeNI6ph8h0C969C371ZcuVJTN+LI3vXUzgx1taxff12u0f2RV83RK5vNiwRatMgT77+vvyvAw9Pzls5gZMDXX/fH119bB+GaNf+xuxgrCvkzFXeuJ0/uUWQkAO8Z6pUPtYde/rynpwmvvKJ0glkXStq/9ZkzRkye/AxWr9aGMDdqJKBzZ75OUnnl77//htlslvTrROrUqYPjx49zz4mOjsbcuXPRpUsXhIeHIz09HRs3boTZbK1K4evri8jISMyYMQPNmjVDnTp18NlnnyEjIwON7qwuc3NzpfdRv6/4mprk5GRMmzatRPdbXIobUiyfQCYmpkhVRnbvfhiMGWAwMDCmrPDiaH49b9eXP+Eq3oRGncZrz96pq8TMnGnBsGEWTJumdF5ro4P07b3a4aL3/ZZXi+NNpNVC/MURj5Y7/sQoV9EZ72xUlb33cMRxxYuw2ry5HwICchEScgHnzgmayMg33+SlROs7Li0WAXPnap+3vASxu1ciJQiibCmqEIn+uGDAoUPW8vM2rHbt3Ll/AfClD158ETAY5CldBmRkRAK4LdnwxMQPsG9fhGqD1lZeXbyWugqbckODKX5PS4tCTs5tTVEXbXSO4c66Rzxf7gCSH9Nu7vbpsw2nT4dxIpvE/svHReu/8nm0nq3npWR/8smjiI3lVY6zrgdSU5PRr19bVSodVP0WkJgIDBlif+wWKeqzwnueYvQSbxzSy3ZwZI3Jq9YHlL9q3OQsItwWvgAzQ2ysUhOGF/7p4cHwzTcLuLnM9tBWqLqN3NxZijbyyBK5Ue7ceQ+WL2+Dl1/2vuNJVyIaNLXwsvw9RQfYkCGFd1IqlNWy1Lo/vKo5vLLZWixYsMBTtSsgoG9f/R3sFSsMMkeV3s6IdRAePnxpkQYd0OY7Kwck6zONiNjHzf2VO5/0HEK8ScDmzf1w+7Zg1xnIG2z69t2KwkIvhxZKogNPrQtl02eqApPJPXKRy5L58+dj5MiRaNq0KQRBQHh4OGJjY7F8+XKpTWpqKl544QUEBwfDw8MD7dq1wzPPPIPMzMxiv29SUhISEmzpXwUFBQgNDS3RvdxNRG0b0VEEWDBrlgU1a0LzmbXnnLXnGC9JCXbxupMnPyNVmRThVQdp1+4AN5oHMGDiRAFPP23bwROdTpGRb8Bi8YQjqB0u6nuTaxHwS+bariMX4nfl99ZoNGLu3AQ0acKvIlca8CKsAKud799/K7Kz14OxGMWrFovA2TAA7KU7WCzAuHFmpKTYPkuPProTQUHnS1StjSCIiglvbNIrRCKHb9P4Is+nTlltmJ4zRp3KxJgBWVkCGja0zoe14xX/vexXYdPOa8X3ELGffs7T+rGuSQYM2ITNmx/XbO5+/XU/6NtrbX/Ong1RzKP1IpL0NjZCQ8/aFaSWp9L5++fh7NlQbgDAyZNA165abatFiywYPVqZzm/vs6KnQyVWllaj175ZM0888kiSppo1oCz2wJsv8Ktxc9/eLSBnEeG28MovW73DyjKKvLQF0Yss/8KKoaKA1XipF1FFVagSz5eHXsoNdUZGJJYtK1SIP4sYDAz9+mkXbur3BAzYu/dBNGumTKmQ90VtWOV53eLz0Av9BGC3EsBvvxUiJES5ALNGMnwgc2iJ983ftWDMWsJSHn6pFqAD+OkNW7f21+zkRETs4+b+yiMBeA6hgIBcFBZ6cScBX3/dH998w/Dxx/olueXGPCnpKaxda3U+6e2QywW75Q489d8rNpZfHKC8U6tWLXh4eODixYuK4xcvXkRgYCD3nNq1a2PTpk24efMmLl++jKCgICQmJqKhbKYUHh6O77//HtevX0dBQQHq1q2LwYMHS23Ea1+8eBF169ZVvG+bNm247+vl5QUvL6+S3G6Zov7Mi06V338vRHy8fALyGIDHuNfgladXa6oVZ0Ijr5SoLnvPqw6yeXM/XL3qg++/14vmseqVqeHruMmr3diPXBHvTa5FsHdvJNq3z+Tqw+lpGtjD0QgfXr9sduc9TJtW/JRpe8UdeLu0gC1y86GHfoR6QWF19KRxIyoBAY888h1+/LGrJiItLs4CQH5fVudcZXWUEwTBx97YpF54q51KfJvGT8Vq2NCCn3/Gnc1K3nyWvwkoztsd1wGywGDgRWTy+mbLFBDRClk7gkHmKFJGL9kouj8eHtbfi3pf+TirniPYqxQsb+Pnd1WqmmkvwlatbaU3p9bb1Jk9Ow5NmliktaV8E1fvOnrFgK5ds92syWSC0Wh0uDiO2L+AAJMUOe2ukLOIcGsc2UmQL04ACx59NA25uRmq8usMjI2DzQgydO68F8OGWQcYk8mEiRM/g8Wi3EUVBfTkYtV6MGbAu+8awTPAK1fexKlTWmMxfbr2Pa3X4i+a1CLSIiaTSRGx1K7dARiNt7jVGQYOtJa9/Omnzhrni3qQEtHbeeEPsBaMHDkUHTsCWVl8EWqeg8ea7qtdtBw92hwtWhzTdT5lZzfg9m3p0hFo3z5Td0eGsaK1rcTnHBxsS/OT90M7CFswfPhShIRcgNqBV56rnDmC0WhE+/btkZ6ejscffxwAYLFYkJ6erls9U8Tb2xvBwcEoLCzEhg0buNUxq1atiqpVq+Kff/7Bjh078M477wAAwsLCEBgYiPT0dMk5VFBQgH379mHMmDEuvUd3wV5YtCNRLzwBdz0hZd719CKS5s41KJzlav04ftSOAd9910O3r4Jgm9TL0VbPYWBMTBuw4OGHf0TDhtlFRq4oozANyMzsCEGQR7Vaoz1TUzvetd0/td0BSl7RU43JZMKyZdYUAL6mhAE//tgFak2NRx/diQcfzED9+n9yU6LbtTuAp56K1Og0hITw74sgCAKwziGGD5+C6dMZ1Bqk0dHaipN61TrVEbFDh1qQmipAbuMEQcDu3VWllGA9+QZxHJBvAu7ZY1+DTQnDu+8a4Ot7WxbJqk4ds2EwGCTbrkw9/wADB27AjRve2L69nwPvz4qMBFJjLWNfiHXrPBUb7ydOaCODbFgwaNB6vP3243bHWfWm6ezZcTCZHtVkWgD2nTPyNiWZUzvqcOL1396c4tIlo2LTW10cp7xCziLC7dFb/CQlJd1ZnMg9/AakpUWhfv0/Vc4Ibajl3r0PonFj2863XqihWqxaH36kjSBY0KmTBQcOKFOuRM0j3s4uD56YnzxySmT8+PGYM2eObuinKFbXr98Wjac/NfUAV3RbT3Q6Kkq9w2zVL+rSxRMffmjWNeh6zidxwWeD4f/+rxd27uyJBQtM3Apo+iG61oWf9e/C/9uYzVBELegtwuQRAiaTCVlZKTh6tDn+7/96qVpao6rk54mTEXvXrygkJCQgJiYGHTp0QKdOnZCSkoLr169L1dGee+45BAcHS89j3759OHfuHNq0aYNz585h6tSpsFgsmDBhgnTNHTt2gDGGJk2a4OTJk/jvf/+Lpk2bStcUBAHx8fGYOXMmGjdujLCwMEyaNAlBQUGS06qioWerHNUT4gm4OyqkrDdBz8kB3nhDu9sq14/jRQjaQ7RLwcGPcl+Xl6bfuPEpRVTi7t0Po0OHTLv3w7dDtmIKgwZ9LtnLkJCODvXZURzRxisOaqdSUbRrdwABAbkax48V7bgZFHQeADQp0fK0R55OgzuH2BME4R7oFVZQa+HoVeuMjuZvMnt5rcTSpSNh0xJSFnoJCjpvV/bCFqmrH5HJR0CHDlBoVIqVgLt1G4znn/dRtLZYtOOwWrD7mWdu47PPPBSOJ0GwaiXZdH8cjUCyMXDgenz4YQ/UrbtCigBt0qQqAGV6tDxqt2/frWjZ8rciK30Czjl4nK3UXBTqKF+TyVRkf9Tzd0c24uwVz3AEcf1mj9KaO9iDnEVEuUVvccKYAWfO1HMoXFO+883zZi9caEZGBi+VSXo3iLsP8lQ4+evW410UukSiEJ1o+D/91AO8CB0xpUJeZltcDBQV6qgX+glYy4MWVX5enXPLu1a7dgfQsuURnDjRWJYHbX2uY8YYEB9vS+GTC9ryHTwMAwbcxldfKQdB8W/6yiteePVVSKUv5Y6XJk1u48UXwXmG4jELwAlFFqMWdu50zvj6+V1FixbHkJYWXaQuU2Vi8ODB+OuvvzB58mTk5uaiTZs22L59uyQ+febMGRgMtr/RzZs3MXHiRJw6dQrVqlVDnz59kJqaiho1akht8vPzkZSUhJycHPj7+2PgwIGYNWsWPD1t6ZITJkzA9evXMWrUKFy5cgUPPfQQtm/frqmiVtYUJy2JB+/7aA2jdux8PfHqooSU7U3Q//iDHxFpMFh1fr75xvodmz7dhIkTPWF/MmuN5omI2Ac/v6uYM+eArii2n99V5OX9W6wJmn0tCGsZY7VddMXfUM/hVlaIjh+91GUR9YaFfEIvpuqKVHY9NoIgnMfRsenkSW1al9yppLY/hYXaNGfGlIVerHNuWyTR/Pkm/P23VfZCbsd4mnft22eiTp1cfPNNX10tHLVz4oEHLBwHlfJeeYLd69YJGD78YxQWGiXHU1LSU1iyZAnOng3BjRv34Jtv+mjm17ZoJkBt58WNZHk/5RGgcgec/D3lNl8ObyPbWRwZQ0p7A5ZXmU6N/F4dEeB25P3kyH9fsuR2mcwdyFlElCvkX6TvvoNmdxywfjHr1TtjZxGgRL7zrfZmh4QAv/7KqwBmDb2sUeOKtOsQEtIVTz21VSHQ3KNHGlq2PIJXXukB+a63iGj4R4z4GMeOtdBUAPPzywfANCGe6jQueaij3BseHn4SAwduAMAQGpqDrKxGDpWfVy9mREeUVivJatBr184DbyBWp/DJ39MalSTXdxKwZUsVDB/+MX7/vTF++EGZH2axCNi3LwI9e6Zp+qtXKc6GAZ0771FUrRD7kpbWs1jGV52SxsvDdgZXORLKmri4ON20s127dil+f+SRR3Ds2DG713v66ae5aWlyBEHA9OnTMX36dKf6Wh7hVUVzVguruOLV9nZ99bQi3n5bwM6dNntiMDA8/PAPnBQnQLSrYjSPiFb43loEYO3a9wDwI5aKmqDJBaV5jubScvzac7iVpWPFXuoyYH0eYuSQ2nHnbGpZRbF1BEG4Fvtjk81u5OQ4t+HB3xhQFnqxClFb0KfPFtxzz01ERfXB2rX866nTmMTxqk+fHoo5obygiZrgYFZkuhV/zBWkIj+iHQ4OZiq5DLkjyurMCgvLRlxcP3Tr5q1aO7E76w37c1e1s0vP5msLBb2pKBQkOnhMJpPuJlB5QV6wQ1w/8IrjuOLeynLuQM4iwq2xN6nUW5w89NCPOHashcoY8r3pgLYctGgQU1PF6B1lBTDRKdCy5W/SNcQvKs+hkp3dwG64qmj4e/ZMu1P5yx/nzwdJUUpWx5GyrD0vfUK9k64WkFZHPokipvLy8wCQmPgB5s8fx825VQ8WYsikXpqaOoVP/p5BQRegTVkRcOxYiztOHS2i4DXP8NrbHRcECyIi9iEiYh/OnrX+scRdlFde6c81vur8eB7ydAvx713RU80I90H8Pso/c44uwnni1UVhb9eXt9uanGzBkCFVUL++coLz448PQx3pJxYBCA3NQV7evdLxs2dDNWLee/c+iObNbU5snuOWVyHF3nMQha5dPcFTY8/hFhKiTXktCaKWnaNh67zUZcCCPn22oUmTP+xWniwKchARBOEIjoxN9pxKPLPJi8blFXoBDFJ00MaN+uLE4jXVY4R6TmhvE8doNOKTTx7F5MkpqrQvG/wxl+H8+SCsXv2cdC/+/mq5DKvjq337X7B/f3tkZnbE/v3tERR0m5tuHBR0XpO2PGfOHKfns0UVCpIjd7QYDAwffSTAaLz7+crFnbPn5ACvvOKlWT/8/rtFKjRiL/rKWYqaO5Qm5Cwiyi28xcnjj5uxadPD4DmFRoxYiitXaiA7Owz797fXDDBqD7e24pA1hLN37212xcrUA4h+pQUrBoMttF88TxwEAG1Ze6PRiJkzY5Caqr+TrhZZY8zArV4jdzCJ965Xpl4UmpYvTsXFjF6aGq8aGWMGnDjRGPfcc1OzMDEYGDIybNE/asT+6i3iRGedfOEnL4tt/dvYnHw8Rx4vP94elUG8mqiYFBXmrV7gFxWRpN5tTUiI0xED1abcfvvtTcydC266Lg+5E3v2bOuEXBTUd1bjwM/vqsJZL69+mJd3LyZPfsZlDmBnUwBtffgIgPX/2dmFWLtWGRKvN+HlVRYaNswaUs+LEFJW3bFq0H3zTV9UqbIV4eEndZ3/rnRyEQRRuXEkBcnZDQ/1Zi4ATaEXuTB0ccWJnZ0T2ovO5I25M2ea8cYbyo3fKVPkVZpFDNJaR2z3wQeedsvYlxS9SCj1vD0nB3j5ZaWjZdQoIDq66LQvd0HPeSMvNBIW5umyTZLiyge4AnIWEeUadR7t8uU2ATslBvz+e2O0b38ALVv+hi5dflQMMEuWGDTpWTVr/sPxwItl15U7quodXHlIpZ/fVZ1KC1YYA7KyGknX0qt0JPceBwSY0K/fdkX46qOPpkm7x6dP6y3QtKVA1TsUUVFp3IgtUWha1D1Sw4uqGjYsSePUAiDTN1LmiMfF3cb77+sP+I4MavKFn7wsdkZGpGYXnJe+creML0GUR4qaoKsnyo6JgRpw5oyg2RktCnU0ZUl1cuQTvMDANzFtmsHl2gDOpADKw/nlzjN75XjlTJ78EbZsiVcsfkSNPrkTyWBg+PBDs5QqYIvKtW02bNnSD+3aZRYZ0Qpoo6OmTZsGoOIL/BMEcXdxxOardWfkqbTTp5swaZKnzMZq7dtjjyWgOGZLbu/0Iisdcayrx9yTJ7Wl7C0WgRsVymvXufNeheRFceUTePekFwklztvFZ7J3r1bj0GIBMjKAp/iZ0HbftzhtSoqe88bRQiPOUlz5AFdAziKi3CMOFkWle/3wQzf88ENXPPbYFil1ISSELyC3ZUs/DB++1E7ZdW0KFy/tKyjoAvz9LyMiYp+qRLP8Wso0L71KR6JInojcOdO48TOYNClKWtjMns1P0VOXQW7Z8jDS03tAHYE0c6Z8AFUKTW/Z0g85Obe56QzqhaJo3F580QDlIMzPEX/yyb5YsKCK6jkpKy8A1oggR8So5c+c9zdTp68UFcpMEIRzThn1BMdqlwC109piAdc+2seC69erIifHtWHYpa0N4MiOuLoPcvupTg1WIy6Erl+/h7PxAOzZY9Zo3o0d64HY2LrYsoUvcs2YAZmZ7TXHBcGCyZOHSpGmlaXyI0EQ7klRjgK1ozwqaif8/K5whaEd2Tx0pIKVvb7y/q9GOeYy7hrh0UdtUhPq3+XtREkGeRl7o/ExqY28Apiz8BwaCxeakZtbvqPveZ+pkBDg/fdvIS7OCMD6WXLUeVPcSNziyAe4AnIWERUGx8oyayfZeqUOr1ypgcjIDDtOHuuO6uzZccjJgSY8XxRvFj33yvB+7bV69BiDn39+BwAU72vPeyzew+TJRsXCJikJmDXLjDfeMGgcPvJn8b//teE8IwP++ktAfDy/PDxjBmRlCWjYUFtaUkSukREba0Fa2pe6wqnqHPFWrQ7h8OFWKqfbefj75ykEuova7ben6yRfYPHKPAOlvzNBGh5ERUfuPIiP95W+Yzt3GqTJpGgfH364lwP2Wwx5sZYKZkzA+vVPYeNGa2SMq7BXacdVTqmiHG68cUmOXkquNhpJG026efNWMKa0x2azgObNR4FXNAIQNx+0Y1dkZAZCQjrq9pMgCMJd4BWH2bkzSqo8LAg2R4yjkRt3OwW3YUMjFi2ylbIX+zlsWFep6IU1lToDPj43NRWeRceNM9FEzsxX1Q6NkBAgMVGpm9e5M6QxXEQQgMhI59+vOLjy+tbPTsmu4aiuIFA2lUbJWURUGNRRIno6QepJtp5QttW5YU2Vat/+Fxw40EHVxpYSxQsLlUfjbN7cDyNGLEV8fArOng3Bhg2DNDnDTZp44MwZW+qD+L6ff97arveYpzFkNgPt2zMMH77UToUwfd5/vwri48EtD28wMDRrZitbLjqMEhM/QF7evTh/vq60m2GthGDWEU4VUeaIHz7cCsOHL5WqPYh/J94gb0+MWk90W/ybyctdutL4Jicn0646Ueq4u7NRLZYp/47xKsmEhPRSadDZHEM2rPa4T5+t+OabvhDtuzUypgr+/HOK099htcM7KSkJly55lnl6alHpe7yUXH40kuXOpNzmmOPZYw8P4KGH+O9pMDDV5oOIBUFB5x2a4BIEQThCaY5tvE1Ea4S79X9W28kwaNDnmirEpdHH4l6HF2FiMilTqdVVU23tih855Cjy8V5dHU3c5F2wQBmV89FHdyelylXoCVx361bEiSr0no87Qc4iolyjNrQmkwlZWVaHzI0b9+Drr/ugqJLIAQEmdO++S1PG3YZVJG7GDBMmTvSUXU9AVpZ19dCokTYsVIkBy5aNkDRzTCatGPQHH5yU7Qhbz8nM7IDPPzcjMVH/Gejp7oSHM67AtCOIDrWwsNOKMEvra8COHUpjptzNtu1k2yohgCOcKnAXJowZUFhoRFjYacVxvpaTvhi1WqxVXuFILfrqiP6HiN4ukl4osrsv6onKSWl8Lnn2WA9eJbfYWJM0Ae7WbTCef96Hc6YBt2976toCRyab6nQpNWWpDaDXB6vTBxpbJt+R1NOqsy6ErFGaop3jlWzu2BGaDZfOnTOQmtoRO3faFlRWrBpKYmSXVTj7LjwYgiAIOD+G6RWH0WJA1ao3imXv7+Z8z9FNTnvt9DY2nYl0sYe9lG55VD+vEpy7oydwfeKE41HOpZ3y7irIWURUOLKyGsmcEhbII4wMBobu3a1C0HFx1go6ycnJCApqAL2qO4B1gl6vnkUVbihI+j0hIVCVptemfck1c3hi0NnZDbjRSW++6YH//EffcNjT3eFF18gXHbLeqfprLc0ZFnYaUVFmxX0zpjRm2t1sfiUE+T17eppQWGhEbOzT6NbNW5NTzROx5ms5WXf71QKGIvL3lFc4UkcoFafiBUFURkp7MixObB94QGm7RQTBgnr1zujaAldRVtoAIiaTCbm5yVL6nqenCVeu1ATAMHNmXyxZchL/939RUrry6tUWvPXWbRgMHjoLIQPS0qLQsuUR+PldRXj4SQwcuEG6njhRV5d+tkZ2dsRLL3lAG+Vlm+COHGnBQw8Vcu/FVQsPgiCIkuCohp6rqoO5gru94ejKSBd7Kd0dOtivBOfu8KJ/BcGChg0t+Plnx66h53ByZcq7K3A+5IAg3Bi1dpD4Ee/TZwsGDfoc06ebkJYWhVWrYtC4sSdWrLC+Ljoi9NATYGXMgJ9+ErBihUHmKLLg8cdvw7rQgaZ9Xp4/xo8ffydU1Bo9k53dAJ6et7jnWCzWSmhq8vN9kZ3dAPn5vvj777cRH5+CmJiV+P33Qsmwi9E14r0JggWPPbZVcczDg6FZs2OwpX0AgIC0tCjk5/siK0udemAzZkDR2hpy5494zyEhFxAWdhrt21s0fVm40Cylno0fP166jvperE4xpUEVU0rkiO8phuX275+gq2VEEIR7EBzM8NhjWyG3iQYDQ//+WxEScqFIW+Asoj3NybEds9mr4l+Xhzj5nzJlCndXV+709vO7in/+8ceyZSOwfv1T2LBhEAYP/gPz5sVj794HFTp5Eyd6oHv3nbpjGWMGHD3aHHv2RCIlJV66Xlqah6Jv4n2Ldpg34edthpw6pZ1SigsPccxdtszhx0QQBOFyYmMt0nz5jz8KsXixWTGWFLc6WEXAtvmrlHuQj4vO0KgRg8GgdARVlIrDosC1fH3Vv/9WpxxfosNJjjs+H4osIioUfO0gA2rXvgx//zyNELQ1RcpXckRs3syrBMMQFZWGQ4eOQBDiNdf/z3+sXyO5TsSWLQKeeeZTrF37jK5mDgDs2RMpOZkEwYJmzX7Db781h3wi7uHBUK9eIaZNs6VNyD3/ooGSV3iTw4tiGj9+PCZPtgnhJSf/it9+a6G86zsOlPBwi91dfD3NJ7GCWVGVEOT9E8Xw9NKp1W2Ls9uvtxvgTjtJBFFREKNKJk9+Rvq+OioCKn7fz561GrWZM/ti7doDitectQXq6EOAv5PqLilV6khIxgw4dKg1eJGwZrOAoKDzGD58KZYuHQHeWGYtWKCscPnqq14YMEDf2SZO+O1V1xR3VHfutEURGY3lI8SeIIjKhZ6GnhiBXh5xNALJXjtXR7rYS+m+ds3567kbvEhco7GXw5Fg7pDy7gjFiixauHAhGjRoAG9vb0REROBnO/FWhYWFmD59OsLDw+Ht7Y3WrVtj+/btijZmsxmTJk1CWFgYfHx8EB4ejhkzZoDJEuQFQeD+vPvuu1KbBg0aaF6fPXt2cW6RKKeI2kFyREcAXwhakCJK2rU7gEGDNnCuap2Aiw4ldfQPY4JC0V+8rtFYqNn9/vhjA+bOTYDRaMSePZHYubOHYhFw/HgzPPzwDwpP9cKFZoXhUHv+xfS2/Hxf3eei3imWHwsOZtzIKoOBYebM5xEW5ml3F180dvLXe/TYKUU5jR5dBVOmTOFqg4iRQM7s4DvSVowSGDLkNc1rvP4WdyepqAgBgqjM6EWVOPK9kduGli1/Q8uWvyEszBNJSUnIz/fFkSPNcfZsKPz984o1sRJtxC+/aHdSR460IDHxg+LetkvhC7LyIznFKM7CQi/wp3f6qcK86FURtc0UBAuGDDFpdlTT0jwUf+/58/UXHgRBEO6COgK9ss7pXBHpoh7f5ZFc8syHigJvfeUM5eH5OB1ZtG7dOiQkJGDx4sWIiIhASkoKoqOjceLECQRwVGYnTpyINWvW4OOPP0bTpk2xY8cOPPHEE9i7dy/atm0LAHj77bexaNEirFq1Ci1atMCvv/6K2NhY+Pn54ZVXXgEAXLhwQXHdb775BsOHD8fAgQMVx6dPn46RI0dKv/v66i+giYoHr6SkKAQKaCNKPDwYPD1NOHKkOQCgRo1/OFE0tjSqdu0OwGi8ZacMvPKcsLDT3N3vnBxg584o8EL569S5iPh4dfUC2048LyWAV0ZZT8eHBy+yShSyHjas6F187c5MBoCS7x7L70Gstubvf9muUVZHCfDEqyvKThJBuCvFEW50RCB7xQoD5s2Lh80ZwtCkiRmjRzveN7nA/erVTOPs1ytLXxbwdee0mniCYMH8+Sb8/fdV6XdHixsYDAyNGmkdUHri4/7+eZg0KRZ1666QfgeAV17pr/h7z53LG3PdL8SeIAiiPOGKKCIepRXpwhPZljvjKqNjTo4rKzKXBk47i+bOnYuRI0ciNjYWALB48WJs27YNy5cvRyKnZFNqairefPNN9OnTBwAwZswYpKWlYc6cOVizZg0AYO/evRgwYAD69u0LwBoh9NlnnykilgIDAxXX/eqrr9CtWzc0VKkl+vr6atoSlQutMOljAB4DADRpclthBIcOtajC9Rlatz6Ew4dbSSle8gm4NX3rI05JdgaxBLw69YpnBE6eFKAX2LdhwyAprYxnOHgpAY6mUYmTf/kiTNzBT0z8gCtkLZaBLMqYuUqojje48dLuePAWqHri1eVZWI8g3J3SEG7MyQHGjNEKLb/0kgf69nXsumpdO7FUMk/gVK9SzN1CTOGTF08QBAtatTosjVGABe3bZyIs7E9ERfXB2rXaSpBi5TK9iKQHHtiLgICOAOzfq7yCnclkkn7Pz/fF0aMtNH9viwUYN86MlBT3DrEnCIIgrJR1cYfyRGVxcjnlLDKZTMjMzFSkkxgMBkRFRSEjI4N7zq1bt+Dt7a045uPjg927d0u/d+7cGR999BF+//133HfffTh06BB2796NuXPncq958eJFbNu2DatWrdK8Nnv2bMyYMQP16tXD0KFDMW7cOFSpwr/NW7du4datW9LvBQUF+jdPlCv0HBtyIzhy5FA8/LAn1AuPw4dbYfjwpSgsNMLfPw8xMaMgr4jOK8m+cKFZYVzt6e4AQPPmntyy8YCyahqg1djglVSOjOR//5xBrzT9mTNWZ1JR0UnOIF+EFaVfonYAic8nJ+e2prIOb4FalHg1lbYnCNfD0wYrSVRJUlIS9uwxqsq3WxGLADjihODr2gnSBoA6GrWskOvZ2RxC2ahR4woKC73QsePPKCw04vz5IKSlRSEzsyM2brRFUqq16rKyGulo8lnQvPlRAB01Y01ycnKRDjN5lJba6ebhAcTFWQDQwoMgCPfAkQjWys7diHShubfzlNUzc8pZ9Pfff8NsNqNOnTqK43Xq1MHx48e550RHR2Pu3Lno0qULwsPDkZ6ejo0bN8JsNkttEhMTUVBQgKZNm8LDwwNmsxmzZs3Cs88+y73mqlWr4OvriyeffFJx/JVXXkG7du3g7++PvXv3IikpCRcuXNB1OiUnJ2PatGnOPAKiAiAawevXtVpDgNW5UFholCqVAbYd3nPnrO35osw241pUCpjW4aPtgz0Hh+j02rcvAhkZkdi790H89FNnfPSRAEcc3TyDM3nyM1i9uvTKURfXyOk5gLKyBI2ziMSrCcI9cCacXW4n5c4Jtc1o3Ngaxam2287YKVHXTp1qHBtr3SBwh7TUuXMN2LmzB2yOFwMyMzsiM7M9xAghQbDgoYd+xO7dDyv0ljZv7gej8RZmzuyDtWvfk5xe4pgljhk2544By5aNQIcOFsTG6lcE5aEW37b2zVbcQPx7u3uIPUEQlRdyWhCuQFwn5uRAszYp75R6NbT58+dj5MiRaNq0KQRBQHh4OGJjY7F8+XKpzeeff45PPvkEn376KVq0aIGDBw8iPj4eQUFBiImJ0Vxz+fLlePbZZzURSwkJCdL/W7VqBaPRiNGjRyM5ORleXl6a6yQlJSnOKSgoQGhoqCtumygHWBcN2oWHwWDTKFJXHpNr4JR0Aiw6fM6eDcGGDYPsVk0DlIZIfE/bpF9fE8TRgTAkBJqIKXGyX5obL0X1T88BFB6uDTHgL1ANGD48QdO2NKjIgwVBOIurw9lDQoBFi8x48UUDxAgZg8G51KadOw2K6CSDQUwbtuoiBgezMv0e5+QAb7yhTrUTsY0RjBnw449dOO0MWL/+KWzYYEH//kq9Nj+/q+jZMw3Nmx/FsmUjFEUSxo4V0KOHc84iPfHt6Ojt+PDDR+/o7Tl1SYIgCIIoV8gjbMWKqu4oVF1cnHIW1apVCx4eHrh48aLi+MWLF3V1gmrXro1Nmzbh5s2buHz5MoKCgpCYmKjQGvrvf/+LxMREDBkyBABw//334/Tp00hOTtY4i3788UecOHEC69atK7K/ERERuH37Nv788080adJE87qXlxfXiURUDvQWHh9+aNMb4mngbNv2GObN64XU1KLTsopyhFgdTr/BZFI7aWwODpPJpDFEH35o1k0bK4kmiCtK07t6l0bPAaTXt7LKt+aV365IgwVBFAdXR5XInewA8Pbbjzv8HRftudrB0qOHBamp1v+vWlWlTL/Hf/wBbsQrH/128nRmUVdILBBQWOjFGTsEZGXpX4+XuuHpeYuj32dB8+bHEBLyqIP3QBAEQVRUKnrkljrC1pFiHuUNp5xFRqMR7du3R3p6Oh5//HEAgMViQXp6OuLi4uye6+3tjeDgYBQWFmLDhg14+umnpddu3LgBg0E5cfHw8IDFot3lWrZsGdq3b4/WrVsX2d+DBw/CYDBwq7QRFRdnDBNv4SHXG+JVHjOboZlUl9QY2nPSqAVZLRYBY8d6IDZWO1EvSdqYKHSdnJzMrVpg7/5KezBw1gF0t9MeilP5iSCI4iE62QEgJORxh8/jpbRaLDYnSX6+L6ZP9yrT7zEvkrK4iOnM4eEvYdo0oySQHRWVphk7DAaG8HCGvXsdu/Ynn3jLopNsqWfuoPdEEARBEKWN0WhE//4JmDdPebykG/fuhtNpaAkJCYiJiUGHDh3QqVMnpKSk4Pr161J1tOeeew7BwcGS/sC+fftw7tw5tGnTBufOncPUqVNhsVgwYcIE6Zr9+/fHrFmzUK9ePbRo0QIHDhzA3Llz8cILLyjeu6CgAF988QXmyNWG75CRkYF9+/ahW7du8PX1RUZGBsaNG4f//Oc/qFmzprO3SVRQeLuj6oWHvE1ODl+ktVkzT/To4VrniJ6DgyfIajYLKCw06qaNVUTcWfeiNCo/EQThWvii2zYnSV7evWX+PeYVMLDpFNmqbqrFpAELDAZBk67r6WnCK6/YHGCMGZCWFoWoqDTs3BkFMaqWMWuKnoi9VDy1c9zaDwvS029i166y1XsiCIIgik9FjwRyNa4u5uGOOO0sGjx4MP766y9MnjwZubm5aNOmDbZv3y6JXp85c0YRJXTz5k1MnDgRp06dQrVq1dCnTx+kpqaiRo0aUpsFCxZg0qRJeOmll3Dp0iUEBQVh9OjRmDx5suK9165dC8YYnnnmGU2/vLy8sHbtWkydOhW3bt1CWFgYxo0bp9AkIghncUaktSSMHz+e6wQFgP37taWdPTyAmTOfR0CACYmJKVRpxklcPRhWhsGCIEqTu6ETpLbngmDBwoUWNGxotQc5OUBqatl/j+WRlKJ2XV6eP5KSnsKSJUuQl+cvVUET76N//63o2bMnXn7ZqDj21FOxWLpUWyDAz+8KBAGSfhNjYsRqXRw71kLSw+Ol4vGc44ABN25oo6Fo4UEQBEFUVEq6TiwPY2SxBK7j4uJ008527dql+P2RRx7BsWPH7F7P19cXKSkpSElJsdtu1KhRGDVqFPe1du3a4aeffrJ7PkEUh9LSwJEbCL3SnTk5wJtvqjU2GGbPtglPu3PETWXhbjkVCaI84egkyBm9L3m6bHFQO2JiY21zGXf6Hot2Xf57cDCTjoeFnUbLlkek+/Dzu4qYmEeRlfUh8vL84elpQmGhF6pWZdwCAQA/YnXp0hGQC2nzUvH0ig40aeKB3r3de9JLEARBEK6krLRS7xalXg2NIMoL8pLNasrKIcPfwRXQocPd7Yez6JXCrshU9MGCIEqD4uh9lXQnTrTnPNtUHr7HcrHqsLDTitf8/K4iK6uRoiDCs89asGaNoIg4mjmzDzZssKgcRgxyR5GIOhWPF6HVv/9WhIT0Kr2bJgiCIAg3pSJv3JOziKjUuEv4n14/9DQ2GjUqufipM/0gHKMiDxYEURq4o96XO3+P5ZUxAQt69EjDgw9mSK/zKrN8+qkBw4d/jMJCoxSFFBz8qELzzp6oNi8VTx2hZY2CImcRQRAEQVQkyFlEEG6MnsZGSAh9dfUghxdBlB9I78txzp0TFI4gwICdO3sAAB58MANz5sxBXl4D3YII6igkeRXOkSOHoksXT43DyGDQT8VTp8oRBEEQpUdljNonyh5tvDFBEG5FbKwF8fEpiIlZifj4FMTGWsq6S3cd0QE0ZcoUGhwJogIhOsStOjq4oxNEVQRFkpKSJNt3+rRR4wgCBKSn98CwYUkAAH//y9KzFPHwYJJQdn6+L7KzG+DSJav2k6h/1LGj8u8AWNC58x788Uehrn6Uuo9kmys3CxcuRIMGDeDt7Y2IiAj8/PPPum0LCwsxffp0hIeHw9vbG61bt8b27dsVbcxmMyZNmoSwsDD4+PggPDwcM2bMABNV2QE8//zzEARB8dOrF0W4EQRBuAoKTyCIInCHSBW9HVx36BtBEERJuJs6QUXZTHewqXp9aN7cE4LAZCXrrVgsArKyrMf8/K5iwQKTVBXNw4Nh4UIzcnOvKlLYUlMZPvzQrLgOL7UsJKRj6d0oUWFYt24dEhISsHjxYkRERCAlJQXR0dE4ceIEAgICNO0nTpyINWvW4OOPP0bTpk2xY8cOPPHEE9i7dy/atm0LAHj77bexaNEirFq1Ci1atMCvv/6K2NhY+Pn54ZVXXpGu1atXL6xYsUL63cvLq/RvmCAIopJAkUUEUY6gsFOCICoiYoQLRRTpExICvPWWGVYhahseHkB4uO1YTMxtKRr1998LERtr4WoZjR3rgfx8X8W1xL8DpZcRzjB37lyMHDkSsbGxaN68ORYvXox77rkHy5cv57ZPTU3FG2+8gT59+qBhw4YYM2YM+vTpgzlz5kht9u7diwEDBqBv375o0KABBg0ahJ49e2oilry8vBAYGCj91KxZs1TvlSAIojJBziKCIAiCIIhyQEKCBT167CwybU/tfMvLu5erZZSX51+sflBqMCFiMpmQmZmJqKgo6ZjBYEBUVBQyMjK459y6dQve3t6KYz4+Pti9e7f0e+fOnZGeno7ff/8dAHDo0CHs3r0bvXv3Vpy3a9cuBAQEoEmTJhgzZgwuX76s29dbt26hoKBA8UMQBEHoQ2loBEGUCmJ555wcoGHDsu4NQRBExeDBBzPQsuURRdqeyaTf3mg0YubMGKSmaitrilpGBFFc/v77b5jNZtSpU0dxvE6dOjh+/Dj3nOjoaMydOxddunRBeHg40tPTsXHjRpjNttTIxMREFBQUoGnTpvDw8IDZbMasWbPw7LPPSm169eqFJ598EmFhYcjKysIbb7yB3r17IyMjAx4eHpr3TU5OxrRp01x05wRx96G5tfvhDunrpQk5iwiCcDkrVhiQkhIvaWN89BGKFEklCIIgHEPUsZNHFImLiHPnBE17dWVNa0SSgOHDE6Q2JnseJ4JwIfPnz8fIkSPRtGlTCIKA8PBwxMbGKtLWPv/8c3zyySf49NNP0aJFCxw8eBDx8fEICgpCTEwMAGDIkCFS+/vvvx+tWrVCeHg4du3ahe7du2veNykpCQkJts98QUEBQkNDS/FOCcJ10NyaKAvIWUQQbk5581jn5AAvveQhibBaLAJGjwaio6nCEUEQWsqbjXNH1IuIfv3aol27A4o2RQmJ09+BKA61atWCh4cHLl68qDh+8eJFBAYGcs+pXbs2Nm3ahJs3b+Ly5csICgpCYmIiGspCJf773/8iMTFRcgjdf//9OH36NJKTkyVnkZqGDRuiVq1aOHnyJNdZ5OXlRQLYRLmE5tZEWUGaRQRBuJQ//oAi1QEAzGbg5Mky6tBdgjQ8CIIoC2yLCJt49bZtj2H4cK0tIiFxwtUYjUa0b98e6enp0jGLxYL09HRERkbaPdfb2xvBwcG4ffs2NmzYgAEDBkiv3bhxAwaDcpni4eEBi8Wie72cnBxcvnwZdevWLebdEIR7Ulnn1kTZQ5FFBEG4lMaNAYNBrY0BNGpUhp0iCIKooNhbRJBTiLgbJCQkICYmBh06dECnTp2QkpKC69evIzY2FgDw3HPPITg4GMnJyQCAffv24dy5c2jTpg3OnTuHqVOnwmKxYMKECdI1+/fvj1mzZqFevXpo0aIFDhw4gLlz5+KFF14AAFy7dg3Tpk3DwIEDERgYiKysLEyYMAGNGjVCdHT03X8IBFGK0NyaKCvIWUQQhEvR08agRQtBEETJ4KWK0SKCKGsGDx6Mv/76C5MnT0Zubi7atGmD7du3S6LXZ86cUUQJ3bx5ExMnTsSpU6dQrVo19OnTB6mpqahRo4bUZsGCBZg0aRJeeuklXLp0CUFBQRg9ejQmT54MwBpldPjwYaxatQpXrlxBUFAQevbsiRkzZlCqGVHhoLk1UVYIjDFW1p1wFwoKCuDn54f8/HxUr169rLtDEOUWk8mExMQPdLUxCPeistu+yn7/RPlnyZLbHPFqZRuTySRFdiQlJVG6LFHpbV9lv3+ifEFza8JVOGP7KLKIIIhSgVethyAIgnA9RYlXAyRgTRAEUd6huTVxtyFnEUEQBEEQRDmHFhEEQRAEQbgSqoZGEARBEARBEARBEARBSJCziCAIgiAIgiAIgiAIgpAgZxFBEARBEARBEARBEAQhUSxn0cKFC9GgQQN4e3sjIiICP//8s27bwsJCTJ8+HeHh4fD29kbr1q2xfft2RRuz2YxJkyYhLCwMPj4+CA8Px4wZMyAv1Pb8889DEATFT69evRTXycvLw7PPPovq1aujRo0aGD58OK5du1acWyQIogSIQqpTpkyhijsEQRClDNlcgiCIig3ZeaIscFrget26dUhISMDixYsRERGBlJQUREdH48SJEwgICNC0nzhxItasWYOPP/4YTZs2xY4dO/DEE09g7969aNu2LQDg7bffxqJFi7Bq1Sq0aNECv/76K2JjY+Hn54dXXnlFulavXr2wYsUK6XcvLy/Fez377LO4cOECdu7cicLCQsTGxmLUqFH49NNPnb1NgiAIgiAIgiAIgiCISonA5OE7DhAREYGOHTvigw8+AABYLBaEhobi5ZdfRmJioqZ9UFAQ3nzzTYwdO1Y6NnDgQPj4+GDNmjUAgH79+qFOnTpYtmyZbpvnn38eV65cwaZNm7j9+u2339C8eXP88ssv6NChAwBg+/bt6NOnD3JychAUFFTkvRUUFMDPzw/5+fmoXr26Yw+EIAiinFPZbV9lv3+CIConld32Vfb7JwiicuKM7XMqDc1kMiEzMxNRUVG2CxgMiIqKQkZGBvecW7duwdvbW3HMx8cHu3fvln7v3Lkz0tPT8fvvvwMADh06hN27d6N3796K83bt2oWAgAA0adIEY8aMweXLl6XXMjIyUKNGDclRBABRUVEwGAzYt2+fbt8KCgoUPwRBEETxcdc0ZYIgCIIgCIIgHMepNLS///4bZrMZderUURyvU6cOjh8/zj0nOjoac+fORZcuXRAeHo709HRs3LgRZrNZapOYmIiCggI0bdoUHh4eMJvNmDVrFp599lmpTa9evfDkk08iLCwMWVlZeOONN9C7d29kZGTAw8MDubm5mjS4KlWqwN/fH7m5udy+JScnY9q0ac48AoIgCEIHd05TJgiCIAiCIAjCcUq9Gtr8+fPRuHFjNG3aFEajEXFxcYiNjYXBYHvrzz//HJ988gk+/fRT7N+/H6tWrcJ7772HVatWSW2GDBmCxx57DPfffz8ef/xxbN26Fb/88gt27dpV7L4lJSUhPz9f+jl79mxJbpUgCKJSM3fuXIwcORKxsbFo3rw5Fi9ejHvuuQfLly/ntk9NTcUbb7yBPn36oGHDhhgzZgz69OmDOXPmSG327t2LAQMGoG/fvmjQoAEGDRqEnj17aiKWvLy8EBgYKP3UrFlTt58UVUoQBEEQBEEQ9nHKWVSrVi14eHjg4sWLiuMXL15EYGAg95zatWtj06ZNuH79Ok6fPo3jx4+jWrVqaNiwodTmv//9LxITEzFkyBDcf//9GDZsGMaNG4fk5GTdvjRs2BC1atXCyZMnAQCBgYG4dOmSos3t27eRl5en2zcvLy9Ur15d8UMQBEE4jzunKatJTk6Gn5+f9BMaGur0/RIEQRAEQRBERcYpZ5HRaET79u2Rnp4uHbNYLEhPT0dkZKTdc729vREcHIzbt29jw4YNGDBggPTajRs3FJFGAODh4QGLxaJ7vZycHFy+fBl169YFAERGRuLKlSvIzMyU2nz77bewWCyIiIhw5jYJgiAIJ7GXpqyXCiymKf/xxx+wWCzYuXMnNm7ciAsXLkhtxI2Epk2bwtPTE23btkV8fLwmTXn16tVIT0/H22+/je+//x69e/dWpDvLoahSgiAIgiAIgrCPU5pFAJCQkICYmBh06NABnTp1QkpKCq5fv47Y2FgAwHPPPYfg4GApKmjfvn04d+4c2rRpg3PnzmHq1KmwWCyYMGGCdM3+/ftj1qxZqFevHlq0aIEDBw5g7ty5eOGFFwAA165dw7Rp0zBw4EAEBgYiKysLEyZMQKNGjRAdHQ0AaNasGXr16oWRI0di8eLFKCwsRFxcHIYMGeJQJTSCIAji7jJ//nyMHDkSTZs2hSAICA8PR2xsrCJtTZ6m3KJFCxw8eBDx8fEICgpCTEwMAGuassj999+PVq1aITw8HLt27UL37t017+vl5UWaRgRBEARBEARhB6edRYMHD8Zff/2FyZMnIzc3F23atMH27dul3eQzZ84oooRu3ryJiRMn4tSpU6hWrRr69OmD1NRU1KhRQ2qzYMECTJo0CS+99BIuXbqEoKAgjB49GpMnTwZgjTI6fPgwVq1ahStXriAoKAg9e/bEjBkzFBP+Tz75BHFxcejevTsMBgMGDhyI999/3+F7E6vrkH4FQRCVCdHmySuMOUtJ0pRv3ryJy5cvIygoCImJibppyoDVGXT69GkkJydLziI18jRlnrNIDdl+giAqI66w/eUZsv0EQVRGnLL9jJA4e/YsA0A/9EM/9FMpf86ePVsiG9qpUycWFxcn/W42m1lwcDBLTk526HyTycTCw8NZUlKSdMzf3599+OGHinZvvfUWa9y4se51zp49ywRBYF999ZVD70u2n37oh34q809JbX95hWw//dAP/VTmH0dsv9ORRRWZoKAgnD17Fr6+vhAEoUz6UFBQgNDQUJw9e7bSCm7TM6BnANAzAO7eM2CM4erVqyVO2XXXNOWicAfbfzeh75YNehZK6HnYqAzPwlW2v7xS2Wx/UVSGz3xZQM/V9dAzLRnO2H5yFskwGAwICQkp624AAFVnAz0DgJ4BQM8AuDvPwM/Pr8TXcOc0ZXu4k+2/m9B3ywY9CyX0PGxU9GfhCttfXqmstr8oKvpnvqyg5+p66JkWH0dtv8BYJU1UdlMKCgrg5+eH/Pz8Svvhp2dAzwCgZwDQMyBKB/pc2aBnoYSehw16FkRlgz7zpQM9V9dDz/TuYSi6CUEQBEEQBEEQBEEQBFFZIGeRm+Hl5YUpU6ZU6rLO9AzoGQD0DAB6BkTpQJ8rG/QslNDzsEHPgqhs0Ge+dKDn6nromd49KA2NntzjGAABAABJREFUIAiCIAiCIAiCIAiCkKDIIoIgCIIgCIIgCIIgCEKCnEUEQRAEQRAEQRAEQRCEBDmLCIIgCIIgCIIgCIIgCAlyFhEEQRAEQRAEQRAEQRAS5CwiCIIgCIIgCIIgCIIgJMhZVMosXLgQDRo0gLe3NyIiIvDzzz/rtl25ciUEQVD8eHt7K9owxjB58mTUrVsXPj4+iIqKwh9//FHat1EiXP0Mnn/+eU2bXr16lfZtlAhnngEAXLlyBWPHjkXdunXh5eWF++67D19//XWJrlnWuPoZTJ06VfM5aNq0aWnfRolw5hl07dpVc3+CIKBv375Sm/JoDwjXQ/ZFCdkaG2RzbLj6WZTHuQhRuXDWFn7xxRdo2rQpvL29cf/992vGhfL8/Xclrn6uZEusOPNcjx49ioEDB6JBgwYQBAEpKSklviahAyNKjbVr1zKj0ciWL1/Ojh49ykaOHMlq1KjBLl68yG2/YsUKVr16dXbhwgXpJzc3V9Fm9uzZzM/Pj23atIkdOnSIPfbYYywsLIz9+++/d+OWnKY0nkFMTAzr1auXok1eXt7duJ1i4ewzuHXrFuvQoQPr06cP2717N8vOzma7du1iBw8eLPY1y5rSeAZTpkxhLVq0UHwO/vrrr7t1S07j7DO4fPmy4t6OHDnCPDw82IoVK6Q25c0eEK6H7IsSsjU2yObYKI1nUd7mIkTlwtnP/J49e5iHhwd755132LFjx9jEiROZp6cn+9///ie1Ka/ff1dSGs+VbInzz/Xnn39mr732Gvvss89YYGAgmzdvXomvSfAhZ1Ep0qlTJzZ27Fjpd7PZzIKCglhycjK3/YoVK5ifn5/u9SwWCwsMDGTvvvuudOzKlSvMy8uLffbZZy7rtytx9TNgzGpUBwwY4MJeli7OPoNFixaxhg0bMpPJ5LJrljWl8QymTJnCWrdu7equlhol/ZvNmzeP+fr6smvXrjHGyqc9IFwP2RclZGtskM2x4epnwVj5m4sQlQtnP/NPP/0069u3r+JYREQEGz16NGOsfH//XYmrnytjZEsYK5mNrl+/PtdZVJ7nMu4EpaGVEiaTCZmZmYiKipKOGQwGREVFISMjQ/e8a9euoX79+ggNDcWAAQNw9OhR6bXs7Gzk5uYqrunn54eIiAi71ywrSuMZiOzatQsBAQFo0qQJxowZg8uXL5fKPZSU4jyDzZs3IzIyEmPHjkWdOnXQsmVLvPXWWzCbzcW+ZllSGs9A5I8//kBQUBAaNmyIZ599FmfOnCnVeykurvibLVu2DEOGDEHVqlUBlD97QLgesi9KyNbYIJtjozSehUh5mYsQlYvifOYzMjIU7QEgOjpaal9ev/+upDSeq0hltiWlMe8oz3MZd4OcRaXE33//DbPZjDp16iiO16lTB7m5udxzmjRpguXLl+Orr77CmjVrYLFY0LlzZ+Tk5ACAdJ4z1yxLSuMZAECvXr2wevVqpKen4+2338b333+P3r17ayb37kBxnsGpU6ewfv16mM1mfP3115g0aRLmzJmDmTNnFvuaZUlpPAMAiIiIwMqVK7F9+3YsWrQI2dnZePjhh3H16tVSvZ/iUNK/2c8//4wjR45gxIgR0rHyZg8I10P2RQnZGhtkc2yUxrMAytdchKhcFOczn5uba7d9ef3+u5LSeK4A2ZLSmHeU57mMu1GlrDtA2IiMjERkZKT0e+fOndGsWTMsWbIEM2bMKMOe3T0ceQZDhgyRXr///vvRqlUrhIeHY9euXejevftd77OrsVgsCAgIwEcffQQPDw+0b98e586dw7vvvospU6aUdffuCo48g969e0vtW7VqhYiICNSvXx+ff/45hg8fXlZdLxWWLVuG+++/H506dSrrrhDlHLIvSsjW8CGbY0PvWVT0uQhBEHcHsiWEO0ORRaVErVq14OHhgYsXLyqOX7x4EYGBgQ5dw9PTE23btsXJkycBQDqvJNe8m5TGM+DRsGFD1KpVy26bsqI4z6Bu3bq477774OHhIR1r1qwZcnNzYTKZXPJc7yal8Qx41KhRA/fdd1+F+RyIXL9+HWvXrtUsSsubPSBcD9kXJWRrbJDNsVEaz4KHO89FiMpFcT7zgYGBdtuX1++/KymN58qjstmS0ph3lOe5jLtBzqJSwmg0on379khPT5eOWSwWpKenKyJn7GE2m/G///0PdevWBQCEhYUhMDBQcc2CggLs27fP4WveTUrjGfDIycnB5cuX7bYpK4rzDB588EGcPHkSFotFOvb777+jbt26MBqNLnmud5PSeAY8rl27hqysrArzORD54osvcOvWLfznP/9RHC9v9oBwPWRflJCtsUE2x0ZpPAse7jwXISoXxfnMR0ZGKtoDwM6dO6X25fX770pK47nyqGy2pDTmHeV5LuN2lLXCdkVm7dq1zMvLi61cuZIdO3aMjRo1itWoUUMqBT9s2DCWmJgotZ82bRrbsWMHy8rKYpmZmWzIkCHM29ubHT16VGoze/ZsVqNGDfbVV1+xw4cPswEDBrh12UpXP4OrV6+y1157jWVkZLDs7GyWlpbG2rVrxxo3bsxu3rxZJvdYFM4+gzNnzjBfX18WFxfHTpw4wbZu3coCAgLYzJkzHb6mu1Eaz2D8+PFs165dLDs7m+3Zs4dFRUWxWrVqsUuXLt31+3MEZ5+ByEMPPcQGDx7MvWZ5sweE6yH7ooRsjQ2yOTZc/SzK41yEqFw4+5nfs2cPq1KlCnvvvffYb7/9xqZMmaIp8V5ev/+uxNXPlWyJFWef661bt9iBAwfYgQMHWN26ddlrr73GDhw4wP744w+Hr0k4BjmLSpkFCxawevXqMaPRyDp16sR++ukn6bVHHnmExcTESL/Hx8dLbevUqcP69OnD9u/fr7iexWJhkyZNYnXq1GFeXl6se/fu7MSJE3frdoqFK5/BjRs3WM+ePVnt2rWZp6cnq1+/Phs5cqTbf/GdeQaMMbZ3714WERHBvLy8WMOGDdmsWbPY7du3Hb6mO+LqZzB48GBWt25dZjQaWXBwMBs8eDA7efLk3bqdYuHsMzh+/DgDwP7v//6Pe73yaA8I10P2RQnZGhtkc2y48lmU17kIUblw9jP/+eefs/vuu48ZjUbWokULtm3bNsXr5fn770pc+VzJlthw5rlmZ2czAJqfRx55xOFrEo4hMMZY2cU1EQRBEARBEARBEARBEO4EaRYRBEEQBEEQBEEQBEEQEuQsIgiCIAiCIAiCIAiCICTIWUQQBEEQBEEQBEEQBEFIkLOIIAiCIAiCIAiCIAiCkCBnEUEQBEEQBEEQBEEQBCFBziKCIAiCIAiCIAiCIAhCgpxFBEEQBEEQBEEQBEEQhAQ5iwiCIBxk27ZtiIiIgI+PD2rWrInHH3/cbntBELg/7777LgBg165dum1++eUX6TqMMbz33nu477774OXlheDgYMyaNcupvo8ePRrh4eHw8fFB7dq1MWDAABw/ftzpZ0AQBFFZcNRG68EYQ+/evSEIAjZt2qR4jXfNtWvXSq8///zz3DYtWrRwuP+XL19Gr169EBQUBC8vL4SGhiIuLg4FBQUOX4MgCKIiUVy7npubi2HDhiEwMBBVq1ZFu3btsGHDBkWbWbNmoXPnzrjnnntQo0YNzTUOHTqEZ555BqGhofDx8UGzZs0wf/58RRt3s/3kLCIIgrhD165dsXLlSu5rGzZswLBhwxAbG4tDhw5hz549GDp0qN3rXbhwQfGzfPlyCIKAgQMHAgA6d+6saTNixAiEhYWhQ4cO0nVeffVVLF26FO+99x6OHz+OzZs3o1OnTk7dW/v27bFixQr89ttv2LFjBxhj6NmzJ8xms1PXIQiCqGjo2X5HbbQeKSkpEARB9/UVK1Yori3fgJg/f77itbNnz8Lf3x9PPfWUw/dlMBgwYMAAbN68Gb///jtWrlyJtLQ0vPjiiw5fgyAIojziarv+3HPP4cSJE9i8eTP+97//4cknn8TTTz+NAwcOSG1MJhOeeuopjBkzhnuNzMxMBAQEYM2aNTh69CjefPNNJCUl4YMPPpDauJ3tZwRBEARjjLFHHnmErVixQnO8sLCQBQcHs6VLl5bo+gMGDGCPPvqo7usmk4nVrl2bTZ8+XTp27NgxVqVKFXb8+HG71960aRNr27Yt8/LyYmFhYWzq1KmssLBQt/2hQ4cYAHby5Ennb4QgCKICoWf71fBstB4HDhxgwcHB7MKFCwwA+/LLLxWv847Z48svv2SCILA///xTOmY2m9lbb73FGjRowLy9vVmrVq3YF198Yfc68+fPZyEhIQ6/L0EQRHnE1Xa9atWqbPXq1Ypj/v7+7OOPP9a0XbFiBfPz83Oony+99BLr1q2b7utlbfspsoggCKII9u/fj3PnzsFgMKBt27aoW7cuevfujSNHjjh8jYsXL2Lbtm0YPny4bpvNmzfj8uXLiI2NlY5t2bIFDRs2xNatWxEWFoYGDRpgxIgRyMvLk9r8+OOPeO655/Dqq6/i2LFjWLJkCVauXKmbqnb9+nWsWLECYWFhCA0NdfgeCIIgKjM8G83jxo0bGDp0KBYuXIjAwEDddmPHjkWtWrXQqVMnLF++HIwx3bbLli1DVFQU6tevLx1LTk7G6tWrsXjxYhw9ehTjxo3Df/7zH3z//ffca5w/fx4bN27EI488UsSdEgRBVA4cteudO3fGunXrkJeXB4vFgrVr1+LmzZvo2rVrid4/Pz8f/v7+uq+Xue132r1EEARRQdHbhfjss88YAFavXj22fv169uuvv7JnnnmG3Xvvvezy5csOXfvtt99mNWvWZP/++69um969e7PevXsrjo0ePZp5eXmxiIgI9sMPP7DvvvuOtWnTRrEL0b17d/bWW28pzktNTWV169ZVHFu4cCGrWrUqA8CaNGlCUUUEQRDM8R1ono3mMWrUKDZ8+HDpd3CiiKZPn852797N9u/fz2bPns28vLzY/Pnzudc7d+4c8/DwYOvWrZOO3bx5k91zzz1s7969irbDhw9nzzzzjOLYkCFDmI+PDwPA+vfvb3ccIgiCqAi42q7/888/rGfPngwAq1KlCqtevTrbsWMHt62jkUV79uxhVapU0b2OO9h+chYRBFFpmTVrFqtatar0YzAYmJeXl+LY6dOn2SeffMIAsCVLlkjn3rx5k9WqVYstXrzYofdq0qQJi4uL03397NmzzGAwsPXr1yuOjxw5kgFgJ06ckI5lZmYyAFJqWq1atZi3t7ei397e3gwAu379unTelStX2O+//86+//571r9/f9auXTtaNBAEUelw1PbL0bPRar766ivWqFEjdvXqVekYz1mkZtKkSbopAm+99Ra799572a1bt6RjR44cYQAUfa5atSrz9PRknTp1Upx/4cIF9ttvv7GvvvqKNW/enI0ZM8ZuXwiCIMobpWnXGWMsLi6OderUiaWlpbGDBw+yqVOnMj8/P3b48GFNW0ecRf/73/9YrVq12IwZM3TbuIPtr+J8LBJBEETF4MUXX8TTTz8t/f7ss89i4MCBePLJJ6VjQUFBqFu3LgCgefPm0nEvLy80bNgQZ86cKfJ9fvzxR5w4cQLr1q3TbbNixQrce++9eOyxxxTH69atiypVquC+++6TjjVr1gwAcObMGTRp0gTXrl3DtGnTFP0W8fb2lv7v5+cHPz8/NG7cGA888ABq1qyJL7/8Es8880yR90AQBFFRcNT2y9Gz0Wq+/fZbZGVlaSrhDBw4EA8//DB27drFPS8iIgIzZszArVu34OXlJR1njGH58uUYNmwYjEajdPzatWsArFU6g4ODFdeSnw8AgYGBCAwMRNOmTeHv74+HH34YkyZNksY2giCI8k5p2vWsrCx88MEHOHLkiFSVrHXr1vjxxx+xcOFCLF682Km+Hjt2DN27d8eoUaMwceJEbht3sf3kLCIIotLi7++vyBP28fFBQEAAGjVqpGjXvn17eHl54cSJE3jooYcAAIWFhfjzzz8VOcR6LFu2DO3bt0fr1q25rzPGsGLFCjz33HPw9PRUvPbggw/i9u3byMrKQnh4OADg999/BwDpvdu1a4cTJ05o+m0PZo0sxa1btxw+hyAIoiLgqO0XsWej1SQmJmLEiBGKY/fffz/mzZuH/v3765538OBB1KxZUzPZ//7773Hy5EmN3l3z5s3h5eWFM2fOOKVDYbFYAIBsP0EQFYrStOs3btwAYK0yJsfDw0OyqY5y9OhRPProo4iJidHVFgXcx/aTs4ggCKIIqlevjhdffBFTpkxBaGgo6tevj3fffRcAFKUsmzZtiuTkZDzxxBPSsYKCAnzxxReYM2eO7vW//fZbZGdnaxYYABAVFYV27drhhRdeQEpKCiwWC8aOHYsePXpI0UaTJ09Gv379UK9ePQwaNAgGgwGHDh3CkSNHMHPmTJw6dQrr1q1Dz549Ubt2beTk5GD27Nnw8fFBnz59XPWYCIIgKiT2bPS5c+fQvXt3rF69Gp06dZJ2ctXUq1cPYWFhAKyFCy5evIgHHngA3t7e2LlzJ9566y289tprmvOWLVuGiIgItGzZUnHc19cXr732GsaNGweLxYKHHnoI+fn52LNnD6pXr46YmBh8/fXXuHjxIjp27Ihq1arh6NGj+O9//4sHH3wQDRo0cM3DIQiCKIc4Y9ebNm2KRo0aYfTo0Xjvvfdw7733YtOmTdi5cye2bt0qnXfmzBnk5eXhzJkzMJvNOHjwIACgUaNGqFatGo4cOYJHH30U0dHRSEhIQG5uLgCr06l27dqKPriN7Xc6cY0gCKKCYk8Mz2QysfHjx7OAgADm6+vLoqKi2JEjRxRtAGjOX7JkCfPx8WFXrlzRfd9nnnmGde7cWff1c+fOsSeffJJVq1aN1alThz3//PMaYe3t27ezzp07Mx8fH1a9enXWqVMn9tFHH0nn9+7dmwUEBDBPT08WEhLChg4dKmkeEQRBVGaKEkK1Z6Ozs7MZAPbdd9/png+VZtE333zD2rRpw6pVq8aqVq3KWrduzRYvXszMZrPivCtXrjAfHx/JlquxWCwsJSWFNWnShHl6erLatWuz6Oho9v333zPGGPv2229ZZGQk8/PzY97e3qxx48bs9ddfZ//8849uXwmCICoCrrbrv//+O3vyySdZQEAAu+eee1irVq3Y6tWrFefFxMQwAJof8TpTpkzhvl6/fn3FddzJ9guM2anTSRAEQRAEQRAEQRAEQVQqDEU3IQiCIAiCIAiCIAiCICoL5CwiCIIgCIIgCIIgCIIgJMhZRBAEQRAEQRAEQRAEQUiQs4ggCIIgCIIgCIIgCIKQIGcRQRAEQRAEQRAEQRAEIUHOIqJSsXLlSgiCgD///NPl1961axcEQcD69euLbPv888+jQYMGRbb7888/IQgCVq5cWaw+leb9EgRBlBfI9hMEQVQ+yPYTRMkgZxFBOEmPHj0gCALi4uLKuiulyqeffoqUlJSy7gZBEESZMHXqVAiCoPnx9vYu666VKmT7CYIggHXr1iEyMhJVq1ZFjRo10LlzZ3z77bdl3a1Sg2w/waNKWXeAIMoTGzduREZGRomv8/HHH8NisbigR6XHp59+iiNHjiA+Pr6su0IQBFFmLFq0CNWqVZN+9/DwKPa1yPYTBEG4P1OnTsX06dMxaNAgPP/88ygsLMSRI0dw7ty5Yl2PbD9RXiFnEUE4yM2bNzF+/Hi8/vrrmDx5comu5enp6aJeEQRBEKXJoEGDUKtWLZdci2w/QRCEe/PTTz9h+vTpmDNnDsaNG+eSa5LtJ8orlIZGVHq++eYbPPLII/D19UX16tXRsWNHfPrpp5p277zzDiwWC1577TW71zObzXjjjTcQGBiIqlWr4rHHHsPZs2cVbXi5y1euXMHzzz8PPz8/1KhRAzExMbhy5YrD93H06FE8+uij8PHxQUhICGbOnMndxfjqq6/Qt29fBAUFwcvLC+Hh4ZgxYwbMZrPUpmvXrti2bRtOnz4tpV44kmtNEARRXnDU9jPGUFBQAMaY3euR7ScIgnB/irL9KSkpCAwMxKuvvgrGGK5du2b3emT7iYoMRRYRlZqVK1fihRdeQIsWLZCUlIQaNWrgwIED2L59O4YOHSq1O3PmDGbPno3ly5fDx8fH7jVnzZoFQRDw+uuv49KlS0hJSUFUVBQOHjyoey5jDAMGDMDu3bvx4osvolmzZvjyyy8RExPj0H3k5uaiW7duuH37NhITE1G1alV89NFH3PdbuXIlqlWrhoSEBFSrVg3ffvstJk+ejIKCArz77rsAgDfffBP5+fnIycnBvHnzAECRhkEQBFGecdT2A0DDhg1x7do1VK1aFY8//jjmzJmDOnXqaK5Jtp8gCMK9ccT2p6eno3Pnznj//fcxc+ZMXL58GYGBgXjzzTe5eqVk+4kKDSOISsSKFSsYAJadnc2uXLnCfH19WUREBPv3338V7SwWi+L3QYMGsc6dO0u/A2Bjx45VtPnuu+8YABYcHMwKCgqk459//jkDwObPny8di4mJYfXr15d+37RpEwPA3nnnHenY7du32cMPP8wAsBUrVti9r/j4eAaA7du3Tzp26dIl5ufnJ92vyI0bNzTnjx49mt1zzz3s5s2b0rG+ffsq+kgQBFFeKY7tT0lJYXFxceyTTz5h69evZ6+++iqrUqUKa9y4McvPz5fake0nCIJwT5y1/Xl5eQwAu/fee1m1atXYu+++y9atW8d69erFALDFixdL55DtJyoDlIZGVFp27tyJq1evIjExUVPdRhAE6f/fffcdNmzY4HCFgOeeew6+vr7S74MGDULdunXx9ddf657z9ddfo0qVKhgzZox0zMPDAy+//LJD7/n111/jgQceQKdOnaRjtWvXxrPPPqtpK991uHr1Kv7++288/PDDuHHjBo4fP+7Q+xEEQZRXHLX9r776KhYsWIChQ4di4MCBSElJwapVq/DHH3/gww8/1FyXbD9BEIT74ojtF1POLl++jKVLl+K1117D008/jW3btqF58+aYOXOm5rpk+4mKDDmLiEpLVlYWAKBly5a6bW7fvo1XXnkFw4YNQ8eOHR26buPGjRW/C4KARo0a4c8//9Q95/Tp06hbt64m5LNJkyYOvefp06c176t3/tGjR/HEE0/Az88P1atXR+3atfGf//wHAJCfn+/Q+xEEQZRXHLH9egwdOhSBgYFIS0vTvEa2nyAIwn1xxPaLjhVPT08MGjRIOm4wGDB48GDk5OTgzJkzinPI9hMVGdIsIgg7rF69GidOnMCSJUs0Rv/q1av4888/ERAQgHvuuadsOugkV65cwSOPPILq1atj+vTpCA8Ph7e3N/bv34/XX3/d7ct6EgRBlDWhoaHIy8sr6244Bdl+giCIovH394e3tzdq1KgBDw8PxWsBAQEAgH/++Qf16tUri+45Ddl+oqSQs4iotISHhwMAjhw5gkaNGnHbnDlzBoWFhXjwwQc1r61evRqrV6/Gl19+iccff1w6/scffyjaMcZw8uRJtGrVSrcv9evXR3p6Oq5du6bYZThx4oRD91K/fn3N+/LO37VrFy5fvoyNGzeiS5cu0vHs7GzNufJ0DIIgiIqCI7ZfD8YY/vzzT7Rt21bzGtl+giAI98UR228wGNCmTRv88ssvMJlMMBqN0mvnz58HYE33kkO2n6jIUBoaUWnp2bMnfH19kZycjJs3bypeY3dKJA8ZMgRffvml5gcA+vTpgy+//BIRERGKc1evXo2rV69Kv69fvx4XLlxA7969dfvSp08f3L59G4sWLZKOmc1mLFiwQNM2Pz8fx48fV4SO9unTBz/99BN+/vln6dhff/2FTz75RHGuuEvCZCWgTSYTV3+jatWqFJ5KEESFwxHbD1htqJpFixbhr7/+Qq9evTSvke0nCIJwXxy1/YMHD4bZbMaqVaukYzdv3sQnn3yC5s2bIygoSHEu2X6iIkORRUSlpXr16pg3bx5GjBiBjh07YujQoahZsyYOHTqEGzduYNWqVWjatCmaNm3KPT8sLEwRUSTi7++Phx56CLGxsbh48SJSUlLQqFEjjBw5Urcv/fv3x4MPPojExET8+eefaN68OTZu3Mg12l9++SViY2OxYsUKPP/88wCACRMmIDU1Fb169cKrr74qldCsX78+Dh8+LJ3buXNn1KxZEzExMXjllVcgCAJSU1MVg4hI+/btsW7dOiQkJKBjx46oVq0a+vfvX8RTJQiCcG8csf2Aded28ODBuP/+++Ht7Y3du3dj7dq1aNOmDUaPHq25Ltl+giAI98VR2z969GgsXboUY8eOxe+//4569eohNTUVp0+fxpYtWzTXJdtPVGjKpAYbQZQR8hKaIps3b2adO3dmPj4+rHr16qxTp07ss88+s3sdAGzs2LGKY2IJzc8++4wlJSWxgIAA5uPjw/r27ctOnz6taKsuockYY5cvX2bDhg1j1atXZ35+fmzYsGHswIEDmhKa4j2oy2oePnyYPfLII8zb25sFBwezGTNmsGXLlmnud8+ePeyBBx5gPj4+LCgoiE2YMIHt2LGDAWDfffed1O7atWts6NChrEaNGgwAldMkCKLcUhzbP2LECNa8eXPm6+vLPD09WaNGjdjrr7+uKJHMGNl+giAId6W48/6LFy+ymJgY5u/vz7y8vFhERATbvn27og3ZfqIyIDDGcS0SBFGqDBs2DBkZGTh58mRZd4UgCIK4S5DtJwiCqHyQ7SfKK6RZRBBlwIULF1CrVq2y7gZBEARxFyHbTxAEUfkg20+UV8hZRBB3kcOHD2P69On44Ycf0L1797LuDkEQBHEXINtPEARR+SDbT5R3SOCaIO4iGzduxIIFCzBkyBAkJSWVdXcIgiCIuwDZfoIgiMoH2X6ivEOaRQRBEARBEARBEARBEIQEpaERBEEQBEEQBEEQBEEQEuQsIgiCIAiCIAiCIAiCICRIs0iGxWLB+fPn4evrC0EQyro7BEEQdwXGGK5evYqgoCAYDJVvD4FsP0EQlRGy/WT7CYKofDhj+8lZJOP8+fMIDQ0t624QBEGUCWfPnkVISEhZd+OuQ7afIIjKDNl+giCIyocjtp+cRTJ8fX0BWB9c9erVy7g3BEEQd4eCggKEhoZKNrCyQbafIIjKCNl+sv0EQVQ+nLH95CySIYagVq9enQYNgiAqHZU1DJ9sP0EQlRmy/WT7CYKofDhi+ytfgjJBEARBEARBEARBEAShCzmLCIIgCIIgCIIgCIIgCAlyFhEEQRAEQRAEQRAEQRAS5CwiCIIgCIIgCIIgCIIgJMhZRBAEQRAEQRAEQRAEQUiQs4ggCIIgCIIgCIIgCIKQIGcRQRAEQRAEQRAEQRAEIVGlrDtAEARBOI/JZEJycjIAICkpCUajsYx7RBAEQTgC2W+CIIjKR3m0/RRZRBAEQRAEQRAEQRAEQUiQs4ggCIIgCIIgCIIgCIKQIGcRQRAEQRAEQRAEQRAEIUHOIoIgCIIgCIIgCIIgCEKCBK4JgiAIgiAIgiAIgiBUlEdhaldBkUUEQRAEQRAEQRAEQRCEBDmLCIIgCIIgCIIgCIIgCAmXO4t++OEH9O/fH0FBQRAEAZs2bSrynF27dqFdu3bw8vJCo0aNsHLlSk2bhQsXokGDBvD29kZERAR+/vlnxetdu3aFIAiKnxdffNFFd0UQBEEQBEEQpYvJZMK0adMwbdo0mEymsu4OQRAEUYlxubPo+vXraN26NRYuXOhQ++zsbPTt2xfdunXDwYMHER8fjxEjRmDHjh1Sm3Xr1iEhIQFTpkzB/v370bp1a0RHR+PSpUuKa40cORIXLlyQft555x2X3htBEARBEARBlJT8fF9kZzdATk5Z94QgCIIg+Lhc4Lp3797o3bu3w+0XL16MsLAwzJkzBwDQrFkz7N69G/PmzUN0dDQAYO7cuRg5ciRiY2Olc7Zt24bly5cjMTFRutY999yDwMBAF94NQRAEQRAEQbiOFSsMSEmJB2MGpKYyfPQRMHx4WfeKIAiCIJSUuWZRRkYGoqKiFMeio6ORkZEBwBqOm5mZqWhjMBgQFRUltRH55JNPUKtWLbRs2RJJSUm4ceOG3fe+desWCgoKFD8EQRAEQRAEURrk5AAvveQBxqxTcItFwOjRoAgjgiAIwu1SkV0eWeQsubm5qFOnjuJYnTp1UFBQgH///Rf//PMPzGYzt83x48el34cOHYr69esjKCgIhw8fxuuvv44TJ05g48aNuu+dnJyMadOmufaGCIIg7hL5+b7Iy7sXOTlAw4Zl3RuCIAiiKP74w+ogkmM2AydPAiEhZdQpgiAIguBQ5s4iVzFq1Cjp//fffz/q1q2L7t27IysrC+Hh4dxzkpKSkJCQIP1eUFCA0NDQUu8rQRBESaE0BoIgiPJH48aAwcAUDiMPD4ZGjQQ7ZxEEQRDE3afM09ACAwNx8eJFxbGLFy+ievXq8PHxQa1ateDh4cFtY0+fKCIiAgBw8uRJ3TZeXl6oXr264ocgCMLdoTQGgiCI8klICPDhh2YIggUAIAgWLFxopqgigiAIwu0oc2dRZGQk0tPTFcd27tyJyMhIAIDRaET79u0VbSwWC9LT06U2PA4ePAgAqFu3rus7XY5xtzxIgiCcx14aQ1nxww8/oH///ggKCoIgCNi0aVOR5+zatQvt2rWDl5cXGjVqhJUrV2raLFy4EA0aNIC3tzciIiLw888/K17v2rUrBEFQ/Lz44osuuiuCIAjXExtrQXx8CmJiViI+PgWxsZay7hJBEARBaHC5s+jatWs4ePCg5KzJzs7GwYMHcebMGQDW1K/nnntOav/iiy/i1KlTmDBhAo4fP44PP/wQn3/+OcaNGye1SUhIwMcff4xVq1bht99+w5gxY3D9+nWpOlpWVhZmzJiBzMxM/Pnnn9i8eTOee+45dOnSBa1atXL1LRIEQZQpYhqDHA8PoFGjMuoQgOvXr6N169ZYuHChQ+2zs7PRt29fdOvWDQcPHkR8fDxGjBiBHTt2SG3WrVuHhIQETJkyBfv370fr1q0RHR2NS5cuKa41cuRIXLhwQfp55513XHpvBEEQrsbP7yrCwk7Dz+9qWXeFIAiCuEvk5/siO7tBuckGcLlm0a+//opu3bpJv4uaQDExMVi5ciUuXLggOY4AICwsDNu2bcO4ceMwf/58hISEYOnSpYiOjpbaDB48GH/99RcmT56M3NxctGnTBtu3b5dEr41GI9LS0pCSkoLr168jNDQUAwcOxMSJE119ewRBVAJMJhOSk5MBWB3cRqOxjHukRExjGDPGAMYM8PBgWLJEKNM0ht69e6N3794Ot1+8eDHCwsIwZ84cAECzZs2we/duzJs3T7L/c+fOxciRI6WNgcWLF2Pbtm1Yvnw5EhMTpWvdc889dtOS1dy6dQu3bt2SfqdKmARBEARBEIQerigqUx71Rl3uLOratSsYY7qv89IMunbtigMHDti9blxcHOLi4rivhYaG4vvvv3eqnwRBEOWZ2FgLTpx4H3l5/pg8eSgaNnQvh1ZRZGRkICoqSnEsOjoa8fHxAKwOu8zMTCQlJUmvGwwGREVFISMjQ3HeJ598gjVr1iAwMBD9+/fHpEmTcM899+i+N1XCJAjCnaFKlwRBEO6DK5w8Nr1Rq4yExSJg5EgLjh5NwezZcW63MS1SYaqhEQRBVDb8/K7Cz+9quRRGzc3NlaJDRerUqYOCggL8+++/+Oeff2A2m7ltjh8/Lv0+dOhQ1K9fH0FBQTh8+DBef/11nDhxAhs3btR9b6qESRCEu6JelHz44W3k5s4C4J6RrgRBEBUZnpNn9GggOhpOzb95eqOMGZCX5+/K7rocchZVQmjHiiDcC3dPe3NnRo0aJf3//vvvR926ddG9e3dkZWUhPDyce46Xlxe8vLzuVhcJgiAcgrcoGTvWA6+84kvaRgRBEGWAvaIyzjiLRL1R+bUEwQJ//zxXdbVUKPNqaMTdRdyxWrUqBo0be2LZsrLuEUG4N8nJyVQ5sBQIDAzExYsXFccuXryI6tWrw8fHB7Vq1YKHhwe3jT19ooiICADAybIsDUcQBFEM+IsSwe13ngmCICoqrioqExICvP/+LQiC5c41GPr33+r2GwHkLKpE2HasrH92MYyuvKixEwRRcYiMjER6erri2M6dOxEZGQnAWrigffv2ijYWiwXp6elSGx5iJc66deu6vtMEQRBOYDKZMG3aNEybNs2hTQf+ooS5/c4zQRBERUUsKiN38ixZ4lxUkUhMzG3Ex6cgJmYlDh7MR7t29jWb3QFKQ6tEuCqMjiAIQs21a9cU0TzZ2dk4ePAg/P39Ua9ePSQlJeHcuXNYvXo1AODFF1/EBx98gAkTJuCFF17At99+i88//xzbtm2TrpGQkICYmBh06NABnTp1kipeitXRsrKy8Omnn6JPnz649957cfjwYYwbNw5dunRBq1at7u4DIAiCcBK1LACv0uXChWbk5rr3zjNBEERFxpVFZUS90eBg/YJg7gQ5iyoRermS9erdBkAaKQQhR5zE+/tfdtk1K7I20a+//opu3bpJv4sC0jExMVi5ciUuXLiAM2fOSK+HhYVh27ZtGDduHObPn4+QkBAsXboU0dHRUpvBgwfjr7/+wuTJk5Gbm4s2bdpg+/btkui10WhEWlqa5EQKDQ3FwIEDMXHixLt01wRBEMVj//622LKln6a6jnpREhIC3Bk2CIIgiDKiPBeVKQnkLKpEqHesBMGC/v23IiSkV1l3jSDcCnk1GkGwoEkTC0aPLuteuTddu3YFY/q7JCtXruSec+CA/RDcuLg4xMXFcV8LDQ3F999/71Q/CYIgioszDn95WzWXLhmxdWt/bnWdgIDKuyghCIIg3AtyFlUy5DtW/v55d0S1yFlEECLqajSMGTB2rIC+fUsnXdPegoIgCIKoeNiTBQgIsH9uRY5QJQiCINwLEriuhPj5XUVY2Gm3V18niLJArxoNFdciCIIgXIGekPXmzXPL3ebBDz/8gP79+yMoKAiCIGDTpk1FnrNr1y60a9cOXl5eaNSokSby1JFrMsYwefJk1K1bFz4+PoiKisIff/zhmpuqRDgrwk4QhJKK/h0iZxFBEJUatZHnTeINBuZ0iUyCIAiCEElOTpbGGV51nYULzUVu4iUnJ7udM+n69eto3bo1Fi5c6FD77Oxs9O3bF926dcPBgwcRHx+PESNGYMeOHU5d85133sH777+PxYsXY9++fahatSqio6Nx8+bNEt9TRaOiL2YJgig9KA2tEqOuwkEQhE3b68UXDRD96YwBO3ZYxUdLC2e/j0ajEVOmTCm9DhEEQRBOIU8RGz9+vN22jghZJycnY/z48YqCC+4WFd67d2/07t3b4faLFy9GWFgY5syZAwBo1qwZdu/ejXnz5kkFDoq6JmMMKSkpmDhxIgYMGAAAWL16NerUqYNNmzZhyJAhJbgjgiCI4lERU4QpsqiSsn9/W6SkxGPVqhg0buyJZcvKukcE4T706GGBIMtEY8wqPpqTUzrvV9zvI+0WEgRBFI+7ZT/z832Rnd0A+fm+mtdEWQB7enirVlWRxoeUlHjs39+21Pp6N8jIyEBUVJTiWHR0NDIyMhy+RnZ2NnJzcxXX8fPzQ0REhN3r3Lp1CwUFBYqfyoj6sy9+RktrjkMQlY3k5OQKMy8nZ1ElJD/fVyrXCtiqcNAgQRBWTp4UpO+HiCg+6gjOLEJyckDfR4IgiDKEN7F3hTNJvhFQHEdPfr4vXnnFSxofGDNgy5Z+XMdTeSE3Nxd16tRRHKtTpw4KCgrw77//OnwN8Tz1dcTXeCQnJ8PPz0/6CQ0NdbL35Rc9h5DcGUmbxwThHriTA5ecRaWIO+76G41G9O+fUKKFMEFUdBo1YpKWhIiHB0pFt6gox5Q72hGCIAjCPufOCYqNANHR48zkPy/vXk3BBcYMyMvzd2VXKw1JSUnIz8+Xfs6ePVvWXborrFhhUDiEVqywfibVzkjarCKIskf9fS1rBy45iyoh/CocpbMQJojySEgI0L//VoX46JIlsJsqoId6x1rcLUhM/ADTpk1D/fqmu+aYIgiCqGy4yuEu6hE5uuOblWXQbAQwZkBWlqBzhhZ//8ua+ZogWODvn+fwNdyNwMBAXLx4UXHs4sWLqF69Onx8fBy+hnie+jriazy8vLxQvXp1xU9FJycHeOklD4VDaOxYD+Tk1MXRoy041V9p85io3JTlJi3v+1rWDlwSuL5LuJPglSjgO2aMdSJjXQgLxVoIE0RFpV27AwgPPymJjzZsWLLvrclkwlNPbceWLfFgzABBsKB//60YP56hf/+t0g60IFiwcKEFISFa8+xOdoQgCKKysX9/W8lWp6YyfPSRtfCBXNhaJDzcAkGwKBxGgmDBN98swCOPxDn0fn5+V/H++7fw8stGxbjhbiLXzhAZGYmvv/5acWznzp2IjIx0+BphYWEIDAxEeno62rRpAwAoKCjAvn37MGbMGFd2t9zzxx/gOIQELFs24s5nkwGwvU6bVQSh5W4VleF/X60O3LJap5OzqJKirsJR0oUwQZRn9CqR+fldhZ/fVa6Bli8OHHHeqLWJxJSEc+f+VTim/P3zkJt7FSYTOYQIgiCcwVm7bO9cOWJEkejsB8QdX4boaAEBAdrrpaV5gMmCgorr6ImJuY2srA+l8cHdHEXXrl3DSVkoSnZ2Ng4ePAh/f3/Uq1cPSUlJOHfuHFavXg0AePHFF/HBBx9gwoQJeOGFF/Dtt9/i888/x7Zt2xy+piAIiI+Px8yZM9G4cWOEhYVh0qRJCAoKwuOPP37X7r08IGYTKBegTObEFCA6jGjzmCAcw5nKl/ZQrz9439eyduCSs8gNKclkxxnsLYQJorIg5gbLd4qHDdO2s7eQcASeNhFjBpw6ZdAti8zbrQbgkgGKIAiCcJy8vHs5+nICTp6ExlmUn++L6dO9II/YYAwIDy9efo84X+Nxt+aMevz666/o1q2b9HtCQgIAICYmBitXrsSFCxdw5swZ6fWwsDBs27YN48aNw/z58xESEoKlS5ciOjra4WsCwIQJE3D9+nWMGjUKV65cwUMPPYTt27fD29u7NG+3zHH2763OJgAs0KqQCIiO3o4PP3yUNo8JwkXofU/FOf+CBV6a9cfw4Y5n/9wt20/OortMcnIypZAQhJtgyw22TujF3GDZHLVY8HKcRdFsdUrC/v02Z5W489yu3YGSdYAgCIIoErmjXg7PSe/vf1ljwz08GBo1UqYM5Of7crVgAAOOHm2OFi2OOdQfd4sg0qNr165gjOm+Ljp31OccOKA/zhV1TQAQBAHTp0/H9OnTHe5rZUWeTeDpaZKloFkRBAuaNz+GkJBHy7CXBFHxEasPqlNAxfVHdLT7Zf+Qs6gSoRcyV9a7UgRRVujlBp85Y0RSUpL0vUhOTrYbxePI90cUzZZrE0VFpWHy5B6Ss0pMTSvu7jNBEAThGPKoUsACf3+tk1/tvNHTlxP3B+SaRmotGIDh//6vF3bu7ImsrK344oteCg2MJUtuO7xxIE9doOhw94M3ry7rubY8Oi0qKg1paVFS5ELfvtb0SFoLEETpkZODO9UHxXGBr00UEOBe2T/kLCplHN0lkg8ir7zyiuI4GWyCKB1KMzdY/t0Xv8dqbSIqi0wQBHH3UUeVAgZMmuSFHj0i8eCDGQCUjh+580atLzdtmnUDzqpp1I+rBSN3HImbAjk5tyWNPHV/GDNg8+Z+MBpv4dw567H8fF+cPRuK7OwG2L+/vZS68OGH5rvxyIgSIo84LuncXk9nUX59vbT5PXsiJUcRYMHMmRYkJj4Gk6kXN6KOIAgrxdUpEs+JjHwDFounbruy1ibSg5xFpYh816qs00vU2idyVfe7XRaQINwFe5UBS/K1kIeZCoIF4eEmjBxpfU2tPaF2VpX3ssgEQRDuhjISx4SJEz+DxRKjaiUgLS0KLVseAcAvSBAefpKrH1RYWMjVNAIEdOjwM379tZPiKGMGZGUJ0kKfF+UKGLB+/VPYuJHh/vsH4NChVlBrzYhl0F95xbfcpK0RJYOnszh8uP1zxDn/7Nm3sXOnB2wRDQZMnCjgP//R6m4RBOE4jgSHNGrEuGLzanF5d1uWq0c1wkXYdolsE43Nm/shJ6duGffMSnJyMkwmk66ALkFUFmJjLYiPT0FMzEr8/nuhNOkyGo3FErI+dcoklTkGrN/9V1/1Qk6Otq1YFlkQLACKXy2HIAiismEymTBt2jRMmzYN165dw7Rp06SqZdnZDSSbKy6uV62KQePGnlixwnBHo8iiuaYY2clz/DBmwNmzIcjOboD8fF/NuaKmkRxBsKBNm4Pc4+HhNk0eMcqVh8Ui4NCh1tCbspvNAkWjuiHqz6H8mBgtpkb+meZt5KrXFqLOCW9+IZKcnIxp06bh1CkT3nhD7iiyIoq06/WZIAgtc+bMkf7/7LPfSmNMSko89u9vyz1H3KAWxwMPD4YePXZq1h/uBkUWlRJ6u0TLlo1Ahw4WjB5t/3zRQ3nunIAmTYrXB3IEEYRjyHODS1oOk1f1zGwWkJWlFUHNy7sXQ4aYER+fUqyyyHPmzCkyHJ0gCKKyIE8dS01lmD0bSExUFjGwRuIAPXqkYefOHlAuni24fr0qatT4RyNmDViwYcMg3WhxtaaRqAUTEnJBo3XUv/9WhIT0ks4VFxEvvmgA3ynEdy4A1gUHRaO6F7zon5s3qzgVEcSbw/PSWESdk6K0TaZP/wyMqaPprE7KRo2EYkUsEURlR51+rI5CVSMXr05Kegpr11rTnt1Bm0gPchaVEjwtFMD6IRozBujRw6Srbp6aauSU8naNMJ5e5Q9acBKVEfVkrCgha7WoKC/slFf1DGDIzBSk9ufP15U0A1JTGfr1a6RJUZX3Sy+8Vb0woskdQRCVFfWk3WIRkJjIK2JgjcQRtYlEWywIDIwJWL/+KQiCBa1aHcbhw61kYtUGiAW6xGjxgIBchIRckN6/Zs1/MHz4UhQWGvHaa49jwwarXRe1js6eDQEgIDT0rKb/sbEWpKV9ifXrn+LcnVos24rBwLBwoRm5uRSN6i7wqqyOGgUAXlBXXo2Odm6RyEtjUeuciPMa9byBV80PYJgwwQygCrcyrLP9I4iKgjp1WS/4Qi8KNTOzLdq3P8B1GIkb1MHBtmhSPY0xd4CcRaWEvV0ida66fMGan++L6dPvcXkpb0Ar1tikiQWxsRZacBKEA8h1iFJTGZ591oI1a5SaZOL3OCoqUrVjLdwJ/+aXy5RXQFM7hfREVnkLI5rcEQRRGdHTDLJYeEUMbJE4Dz6YgZYtj+Ds2RBs3PiUQmD60KFWGDBgEzZvfpyjRQSI0eL9+29VbPKJdlq+EMjP98W+fRHIyIhUzMFGj1bOAUNDfbkL+ubNj+HYsWawzSct6Nw5A6mpHRESAlAQufvAyyywWAC9ykfOjNepqcno16+tInpN1DmRo6zKZ/2sRETsU0S4ifOQd97xwO3b/MqwEyeuRFjYaaqORlQq1FF29ooI8J2wwA8/dMMPP3TFY49tKTO9YldBzqJSJDbWgl9/XY5ly0Zwowx69FC2z8/3xdGjLbgGW53C4iy8MLmxYwW0bGmhBSdB2EGsQLNxo3JXMDXVAHV1GzHsNCjoAtQTQ+u5/HKZjBkUCwnAgh490tCy5RHN91bczS4s9OKkuzk/+SQIgqgI8CbtHh7AzJlmvPGGrYhB375bFLu9fn5XkZf3L1c64KuvHoc9eU/RJm/dKmgqmZ07VwDAunDfvLmf4jriHKxvX6WwsDqVDbBgxgwTzOb1d8Yiq3EPDc25kzrdsTiPinAR6qpjRqORm1kgCABj2uiwqlW11xIjGv7887b0mjxKSF6Rb/LkoZoshZwcqKryGbB374PYuzcSPXqkYfjwpYp1icUiYO5c+05VV2Q2EER5gBcZaK+IgGiz1TbeiqBYGxSVvQDALeVjyFlUyoSEXEBUlDovXsDEiR74z39sizrlLoB2QLnnHr7woaPs2xfB1VHZu9dAC06C0EEeTaRF6/A5ezYEfn6/4fz5utBLG+BjkTmKAMCAnTt7IC+vJue9rbvZUVFp3IWRO5bdJAiCKG14mkFLlggYNsyCS5fkGhEHHEzRAayT/6JsueFO5Ijy2JIl3vD0tG7U8RxOorCwugqV3Bng75+HCRPiACQhOTkZfn6/OflUiLtNSAjw/vu3pEIXHh4M48YJeO897Wfo+nXl7/K1wOrVFkRFReL69aqKiDQxuljUWVTD0020Yp1X3HffCW4EXufOe6X38fCg9EaicsKLDBRTl/U0Rdu1OwCj8RY3hVgsmlCeC9eQs8gF8HYW5PCiDMRJQkgIbxdAO6DcuFG8yCIxKmLv3kjOqwzffitAPRESBAvq1bsNgHYPiMqHWOHAmhJqiybSol1AbNgwCPn5aUhLi1K9Jjp7teUyBcGCyMgM7N37oOr6AjIz23MXMIwZkJYWhaioNElvQy8cnSAIoqIiLwYCgBt1YTIpNSL0Unvt7Q7b7LAFVjuuFMUWBEEzVnz4oReefDJUZ+FuExbmIfZXhFcZi3BfYmJuIyvrQ8lBWbVqVcydq442smDz5hR07hwHo9GoWQswZtAIsPO0stTs36+d19sQ8PvvTTWvC4IFERH7EBGxT/ruhIQAiYlFlwMniIoELzJQr4iAfNPBqkNngXr8EARLuS9AQM6iuwA/NNo2SdDfBRDbAuHhDHv3Ove+8pxLPgK2b7el0lhhiIpKQ0hIV+fejCAqGHl593LSEqx4eDC0bHkIhw61gjq1YOfOKPAWG50771HsDkZFpSEo6Lw0iFgdutpdbca05Z3F9/LzuyJVUuOFoxMEQZQHitp046HWlejePRJBQRfg738ZYWGnuY7zyZM/wpYt8YoFuZgm0K7dAfzzj9//s3fucVGV+R//nDMyaMiOYqHCYCK4KpIXSFk03TIQ89ZFLWt/Lktq5UqG2LayeUmzpcuqaJq6qalYWqvVemlVsMwLrBZYppglugooWqEjkjIw5/z+ODxnzuU5w4DD1ef9evVKhjNnzhlmnsv38vngwIHB0G6kiWi1n18J8vNDNZXgZJzW6tRwePzxcfj4Y73ZifTawO7dwIQJ7r5LxjCTksaHMkDZurW+2mjEiB1yawoA9Ov3EkRR+7mnrUF4rFkzGe++y0H7NSksBF5+2WTwPO15nQmrUaN2yMEgUrGk3kNIukcTJrDPF6N54+9vx8iRu1QVqrQqO1rSYfRodcJB+93SUlFRUde34xFYsKge0JZGc5yA5csFWK3S22/kngRwqmoBshiYOXMZXn890eVi6swZO6ZMaeEyCCWhnVA4BARcqM1tMhjNCnpbgoCxY7dgwYIR2Lz53+ja9UdK2SlP/T77+JTJgR0/vxLd5EG3cZY2IkZs3TpWzor7+9sxbx7TFWAwGM0fmq4EGT/JAp2GkXNNSYkfAODgwUHQjsH33XcAFRXecnVFSMhphIcfw3ff9VYcq29XM5lEREdzeOcdB6ZM4RXBJaJt5J6BSXUaFszyvGFxN1CnrDZSOuURXFcEqSGfHaW+qN1ux6xZmyAI8W5eOYe4uF0IC8uDxVKqqpLQfr+I7lHXruzzxWj+aCtUtSYCNB3g7dtHIikpDdOnp+m05Zo6LFjkYYys77S2qbGxDwOQBvf09FTExEQr7FvVVQcTJiSqFgMcJyAkxI6pU42vo7pqJSf6UtSmXi7HYBCMstVaB8KSknbw8iqXNwSAtKnQtnmNGLED4eEn0bbt/QCAoKACXWCI4wT063cYR478DkqdsszMGISHH0dw8DnYbL44e7azqrRba+NMK2fVosyKMxgMxu1CXl4FBMFL86haYLqwsFK3eaclAci6hxZIAjgcODAYBw78HhwnoFevY7qKUuWxyna1IUMy4e9/PxISgFOnluLEiTDs2TNM9QyagYlWT8kVtKAZMympW5Trhzvv/KvGNakSxcWvAVC3SAYH27Fw4UJYLFICeevWJaq/MwCkpZnhvs6h9Nk5ebICa9b8HQAwY8YMF9pbejhOQFhYHgBgz54YufKZ50WYTBxFh4t9vhi3D6QykPY5d5V0CA4+J2vL0db6TREWLPIA7vaSHz8eLm8EP/5Yis5PmCCVsik3iPfdd6CqlFqqPpg5cxmWLJmuctp44QVvPPyw8WBNr1YiOKuWwsO/xbFjvVRldE35A81g1AS6sLxTk0IZuKVlAmlVg716HcORI1GgCWCXlPipWhiUehk2my8CAi7K7Q5eXnaKk6I+gETO21TKWRkMxu1JbVrNjHC9xgEAHhMmfIUvvlC7hdFEsJcvFxQtBrQgvXPt9e23ymoiPeHhx3D8eC9ZV+699wQkJAiwWErRs2ceMjKG6iQJlDIDRnpKRpw+zVEddJlJSd1js/li3jyzylWMuCYp53ma9bb27xwdne1mgtcJTaLCtTOTUjtRRK9ex5CfH6o71sgdjcA+X4zbCW1lp83mi7KyOwyTDoSajuXuopxHq3NW8xQ1G5kYbqOtMDp0KBoZGbE6i/qvvtJbXB44MBjr18cjLS0Jubl9qdopDgeHkyeNN4dWKxATkwnn5EAQ0b//fxEfvw7ffGPDo4/+G0lJaYiPX4ekpDSEhJzG2bOdUVjoiXeBwWi8aMtI1e0Ezs1BZmYM/PxKEBhIdySMiDgqf4fGj9+EY8foWWeOE+DlZaeWrh46FI20tCSsXx+PNWsm4coVP1itFzFq1A5wnCA/PzY2U/5ZeV5WDchgMG4nrFaoxkf9WgfIzo5GYSFgNptV1d4hIacxZsxWjB37EX74oQIJCYJc5REZmVPNK7uq/BDlQBEgje9Tp5rk9RTZyCvH9OXLHfKm26i1wWbzNXzF0FARPK++d+aKWT/QqgscDg4FBVbV35EEkcjfcfz4F3V/56ysaN3c7gqOE7FqlT5gY7P54uef2xk9C8pq5+++623o1CcIwAsvOCAFT9WwzxfjdiU3ty/S0pKwZcs4iCJUY7my2KI2Y3ljhlUWeQhXZcM2m2+V6K0++3PggEgtewacH66JE1frIvxSKxp980qgubABHL76KgodOvwkb35JqZ3WsnPFiko8+yz7iDCaB9poPL3lQA+p3Fm6dKnhMRZLKTVDRyATSUWFt6GzmXZS8fcvRtu2V1TCqhZLKVq1uqmYhKSMJIPBYDR1airSrGzv37JlLGjVnPn5HKxW59ivzfbGxEiLfaWQr2vdGKPfiRgwIEvnaulwcKo2MxKoAkQEBRXiD394BqmpkgOnq9YGo4pvqxUqTSTmilk/uKou+PXXVtQgEvk75ufzlLUHEUmvvv0ckATXJ0z4k3wtJSXtsGSJFxYvTnLj+VVnEbSufk5MJiAxUQCwFIcPR8ktauzzxbhd0SeYpe/s2LEfoU2bq6io8IbN5guLpbRabbzaotzH1CcsEuAB1q9vodIT0paalZS0A23w5nkgOtrhspRaFHlUVJhVLgqA1Brj7z9AFrSdMWOGbPlNMmheXuWGttvbt4/Eq6+mwWKRHqNFQadMAWJj7cxhidHsWLhwIfz8fN3q7Teq3NHqDRhl6MjCzmq9CJuN9pr07yhpQSNjSnDwOQDODRJZwGVlDUR2djQ6d75Rk7eAwWAwGg21FWmWFuY3YBSkVybVaOucP//ZKTYtIa2xOE6sGn9FAKI8FvfqdUxu3QcEREbmIDj4LIKCpPIhsqkmKNvMaG0Jymtzp7WBRkKCgFOnljJXzHpC6xKmdBXr1esYPvtshO45pLL47NnOKCvTi6FLSOfr3v0Evv8+TPN7tXOZ1XoRdrsdf/jD5wp3P1dBTgEcxyk+5+Sc0D1HqlqSAkIWSymGDs1EVNRh9vli3NYUFARRg7xHj/bFmTMhqnE9JOQ0da3v5eWebE1jgwWLbpHCQmDaNG+VnpBWcJYuOCfijTc4REYKqv55I8Hp+PhK/Pvf++UKhMzMGPzhDzsQESEdRwJFgNQCd+edf1XonegnEGWEs6SkHcrK7qBuWPPzOWaTyWgWaDV9tNoV6u8J3VKW8P77LVUBYiO9AeXCjv6a0mYjNzdSNz5oK41CQk7LjiUFBUGqTYko8khOvgPTpvkyzTEGg9GkuFWRZqM1VkxMJqzW++VHaIt9miYLwCMi4iuEh5+QAzVKF8shQz43dLWkO98atyUUFd3QaOepgw+udCSJ7pPdbncpxsrwHDSXMAlJb1Ry01N/xkgQydWa3AmP77/vQfm92rkMAObM+aciUAQX5xRw8GAljh/n5Qo0nhchisogqfJ6pe+eEvb5YtzO5Ob2reoc0JOfHwptR1BSUhpFO4zH6tWT0adPeb1csydhwaJb5Mcf9YsNbakZbYOYmirgxRdb4Pp1dVmyzdZGJXZNWkz+979KaqsK2UAqsdl8MX++t2IS0NtxcpyACxcCsGHDHw1Lr91pdWMwGjN2u12uAHr11ffkSjqCso1h69axmu+MgAce+FznNCaJWram6g1oswjKiiJShaStDMrJ6Qcp6ycovov6wG1BgRWHDwfqMtcEZZk7g8FgNEZorWa0dZTW6YkmiE3OdeFCR4iqpYqk7yY5TN4PwHixb7Rpzs2NxODBB+TxVDmuko0z7VpCQk4jKSlNDiYlJCQCMG4xO3KE17U2ACIiI7/C4MEHMH/+M1i48Cj1tdxt12N4DtpnVYLHgQP6QBEA3H//Xuzb96AbQR3nuWjrcWWgCKB/prSQgGO/fsPQr5+zAi029g/4v//TuglKCAJXJWBtxty5cxus9YXBaAyQQL9xeyc9BkB3KeYwbZo3XnhBSuy6krcgpKam3rIhxK3CgkW3SNeuNMcAfamZtk89OVlaQNBa2JKS0lQtJllZ0bhyxe52LztNEFv5YeZ5EQ8+mKkKPulLr0lFxDAwGE0VVy2iygCOj88Nannp55/H4PPPH8To0dtlx7ITJ3pSj+3R4zucPNlT8/25SNHIyITFYtMEfdS9z3oXNBFbtoyDq0WmySQyoWsGg1Gn3Iqj2bvvCtRWM9o6iuMEdOpkVzk9KVG3AukrNe6++38qsw7aYp/jBCxdakd+vhcWLzapfqdcX1VnZe+O6w2t+onjBAgCqLqVubmReP/9MCxc+A/D1yLv4YQJ9PeI4Xnoa34C7bMo4osv9JqlamiVRpz8eVFWmM2YMQNz5vwTJSXtDKQmnK6uAwZkIyrqcNVnVlrLk0BndLRoeB8mk4jQUOfjZrMUNGIwbkfc1TclkI4gIwkaQXAvsauUl2loPO6Gtn//fowaNQoBAQHgOA6ffvpptc/Zt28fIiIi4O3tjdDQUKxbt053zPLly9G5c2e0bNkSUVFROHLkiOr3N2/exNSpU9GuXTu0bt0aY8aMwaVLlzx0V8ZYrcDSpeVwOgaIkErNJmHRIuntJU5HW7aMw9atY5GfHwq73Y7k5EUKHSJntVBpaWvdRnLdOm/QnM1o/Y9+fr/o3DG0WCw26oZ3zJgtGDv2I4wZs9UgKspgNA2cLaJ6NwLiaEBcBy9c6OjCiYRTOZbt2RMH2ncxL+8eiCIQGfmV/P2htR5kZMRWOSnov38+Pr/Car1IcTI0FqIEpMlp0aJfG7Sq6HYb+xkMRvXY7XbMmzcPycmLVOOx1GomIjl5EdasmYeRI7frnGWMHCidrUBGlRqS5tv69fHo2tULy5aZqIv9MWO2ID6+EomJDkOXSe1ckZvbV3WcUXtZYWFHVbCK5oQ2atQO/O53RNRYjSjyOHNGfc2FhR11LlvPPgvmXluPEEFx2t9MgpaopQuiq49Rf9Y5TqpMjo9fh4kTV6Nt2yuYMCFFboFfvz4eq1dPQmjoj4rProBBg/YjPn4dpk9Pw9ChmXj99UTMnTtXF9Ql96F1E+Q4ASNGbMeaNfMwb9482O1NU2OFwbgVbDZfnD3bGTabrxzod5fo6GxYLKVVeqb65/G8iAUL/qRy6GzseLyyqKysDL1798bTTz+Nxx57rNrjz549ixEjRuC5557D+++/j71792LSpEno2LEj4qqaZj/88EMkJydj5cqViIqKQlpaGuLi4nDq1Cn4+/sDAKZPn46dO3fiX//6FywWCxITE/HYY4/h0KFDnr7FanD2MaekcPjySw4ZGbHy48o+daOy5PPnO1EzTbTXOnq0LyoqvGWRXZL9Wrz4VyQl6R0ZAGmB8csvbUDLgJw69VuF9asAf38BM2fW+E1gMBqcvLwKCIK6zJq0c2kX95mZMYiJyaxyLdR/Z8gx6s2JqPk/APDIybkXOTn9XGgZGesKkMogupMh/Tljx25BUFAhrlxp2PYzNvYzGAwjaBXPytZZ0p6r1gIaQj2XcSsQQVQFVJYs4alVPUFBhTCbzbBa9VpDRHyaFghStv8breNIdahU/cPJ7TwzZ6ap7jEwcAhiYzNV60RyfV26CCCxcWcbndZlCyq3NUbdk5AgYOvWzw3XC9VDczzTVxJpK5M3bJACOkq9pB9//C2c6xAeBw8OQtu2NtkQQ4m2QighwS63pXl52VWuqwzG7YqyapV8F/X6QwTtPlpAVNRhAFKCYPRo9fM4TsA77wiwWlugpnHYhmwH9Xiw6KGHHsJDDz3k9vErV65EcHCwXGrVo0cPHDx4EIsXL5Y3DIsWLcLkyZORkJAgP2fnzp1Yu3YtZs6cCZvNhjVr1uCDDz7AkCHS4uK9995Djx498N///he/+93vPHyXTgoLgeef94ZRMGfXLl73O5IxckYd1TonnTqdpzxOh2xMpeOlDAbHCUhLu2G4+eU4EV988SDlmjl8910fxc9SwKtFC+DFF6u9FAajUREaKlJ1hC5f9qcu7gMCLmDSpNVYvXoS9N89mmsap/m/+nFjLSMjOBw/Ho6BA7MNBFs1R1dNYuHhJ904d91zu439DAbDfWhjmrZ1VqsFZFSCT28FcrbfaMdvQeAQGfm1bCSgFY622+3UYNXZs52pc0VBgRUWy0nD+9IGqyZPFvDAA5WyuxRpbTt7tjOKirgqbSXICQlnZZU0ppGKItqa0GSC7LbGqB8KC6W/Ve0DRXpIJVFFhbkqcOOtqySjiVFr1yGiyGPbtpEwm8sRFFRQ7dXQ9LcYjNsVrYC9UrB6+nSnRAwpqLj77nM4f/5ulcyE1H4GVRKkoMCKX39thTvuuInY2Icb8A5rR4NrFmVnZyMmJkb1WFxcHJKSkgBIk3hOTo6qXIvnecTExCA7W5pgc3JyUFFRoTpP9+7d0alTJ2RnZxtuGMrLy1Fe7lQlv3btWo2v/8cfjQZwAs1pQEBGxgrq7zkO8PW9Ts00GfU1SzgnLVHk8cILrcBxtMmMBJXcneQ4/PWvwPjx7rmSMBiNBW22mHz29++/H7SqugsXAjBwYDY1E0BcTmrStyzBIzr6kGJy0b+ucrEnfeeBgQOzNZkMARwH+T7UWgROmpLwaVMf+xkMhvtojT5MJhHLlztQXFzzjSpp/ydt/GSRHhBwAV5edp3mG8eJCsdJ6VitphC5RqILs3DhQsOg/datY2G3S7pE+fmhKnFtSfdRnyDMz+dgtUoHanWHRo7si4EDsxEeflxXWWVUUQRIATNicc6oP06f5lysBdQVxxwnwhk8dCZ1lRhrHOo/S+7BY8uWceB5ET17cpg40f1nkjWEl1c5Kiq8MXPmMtU6o6GFdhmMusTItKqgwIrw8JMYOjQTUVGHcfhwFLKyonHuXDA5Cj16nFQZVBGTBYulFPn5LfGf/4yAKPL4+GO61lx12ngNSYMHi4qLi9G+fXvVY+3bt8e1a9dw48YNXLlyBQ6Hg3rM999/L5/DbDajTZs2umOKi4sNXzs1NRXz5s27pevv2pW+OHCi3xxKArdS1opWdXTiRBjCw48DcGaaeF7EvHnlmDPH7OaGlde4g0gMHvwl9u9/wI3nOxEEVDkj1OhpDEaDExFxFP7+xfjhh65VQSLjaqDMzBiEhx9XZQIA4NKl9opAEa31zBiTScTatX2wapXUenDhQoBqMqGVopPrAFAVICL3koPg4LMICiqsVmRVKR7bWGnqYz+DcbtS26C0snonJWUcgoO9QKuqVy6aAVBfKz6+Evn571At7N9+267Qg5Q26EoNyMzMGNx99/+qqjeAqo5WGbPZjJSUFMycuQzR0dnIyoqGNiG3fftIvPTSMMyf7wXa5l/b8kacZbUaR4LAqVrblPdRVMS5cOERsH9/JQYONNe4nYFxaxhVLQ8fvhM3brSCw2FCYOAFmM0V8PMrwfHj4Zo2djWDBn1poHFIW2uQhX316w+iaRUXR1+/a9vSVq2qxLx5vGqtYyTYzmA0R4wE7LdsGYsLF7LlFjPtnABwyMsLg7KAgyR/w8OPU7XmHlBsxWkmCe5SH0niBg8WNSQpKSlITk6Wf7527RqCgoJqdA6rFXj77XIkJprh/OA4B9levY7h2LFeukgjYFy+vGfPMGRmxuGee76VN4qiCLRti6rWMm3FkRF6682//30gBg/Wl29Lm1L6OU0mIDTUnXeDwWhcKAfg6lC630j/ncShQ9E4cGAw1EEmAf37H8GRI/1Bq9wjFUAcJ2D5cgGBgaJ8zuDgc3L22MvLTm15o+kqSVpI/ZCbG6lbuNlsvigoCKJORkaLxNsdT4z9DMbtiFLPYcMGAaNGbcP77w+RW8ZcWdyT4I9yXaLNpqrHbGclhjIAbrfbsXDhQlgsULV0+fn9gtdfl5xm8/OlAH1ZmU+Vk6QTpabQhg0C0tIqXN6nkQD1kSNmCIL2cQ4DBmTJ1aRaZ1kjjaMTJ8LQs6faGj0/n6fOXUo7dEb906WLGStWVGLKFOdc36vXMblygPx9unWTHFRdBYoAEfv3P4D9+3+Pnj3zqO3uZJ9AqvG2bv1ccU7XCSyHw71kr7b9RquzqtTpYjCaK0T4/bnneKjX5jyysgYiOzsa0dHZoAfw6UlomqGUUmvOyCShqOhGtdf7hz98ju3b9Q6jnqbBg0UdOnTQOddcunQJv/nNb9CqVSuYTCaYTCbqMR06dJDPYbfbcfXqVVWGWXkMDW9vb3h7e9/yPZAMF6lEaNPmqkoobsiQz+Xs1+zZCVi6VAoWacuylYO9IHD49tvecA7YHF54wRuPPmqDe4EiQF0K61xcvPaaAykpJqg3wMpMiXOBZjKxMmdG06SwEG4HigC9fobN5lul+aV32vnqKxIoUpaVCxg9eocqc96tmw+uX1c/W5k9NhI2VWfCnWgXbq6CYe4uEhuK5jD2MxjNEaWQpjL4Y6Tn4GpRqw+6OIM/f/iDgI0bnb8bNEjb7usc15QBcGUlkDYj262bgIQEQaUNRNM3Ui7Mk5PvwLRpvvK4rN8461uITSbgvvv0WWiTSURU1GFERR3WVD1JgR1XScKMjKGqZEBIiECtYJk4cTWs1ouw24c0mODp7U5CgiCLQyckPI4HHuil2+xJawFXtttqc4wTJ8Kh/5yJSEiQtIzmzHkKVitQXJytSjpJldP0jgF3k72uRONFkUdOTl/4+//cJFrcGYxbISFBQGbmJ7okA+DUIqV3BugDtmRvr9frc2rNGSUQjhxxvXehVanWVZK4NupsHiU6Ohp79+5VPZaRkYHo6GgAUplkZGSk6hhBELB37175mMjISHh5eamOOXXqFM6fPy8fU5eYzWZYLKUIDz+J8PCTsFovIjj4nLzwIBUFNH2Rtm2vYOLE1Rg6dBeM9YgkHA4S/HHXws8p+Kjs0Y+IoH2gOVXbWmxsBuLj1+GHHyoadSsLg2GEa10BNTwvYsmSctV3VBKpoz1f1GxmRIwd+xGmT09DRMRR+ftOs31W2nECkjZRbGyGzk45KKjA0KqTVEBpJwotjb0isDmM/QxGU4DY19+qFbaRnoPW4p2gt7h3Gn4IAof0dF71uwMHBrscs0kAnEDLyE6dapKt5EnV0vz5dpW9OG1tVVLiJ/98+jRH2Thz8jmkJBrQr5/aflyqJnXg9dcTDdd9JEmotixXB9/I/BAYKKqO5TgpIWG1XjR8jxj1B/kbv/fev6ibPSmYUw5n6xhBwODBX8DIGIccTyqJyJ5CuQEkr335cgfs3/976vVJmlbubRxJ+w0dqfppy5ZxCA31wpo11Z+PwWjKuFqDAzwGDMiGci/OcQK6dv0B2u86cd1UjuNk/iDfS5JA0PKnP7VEbm5fw2ukBZm0c6Sn8Hhl0fXr13FacaVnz57FN998Az8/P3Tq1AkpKSkoKirChg0bAADPPfccli1bhpdeeglPP/00Pv/8c3z00UfYuXOnfI7k5GTEx8fj3nvvRf/+/ZGWloaysjLZIcdisWDixIlITk6Gn58ffvOb3+D5559HdHR0o3XD0ZZaDxp0gJpt0lYcBAUVGohfa5+jzlgodVDo/daS7aby+KSktEZblcBguMJut2PXrmXguCQ3AkYCnn56NZ56ahxefdXZEmGUAaZVGvn4/OqyRNtm81W5KCh1AOjCpjC06uQ4AX5+JS4zlg1REcjGfgajeUPTc9BavAPOyqSzZztDEOJdnJGWIDPWgzOZgE6dnFVPBQVBlMUyh/x8Tldx5EoAW1tVGhoqUu+TuFXNmfMUunSRqq2UFSZ+fiVISEh0cb8SRLvpxIkw7NmjbiUTRR6xsVPw0EOtDF3aGI0LutMf0L37/yElxRkgVfLb3/6IgwfvN6jm4RAXtwvvvDMEVitUul5ETys1NVUOltIqHEJC8rFnTyf5c1odpP1myhS1ZhG5HvnMImtxZzQ/lNW0M2bMkIP6dHMBEWFhJxAVdVjuKLLZ2lQ5JOo7epSuaGQcLywshd0+Qz4jTRtPqWdHw2jcqYsksccri77++mv07dsXfftK0bDk5GT07dsXc+bMAQBcvHgR58+fl48PDg7Gzp07kZGRgd69e2PhwoVYvXq1bJ0MAE888QT+8Y9/YM6cOejTpw+++eYb7Nq1SyV8unjxYowcORJjxozB4MGD0aFDB3z88ceevj2PoLXDdGbUnAMyz4t46qlKXcWBxVIqVyPQK4w43HvvEdBK4UaPTobZbJZdolxl2khW5FaykAxGQ6J1qTGGR0WFGR980AppaUlYvz4eaWlJyM8P1X1PBg3ar8sAkOCNEevXt8DixUnIyhqoK1MnGWSSJZw//xn5eRERRzF9ehoGDDikGwcAoKzsDko2QsDYsR81SEUgG/sZjOaHsirJ39+OpUvLdeMRrYoSkBazxtUKgL7iAlBW8Ch/r62SyM3tiy1bxuiebTIBd9wh6iqOMjNj4OdXAqv1oq5aZ8kSyRmRVH2SjbP2PmkVHoBx9bgrLJZS9OyZR51PunQRdMe6c37mVFV/EHHolJQUXbWYySQiNRV4+WUT6Nssac2xdGk56Ot4EUFB52G1Ol9n7ty58t+WPDZqVLJBwojDmTM17xVLSBCQlJRm0OngpK6qFxiMxkRExFGMHbuV8hsOFRXOjqKgoEKNLpnU0TNx4mqVvihtHM/N7Yu0NGl/QIPsxWnQxh13Kwlriscri+6//36ILnZo69atoz7n6FHXSvuJiYlITDTO2LRs2RLLly/H8uXL3b7WhiA93UwVtdUOzIIgIiWlDO3br6VmlAYOzMadd/6ETZue0jxXxPXrPqD1PYeGOn9WRjm9vOxYu3ayLovmagPMYDRmiF6R+ntGF4LkOAFeXnZMm+at0+JISkpDUlKa6jvYtq1N51pgtIgvLASmTfMGbeGlFNQ2wmIpla06yXc1L6+nRgBWncWQWmEfqdH75QnY2M9gNB2MdImqQ+lC5uVlR0WFN4qKOJUjC1msWiylWLpUawBCENG16w/48cffQjsejx+/CZs3P6naCAuCiAcekISojSoqiJV8WZm+BVk53mqzvMCfZV0lYjeekGBXVQzVRUWPVrfSGXwbIh/TmO2UGU6Un6k5c57CuXNmQw0gkwlYsOBP8Pe3Y9++rRRtFGkzWh1Gzk2A9HnPz+dqrC9Egph79gyFUT1BY29xZzA8BWlH07pbKvfH9Cp/vtrvMHG71MpaaOdDP78SQ2067bjjbiVhTWlwgevmjnKiT0xMRGio3maVDo+CAm+dlSoglcgtXLgQZnMl5Vwcvv++p+YxEQsWOGC1qv/c5NwpKSno06dctpo1mUSMGGG8AWYwGjt0vSIp2t+16484fbqranFeUeFN1eKIjZ2CI0feVH0XXLUFaF1/XIlGAgLKynxgs/kankOpe5afH0opiZUml8jIrzB48AH2nWUwGDVGGzgCnONQUZF+/CLjEVnobtggQhSngwhXv/OOQz6WBJeUbbhKZ9hDh6LlrCxZe5jNldTF9/z5HyA4+BxKSjpTKyrS0yvx1FNeOHNG32qvXeArBbCViQKlrTFt/VVT1LbGUkWI8v2mzydSsEgpDs4szBsvyjmbVJ6ZzfRADgloWq2A3U7fjJJgUnXxW2PnJukcPXp43cJd0dctyutnMJo7RgF95bxAawdzp+CC7napdj90Zy9O5qm6/E6yYJEHUPYQE2w2X+zfPwg5OfeC/PFLS0UY2dNroekAaKFrqlDPht/9zvWfevJkXraaTUkZh82bj8r3xmA0Nei6XADA4/TprrL2BFmc22y+VH2ib7+lL7ZomwitRkZIiB0PP2yU+ZNaP7dsGafaBKxf34K6OTDWJgAADrm5kRg8+EDN3iQGg3HboA5auD5WGaTYsEHAqFF9VUEKvbC0c3wTBA5Tp5pkdzFica+skCSL6LNnOyM8/Lis2fbii49g69aj1PFYufi+cKEjaBnY3/1Oqmzs0sWMt9++KSfAjCpAbTZfnDjRUzc+K22NawKp0CLt+8o5wZWtsTJwdfZsZxQVcfDxoTvPKS3MFy5cWONrZHgWWkAPoGkACRgwIBvp6f1U2X/tZrSmeoNEM0sZjK2tZiFpb/viC2DxYv3vBw/+Au+9N7DOqhcYjMZIdbpxRgElQJrjjKpCaW6XSm085V68oWHBIg+hDBjl5vbVVQCIIl+Ng4AAjgO1FLmwsCPOn78b7dr9DLO5Ev/7XyUA/QfUCG0LGi24Rc5nsZQa6g8wGE0FostFE6cTRak8NDj4nPyYxVKKmBitcDyHWbOkTQ8glZq++OLDWLt2LQoKggBIWUGyyNdqZLzwgjcefli/YIyMzEFubqRuE+DvX4z58/WtcNXb70rHFhRYUVJyQ65qYjAYDEC9oSVBiwkT6MdqbeNFkce2bSNhNpejsFCyracJSytxODjVeETGSFJ9oaxKImPi4MEH5LWHq2yuzearEBIliIiJyYTVer/8iLJdjrbAV5uMaNv2nbbGgLPaqiY29a5sjf39ncfQ3pP0dBHJyXTnuepalxn1B+27sn37SBQWVqJLF734uZT97yc/nwRnrl+/jjlznMnabt18qn1tZXWaNhh7q+0oRkL2kZFHYbUOrHULK4PRGFF+no0g++Np06Zh6dKlut9rA0r5+aHVVoVu3vwPjBrVVzfPEbfLxrQXZ8EiD2Oz+RqopwOiCHCctrpIRGTk11i3rivWrtXqEw3BJ588jG+/7Q2l1kp6uoiRI6VMH/mAFhRYsWXLWMrr0lvQlNjtdl2GqiZZSAajMUEG/pAQXwwf/hk++2wEaD3A2navgICL0JZeOxycKmOnbLeQziVi1KjtaNv2CtWV5/Rp/YKxpKQdcnL6qY4VRR7nz3cy3BxUX0UoYOvWsfKE062bgGefrc27x2AwmhPaDa0gcJg8WcCJE8tgseiPp9vG89iyZRw+/ljE+PEcVVhajXo86tXrGI4d66XQWeOgdGvNyemHnJx70bnzr/K4HBJyWqcXBxjpQ3AICLiguwrlcwBg/vxnsHDhQl0gR7m+8pSTpCtbY39/vSOu8j0RBA6LFtE37ExLsvFAazOX5nKzvG52t5XRE8laT7Sj2O12rFmTipEj9ZtYFqRk3O54eXnpWokJygpRbfJYWxVKaCpulyxY5GGkRQl9Q8fzwIwZdrz1lhnK6oXc3EgA13STSk4OrwgUAcqFBPngzZ6dUBXlLETPnnk4cSJc86ocIiP1kw/JaADQOZ4pW2FclU4zGI0V7UJcCtI6Fz3azPaAAdkICzuhC8jwvKjQ2QC0baSiyGHnztH48ks7NmzQt7H9978OfPllKiwWqL7btE1Ap07nKS1rkvi2vopQubmQ/q3Mbk6dymHECGZty2Dc7hhtaInDilaXiGYbTxAEDh980AJ6PRNnZTR5rnI8Uq9jjALeHJKS7gDgOhtr1IJGC6Io9ZBIazBpPaMFnIhdeZcuZtyKEazZbMacOU/q5gQiDEwMGNTCpmoEAZg+3YG0NF63Ya9NpRPD89AqcGoj/qyszKlNlU5dfB70wrmjAYwGoN8zMBi3O0RLGKAnCoyqQpuKgQELFnkYLy9ihamv8HnjDQ5hYQLeeku/cDt71iT/TD48drsyqATdc8hiz1U5NSAgJMT9TIXN5qtqhVGWTrONJ6MpQFuIi6JkKR8UVAgAcjCU/D4rayCys6NVGXCTScS0aQIWLzZRX4fgcAC//sq5bGNTTgLEIUirp2G1XlQ9Ln2XeaxZM0neNKkdfICSEj+Ulfno3FRIVRP7zjIYtzdGLSUXLgRgw4Y/ykmhBx+Mrqqu1LbOatGvScaO3YKgoEKUlPhh8OCxmDixdbXPoSGtO/RtuIC0APfyKjdsQdMutNPSWqjGY1Hk8fzz3iDBKFrAKSwsD1brENBQJtjcedxqBWJiMlXi3aRiac8emgGDGpMJSEwUANStI5sn2L9/P9566y3k5OTg4sWL+OSTT/DII4+4fM6+ffuQnJyMEydOICgoCLNmzcKf/vQn1THLly/HW2+9heLiYvTu3Rtvv/02+vfvL//+/vvvx5dffql6zrPPPouVK1d66tZcotUlclWV5qpdy+gzVB008XRPoqxUUlZSzJgxg3UfMJotRlIt7uKu4LVW57QxGxiwYJEHee89aWOnt78TkJoq4MUXW+DUKbqgVXCwA7m5tMCPNvjjfI6fXwkuXzZTyqmd8DxXo0xFTMwULF6sF3tkG09GU4HuhMbjwoVAvP/+I9i3j8PixbQ2UR7HjvWSxeXmzHkKZrMZS5bQs+wEom9h1MZGyyYY6WnEx1fim282YM2aSYYlrNrAE00MVqtTxmAwbk+0G1qOE1RBDEBKCpHACnEzS0pKw6lTXfHZZyOhDc5ogyxt2lyVs6P9+1dSzQK0SSx1KxodUeR1Lmr6RByHv/zlAcTGDpUfKSwE5szx1p1fGYzStp552gH2vfd4xXssYMECARMnSkvusDAvahUpqc5SBh2UY74y4NCYqjvKysrQu3dvPP3003jssceqPf7s2bMYMWIEnnvuObz//vvYu3cvJk2ahI4dOyIuLg4A8OGHHyI5ORkrV65EVFQU0tLSEBcXh1OnTsGfiD4BmDx5MubPny//fMcdd3j+Bl2gbDPXagXVNgjkDjQdMk91AFRX7cC6DxgMY2iae2+/bcfPP6tdj91tVaNR3xVJLFjkIbS6AGQhcs893yIm5nMkJycCkASraMKNgYGDXPTRaxdazkwa3XrPiSDUrMKAps7ONp6MpkRoqAjapiI7OxqFhZUunNLU4tfE/lYrUC0hPVdpI0vLJphMoqHGBG0TYLfbUVHh7XYJKzmPdkxZvlxwqVPGYDBuH5QbWi8vO86fv5vahgU43cyGDAlXVPE4gypPPSVg40ZOpUdEgtscJ6Bz5xualllRd44RI3bgxo2WyMiIARlLpVZh53VICKo2YFq7ltRepq6e/vFHfcswHan1bMmSQTrXmVvZ6OvXgzxmzeLwf/8nrcVoAbxRo3Zo2n7UrXBGlSnKTUND8dBDD+Ghhx5y+/iVK1ciODhYbtvo0aMHDh48iMWLF8vBokWLFmHy5MlISEiQn7Nz506sXbsWM2fOlM91xx13oEOHDm6/dnl5OcrLy+Wfr1275vZzjagP62olNB0yT3UAKINQPC/in//kYDY7g5Os+4DRXCFj6cyZyzB//jO3dC5tJ0B8/DNQSgPXpFVNi7a9uj4qkthuwkPQdAEADseP90JMzOeqR+mCVoMMhRv1cLBYruLs2c64/37jjS/gfqCHfEkAsI0no0ljtQIDBmQjK2ug6nFR5JGfzyE21gsrVlTiuecA/eZD0ghSohWoBoCCAmlV9MYbj8iLepoF7vLlDhQX1yzq724JqxLtmJKQkFij12QwGM0bKbkU6qJl3YnDwakqj4g22pdfVqJfP+DOO5fJgSdtFWRSUitMnFiMhx7SmgtI59i79yb27ZMWtuHhx+WxNCnpEQwa5FUVMHLiKhnmbOEdpnqc1npn9PywsDwEBt7n8riaQlsPaluDaU5ZAGoUdNBq8/n7C1DEURot2dnZiImJUT0WFxeHpKQkAFJgIicnR9biAQCe5xETE4Ps7GzV895//31s3LgRHTp0wKhRozB79myX1UWpqamYN2+e526mAaB/vm69A8BVEMrfH7LeV128NoPRkGhbwkJCXFduutOq5krc3t11vraC6NChaF17tbJdu65gEQAP0bUrzenMaWlNh0NpaWuUlLTDlSs+WLAgHunp6gUOz4sQRVHzgRJlp5H0dBH/938CNm4U5AUDrZTZFdpy1pEjoXIhYRtPRlNA2VMfFtYRWVkDoG2XIBloslBXtzioNYKU6Nu/TgIArNZH5MdsNl+0bXtF1cZmtQI1bXumBZ3caZFw13WFwWDcftArlwn6NjFaK++1aw6kpr4pC/afPduZmh1VBpC05/jkkxZo21b6SRqzpLG0rOxRSjUQ7zIZNmbMFrz//iO6ihtSufPcczyMBLXrovWMQBc+1ifubmXMpmnzpaRwaNECePHF2l55/VBcXIz27durHmvfvj2uXbuGGzdu4MqVK3A4HNRjvv/+e/nnp556CnfffTcCAgJw7Ngx/PWvf8WpU6fw8ccfG752SkoKkpOT5Z+vXbuGoKCgWt9LXbaaGeEpYW0troJQO3fyCq1HfStqp06VAGouzs1gNDTasVQUebzwgresNzpt2rQqIyk1royiqoPWEaB1HFS2e5L2caka19iwoq5gwSIPYbUCf/+7AykpJmj/kFu3jkVMjNPKmiZITfp+tWJ5S5aUY8+ePToXJKXWwAcf8Jg48V1UVJhVwrcpKePQrZuPy+umZRK2bx+JpKQ0BAefAyBlYlyJ8zEYjQny/VK2PpCBOD39qJyttFhKMXRoJsLCTlA1ggoLK90WblQGXJ3Z7trfA82JxG4fxtxvGAxGraBXLktwHEACRDRNI+kYAV26CDhyxPk8WnYUEA1fBwDeftsLTz/dERUV3iq9BZoLm3qBrD4nxwmyYQGNhAQBX3+9lhK4EjB27BYsWDBC13rmKWhtZq4qtGvqZmW32zF//iaIYrzmNxz++ldg/Pjbo8rjmWecrSL33HMPOnbsiAcffBD5+fkICQmhPsfb2xve3t71dYl1Qk2EtWuCURDKx4cus6FcW2mr+xiMpgJN51SpN+rl5SU/7sl9MK3LiFQSeXmVq9o9RZGnzoNA9Z0HnoAFizxIcrKAzz//XPcHVVpZA62xY8cozaDrLPf84QcBSUlOsTx//0r8/LPzA2XkfER0VkgE1GIpRWBg9S5oRra6J06EoWfPPFapwGhS0LPnAiZOXA2r9SL1OUYaQfn5nCpYZCQopw24KoNNRq4o2nPSHEVqq4MwY8YMFthlMBgyZrOZWrlMEEUOw4fvgMPhhaCg87BaL+LhhwfrHBsDA9VOYfn5oaq2MVp1tRZB4FQaR0RvwWoF1SUyIuIowsOPq6pAaVlYGlbrRWqVZnj4SQQGDle9P56uDtG2mXm6QlvSKNJr8wlC428J6tChAy5duqR67NKlS/jNb36DVq1awWQywWQyUY9xpU8UFRUFADh9+rRhsKi54EpYu7YYBaGuX6fLbMTF7UJYGNknsGARo2lC0zF1pTdaHbTgf0VFBfVYZXWptq1Y3yZOq7Slu4F6GhYs8jADB2bDYrEZWlmLIm3QJccA+fmcxq5S+h15zGbzpZY31/ZDTe/tF7FnzzDs2TMUAwZkIyrqMKsuYjQJ6NlzHo89NgFHjrxJfY5R77BSNNWVxaVRwDU/n4PV6jyHMjBktarPSSoLJ0yo+T3PmDFDFgplMBgMJcr23KVL/4rERDP0VToi/vOfEarx7f33aY6NzmBRYWHHqgpOZWIMcKWFVHUU1QEG0LtEAsDZs53h5/cLhg7NRFTUYdX1uLMmUWZvU1LG1Vk1EY26bA22WEoRG5up0q8APNOOVNdER0fjs88+Uz2WkZGB6OhoAFLwLjIyEnv37sUjjzwCABAEAXv37kVionHQ7ZtvvgEAdOzYsU6uu7FRF8LatCBUYaF+n0D0vgDpO0pLeDEYDY1y/jOaL6xWqKppOU7AkiVO97L6aDXVJ7rp7Z733XcABw8OkgNKsbGZGDgwm3JGz8KCRXVAUFABJUrpnMCNhBeJBXdWlvG5LZZSVfZNK6Jb03I5bSZB/eHkkZU1ENnZ0ToNFwajMWIU+NG2TyihaQStWsXLmTpaP7Nyg0MLuCqDTTabryornp4u4rXXHKpzksrCBx7w+FvCYDAYAJzBmMOHo5CVFQ0S6JGCPOrxrajohrwZVbo1AlKge9s2daBIojpBabqu4+jRybLjEnlNowB9bYIv5JzuVFs3JcLDj6OkpC1ycyM92o5UU65fv47Tp50Cq2fPnsU333wDPz8/dOrUCSkpKSgqKsKGDRsAAM899xyWLVuGl156CU8//TQ+//xzfPTRR9i5c6d8juTkZMTHx+Pee+9F//79kZaWhrKyMtkdLT8/Hx988AGGDx+Odu3a4dixY5g+fToGDx6MXr161e8b0MzQBqH0+wQB0dHZOH48XN5gk4TXxIkNeukMhtuQQFJubl9kZjoremJiMhEfPwBz5hhX/tcU5d6c1qVgZHBF9jPEebQhAkUACxbVCfTNp3MCpwVnjCb51q1bqxTXSXlbfn6aHPmvjYiuEpJJOHEiDHv26EtJyeJx5sw0vP56IqsuYjRajETjtO0TWvQaQc7POK2fWSkoZ2SDbLUOw3vv8Vi8OAnKTZUgcHj5ZZNu00QqCxkMBqOusFhKERV1uCp4TR7VB3BmzdqJ8HD982kVRYpnUs9HWLKkEklJLaoV5tVmWZUBek9V6tSnMHFdVGVrWxYGDDiE9PR+HmlHqilff/01HlBkOoiAdHx8PNatW4eLFy/i/Pnz8u+Dg4Oxc+dOTJ8+HUuWLIHVasXq1asRFxcnH/PEE0/gp59+wpw5c1BcXIw+ffpg165dsui12WxGZmamHEQKCgrCmDFjMGvWrHq664alvoW1taYgktusM7msdE5rzC2QDIYSWkVPZmYMliypUBk/eSoQapQEMUp0E8McrfMouc7w8OP1IhfDgkV1hKvNp7LM08vLLjsnEQtud/B0+anFUoqePfOQmRlnoGkgbY5ZOxqjsUMTjVO2Txhh9J0KC/OiVg4pWz9pNsiFhcPw5z/rBe8BaWFFqz4klYXKzAMN1nrGYDCUuFNuT3Aldk3YunUs7HZnuy0gCfmvXj0J9ECRAI7jDDWLOE7AiBEizGZjYV5yzbTrUwboS0raYc6cJ5v9OsQoIEBzQsvOjgZQWa/XR7j//vshisZVW+vWraM+5+hR1y2BiYmJhm1nQUFB+PLLL2t0nYzqqS4I5XSPBbRrG+KcxoJFjKaC0Vwze7ZZZfxUXSBU+72huaNVlwShJbqJ1qqR8ygR4a5rWLCoDnEV0NH2st/K4Kr9kNY220Ba3GiaBoCICxcCZIc0BqMxogyyaD+rajFp6Tuj3GAZQRd95DFxYrLqOO13+vRpzlCfzGQCFiwQ8Le/QbVp6tLFjA4dXsa8ec4qpW7dJCdFo++53W6vNrjEYDBuX8j4UFQkjUdGLmbKzZ8o8ti5cxSWLx8NwI7k5EVIS0uCUaBo+PCd+OyzUdTXV1ZbuiPMe+FCR931cJyACxcCsGHDH93K9pLxUjnGN4TNeV1gVO2qNWVgMDxJdUHmpqCXxbi9Uc4HM2bMMJgLtT97JhDqKglisZRi3bpBePXVNE2iW8Ko8qiuXdAILFjUBHAnYukpiKbB/v2DkJNzL5yLNQ4ZGVLJG4PRGKHZ1//rX8NgNpuxalUltaSUtqGgURPnEZLVp4lCAtJjq1ZxmDBBwOXLeiFJrbMacVI0mqS09x0SYsfUqTV//xgMRvNDOT6kp4sYObIvIiKO6rKYERE5yMnpp3ouMebw9zfeKJKxNiTkNHbt0o53kk19UFChyjHJKJFmNpsxceJczJ+vFckW0a/fYVkfBWh+bS81CWTR3Hu0pgwMhicxdlR0LaXBYDRmtBU9gIDIyBwcPXpvte3SNcUoCaIM+BiZIhhVHtWXYzkLFnkQs9ms0heq7TkaOvNlsZQiPDxPt3AEeBw+HNUg18RguMKVfb3ZrP5dbTcZNW39pIlCDhiQLetK2O36c9Kc1ciGjfa6tPueNs0bDz/cPDZQDAajdtjtdsycuUwOFAHS2LJz52gsXz4aKSl2zJyZhoICKwAObdpckYWSCTwvIjTUVTWSpKlASuWV5htkMRsefrJG100bAwEOR45EQVvV5E62tzGsqWjcynVZrTBoWWD25Yy6w2rVf8djYjIREHCh2iQag9HYIFIORLqC6HHl5PQDxzkD8rcSCCVVvTk5ksaQNgkSEZHj9rnoEhv1AwsWeRh3KxU88Rp1cT5StSS1swjQLs6ysqJRWFjJSp0ZjQpX9vUtWtACMPXTW0/TMrJatUFYJzRnNZPJuWHTQrtvQeCwZAnw1lueuQcGg9E0oVUDkbHP3x/Izw9VBRx69TqGb7/tBaVL2tSp26pcyIwCFBflc//88xtISvLVLWaVGkrVVUbTxkApG6uvarqd217oGwcWLGLUHXa7HXv27IEojgQgjQ+tWt1EcPA5lpxiNHmUelxSAlbE2LEf4Y03HqlVIFQpZr1hg94JFOCQk9MPubmRbjuOKyuPaK5qdQULFjGoWCylGDAgu8rxQAmP1FQe777bIJfFYFBxZV9vNtMCMPW3yTAqK6VBc1ZbvlyA1Uofqrt2pdtRL14MvPACqy5iMG4nlLpsViu9GoiMfVqRZFHk8e23vcBxkF3SRJGTBTgBoG3bK7I7i1FmsybjHQ1aRSYtUETaeRvrGFcfFU23+l4zGDWBjBnO7yOPbdtGwt+/uCEvi8FwiXZepEFvs+bh4/NrreYY/fwqBZ9ohjdEH/Dy5V/lx6ZNm4alS5fq7oEEhmiuanUJCxY1MI3ZWSwq6jCysqKhXaitXm1Ct27Aiy82zHUxGFpc2debzTSBavUmozG1KtREH8lqBZKSBCxebFI9zlxJGIzbC6020TvvOKg6ByNG7IC//zDs26cXSQZ4aE2tRJGXy/OVYysxEJgxYwbmzPmnLsNp5NjozlirdYxdu3ayTgtp//5KDBzYONdO9UF9ZpUZDIAurA7wWLt2Mn73O84j1uIMhiehzYs0PC0gfe6cWTeXAnoXZILDweHMGbp4vDYwFBOTqdLvU8pu1FXXDwsW1RGuFkSNaWOqRdlGN3PmMtCioACHv/4VGD+ebUYZjQdayxcpy69JAKYxUBN9pMREB9LSOGr1AIPBaP5otcsEgcPUqSYkJHQ0qAYaRhVJBoSqyiL1Y+ryfLXd7/r1LXTGAhERR295naOsmtG7tHI4fpzHQG3h820CzcwhIsK1DT2DcavQx4zmJzbPaB4YzYvTpvnqAuzaxIrJJGLEiNoLSBt1O0ycuBpXr7bB1q1jNWt2EV26CDhyRH0em81XVwGckREDbRFHXbthGnsgMm5rzGYzYmKmgB4sAgRBqlxgMBoTFkspgoPPGbZH1FVvPdkYzZ07t94rBYnYKccJAFBVOcUWbQzG7YKRMP6aNZOwfn081qyZhCtX/FTjYpcuZqxYIcjjBscJGD16h2os4ThJlJ9m9/vQQ89j4sS5mDbNWxdIstl8PXp/MTEOcKrbkxb9hYUefZkmgXMDVLfvOYOhJSNDX3lIINXMDEZjwWheLCnxk3+22Xxx9mxn2Gy+iIg4iqSkNMTHr8OJE7/eUgCedDso1+VE4y88/KRunl2+3IHAQP2Xy6g9jjyXUNdumKyyiGFISIhgWDLnSnSXwWDUL0qx06ZQOcVgMDyHkSi0UTUQQVuNCUiLU2UlUmlpa1VlEeBcmBoZC9x77/Mwm708cm8pKSnUljlXLpHNGaP3XLkBYjA8DQlSGiWQWTUzo7FhZBhD5jqa7o9k5lBKDdzUFOX8mpIyDps3O4NPWoOChIRE0LwfvLzKodc6EnHffQdw8OAg+dpXrBDqdN3PgkUMQwIDRVVZHvnAVie6y2A0Nxpz6yihJq1rDAaj+aDVbNMHjpwBBVr5vZFg5pUrftT5nyxMaeYBADBhQgvcuAGPaZjQ2l9u14SVUXtDbbU1GAx3oAUpCUotNIAlqhiNA+28aDKJWL7cgVOngOPHw3TtXdu26RMqtwqZX2nBJ1cGBUTcuqLCG/oALYcuXc7i3ntzVMGmuoTt9hmGmM1mVfTTy8suZxuLi0sxb17jFuhmMBgMBqO5Y7fbUVycKtvWJyQ8jiFDWukCCl5edpw92xmFhVBpG9B0EbZtGwlpkUrOwQEQ8NBDOxEbGwfAuRh/7jkeSlUDT2uYkFZbZTDrdk1Y0cwcVqwQ8OyzyQ19aYxmDL16UcDYsVsQFFSo0ohkMBoLWr3SjAyn3pseycxh6NBMqjnDrVIbUwKa8DYgzeX1aXBw+820jBrBHDcYTRGlVWZdCb7VFG1gtSlUKzEYjKYDyVRGRgpYurQczz9vljOq4eHHsGbNJNkV5p//BCZMkJ5XUBBE1UXQw+Ozz0Zh1y7p+RMnSovxzMxPsGXLONWRt+LIqB0b7XY7a7VVoG0frOusMoNBq9IYMWIHwsNPNvSlMRguUVbwKAWvaWRnRyMq6rDH97tGRhCAc29gp/ShEeFtKXnjNHhYvXoySKXvqFE7PHqtNFiwiGEIc9xgNCXIBmPVqkrMm8dTN0UNdU0MBoNRn8THV+Kbbzbg/PlOaNfuF2ze/KQcECKVPw88IOk2SAtR91FWDvn7A0FBBZQ2Mc9rmLBWWyeuWhgYjLrASIOlMSbnGAwt33/vgCC4TjIYtWvfCjabL+bP95aDVEYagkaEhJyucikljziDXeRchYWVdfrdY8EiBhWt5SD5QPr7F6OiwptVGjEaFXa7HampqbDZfLFkyXSVVaa0qWFBGwaDcfuwfn0LuZIIEKCtFHI4gJwcM3bsGAUj0VpXkMohf3+67fCqVZzbQR0yfgP01naz2YyUlBT5GAaD0TCQIGVwsBdSUlIwbtwu+XtPknOe0ipjMDxJSIgA2lyoRKn/5imZlZKSdm5rCBo9n9425zxXfj7HgkWM+sfIcYMsPuur9I3BqAm0QflW2iEYDAajKWCz+aKgIAgA8O23Zkyb5qUot9cvNDlOgN3ugCDoXcs4TtSU6gtVmU3jyiHWJsZg3F4UFkKldeZprTIGw5MEBooYMCAbWVkDqb8nrZWeLoTw8/vllkwJ6LpFTog7aV1iHKpi3NYQMTs1aivebdtG4quv6v/aGAwjyKCspKlZupLWtblz5zLxeAaDUS3vvcdj8eIkbNkyDlu2jMN993kZOhcRoqOzER0t6sZLjhPw6qt2cJwg/zx69A6MGrVDfkyqHNJvCKWKg3Nso1iPMJMRRn2hXZucPs3pNrAkOcdgNEaiog7L85gTAWPHfoQTJ36tE6kVi6UUS5eWq+bUUaPcD0qRyl3ndQu6c9X1nMsqixhU3LHiBXgMHuzFyk4ZjQaLpRQjR26vdTsEg8FgNCUKC4EpU0xQt5JxIFb3dARERR2G1dpP56w1atQOvPDCEPzyy3JZQJksammVQ2QDqWwlYzAYzZ/cXP04w3ECOnWqBMACmIyGRykaXVFRoWuZJnNeePhJBAYOr7PriI+vRH7+O7o51R1sNl+0bXsFEyeulh3JAWjOVbdOhCxYxDBEKWaXkPA4HnigpS6LIJWdioiLYxtyRuOAtUM0LMuXL8dbb72F4uJi9O7dG2+//Tb69+9PPbaiogKpqalYv349ioqK0K1bN7zxxhsYNsw58ZWWlmL27Nn45JNPcPnyZfTt2xdLlixBv3795GP+9Kc/Yf369apzx8XFYdeuXXVzkwxGI+HHH2Hg7sIpStcFSBs6TpfV1DprSY8PoQooN6TANDMLYDAaD4WFwMsva4PUImJiMmG13t9AV8VgVI9yj6AM3NS1Np6RKYFRosVm88Xhw1HIzo5WBbaCg8/J56svWBsawyWkrDwykmgUacv3AIeDY2WnjEbF7dQOQSa4xsCHH36I5ORkzJ07F7m5uejduzfi4uJw+fJl6vGzZs3CqlWr8PbbbyMvLw/PPfccHn30URw96iwFnjRpEjIyMpCeno7vvvsOQ4cORUxMDIqKilTnGjZsGC5evCj/t2nTpjq9VwajMdC1q6QxpIXnRdx334GqcnUegIgBAw4hKSlNV2pPxktXi0+bzRdnz3aGzebr4TtgMBhNDZquKcAhIOBCg1wPg1ETaHNefVbHzpgxg/o4mWcPHYrG4sVJyMoaqJJ/2b59ZIPMwayyiOE2ERFH4eNTik2bnoIym2AyiQgNrbmbCoPhSYh9K3PqazgWLVqEyZMnIyEhAQCwcuVK7Ny5E2vXrsXMmTN1x6enp+Pll1/G8OFS+e+UKVOQmZmJhQsXYuPGjbhx4wa2bt2Kf//73xg8eDAA4JVXXsH27duxYsUKLFiwQD6Xt7c3OnTo4NZ1lpeXo7y8XP752rVrtb5nBqMhsVqBFSsceO45HiT/x3ECHnwwE5mZMYpqYB7Z2dGIijqssrpWBtSJ/o2ydD8lJQXvvcdj3jxnq1q3bgKefVZ9Hbda+cPstxmMpgPRNVUHjASUlfmw7zCj0aDUc/Py0ps5NCZyc/sqBOPpbeQ1cVHzJCxYxHAb8kFW6iFwnIAlS+xYs+YNAExskdEwvPcej7S0JFWpZl0I1TVWGkOLht1uR05OjqrKied5xMTEIDs7m/qc8vJytGzZUvVYq1atcPDgQQBAZWUlHA6Hy2MI+/btg7+/P9q2bYshQ4ZgwYIFaNeuHfV1U1NTMW/evBrfI4PRGCGtZAUFUuQnKKiQarcrijwEIRFLl7aQra7fecfh8tyFhcCf/2ySW91EkcfUqRxGjPCc45Fy/Gb22wxG40era0paXbdsGYePP2bfYUbTpSESFzabr8pZ0EhvsCYuap6EtaEx3KKoiKN8kAVMnLga8fGVDXlpjNsc52am4Us1b2d+/vlnOBwOtG/fXvV4+/btUVxcTH1OXFwcFi1ahB9//BGCICAjIwMff/wxLl68CADw9fVFdHQ0Xn31VVy4cAEOhwMbN25Edna2fAwgtaBt2LABe/fuxRtvvIEvv/wSDz30EBwO+kY4JSUFNptN/q+goMBD7wKD0TBYLKUIDz8pB4q8vMqpri9vv+2lsrqeOrUFJk5Uuy8qXY/OnTPr2k082XquHb+J/XZhoWfOz2Aw6oaEBAFJSWkYO/YjcBxANrjsO8xojFRUVFTbTp2b2xdpaUlYvz4eXbt6Yc2a+rk2WnJHS01d1DwJqyxiGKKsVtizp4LyQeZx/nwnFBWxFjRGw0HrnRdFXs6yMxovS5YsweTJk9G9e3dwHIeQkBAkJCRg7dq18jHp6el4+umnERgYCJPJhIiICDz55JPIycmRjxk/frz873vuuQe9evVCSEgI9u3bhwcffFD3ut7e3vD29q7bm2MwPIRSS8FV9a6yjJ3jBPTqdQzHjvWSf46OzkZW1kDVc4jVtVGVEK3dxGQCQkM9c2+08bu6a2IwGI0Di6UUhw8H6vYH7DvMaGykp5t1HQjr1g3C0qVLAeiLIoiB04kTi2GxlNa4c0a5h9a2dmvx8/tFYUhBIK1oAgYMyEZU1OEGk9ios8qi5cuXo3PnzmjZsiWioqJw5MgRw2MrKiowf/58hISEoGXLlujdu7fOxaa0tBRJSUm4++670apVKwwYMABfffWV6pg//elP4DhO9Z/SVYdRe5wWmUpE7NkzDGFhdyA3t29DXBaDIW9mtHz88Tikp7OWyPrizjvvhMlkwqVLl1SPX7p0yVBL6K677sKnn36KsrIynDt3Dt9//z1at26NLora35CQEHz55Ze4fv06CgoKcOTIEVRUVKiO0dKlSxfceeedOM2U9xnNDNJCqVx8AvoydlHk8e23vTB+/CbEx6/D6dOV+PDDgbqxsrrAD2k3IVVKJpOIVas8twmkjd+eDEY1R5SVX6ztn9GQ2Gy+yMqK1j3OvsOMxoTN5ovp0+/QdSAoix3y83lK0JNDSYlfnV+fxVKKUaN2yPMsxwmIjc1AfPw6TJ+ehqFDMxtUi7VOgkXMEad5YWSRqSw5JW0/RgtZBqOu8Pe3Y+TI7dA69bFS6PrFbDYjMjISe/fulR8TBAF79+5FdLR+MamkZcuWCAwMRGVlJbZu3YqHH35Yd4yPjw86duyIK1euYPfu3dRjCIWFhfjll1/QsWPH2t8Qg9GEoJex89i8+UlcueIHq7X2gR/SbhIfvw4//FDhUS2Sug5GMRiMusFsNmPUqGTQtpLTp7PvMKNxYLP54sSJntQOhH/841P555AQQde6bTKJ9aYRFBFxVJ5nk5LSMHBgdrUupfVFnbShNRVHHIZ7GFlkKhFFHidOhKFnz7xG8cFmNG+UbRkzZsxARMRRmM3l2LJlnOo4VgpdvyQnJyM+Ph733nsv+vfvj7S0NJSVlclzwR//+EcEBgbKf7vDhw+jqKgIffr0QVFREV555RUIgoCXXnpJPufu3bshiiK6deuG06dP4y9/+Qu6d+8un/P69euYN28exowZgw4dOiA/Px8vvfQSQkNDERcXV/9vAoNRz5jNZixYEI/0dK07kTODWlhYiS5dnGLYJSV+mDPnKXTp4l5lisVSCoultE7G0tpeE4PBaFhobao8L+KFF5g8BaPhUZon6B3GBHh52VUuoKNG7ZArdE0mEcuXO1Bc7Pk9rVGLGplnXTFjxgwsXLgQQP2JcXu8sog44sTExDhfpAEccbp164YpU6bgl19+MbzW8vJyXLt2TfUfQw+9zYfekpaWlsRa0hgNQlBQASUrwEqh65MnnngC//jHPzBnzhz06dMH33zzDXbt2iWLXp8/f14lTH3z5k3MmjULYWFhePTRRxEYGIiDBw+iTZs28jE2mw1Tp05F9+7d8cc//hH33Xcfdu/eLdugmkwmHDt2DKNHj8Zvf/tbTJw4EZGRkThw4ADTJWI0G6oT5iQVOtoKS0AKGOXnOxfJFkspgoPPNaogemO8JgaD4RptZSDHCXjnHQf7HjMaHK15gtPJG1X/57FmzSS8954zFKKs7vnhhwokJOjn08ZCfYpxe7yyyJUjzvfff099DnHEGTx4MEJCQrB37158/PHHspON0hGnR48eaN++PTZt2oTs7GyEKnaCw4YNw2OPPYbg4GDk5+fjb3/7Gx566CFkZ2fDZDLpXpfZJ7sHzSIzJCQfZ86E6KK12iwmg1FfkJ5fZVZg1SqOLVrqmcTERCQmJlJ/t2/fPtXPv//975GXl+fyfI8//jgef/xxw9+3atUKu3fvrvF1MhhNBWV2lAhz0khIEPD112uxZs0kVUuayQT06OFVX5fLYDBuI5SVgX5+JSguLsW8ea7F+BmMusa4K0a9Z506lcOIEYC/v3REXVbRegqtRiGR3YiLq5tOijoTuK4JS5YsQdeuXdG9e3eYzWYkJiYiISEBPO+8vPT0dIiiiMDAQHh7e2Pp0qV48sknVceMHz8eo0ePxj333INHHnkEO3bswFdffaXboBCYfbL7EM2CAQMOgeOA/PyuEEWgZ8/joLWk/fe/rASVUf9oswKe1NZgMBiM+kabHRVFHtu2jYTG30PGar2oEspkGkAMBqMusdvtcmXg7NkJDX05jGaM3W7HvHnz3NLGpXfFCNDuWR0ODsQLpboK3vqiuuugaRQS2Y26wOOVRbfiiHPz5k388ssvCAgIwMyZM6mOOGVlZbh27Ro6duyIJ554wm1HHGaf7Bmys6MVH1BJp0jbrwwAEya0wI0bYJt1hsdR6hXRaApZAQaDwXAHenaUx+DBXvjnP+lzbETEUYSEnKZqACm1EtylNs9hMBgMBqOh0HbFmEwihgzJRGZmjKbyVkRoKKer4O3WTWiQNrTc3L5y1RCpJI6IOKo6xs/vF3CcoKsgrivZDY9XFjFHnOaLkdvK889XgDlRMRqSxpINYDAYDE9Cz45WP8c2JQ0gZgXPYDRdlN9ZLy8veT3G1v+Mhkbp5PnNNzaEhx9HdHS2SmNr+XJJ8kZbwTt1qqneP8Pa9jIi7aLd2xDZjfqqIK4TNzTmiNM8oUUyOU4Azy/D2LFBzImKUa8QF4AlS7zkbADPixg5crsuCs9gMBhNEZIdfe45Htr8nnaOJUGX6qovGQwGw5PQ1mPp6aJh9SODURNqOqcpj7dYpODK5597KZzRBAwYcAhRUYdRXFyKWbM6QxDiVedwODiVMcSt4G51Lq0oQxR5lJT46VzSXFUQe5o6CRY98cQT+OmnnzBnzhwUFxejT58+OkccpdYQccQ5c+YMWrdujeHDhyM9PV3niJOSkoLCwkL4+flhzJgxeO2113SOOOvXr8fVq1cREBCAoUOH4tVXX2WtZh7AbDZj0aJkdOtWiSlToCqPkz7ABfVaEse4vVGWaSrF6gSBw/btIxESUkeNuwwGg1HPGAlXc5yAbdvSMGBAIqvIYTAYDYKRPXldi+4yGARlcCglJUX3e5vNF/Pn3wFRJMEfHtnZ0YiKOgxAKobQSqqYTCJCQkRkZdX55csYFWX4+ZVQj68v2Y06CRYBzBGnuaJ0PUhJGYfNm6UKDuZExagvCguhKtOkCayXlPjV/4UxGAxGHWG1XkRMjFNvwWQSMWLEDl22EWAaQwwGo35wCvCTdZhWPJh1GDDqF1oFUklJO532nyhKurs9e+bBYinF0qXleP55s1wMsXy5AKvVWTVXWIg6d/nW7qXVRRkNR50FixjNFxLJDAxU6yjUZ0kc4/bl9GmOop3lxFUUnsFgMJoiubl9FcKcAl55xQ6HQ0rWKDOqrMKIwWDUF3QBfiesw4DRGKBVDgEi9uwZhoyMoRg1agfef78S+fnvoKTED35+JUhISFRVzdVlWyUJSPn5/aLaS/v5lTR4oAioA4Frxu0NTVSzJlaHDEZ15OZykEqdlUg/N5YoPIPBYHgKfTUlj1de8WaC/oxGwf79+zFq1CgEBASA4zh8+umn1T5n3759iIiIgLe3N0JDQ7Fu3TrdMcuXL0fnzp3RsmVLREVF4ciRI6rf37x5E1OnTkW7du3QunVrjBkzRufEzKhb6AL80s91LbrLuD2pjYA6qRwigtDKdkkiIl1UxMl7WIulVFE1J827dWXcRAJS69fHIy0tCbm5fVXX0RhgwSLGLUG+tBMmpKj6RFNTU1lgiOFxCguBl182QV3qLGLQoP2Ij1+HpKQ0Jm7NYDCaFbRqSoeDQ0GBlblAMhqcsrIy9O7dG8uXL3fr+LNnz2LEiBF44IEH8M033yApKQmTJk1SSUl8+OGHSE5Oxty5c5Gbm4vevXsjLi4Oly9flo+ZPn06tm/fjn/961/48ssvceHCBTz22GMevz+GMUSAX+nKFBubgfj4dThx4lcUFrJEMcNz5Ob2lQMrXbt6Yc0a958bH1+JpKQ0DB26CzT5ijNnnHNsSkoKzp0z66rmSFulp9AGpIzczxoa1obGqDXr17eQy/M2bJAqOiIiGvqqGM0Zeskzhy5dziI4+FyDXBODwWB4Eq1YZ9u2ZigzoRIitm4dq9I1YDAagoceeggPPfSQ28evXLkSwcHBWLhwIQCgR48eOHjwIBYvXiy7Fy9atAiTJ0+WHY9XrlyJnTt3Yu3atZg5cyZsNhvWrFmDDz74AEOGDAEAvPfee+jRowf++9//4ne/+52H75JhhF7LNBsAdFIVDEZNUM6DM2bM0NnKKwXU/f2rP9/ChQthsQA9e+YhI2OoTkS6SxcByuJFUjWnFr32bFslbU9j5H7WkLDKIkaNIMKZEyfOxbRp3tVGQ43sDllrGqM20EqeiUYRqXJrbBF5BoPBuBWuXwe0mVCAU82/27aNxFdfsbmV0fjJzs5GTEyM6rG4uDhkZ0tBBrvdjpycHNUxPM8jJiZGPiYnJwcVFRWqY7p3745OnTrJx9AoLy/HtWvXVP8xbh3SNsMCRIy6oqAgiFJhW32lz4wZM1Q/ExFpUg1Hki3azy6tas7TbZWu9jRaUlJSMHfu3AbRJWSVRYxaYRQNjY2dgiNH3gQgtaJpv6QMxq1ABu8pU3hVRj0/P1TnHsBgNHa0FSRMnJhBg5bh1MNj8GAvvPOOo96ui8GoDcXFxWjfvr3qsfbt2+PatWu4ceMGrly5AofDQT3m+++/l89hNpvRpk0b3THFxcWGr52amop58+Z55kYY1VKfTlKM5sv69S2wZcsY3ePKSh+lSLTFUir/XFSknzfff38I5sxJ04hID9Edp6yaqwvjJqM9jauqIlK0YVSMURewYBGjVtx9tx0c16LaMr6KigoAbMJg3BractRTp/4pD/Klpa2xZs0kSpa9EgMHNuRVMxjNFxboqj+sVqhsfaXAEaCtNhIEDlOnmjBtmm+jKmFnMBoLKSkpSE5Oln++du0agoKCGvCKmj5k8wpAVc2olKqoSycpRvPGZvPF/Pne0M53PC9i1SoOViuwapXTtYzjBPTqdQzHjvWSP3sjR/bV6ZkSZ2/SlUALKimPqyuhdmVAqrG4n2lhbWiMWmG1QlXGBwiIjpZKf7XtQLciSMZg0CAlz/n5oVi9epKuNJVk2dlnjVFfsPYfhifROr4Qcc74+HX49lsbYmMzAAi65zkcHEpK/Or3YhmMGtChQweda9mlS5fwm9/8Bq1atcKdd94Jk8lEPaZDhw7yOex2O65evWp4DA1vb2/85je/Uf3H8Dw2m69KqqKunKQYzZ+SknbUqtr09EpMnEgXif72296qz56RaLRyfxoWdgdyc/vW7c0Y0Njcz7SwyiJGjSEZ5YgIICTkNA4fjkJ2djSysgaiRw8RojgdAAeOE9CmzU2dINnkyQJOnFgGgFUbMarHqNSSiN0ZxbyV4nfMupXBYDQViJWuMiP/xBPODOfnn3shMzMG0tinFr42mUR4ednlQBObWxmNjejoaHz22WeqxzIyMhAdHQ1AqlSJjIzE3r178cgjjwAABEHA3r17kZiYCACIjIyEl5cX9u7dizFjpPaUU6dO4fz58/J5GA2DzeaLEyd6GjpJsfUYoyb4+f2ia8PmOAG/+52k9WNkfKOEJhpNE8zevn0kQkI8aHdWQ4ireH21l7kLCxYxbpns7GhFRNf5BRVFHnPntgLtS0sCTKw8lVFbSkraUSqK1LDFCaOx01RbdJXVU3a7nbWheQhnllSaN0nQ+4EHpPdXKsm/QzHXciABI5NJxFNPCXJbLptbGfXB9evXcVqhMnv27Fl888038PPzQ6dOnZCSkoKioiJs2LABAPDcc89h2bJleOmll/D000/j888/x0cffYSdO3fK50hOTkZ8fDzuvfde9O/fH2lpaSgrK5Pd0SwWCyZOnIjk5GT4+fnhN7/5DZ5//nlER0czJ7QGwm63Y9y4Xdi+PalqbaYNZHvWSYrR/CHro/nz7Zg920ul62O1DgPgnqYfTTSatocgQaXGQmNp8WfBIsYtUf2GnfblFVQBJlYBwqgNfn6/gOMEzeePLU4YDUdNAz+0CpKmtLFXCkh269bQV9M8oGVJHQ4gP196jF6SzyEubhdmzx6CwYO9dIEmNrcy6pKvv/4aDzzwgPwz0QSKj4/HunXrcPHiRZw/f17+fXBwMHbu3Inp06djyZIlsFqtWL16NeLi4uRjnnjiCfz000+YM2cOiouL0adPH+zatUsler148WLwPI8xY8agvLwccXFxeOedd+rhjhk0CguhqtTQBrKJvgyD4Q7K9RHPi4iJyUBAwAWFro8ULCIi0c89x4PeaSAiJiYTFkupHHyx2+3UPYTJBCxY8Cc0gvhMo4IFixi1xmbzxfHjYdBu0KujZ888nDgRrnqMVYDcXrgjjqttP9M6G1gspYiJyURGRiycnz+2OGE0DDUN/BhVkDSVjf3tKF5aH6LetCypyQT06OGF2Ni5KCwE0tO1WVQBYWF5KCt7kLV+MOqd+++/H6JobJm+bt066nOOHj2qP1hBYmKi3HZGo2XLlli+fDmWL1/u9rUy6o7TpzlK8lgKZL/zzhCPO0kxmi+09VFmZgySktKouj4JCQK+/notVq+eBH3AiIPFclXXmm2xlGLUqB1ygJPtGYxhAteMWpGb2xeLFychJ6cf1IEiseo/OjwvolevbxXC2BImk8gqQBiGaEXoOnR4GQAQEHAR+kCltDj54YeKZr95ZTQOtAKL7oh5GlWQnG64dnm3KSwEEy+tI0iWlMyRHCdg+fJKeQFLfq8Wt+aQnx+K0FARPK+ef1l1JYPBqA9CQ0Xd2p4EstkGnOEOxChk1qz1uvVRdS1iVutFxMZmQrsH5TgRW7eOpZosRUQclY0j2J7BGBYsYtQYUmpK//hwMKoy4jgB99zzLTZvflLRz0wWww42mTCo0ETopk41obCwI8rK7tAtTjiOLU4Y9UttAj+kgkRJU9nYN+VAV1MgIUGQF7BJSWlISFCPcbGxAjjV289VzcnqQJOUKWVVRQwGo+7JyOChLzCTAtkMRk0gotZKtLpDNAfagQOzERuboXLqBuAysUWcyNg8aQxrQ2PUmGXLTC50igTQgkiDB3+B3/72R1l4U4IDIGDixNX4wx+eAtC6Xsr8GU2Lw4ejdJ83h4NTfJYEue+YCN81VvtJRvOCjFc2my84LknX++4q8EMqRKZM4RttCbTReNy6NUBrP/bxqd/rawjqS5CcOJ/RoLV7iCKP8+fNSEiw49SppSgp8cOcOU+x1g8Gg1HnkOpaWqX3zp2jcfkyC1oz3MdiKcXSpeV4/nmzvD4aMWKHTneIUFFRIf974MBshIcfR0mJH8rKfLBlyzjVuZUagAz3YMEiRo0oLATS0uiBIo4TKBoy0uORkUcNxLB5VFSwxSyDjs3mi6wsmg2uqPgs8RBFAWPHfoSgoEIWKGLUO7XtfU9IEHQb+8YaME9NTZWv5/p1gFZBWlZW75dVr3hSkJz2d9bqtBlB2j2MgpMk0MQ2ZwwGoz6g25dLOBzAyZMVsFq96vmqGE2Z+PhK5Oe/g5ISP6SkjMPmzWqNM6NgEeCcA202X5cagO7Oubc7LFjEqBE//giFZa8aUn46YECW7HamrPR49tlnsWGD1r1KQFmZD9VNR7k5YTQ/3MnQl5S0g3G7oxIePj6/skARo8GIiDiKkJDTblV0KBcoFgua3MbeSIS5KbTQ1Ra6ILmIuLi6qwajjZF2ux3p6akYNaovNTipWD8zGAxGveDKvpzjBISEGGuZMhhGkKBPcLAX5s6dW6vnayuUalLBbTaba/W6zQ2mWcSoETSdDSc8MjJikZU1EKIIDBhwCElJaYiIkKLBmzf/A716HYNTfExqY9iyZRzCwu5QiY4xmjckQ08TnFPi5VVO0STSi7iSXuYZM2bU1SUzGFRsNl+cPdsZNptvs+x9V95famoq5s2bB39/O5YuLb+ttHHoOk1cnek03XnnX12OkUyYk8FgNBa0wvxKTdJRo3Y067nhdoemHVQfr7lw4UK3jo2Pr2Rz5S3CKosYNUKrs6GHLKZ5ZGdHIyrqsPwbm80Xx471UhzjXHiTLO0DDzizqX5+v9TVbTAakDNn7JgypYVGcE7EiROLVf3I773HK3SJpMAixwlYsUJajCi1XkgvM8sCMOoTZVsSIGDAgGzVmOcu2gpKZUWJ1dpwbWna+4uNzcTAgdkA9CXi3bo1T8EipS4Vz0/XVFOJCA31vPaBzeaL+fO9NVVMQFwc4O/vPI7WbsbGQAaD0RAo26q9vOyoqDBX/d+7zjXeGM0Hsv6ZM+efsFikx+x2u8u1j5eX6xZH1pp9a7BgEaPGkAmhoMCKrVvHGopdiyKPggIrSkpuwM/vF6pQsRKHg8OyZc7NiVS6asfPP88D0Lj0Oxi1hybO6nBwKCnxk9vItC0fSjH04uKLmDFjBk6d+qdhLzODUdfoP6M8srIGIjs7Gt26CXj2WdfPNwqKa3VxJJv0+od2f5IendQiPGPGDHkBtnnzPwA07zFaW84OCFiwQIDVWvtlFK3NzGbzxYkTPQ3d5pTBIgaDwWhMKIX5c3OdrbK3qvHGuD1Qrn9IVRrpTnHF0qVLqY+npKR4+hJvS1iwiFErpAnhJOz2HQpbc607jlClQi9t9GmCqGpELFni3JyIIo9p07zxwgu+TIumGUEXZxVVlph0sUS1GLp2o8pg1CdGgp6iyGPqVB4jRhi3ZWkrdvz9BcycSdfFmTrVhGnT6n8MpN8fh4yMGNx99//q9VoaC/Hxlfj3v/cjMzMGosjj5Zc53HVX7TZAys/Ahg0CVqyoBKD8XKjnU6UmlDLQyOZGBoPR2LDZfBV7A3V1JKvuYNDQrn9Ekcf27SMREmLc690c58LGWB3MgkWMW0Ip6nrhQoC8iHYudJ1Z6erhIKjlaSAIHA4fjsLQoZlutWI0Vieh5khN3mvlsTNmzMCoUbtU4qzLlztQXOwc6GliiUSXiMaMGTPQWvLzZjDqBVeCnkbuL3a7HTNnLlMEBACAR0oKhxYtgMhIui4OqdCcOXMZXn89sV7Gta5dJX0wvaGB1B7ap0/zVVLWjleEoiJOMccZt9BWB21R/Oc/k38rqymleVQpyrlqlTOgxPMi/vlPDmyaYzAYDY1yk7tnTwUWL9ZWkEvVkSxY1PQxmiNvBVqCShR5lJT4yfpEyjlWWbmmrELSzsP1paPUnGHBIsYtMWPGDCxcuBAWSyn8/Epgsdjw668t8Z//jDR0TXOir0TiOE73PKJ9VF3UuLYWiCzAJFGf74PWOcpqBZR/Oq02ltJVj8FoDJDP6HPP8dAGwzlOQKdOdsyb93cAamv0kpJ2lHZcDn/9K/Df/9KCpKLc7stxglstbp7AagX+/ncHUlJM0FaFiiKPxEQz8vNTqr67zdt6lmQv//tfvVafsoXW3TGUtiim205ziIvbhbCwPEyYkIjCQrOu8mzyZAEnTqTVWxCRwWAwqoNeQd68HTNvZ9xxN66OmiSJCwuhqlwTRR7bto2E2Vxeo2tojFU87lKf187c0BgeITe3L9LSkrBlyzh89tkItwJFo0fbIbWnETjcf3+F/kiRx4kTYbDZfD15yYwGxFk6WiJnmYjrUmGhFLgqLn5NdjBQuuoxGI2FhAQB06enYcCAQ7ILDAlsBgbSXSMljSJB97ggAFevVmDkyO0KRxkBogjVgmjqVBMKC+vibvQkJwuIjc2gXi/AY9ky6bqU393mxh/+8LnsSpaQ0BJON08JbQutO9x9t13n8iglS7TOjwLCwvLkILmrzCuDwWA0FjIyeIiKoZLjBIwYsQ1r1tSfYxajfli/voVL50533dK0jnq0JDE51/z5myhJNx5btoxz6bDMqB2ssohRY5TRTLvdrutNlmKQ2qohLRweeaQC27d7KSYUDl980UKXjQBE7NkzDBkZQzFq1A5P385tRX1VD2lfRwmZWJSVEgCoor5KsUQGozFisZRi6NBMREUdRkmJX1WFZSkWLjQObkZG5iAn515oNWlCQkRV1V1ZmU+V7psTYtdeX6X8Awdm4+67/4fVqydBm19assQEf3/1d7euRUzrswJSO7eJIgeOEyEF8aQW2iVLyvHzz9IY9euvv6qu0+jarFZg1Cil3p/kNNeq1U1dWb1y/Ktpey6DwWDUN6TNVjm/iSJ02jPujOWs8r9x48q5szZrFKWBEsAhKKiAepyXVzmM9pnaitvGTlOobmKVRYxbxqitQpuBVSPgs8/+Q40MR0dnKzKszsGAiJ3NnLnMZXS6OWe56wISqa+PVhKbzRfTpnmrKiX+/GdTVWuFUwdk6lQTtZKM/G0vXzZ7rE+awfAEFkspgoPPAQDOnu0Mm81XNxaRQGlOTj9IY5s0RpKsq7+/XXWuoKACSgWKiK+/rp97IlitFzFgQLbucUHg8PLL6u/us8+iWYy9xJVMO0eJIocxY7YgPn4dfvihAvHxlfLf+fXXN8r/LipSL2K12dWIiKOIicms+vvyyMyMAQAkJaVh7NiPMGbMVt3mSpt5NZlE1p7LYDAaFUYGJawCsvlRUtLO0LmzppDAYH5+KLZuHYstW8Zh8eIk7NkTo9sP5OX1hKuCBGXFLQnGzJ07lwUbawmrLGLcEmazGQsWxCM9XSv0Wn1lkc1moVYR+fiUISkpDSdOhGHPnmGqZ4kij4ICq2G24dChaFmAtCZZbk/0296OuPO+2e12LFy40NASmi4Q7NQBsdl8UVAQhFOnfovvvusFgEN6uoilSwX59YuKOHTrVgc3yKgxy5cvx1tvvYXi4mL07t0bb7/9Nvr37089tqKiAqmpqVi/fj2KiorQrVs3vPHGGxg2zPm9Ly0txezZs/HJJ5/g8uXL6Nu3L5YsWYJ+/frJx4iiiLlz5+Ldd9/F1atXMXDgQKxYsQJdu3at03slixAyHikFF50OkBw2bBDw979X4uWXnRk4KVcjYOzYfyEoqLBqwz9E5e4BABER2iokDjNnAuPH169QaFjYCWRlDYByXOc4vcC3wwHMmrUOwcHnmmwmWO1Wp3UlE+W/l9UKvPtuC5WzHfmbVzf/2Gy+KrFskgyJicmUH+d5EQ8+mIGAgIuyuHlCAnDq1FKUlPghJWUcVq06LQck2dzFYDAaGrr5gwC73euWxipWZeQ5PPFe2my+KCu7w6PaVLROlaysgcjOjpY7S2w2X2RlRbs8D6u49SwsWMS4ZbRixEYOQWokV5n77juAAwcGQ7kRysyMQXj4cfTsmYeMjKG6zO7WrWNht+9ARIT6jIsW8cjIiJXP5W45pHJjUB9tFEYYDd6uBnVPT541CZrV5H1Tb6LVmy+eFyGKourvTAb63Ny+2LZtJLRFkILA4fnnvSGKSQB4bNgg4t13G+bvxnDy4YcfIjk5GStXrkRUVBTS0tIQFxeHU6dOwd/fX3f8rFmzsHHjRrz77rvo3r07du/ejUcffRRZWVno27cvAGDSpEk4fvw40tPTERAQgI0bNyImJgZ5eXkIDAwEALz55ptYunQp1q9fj+DgYMyePRtxcXHIy8tDy5Yt6/y+zWYzJk6ci/nzRU0wSILYrNOyrT4+v8qVIeoWTbGqRZfutlYfrWhmsxkpKSkYN05yL1Q6dAFSa4HWMa0+Fml1GdzXOpUp75njBCxZYpfbzgoLUVUpqf+bVzf/FBQEUaqW9HMY+Zm07CYkCHJ7bmamqVHMXQwGg0HQ7gmk8ZPHpk1PQRlInzDBvbFcmRRkNA7UCRVBDhgpnTtrAtnLlJR0pnScOJMp//vfNZSUtAO9McrpHjpiBKu49SSsDY3hERISBFmMeP/+CvC8qxY0CVHk0arVDdCcdkhViRRJFnS/3759pKossbAQ+Nvf9K49xMLaSFzNuTFoXG0Uqamp9S4CSETKjUTqlNTkfSsq4jSZAmeLoskk6RONGrVDJ2pXWtqaGigiSBs0p5bI5MkN/3e73Vm0aBEmT56MhIQEhIWFYeXKlbjjjjuwdu1a6vHp6en429/+huHDh6NLly6YMmUKhg8fLtuk3rhxA1u3bsWbb76JwYMHIzQ0FK+88gpCQ0OxYsUKAFJVUVpaGmbNmoWHH34YvXr1woYNG3DhwgV8+umn9XXrBqX3TqTfacdFEV5eku7b8eNheP55s0ofx6g6sz5dZS5fNmPHjlGa7y/kf4ui6FKQ0tOQRer69fEIDW2Bhx/e5tGxkv535NCz53dVc1yl/Ojp07QAoBOjcvw//OFzbNkyxuBZ+tcG9OLm2pbexjJ3MRgMRkKCgIkTV1fNDcrAu3OsWrSIr3bNqRzvw8LuQG5uX+rruSuizLh1tOt/QBIzHzv2I/zwQ8UtJSz8/H6htN5LiCKPr75q4eIYDoCAvXtvyIY4qamp7DPhAVhlEcNjkGxnv37A0qXlio0PvSWN4wS0a/cL5fcizpwJRnDwOUREHIXZXK4TeVUGlABpgU9zYON5ESEhIrKypJ+1lTg//mg27Ld1FRlvauWwyuulZXIKCzuqAjrVZcVpGyrt++bKblppCV1cXIqICMiivn5+JcjPD6UK6rpCFIHsbGDcuOqPZXgeu92OnJwclaA5z/OIiYlBdrZe7wYAysvLdZU/rVq1wsGDBwEAlZWVcDgcLo85e/YsiouLERMTI//eYrEgKioK2dnZGD9+PPV1y8vL5Z+vXbtWw7uVUH6vJkxIAc97GQYPtBU4VY/C1/dppKXRviN0apu5qy3VBcEAHmPGfAQfn19lce+6Qlv1QxIHhYWVHqkwstvt2L59GYAkaMeeEyd6okeP73H5slOMsrDQ6O/qxMfH+W/SUitVadU8V+dwcMjPl17LlVZEfbYnMhgMBo2KCm/Dec3hQJXenTKAJCIuzjm3acd7QeBke/SzZyuweTPdRIVRe6rb29jtdsyatQmCEK95plQlbTT3uFsNTIoEjBLFkyb5YOTIUBfH8Pj1V1aB5mlYZRGjToiPr5QrjWJjMzSC1QAgIDo6GxUVZtAyqQcODEJhYUcAMBR5PXMmWO5/Jj3S2mNee83hcuFMe159Zu3rG1r10Hvv8Vi9epJuUnclUlfd+6bMBtHsprWW0IBaILj6zVT1lWuM+uXnn3+Gw+FA+/btVY+3b98excXF1OfExcVh0aJF+PHHHyEIAjIyMvDxxx/j4sWLAABfX19ER0fj1VdfxYULF+BwOLBx40ZkZ2fLx5Bz1+R1U1NTYbFY5P+CgoJu6d4BZ+k93WYeGD/eofvO8LzkKOZuoAgQ8OWXUuauppnUmhyvPPbuu+0uK0U5TkBQUKFK3LuwsGOdmAwYWcfPn/9Btffl7v1bLKVUMe/a2vKWlUn/J2Pili3javD31n5epOQHIGVgb6e5i8FgNC1cVYnQ5CqI0yfBSCh7y5ZxqiojZYCjOlgFkpPamgHR/q6u2s+V+wF35s+IiKOYPj0NAwYcgnY9RQKGlZU8Hnjgc9D2Fl260D9zjNrDgkWMOsFsNsub/4EDs+XA0aRJ72LAgEPgOCAra2BVKT5tIyIFMPbskaoFYmIyNcdxOHBgsDz47N6tdomRrIgzkJzsetCgucusWuXMzNb3xEIGb5oTWHXPqW7A1wrHCQKHZ54RqyxO9UOBq42Hq/dNW6IqZYXcb1Whu+spETBzpqPKwtoJzwPRrjXvGI2MJUuWoGvXrujevTvMZjMSExORkJAAnnf+/dPT0yGKIgIDA+Ht7Y2lS5fiySefVB1TU1JSUmCz2eT/Cgro9qw1JSFBwKRJq6kL5M2bedxzz7eq70xysquqHdrYVf9Zs+qCYBEROSgpaYdDh6LlBeHq1ZPlNrFVqyqpz6sNd99tr9EitbZERR023OQo272MKloJZAzVl+1roc2BAgYN2g/l+y6KwBdfSJVNixYlu5y7GAwGo6Ewm81YtCgZf/+7AFr79XPP6ZMnJpOoWnPSk8ASgsDp5CiYE7L71DSAo4RU/yj3W9HRzgSLct905oydIlkhIjl5kct9lcVSiqFDMzF27FbKb3l89tlIfPGFtD/U7i0CA1ky2dOwNjSGRyCuQATlADBjxgwsXLhQdrbKzo5W9bo6F8P6DEJW1kBkZUWjZ888yu/V/c8//CAgKWmp3MokBSPur/baExIE2V1mzpyn0KVLw7SUaQXj/P0FzJwp/c6ohLMmItO0IIzRRpXnq291Ub5vfn4lKCwsxfXrMzBr1lZqieqgQV/A3/8nhfOTE6UDFMlaqK9VwAMP7EW7dlcQFFSIli1LkZb2IpKSWsmi6v/8Z/215jD03HnnnTCZTLh06ZLq8UuXLqFDhw7U59x111349NNPcfPmTfzyyy8ICAjAzJkz0UXxIQ8JCcGXX36JsrIyXLt2DR07dsQTTzwhH0POfenSJXTs2FH1un369KG+rre3N7y9vW/ldg2xWi8iJiYTGRkx0IpcHzvWCxMnrkZFhRkpKePg4+ODRYv0rjFDhuxFly5nsWaNuuKP4wR06mTHvHl/N3z9umiRTUgQ8PXXa3XXAwjIzY1ETk4/qNuJnW1iU6YAsbF2j4yrViswatQOleOccpHqKaorhSdVl3TXHyfTplVizZrXcPZsZ8qYKCFlQs8gP18bmefRvv0lcByqhM6lwJSyPbixzF0MBoNBIyKCJkPBYeVKE/7wBwEbN3LyWL5ggQCr1bkt1QtlqxFFHidOhKGoiFOZqDgFtJuWXMSt4K4RDiCtt5csma5pAZTmFYoPCZWIiKMICTmNw4ejkJ0dLTuWERMGAk3XT+l2rEW5F7BYSuXOEuNEi6SbOHbsR4auskzo+tZhwSJGvUKvGuERGfkVcnIiQS9243HiRDiMtI8AafGen8/JuklalG4K5N8zZy6DxVKKadOmyc/z97cD0LuQ0aipI4+rwVzvwMMjJYVDixaAry89IETr53alM0QLwpCsjXaz+vTTq1FYeBF2u+sJVvt+V1RUGAR7ROzf/4Ac+Sfic4DaKY38XmkfTXsOIC0E/ve/VbKFdLduPmA0HGazGZGRkdi7dy8eeeQRAIAgCNi7dy8SExNdPrdly5YIDAxERUUFtm7discff1x3jI+PD3x8fHDlyhXs3r0bb775JgAgODgYHTp0wN69e+Xg0LVr13D48GFMmTLFo/dIQzkOWK3S5zkzUx0oIogij4oKM4KDzyEwUETr1tJi+LnneMXxPD7/PAYXL+YhOjpbDq5LlSM8goO9qK/tagyqaZk+7Vir9aIuUCMt1NQBIto95+dzHrFKBowXqcRW91Yh76m/f7EqUKOEVAz5+9vx4IP7VA5mBI4TkZgoID2dPvZKCIiJyUR4+HFFooA8n7y/9PZgMsaTMZgFyhkMRmMjNFSkjn2CwOGDD3jcd99+HDw4SHYMvesudcKTBMQLCqz4+ONxmrWqiD17hqFHDxGiOAraBPIDD9T9/TVFXOnd+fs750CtLhTZC5Dfe3mVq5L/kgkDj9hYZ7FAaKioS6iYTCK1GvjQoWjVuj8mJhMBARdV+wE6vHxfgNZVVvDY2uB2hgWLGPWKUSDBz+8Knnxyk2ytSce43J/nRfznP2/DYpF+Vm6iMjKcwZYNG0SI4nQQK+LaDiI1qehxByMHnpdeAjiOHhByR2QaUG64fFWbT44TMHKkdP/KDWBsbCas1ou1uo+lS5fCYtFm/5VW25Ig7ZtvPojNm/+hE9YWRb4qm0+coKQJQxsoIpCNEis7bRwkJycjPj4e9957L/r374+0tDSUlZUhISEBAPDHP/4RgYGBcgDg8OHDKCoqQp8+fVBUVIRXXnkFgiDgpZdeks+5e/duiKKIbt264fTp0/jLX/6C7t27y+fkOA5JSUlYsGABunbtiuDgYMyePRsBAQFy0KquUI4DGzYI+PvfhSrnMCORa2fLFFl4xcYK0AeWOJw8GQbyHRgw4BDWru2DzZv/ARLHoWVSqxuDaItAUvlJmDFjhupYEgQD1IGarKxouBqTlfdMdHY8ARGJ1i5St20bialTV8NqvWiYRa4uuKb8exoJV/O8iOXLHViz5jUAQEBAZ9Deh+joLPj79wbgqlKJR2ZmDMLDj6vGTDI30bKqTJeIwWA0Fbp0MWPFiko89xygneccDk4OFAHGCU9pnXcSdvt2g3WlfvwlCWQaNU30NjeI3p06gCPNK9q9zciRfVXrb20HhP5vqn7ftdVhJpM0fxYXq5P6ixbxqqSLKDp/5jgB9913ABwnYP/+3+teExCwdetY+Zo4zpnE8rQJxu0KCxYx6gRlW5qyJc1iKa1q0VBmYjlkZMSA4wCnrXrNdDnGjBHkChflJmr9eu3A4TwvGURefTVNDjLR0E4sNa3ocYeuXemuOqKonwhdtUBIPd/69075npDNZ1TUYfk9u3GjpRy5z8yMQatWNw0DNO5ANpUnToRhz55hmnviceYMj9zcvoZuBsp/Z2RImylWStr4eeKJJ/DTTz9hzpw5KC4uRp8+fbBr1y5ZfPr8+fMqraGbN29i1qxZOHPmDFq3bo3hw4cjPT0dbdq0kY+x2WxISUlBYWEh/Pz8MGbMGLz22mvw8nJW2Lz00ksoKyvDM888g6tXr+K+++7Drl27dC5qnoTmzPXyy66s1KUFD8l+paamIiUlBadPc6BXVDqrDLOzowHcULy2sXuhsoxcWSGkDS5pF4FKtMdKmkVOpOtxRzNKCvZarfe7cWz1qBeqWnisXj0Zo0dvr/a5tOCa/u9Jm4sEfP75Tezb95b8iFHbbFTUYQC95UdCQk6DNq+RVoqePfOQlJQmt5RZrcMwc+YySnUZa7dlMBhNB3pChKx5XVdOKnG1rtRiMgEhISL+8x/1+t3Tid6m5owMSPswpWM1mVcA/d5m+/aRVXMXvQNCO0eS9504UAP6dmmrFVAWLxcWAn/7mwn6+dG5tjpwYDBI8kwdpNJWOPO6auBbqW5mSLBgEaPO0eoZ7dlTgYwMvT6R8wtOBgTp8eoRMXVqOfbt04s40wYO1TNFXtU7qx3oadn7Ll3cq+ghuNMCYrUC8+eXY/ZsbygHTGlfTc8AaCP2HCdg+XJ1zzcgDcTa9yQrKxoBARcASMK+yhJPkqUnE0RtJ0OLpRQ9e+YhMzNO1+Z2/bo7jmfyu4DDh6MwdGimW6/LaFgSExMN28727dun+vn3v/898vLyXJ7v8ccfp7alKeE4DvPnz8f8+fNrdK23Aq2yTxA4F1bq0oLnwIHfq6oaQ0NF0DJ0SkiAFYBhkJVWRk769Wni9spFoJKiIk537NSpLfC//82Fv78dzzyzySBYow2siCDB3kWLnPprtUW/UKXBUbOI7gT4jao7SSCI/M0iI4dA+TEmVUPaqiAyp5C/xU8/+YGeBJFaKTIyhsrttlarPoM7YMAhpKf3U+kSaedWBoPBaGwYJUQiIr7G0aP3Ute3BLPZjJSUFHkNaryuVDNtWqWqqyA9XcTrrwMzZ3o20duYcFUxpWwdq6jwxvjxDlVyoksXM774gu42WlLiB8B4jnTO/SL+7/+kZIa2MtlVu3R1RhHO1wGIzu3w4dtxxx03AHDYsmVcNc8VYDZXyFqPTSWo15hgwSJGvWPUw6xGGTV2baHeo0ceIiPvxr597jhpqSFtIbRBVhtkIRNLdjatose91gDa6yiDMbGx6p7dkSN3YOjQoaoMwIgR27FmzVGkpKQgIQEqkemEhERdcOf0ab3uBbEf5ThJIJb2+8OHo+TrI9jtdnmQJRuV69evY86cf8qbUwCqjerIkdrSYR5PPNHSjcnBSXZ2tFwJRd7Dy5fVmyYGoz6hVfbxvIiXXnLg9ddpWTJAmSkjQQ2rFRg9WtuipM/WdetmwscfdzQMstLKyEngom3bK7rvuFIcVEl+vl5M1OEATp6sgNVqxoIF8UhP14tyDxp0QNFSoLx+p/7aiy8avJkalGMY+b5nZ7uq2lLflzaL6E7LLu3vyXGCLEhOTBMWLjyqui4vr3K0bXtFdxyg1k4wcpPTfiZCQk5TM7hSNZfnnOUYDAajPqCv+QUMHnwACQn36CpcaAEFbQJEWRlDqwAdM0bA4MFeqsDQzJk1S/S6oiY6gPWBq4opdeJBeq+k6uJQOTkBGM+BpHVeciNtoZMRUXaJbNgg4MKFfcjMdF6LsjJZO68XFlZvFKGHx113/YLg4HMYP/5FbN2q/mxJTsmias8xZEgrl9XUDNewYBGj3tE62vC8SG23knAdKAI4fP99D6xfLwU0aL24Ug8rFP2szn9HR2fj+PFwOUCzYYOAFSsq8eyzLahBFocDKCvT9+AaTXDKCUVZpbRhg4BRo7bhX/9Sl9IOHJiN8PDjKke3+PghyM9/RxZy3rxZPdgZiXoTXAXnRJGv0h7RB+WysqLx1VeV6N1b9zQV+g2RpDekFKb29y9WOSnRWzyM2w9Fkcfo0ck4daoS8+bxiglx7i2VEDMYtYVU9inFqUUR6NwZiI3NqEaQUfpM//e/HJ56ygv/+tcwzJyZhlOnuuL69da4994oLF7cUjW+ZGTwWL16EmhjIqkqBFroWuO2bx+J++47ANr3bc+eYQgLE/Hgg9GwWGwAgGvXoDtWqTtEq2gk3/N7780xaBHg8Ne/AuPH12xRrh4zRUrVFm3MEPDRR+/h97//kxxENmrZ3bZtMb78shQpKSmwWs3U+6LptymFOMk1kOODg8/Jukpbt5oVn4Hqkxgki/v99w4Igln3O1ZKz2AwmhpEt2jKFOiqL+PjK+X1rdJVl+jopaSkqIIdxPl2wgQ78vOlypiuXZ/E7NleqnO/++4VnQOlIKBZasC5qpwFtIkHeosZQJ/bY2IyVRVC2r0brRJJufaRKpNNmDbNlyoVQgJbeqMP1VmhXY+QAFZgoKi6JqKJpHVvdVVNzaieOgsWLV++HG+99RaKi4vRu3dvvP322+jfvz/12IqKCqSmpmL9+vUoKipCt27d8MYbb2DYMOeCs7S0FLNnz8Ynn3yCy5cvo2/fvliyZAn69esnHyOKIubOnYt3330XV69excCBA7FixQp07dq1rm6TUUtI7zEpgczI4F0MFEqc5Y7KjOwLL3gjIaEjKiq8MX++XZ44iGCzMgADQOWkoz3X1KkcRowAcnP1AQ0ysQwYUDPLYm0bCNnEzZyZpgv00II/5LHNm/9Rzfujxm63Y/r0zyGKI10cZZT15jFokBfeftsoIw6cOWNHYqKydc7591NmyisqvCkbZ+37a5xVMJkAHx/Pa0UxGLdCbKwAjnO2uooiWRgdR3j4cQMHFycTJrTAjRvAhAnSd7x//1wAwLRpfSCKK+UA8apVq5CWlgT6+ChVvyQk/AmHDtHLyJ39/vKjUC4a1Rpy+qCSVndIqUGgrKQhLQIZGXG64L8g1CyDqx8zpRY/ZVtYr17H8O23vaCuyOKxZs0k3HuvgGeflR51V2TT6L4ApxD4oUPROs096fqk8a5//zikpXlRxjstaj09cv0XLgSge3cTNcPrSaFwBoPBqC+UY6uXlx1Xr7bF8eNSZaurhKdRIOSBB5zr4srK15GU5Cufu6LCG15e5dQxVOms5Y4G3PXr1+XA1YwZM9C6dWvdMfUpmE2ThXBVOWu3V0AQvGinUrWYEZR/pwsXAlSJ9Lfftqv2bpMnP4XBg710yXl9kp2T5T5oLfHPPgv88IOA6dOXynszZ/t1NuLi+uKVV1pS27wB/X7SagWys/V7Dtr9MtyjToJFH374IZKTk7Fy5UpERUUhLS0NcXFxOHXqFPyV6ptVzJo1Cxs3bsS7776L7t27Y/fu3Xj00UeRlZWFvn37AgAmTZqE48ePIz09HQEBAdi4cSNiYmKQl5eHwMBAAMCbb76JpUuXYv369bIjTlxcHPLy8upU6JRRM5Q9yKSHVbvpMmL48B2orPTSZa4dDk6OInOcgB49TuLkyR5ylFsp2Gyz+aqcdLRBCoeDQ3Y28PLL2lYSEa+/Lk0sdnvNLIsLCoIMBy7loKcttXUXmnMR4NQfUW8yadl4WimvtEF74QVvVVZASXY2RzmX8vl81caL7oLnWshc+j2Z0K9f91wJMYPhCejVh9LCKDj4HCyWk7j/fuNyeVcWv0qnP+P2WhGjRzurX4zLuWvyM123R7sQ1i7wlWPXK6/cwNy5rUALtLsLfczkMHbsv+Dj86u8KejX7wguXOiIzz4jLorqoD8ZG6oT2dTel83mi7NnO6vGYpvNFxkZMZT3iFwfj9mzzW612I4duwW9e4/W6NRxyMyMAVBJqV7lq01KMBgMRmPFYilFfn6oquV661YRo0YZtwedPq1vP6Y5nZFzK7XjnnyyEps2mXQVsMrkcWFhKez22mvY1MaVtKYoA0TErVQJvXIW6NTJjmXLloHj6KYQygod5etYLEBpaWudlqlyL2CxlKJfP6jaAbXBOO3rTJs2DdOnb6N2bOTnS0HDoUMzERV1WJWwef75MFy9ulIVDLTZpOug7ScBuvGE9n4Z7lMnwaJFixZh8uTJsrXxypUrsXPnTqxduxYzKSqX6enpePnllzF8+HAAwJQpU5CZmYmFCxdi48aNuHHjBrZu3Yp///vfGDx4MADglVdewfbt27FixQosWLAAoigiLS0Ns2bNwsMPPwwA2LBhA9q3b49PP/0U48ePr4tbZXgIuq6OFhEBARfh63sdGRlDdYEH5aCWl0dsp9UVLgBw4kRPl69lMkmtDrQN1/Hj62C3P1Wje3MK0mrOphm4lJMOGXQDAi5izpx/qtzatIEhfXvbDoSESMccOqR3m3AKiFdX6SPhcHAoKLCipOQGioo4dOvmnFSOHw8DYCwuR+5RKwJrHChytnRI939BrtwqLKy9VhSDURfQWjxNJmDOnKeQni4t7pRl9j/91A6ffTZKdQ6HAzh/Xi1UrNQJA1ClBUb7zorw8SnF2bOdcfZsBbp1M1dTzu18nvuOk1K7Wteu9IUwaRMg7aEcJyAt7YaqFa+mLl7vvcdjy5Yxusc5TkCbNleRl9dTDvgT3TXauCXpLDmzqtoAv1FGWDmmkrYHs9mOgoIguHpfeZ4mAKqH4wQEBRUiIoIWoJfazbTBLRYoYjAYTRmbzVdnziCKHHbuHI3Fi4dh2bJlKClph//9r1Iem++/vwI830LXQtyjhxdiY+fKa1Fa9f7mzRwmTnwXFRVmOchQWCh1INQ0IUvDlStpfSYwaZWzZL41WnuTBMTEicm4fv26zjmVbqLh3Av4+f2C1NRUTJs2TdVGaLGUolWrm6q2sBEjnJVAtCCO1kFNm4jy8vKiBgOJSQgN7X1rr4NRMzweLLLb7cjJyUFKSor8GM/ziImJQXZ2NvU55eXlusqfVq1a4eDBgwCAyspKOBwOl8ecPXsWxcXFiImJkX9vsVgQFRWF7OxsarCovLwc5eXl8s/XJLEGRgPgnug1h4oKMyyW0qpWM3VGVnusElHkNeWNRpslAUOGZOK//z0Onp9OFXpTijxXBxHJpm3ypA0OOa6jbqIjrQ4cJ5V//vzzG7osxuuvc9ixY5RKo2TbtpGyLtOGDaLuXjlOwPjxm7Bp01OU94CUdqnLSrdsGQtAOt+oUdvkLFBQUAFciZB36nROtgqvzvZUGSBStoCQSddqBdXuk1UVMRoKrRYD+Ux26eIM/tjtdnnx4+dXgv/8p3aaCT175uHEiXDNo7z8PSZZzYQEAZmZn1TjEFKd7o++3Ve5EFYWCOst53kkJ98ht+LVNINLzqe9JtJ2ptVtIrprNAHV//znbWRl0ReHNEHQCRP07W/kvn/6iR7AUr5nKSkcUlP1mnn33HMMx4/3Ui1y589/Bpcvm6jXfccd0jhck+pVBoPBaKyYzWaMGpWMxYv1v3M4gGXLnOPxhg0iRHE6yLz2hz8I2LiRk8dPreuvzeZLTQILAoe8vJ7w8Skz1JjTVjRp27wAaX1+/vzduP9+Hr//vXTce+/RNQRrU+1eW8dhJdoW6gkTnI60yjYtKWhmlhMQdrtdbrMDnPMfXRtRxNatY1XzGAnkkGrc48fDYDaXy4YPWp1VWhDHnXW8kZQHMQmhobxvmt4rw308Hiz6+eef4XA40L59e9Xj7du3x/fff099TlxcHBYtWoTBgwcjJCQEe/fuxccffwyHQ1JQ9/X1RXR0NF599VX06NED7du3x6ZNm5CdnY3QqlV2cXGx/Dra1yW/05Kamop58+bd0v0yPINWOE0plExQVuLQMrJq9O4IrlrPnDjb1rTlldo+WXdYtsxkGADLyhqIrKxohITkIz8/BPRKH7Umk3YTQ3N3ANQaKpI2hqi6j59/vgtG7WgDBhxS9Qwr/w6iyGHbNqlKi0wQeicnJ+fOdcb69cEABMybdxMWy1sGtqcCvvjiJvbtoweUCcoqjZSUcejWzcfl8QxGXVOTChB3F0pKS/RVqyp1TiZq9FoOQUEFbgTf1c93Ihr+zrkQdl6fZLcLzXHKVrzqx0zlYjk6+m9UjYWHHtqJ//xnBOiBaR6iqNVW45CfH0ptbzAWBDVj2LDnsXixfgPwt79VV63FISYGCApyZniJhtLx4710gXCzeRhl3pOOHzzYS+Ugw2AwGE2drl1BMSmQHluyRJlwULdqf/ABj4kT38XVq20AcIiNfVj+Pc3pS4lk4KLcS6gTq2ZzuUutoWef9cYHH0wGwGHPHhHx8cCCBfSEBiBVPYWGulu1WzuMKmKNtJ+I4QIABAWVuExAGLe8C1V/F3WwpqjoBgBaNZKI0aO3IzBQrS1SWNgRN296Y/z4TTCbKxRBK9f3TLsuUeRx/rwZVqvxk5Xt/Iza0yjc0JYsWYLJkyeje/fu4DgOISEhSEhIwNq1a+Vj0tPT8fTTTyMwMBAmkwkRERF48sknkZOTU+vXTUlJQXJysvzztWvXEBQUdEv3wnAP5WaIQByBSGRcWXKoLJkEJGFlYw0cASEh+ThzJkS1AK9OD0k+i9y2loakJFDFTo1QbnomTEhBWhpdWE4pCJ2fX70Au6SjNICSOaFPvmp4DBr0Bfz9f0JQUCGOHw/XCLQqrooTEBV1GGFhJ3D+fCdUVJjwxRexuvMVFFhhsZwEAISEnMbYsVtx7Ng9+OGH7ob3OXduK8TGRmPgwGxqIC4ycgj27av2rWCDP6PR4aoCRNlTDwDvvz8Ec+akuRVc0luo01tFCQ4HMH/+BwgOdrftU4sAnje2qKdVQRk5jXl52XWaP+4QGipShUkLCjq5CH5JY7wap/sJeX2SKX7mmU06pxwSCKNVuUrX4zrwRjYJAwYIOicWqVI0BtOnp+H11xPlzLHdbqe6RdIcZBgMBqMpY7UCK1Zo26QFJCWJWLzYZPg8h4NTtR5//LGId96pxKlTSxWBIoA+x7kat3ls2TIOW7cKePvtm/j55zdUv/3qK+CDD1pAGWhav17ETz/tgCCM0p1NW/VEqxiqrorI6HckQLRkiZeuItaVRpJkyBADbRDHSAPJy6ucWu0aFfVfHD48QHWsKPI4c4antheS+ZcEkwDgz3++A5s3S4E3QETv3t+6XYFl1L5WExmK+hQib254PFh05513wmQy4dKlS6rHL126hA4dOlCfc9ddd+HTTz/FzZs38csvvyAgIAAzZ85EF8VfMyQkBF9++SXKyspw7do1dOzYEU888YR8DDn3pUuX0LFjR9Xr9unTh/q63t7e8Pb2vpXbZXgYZWRcW0KorCIhGVntABUS8iPOnAmpCsAIcFdEWfdolTBzcPA5AFJUu7S0NSoqvFFUxCE4WH28cgIgfP+9A6LoKZ0JASdOhOke1QvK6SuyABH79z8A0g7x3Xe9QQ8USRaUyiAd3SXNibItrvr3m0NGRgzCw48DeEN2r3AG4obIRxLnIQajOeJuexHN5cRVwIjnRbn6kgSljNo+6fC6KiGCURUUTS/hqacEOfjB8yIefDADAQEX3VqkpaenYuRItX5b9+4n8d13vQyeYdwGSzMRAFwvPP39oXPMWbDAgb/9jdctoEm7r3KTYLfDwP1RaoVWQgKJzzyziSL6yWH06GTcf7/xe8VgMBhNiYQEAVu3fq5KWH799UFw3CAXyQB1ZwAJpj/6qN4EoTaIIo/nnzcjKUkdnD90iId+nuVQVtaaGlCZOHE1iosvgjSs0MSojXBlbmNUPWXUGk5YtIinJIb1SRRAqvjJyhqAkyfDNK8j7SmkQJFe0qJbNxNatqS3F5JgEjn/5s1mKANv337bG199VYGBA50FBEYBNldV2dVVJQHA+vUtahRkY6jxeLDIbDYjMjISe/fuxSOPPAIAEAQBe/fuRWJiosvntmzZEoGBgaioqMDWrVvx+OOP647x8fGBj48Prly5gt27d+PNN98EAAQHB6NDhw7Yu3evHBy6du0aDh8+jClTpnj0Hhl1T0pKitxLa1RFEhJyumqxTh6R2g6U1SzVYxTYEODlZdcEQ6SBUtLt2Y6ICOlIbZDIeX2CQStITcRlldepf050dDYGDsyWbbp//fUOnDjRE+fOdYZ+U8nju+/6uHyVWbNG43e/U1Yq6asSiDirVmdJOtbZ8mbU5kaqkrQlsxUVFdR/Mxi3K7SqHRIgVmcLJZTVk9LYiSore60hgJQpPHLkd7rH6ZVFAhYsEDBxIn3JoGzFI3a6yhYvsmB1d5Gm1ViQtCH041/Pnt+hV69j2LTpSd17UfWO4PjxngpxU1BFP5ULz1WreFXwfcECAcnJArKzP9OJa5Jr9PMrQUKCc31jJEienR2NwsJKXcDME1lTBoPBaOwUFqLK8dG5xjxwYDDCwvJkB2O6M68+mC4dZ5wskNajXDWV987zK+3dS0ra4eGHaQlQEV27/giLpVQ3HxBXUoK7CU9lMEgr3EyvLnaibA1PSUnBzJmSSHh2diVSUlrqjtfeKwB89NFYlSmQ83VIQoRW2UyMJfq5aC8U0KWLgIwMX3zzTV/KtXDIzuYxcKDzEVrXiTKQRLpPXFVlawNPNpsv5s/3prSdMydld6mTNrTk5GTEx8fj3nvvRf/+/ZGWloaysjLZHe2Pf/wjAgMD5U324cOHUVRUhD59+qCoqAivvPIKBEHASy+9JJ9z9+7dEEUR3bp1w+nTp/GXv/wF3bt3l8/JcRySkpKwYMECdO3aFcHBwZg9ezYCAgLkoBWjaaEswdSWaprNdG2JmgdhaEgtDc4NirbXWa3bY0RgoEipfhIRFpaHvLwecB3M0k5QtGoCqWUMgM6OVP089xBFDgcPGlUySBMy2agePhxV1Quuz55L2iHGAbFHH30UP/54Uve4l5ezZc/Hx0c3YTAYjRHa4oYGWYAWFbn/naRV7YwYIYlyWiw2nYi1KHLUSpro6GyFe5i0qDt8eAA4ztlyRVp9KysrKW5qPGbN4vB//2e8uCLB37IyupMkQBZpIuLiOPj7q6sxtZlV8t/Zs51BHysFBARcxObNRoEi6XVzcvohJ+dekGDVyJFSoF8ZkFI6LqoX5tJ9P/64gJCQ0xgzZisAEUFBhfJ7bLGU6loGLJZSDBiQjaysgaqrIRoL2mBRbUU/GQwGoylBdz7mcPJkD0ycuBrnz3eiVMLyumAEccY0rpYnrclGASX9etrLy449e2LkuTI9XURUlAOHDxN9IhFPPVUJX9/rqKi4Ios4k2re2rRd0wwitm0bia++qsTAgUbVxU6USQVl0EkytzFOhpNrnjevBSVQRKDJd3Do2vV7nD79W2RlDZRdUrXthSTolZk51IWmlIhTp9bCbv+T26LetKrs6tZgJSXtdO9hbYTIb2fqJFj0xBNP4KeffsKcOXNQXFyMPn36YNeuXbL49Pnz58Hzzi/uzZs3MWvWLJw5cwatW7fG8OHDkZ6ejjZt2sjH2Gw2pKSkoLCwEH5+fhgzZgxee+011QbzpZdeQllZGZ555hlcvXoV9913H3bt2qVzUWM0TrRfeK19tJbQ0OqyCoCyVaA6u3Z9C5frXudTp7rirrtKDCeHhQsXIiTEV1f9dPJkD0yatFrVg62Hdp3qQXbQoANye5yRwHRNMJlE3Hcfp6tkIK89YMAh+PiUUSsa1Bj/juMEfP3127BY9L9zNwuj3HR36+bWUxiMBkXvvDXX7RJovYD2aNjtwzBz5jJKNYpaK0jbUhoZ+RWOHr1XIyQqYuzYjxAUVCg7qNDc1BwOzq3FFU1zSHuekycrsGaN2qpXm6UlwtS0qhsy/jkrgKrDGazavn0k/P2LZfvk4OBz8j3RFuYOB6dy6uE4AStWCEhIEKhVpWQemzDBjtBQ/d9HK35a06wpg9FYWb58Od566y0UFxejd+/eePvtt9G/f3/qsRUVFUhNTcX69etRVFSEbt264Y033sCwYc5AQWlpKWbPno1PPvkEly9fRt++fbFkyRL069dPPuZPf/oT1q9frzp3XFwcdu3aVTc3ybglwsK8qFUoosjj6tU26NkzD3v2DAW9atZp+x4ernXGpCVYnXNcZORXyM2NlMfwJ5904IMPTIrnc1i9erLqHILA4cgRHk8++QEuXAiAj891/PSTNzZtSpLn1NjYTFy4ECDPRdr5i6aTQx6bOXMZhg17nmLowGPQoBZYsaISI0a0oMynzveBJBX0QSdX+oZSF0ZIyGksXuxtcAxgVGn844/doE4AAT/8IGD69KUoKJAm06CgQgDAtGmjQK9MIppFFz3iBucKP79fKLqKrHK3JtSZwHViYqJh29k+jYrt73//e+Tl5bk83+OPP05tS1PCcRzmz5+P+fPn1+haGY2T6qLFViuo2VsCGbT9/Yt1k4DymJiYTFgsV6vs4d3P+n/22UiAYsGpzJAbKfhfvdoGXbueRljYCVy92ka2o3SiDHJR7w4HDw7CgQO/R/UBM1cZBmeg7JVX7OjXryVee82BlBSt0wNHcZWoGUQTSRtYq4k+0fvvt2R9x4wmhbHzlvtZLVo2jVaNotQKogW/c3Iiof/+8vDx+RUWS6m8YAsK8qUGooxcXrRl30rNIVob63/+4wwY0yxxt22TAjq+vtdRUtJOp8sWG5uJF198AHFxNQ+QiyIvv0fakn9a2x/Pa516eEydyiE21rWeG83hc8ECteWzFne1rBiMxsaHH36I5ORkrFy5ElFRUUhLS0NcXBxOnToFf4qgyqxZs7Bx40a8++676N69O3bv3o1HH30UWVlZ6Nu3LwBg0qRJOH78ONLT0xEQEICNGzciJiYGeXl5CAwMlM81bNgwvPfee/LPTIu08WK1An//O22NCWzZMhaDBh1Az555OHEiXPNMaZ06duy/0KbNVYptvat1KY/w8BMYPPiA3Db87LPPYtOmVqpELg1R5HHuXGdFYlct7SC1WDufT+av0tJWuHatjRygIuvVykp14sHfX6AmV8g8M2KEurqY7FkCAi6okgpG+obOeVx53VJ3xODB+w3vm8yNQ4cORWKiGa7ea4cDyM/nquYvZ9fA2bOdqdfUr98R/P3v3XDo0L+pr61EGUiqiQaUEoulVGWqwyp3a06jcENjMGqD2WzGgAGRyMrSlzYOH74DixYNwebNR7FnTwyMB0QO4eHHUVLSDsYBF1qwxfkYmRx8fEpVkwrHCbjvvgNUITwSHCIDsnbTN2KEtIExrhgSFed0XTUVG5uBsjIfXdsYxwno0eOk3Cc+Z44ZX321Dc8+Gwv60HBrlUuiKCIk5DQAZ0Btzpwn4W4SwRObbgajvqFXq9xaCTQJzly/fl12VktIeBxDhrTS6I1poZfzk5J0wq22RSlbvJRZV4AE550BY7pVr7YNWEBkZA6Cg8/KLWChofdTFtkCfvvbHyiujEpEVWBq+/aRKCyshNVqx5o16kCXySRi+nQO//iH+gwOB4fz542TGWSBGxEB3LjRUr7/l1/mcNddLMDNaH4sWrQIkydPlqUhVq5ciZ07d2Lt2rWYOXOm7vj09HS8/PLLGD58OABgypQpyMzMxMKFC7Fx40bcuHEDW7duxb///W8MHjwYAPDKK69g+/btWLFiBRYsWCCfy9vb29BAh9H4SE4W8Pnnn1Oq1CX9IrrsgvR7H59fkZfXEzVZj5I5jgTjU1JSsG8frR2OhqDpAKC3WGuvU+siLAgcnnkGANSJh1mzuKoErbb121nNq6wuVjoz+/vbMW+e032Z57108+FDD32G69d9qkxu1Ne4f//9oLWG3X33//DYY5/AYilFfPwQ7Nu3XVdprMRkAjp1siMrS/04rSpY2hcdRK9enXHokPRYXWmUKgsO7HY78vNZ5W5tYcEiRpOlsBBYuJBWQsnhrrt+QWCgCJvNtypIQkcQuKoBmC5ISs6nHlDpk9imTU+pHhdF2sQnZfuVk8X27SORlJSGpCRpIEtKGol///sobDZtC5t81ZTrNJpcpYHfar2IqKjDVSLYrXDHHTfQps1Vnb3z9u0jkZx808V74QrlPYLyfElUT9kao9QQqY662HQzGHUN3Vre/RJoVxWWZrNZXgCXl2sXinpMJqicvUhgmtZGS9P0qQnkuoijJAmYZGbGoFWrm4iIkMa4n35qB6MxVfnvnJx+yM2NxKhRO/Cvfw2D2WzGO+9UqjKuRHT6hx9+C/r4pR/XiI6Q1Wqn3rfZbMaiRbX7+9lsvqpWORbgZjRH7HY7cnJykJKSIj/G8zxiYmKQnZ1NfU55eblOIqJVq1Y4ePAgAKCyshIOh8PlMYR9+/bB398fbdu2xZAhQ7BgwQK0a9fO8HXLy8vln69du+b+jTI8xsCB2VTdPbVGqL4q1cvL7mJNr5edcLYNJ6rahn18RN35aeejVznVDslpVN/m3Lt3BSZNStd1QCirebWGMFrS01OxdOlf5eoZsteQOiBc6Yiq9yf33PMdYmL2ykE1AAgKKqC2gitb4WgmRNqkE5mja6Lp5ElY5W7tYcEiRpPlxx8BmsuBMlPuumJInXGIjc2k2EwCgIgnn/wAP/zwW1kolT7wutIZkgbi4cN34rPPRqnPXuVMEBx8DhZLKe6+2wQAKCig24IOH74T//nPSMq90zdca9ZMktvktCWitBa5X3/lMHq0Vpi7eiIjv0Z4+Am8+OIjWLLkI1UgCnBO9MqWE6IhQsTCaf3dhFvddDMYDQFNpLouSqB37XobHJdkmC3leRHLlztQXPwakpJ85WCI1ToMM2eeRklJO3h5lctaPvPnPyO7Ud7KtRYWdlQFTEhQ+soVCw4cGARjzQk9ykqgLl3UGdeUlHHYvFlqBTZuT6ZXX/797xkYONC5qVUuKs3m2v/9aFVTRgFud4XSGYzGxs8//wyHwyHrkhLat2+P77//nvqcuLg4LFq0CIMHD0ZISAj27t2Ljz/+GA6HAwDg6+uL6OhovPrqq+jRowfat2+PTZs2ITs7G6GKSX/YsGF47LHHEBwcjPz8fPztb3/DQw89hOzsbJhMJt3rpqamYh7xNmc0KEFBBXCdmHSutU0mEcuXC8jMbEs9nuNErFjhnA8kB0yzzqkSkIKb7767FUC8weuKCAwsQFFRUFWgSF99Uxs5BkmqV18N26WLgMuXO2jOK0lDrFnzhnykUuLi9df1Mi/x8ZXIz38HBQXWqu4FZZUxCRjRE+I9e36HvLye+O673jh+/B5Vezat0njIkAxVK9z16+ozkmsNCTktJ8KVVVF1QV1rH93OsGARo8lCCx4AoqrN4cKFjjAa6JVRbqkXdiFKStoiJ6cf1HCoqPDS6H3URreHx6VL2gkBAASUlfnAZvOVrzs3t29VsEaLiICAi3juuV+xYoWP7vw0SJuc1r3NqES0SxdBzq4XFFjxyy9t8cUXxq185B4GDz4Ai6UUgYEirNaL1IzC1attqQEqbcXRhg0CVqyoxLPPOoeo+tp0MxieRi9S7ZlFjFYrSO++SBCwf38l+vUDUlPVwRCl+LYyw+jn59pgwAhli2lGBo9XXtGX16urLgnujalaRzFyL8rMZlTUYYp5gHHlaGZmDMLDjxsuZGv796ONsSzAzWAAS5YsweTJk9G9e3dwHIeQkBAkJCRg7dq18jHp6el4+umnERgYCJPJhIiICDz55JPIycmRjxk/frz873vuuQe9evVCSEgI9u3bhwcffFD3uikpKUhOTpZ/vnbtGoKCguroLhk0zGbJ5j01NdVFkpbAIS5uF955ZwgyMnhs2TKGcoyAAwfI/OaswFEmH7XrRLpxAgCI6Nr1B/z442+hXu+LBj9X13UgwfMi/vlPDpWVDo3bKIcPP5SSptpq2jlzzBg1qi8iIo7qTCDy83fI1bkkgARI82FJyQ1qa7d0fTQE5OX11OkGZmffxL59bwFQV9xKiRkpuULeV2Vg5s47/4p588xUwW8lNXWIZQmVhuPWREgYjAbEagWWLi0Hx5G2JwGDBu1HQMBF2Gy+KCqSNgHaQNGgQfsRH78OJ0/eUA1gNpsvgoP/pzifBMcJ+PXXO3DrXxdBUZnkvB6Aw5Yt45CWloTc3L64fNlMmTjkq0FFhRl//nOF7jpdw2PPnqGw2XzlR15/PRErVgjyecigHhzshRkzZsBiKYXd3hL79j0I56QI6CccEbGxmQCkaiUy8EdEHEVSUhri49chKSkNAKgTPccJsNu9dCK3U6eakJy8CPPmzZOd8RISBPmcP/xQwbQ/GE0G0pJVl8HNiIijmDRpNZytoE46dtQf79QB0+ox8Jg92xs+PnMxd+5ctzN0JPC0fn08QkO9MGWK0m1GS+2E8nmeHmwhC8mUlBQ5E6oc2wYNOmA4ZpKAtc3mi7NnO6vGSUJN/35kIfzqq86xWgpwsxY0RvPizjvvhMlkwqVLl1SPX7p0yVBL6K677sKnn36KsrIynDt3Dt9//z1at26NLoqS4pCQEHz55Ze4fv06CgoKcOTIEVRUVKiO0dKlSxfceeedOH36NPX33t7e+M1vfqP6j1H/kPF6x477ERuboRib1etLjhMQFpaHZcuW4c9/1s8nHCdg9Ogd6KfJ8ebm9pXnoq5dvfDee+rnaecI4hY6adK7+PHHrqi+c4DWYUAcmrWIeO01ByZOBGJjpVY55XleeaUVtSLYWUnbETt2jNIFcw4dipbvUfq/lFx1Jsmd8LxxIKtnzzxqcOmBB1ohN1cSmyd7guDgc/D3dyaSSKUeWaPbbL6YNs1bd62FhR1V8+vmzT7ytffubcGhQ9E4e7YzCgupl8hoYFhlEaNJM3kyL4uWESHVAwd+D54XsW1bPkRRu6vg0KXLWQQHn8PmzU7V0vXrWyiy64KccSABFLO5HLcOzUlMrXG0c+do+Ps7DFtJSNtcYKCocdqpnhMnwpGXF6aK8isz5lLZrjcKCwF/f71LkVOPSK+X1K3bYKSlxSh0iPpWtb1JWZ7x419Ejx6tdM/leRH33HMMmzY9qfudwyHpSWmz/azvmMHQQ4ITZWW0wDaP/HwOVqt6AXn6tN4W1wmHv/4VGD/eveAG3brXE6gXuXoNNzXKrDXJhHbt+iRmzx5EdWcDpHH1woUAbNjwR4giL2eBa1vFrqzW4nkRMTEZOvcaBqO5YDabERkZib179+KRRx4BAAiCgL179xq6IhNatmyJwMBAVFRUYOvWrVTXYx8fH/j4+ODKlSvYvXs33nzzTcPzFRYW4pdffkFHWnSc0SgZODC7ymjGD2fOBOPgwUE6TT26sxYwZswWhIefBDBMDkAVFgLz5zuNHASBw9SpJiQkdERFhTfmzPknAF+0bXsFEyeultvVLJZSHD8eBiNTGW1HAG2eHTv2I/z6ayvZLVmCw6xZJvzf/0lzrr66ntMZTzh/x+Obb/pQ7p1XVWSJIo/ERDMmTepITZK/9JIDr7+ur/IFBERHZyEvL4x6XUQmwh1sNl+cONGTeq1awwrlfkgQOPlemMtx44QFixhNHhJMIAt9QBp88vNDdMdqnX9sNl8UFATh44+9Vf29oihg7NiPZOed8eNfxJYttetTlnDvuQ4HsGaNcaBIKQ4XEXEU/v7F+OGHrjhw4PdutVyQgNTy5aNhNks9vhZLqU50eulSwUAziae6u73zjrdqYlbqEAHAO+94UYNaixbdxPTpvajXajKJOpcmBoOhR91KphezNJmAHj28ANjloFJKylisWuVa50gQ3BeQp1v31gQSBXKd0RVF5zUZlaUrA0YAMGeOWTG+S4tVIoRqMokYMOCAx4Soaa6NmZkxSEpKYwFuRrMlOTkZ8fHxuPfee9G/f3+kpaWhrKxMdkf74x//iMDAQPk7efjwYRQVFaFPnz4oKirCK6+8AkEQ8NJLL8nn3L17N0RRRLdu3XD69Gn85S9/Qffu3eVzXr9+HfPmzcOYMWPQoUMH5Ofn46WXXkJoaCji4uLq/01g1BpnUpBDt26nUFFhljX1UlOPws/vF53sBMcJeOONR9ClizrASDdD4RQ6ms5ghbOi/pxL+YewsDzZOZjY1yvnDEBas7ZpcxXXrllAE7L+7rsbyMhYASAJ+tZsIritb4v7+uv+cE8nlUd29gDKfM5hyBAReXnqNnVyHxUV3nj11QrMmuVFuS6p6nbhwoWU98WJOuFevWGFHud8qZ17XWmZMuoHFixiNAvo9sv6jcu0aZUqXSDjyhzJopMcGxzshWXLyhVOAzUJHBkdq46uA1KLBW3D9dvfnkSvXsfRps0VudXr0KFolSW1shqKNpERtAKr2goiQeDw/PPeEEV6y5jy3BwnIDpaLyZLJhgiWv32217Ucx07ZqJeI8cJWLLEjp9/bhjXBAbDk9Rlr702OCEFdKVyeK2216pVzqCSVAEYqqlQ1AeZ3NXXoWnISdlSI1FNgnIcJCX8xmKiNdX8KSlpR810jhnzEXx8fkXXrk9i1iyl0LaEcpysyd+PtlEh4yGD0Vx54okn8NNPP2HOnDkoLi5Gnz59sGvXLln0+vz58+B553fs5s2bmDVrFs6cOYPWrVtj+PDhSE9PR5s2beRjbDYbUlJSUFhYCD8/P4wZMwavvfYavLyk9YTJZMKxY8ewfv16XL16FQEBARg6dCheffVVeHt71+v9M2oHCeyPG7dLp3GpDRbMn2/H7NlemmOG6c5ppGfqXGs6P4ek1cvfv9hA/kFAaqqAxMS7MWeOWqi5VaubKtHnJ56oVASk9E5uXboIsFhKDQwYpKqkCxcCFXp7Wp2k6jlxIoyikyeiRw8v/OtfwzBzZhoKCqxV72sbeS3P85JEB6nqUl63NmlLvn8Em80X8+crE+5GJkDuoZx7lYkwVnXUcLBgEaNZQMs60MpGp0ypwObNtBYrNWSAVEa04+Mr8e9/7zcMwtBfU3pMHwQimW2120NqKoeZ/8/evcdFUbb/A//Mriyg4iqeEUwO5qk0sSTspIXiCatHO+lTRGpmkRH2lJRpmkY+z09FS0vLPGBlpX5LzTxgWZmk5TG1VJBUTNQkV6R0kbl/f6wz7OzOwgLL+fN+vXwVuzOz9yzM7My113XdE5xnSzh6tAOOHOmkLrt0qQzAvimgczaUr+9l3Wa3jjdbeoE227icSzWiotIQEHBak7obHx+P9u2dv/Gxn5FOL702PHwXFi++Wec9lDFy5PuIjR2OEr7MIKrz9IMTEoYN+wwNGvyNpKQH0KFDA92Ml7VrByMhIUWdrcSxBKA0DeT1GtDPm1eIw4fnYseOCJ0LYBk9euzC7t09nGZtsQWZbDcEXbvux/79Xcvc1N5VI/+gIFtzhEmTTNC7qC1rI2r9oJnzBTdRbRMfH++y7Gzr1q2an++66y4cOnSo2O09+OCDumVpCl9fX2zcuLHU46Tq5exZ07WePEUlVcqsl5s3F1fSO0R3e46fRc73BlpCGHD99U/oXtcPG7YSV678ioKCcQCA/PwGyM9vAOCkpunz6NHDceedXroBEyWw1aLFHQBsEzBs394LjsGkoKBs3HDDrzAar+pMAOEuA8LDf7r2uWr7DJ03T0ZgYD1YrUobh19hsfhdmzGt6Evibdvu0HwZbJv1LO3arNK2dZOSkpxeUf8LmbIHjJTPXr1rlrJm/LI5dvkwWEQ1mv0JoEOHq5oblQ4dtGmj77wjo0OHBpg8eTI2bSrA7Nn6AR+lTvrAgRvUk2ZqqsCUKXIJgSJA/8RowLPPWjF3bj1NCqzjh0piohX/+Y83GjUq+pDTX9a2Tb3XAeBiRp+igJTjzZbrWSG0wsN3aTKKlNRdvZtEpc48KSkJZ8+akJrqHAALDv5dZ+Y5oEePXSgo8NadIYEnfCItveCE0SjUoHFwsO1bwOIyXoKDj6vNK2++eVeZZ21znDUsMNA2O02/fmmIiNjhNKVxbm5TnXNAUdaPbRudMWFCSqnHZF+KpjczY3F9MICyz7SoP2ujASNHJpa8MhFRHePqs2nXLhOeflrbe0gp6U1NTS52enT7zyIlkOMqYGQ0Arm5gF42kPKlQmqqCbNnJ6Do2ltgyJC1am/O/Hy9/n+2mdw6dz4EszkPBQW3qq0v9HrxnTwZhJ9/blFMoMhVqZo9+4l0bF/wxsX1dlpK/0tiAwIC/lC/PLL1+tNe8yuUL9K9vK4gP7++7hck2gqHotJvvaoKvXuUb77RKyd0vzSePIfBIqo17D8cbCe5TuqJyfGEuXu3XtRbxrBhKzFjxn349NOBSEoyqs/LsoTJk+3TLEtDoFUrg3oCzs9vgJUrH3BYRsL/+38mjBun3Q/9ZV1btWoYrNZ1CA3NcEiptX1wfPvtVdx2W9GHq8lkwqxZidcCbVC/hRHCsUGtjD17bnb65mf2bFtTwbg4qzrmpKQHsGBBhjqzQUiI9uZJ+dAJCjqp842PjN27e2DXrluQmipwzz2RCAg4zVplIhccgxOAjNdes6KwUBs01k/Nl5Gf3wAWi58aZC5vA3lX6yuPA9oLTVdZP/bbKO+Y7L8BduyD4aq/W9euZXstwDloxqbWRET69L/wsAVQXH3Bof+lqJbyuXHLLbbPSO2U9eoWMWGChOTkout95fGoqDS1lcKUKfUdnpewZo2tfC0w8DTCwoRuwKRzZ1v2XFZWO8yb52vX18eR4dq1fnHZOBIGDlyH9esHOeyHY7la0ZfKX3/dF2fPOn/x4aoHlFJiB2h7/bnK9irKnhLqZ7nyhXF4+B61cXlRpYHt/+37pBZVLWgngXD1d1Fcxi/7G1UMBouoVtE7yQEGpKVFITv7KkJCbKmNr7zi/MHQt2/atVkV7sPLLzs+b/vQ0mvu7Bwhd3zMNhPCuHFAcPDxa9MyO9+gCCFhzhxg+vSiDzmLxa/EFFrtNmzTVN5553e6zan//lt/O443N5s3GzQ3n126HMLBgzc4vVZmpqSekJUxp6UZnWqM7bdv/2E0d659HyhtFhVnSCByT1ycjFWrvla/xZs82VudkVDhGFRSZl9ZufIBGAwC8+cXIidneoWP1b5XnMEg0LNnIXbsUM6XAv/+t3DrRsBdysWjv/95NRNSyVC0Wq3YtMn53AZI+OEHOE3HXBqctZGIqGT62ZgSevXSz5otS0lvXJyMtLT/0/2itmlTvV6htuv97OzWOHHiOhdfFBvwwQejsXChdO1L0atOGfb2QRH3yrJcPy9JMgICTpewDefG2q567zlWYygVAYB+aZktYFSIxETHcruilhrDhn2KadMGYcUK27WH/faUz2CLRTsTnTITs79/rubz0tXfhavPVPY3qjgMFlGt4+okpwQ29GftkRAQ8AcAZWpL55OxwQBMny7j5ZehObkC0ETI9Ro+208DbzbnoW/fNM20l4rZs4GxY4t+fvPNeHToYJ81UNTvoyil02mk+O673nD8YJIkGaGhruedtr+5UYI7Sq8R281UydtzbHSn1Bj36aPNLACg1j5nZhafcWW/nbLUKhPVdtnZcJrNy37WQ4VyXJ88GYjVqx/QHKfPPFMPv/8+uVzHl16ZqBKUSU5OhsXip+lNIcsSduywD8xL+Ogjo2YcVqu1zOOxv3h0TKNXREZux8GDXeD45cFtt5WtOScREZWOq2xM/T540GSu63H8LLJarQgKOqnb/Pn22yXdnqebNvVH0XWvfqCn6BrXipycZCQk+CE31x8vvHAf5szJwfvvj4b951tZ2b7QkZGe7q2zHdfbNRgEwsLc+5I4JGQIrNb+SE5OdtEHFnj+eZ9iKixsEwO1aVN0X2D/5ZBjD0K9nzt0kDFmTHFj1M/S9WR/I3LGYBHVOnonOWU2AMB1jw/l2wq9dFJAYMYMCePGyTh7tqjcSomeKyUOyjaKmrk6b99i8UNAwGnceON+/PJLN83YCwuBzEztidj+ZOnlZcWFC40BSGjc+C9cuNBY06ROy7nBnt7MEcXR7oe2GfeCBQanE7deoE5vn+y5m0XFWmUifbYAt+vZvOyZzXnIzf2nUnsBKBfu33xjC4hrFT+OsvYpc7x4FMKAL78cgrNntfvo53cJoaEZyMwMg3KOe/RRGbfcYiz1ayrYW42IqHT0sjH1st7Lmj1iNuc59a+bN0/GLbfUcyjl1puFzHXAyP4aV9mHb7/1wfvvj9JdvoiMgQO/xFdfDXL4/C76UvjGG/ejQ4cjmDZtEIKDvXD4sF6PUVcZSwLTpxciMND5Vl/5Asdshsuy8cGD1zpNkmM/KY8jx4kcsrNbayYSEsKAffu6qevq/fzMMxIGDdJ+RruTpauXBMB7Bs9hsIhqHbM5T1Pe5Ji66FyOYfvAGDOmqAGpfTqpMnXmCy/YzyaQp4meK48VZcus00ypuWCBhJEjE7FgwVVMmWLfvNp5WuhOnbzQt6/2GxFl+45R+piYdQ5TXzvSNtgD3A8W6TXAU7Y3f/7duhF+/UAdEBoqsH178a/n+Hsr75TZRHVF585epartd3WcVvTx5WpK44o4zt25eLTPPLKV2x7AvHmhuOuu+uUfABERlZt9VnpZs0fsS4/1JkxQglIHD3a+llGkR8Ktt27Hjz9GwvEzy/4aV8mwdyeTKCDgNCIj09UvZm0zkNlmfLNv2dCmzUC1x2ho6GWX18mOs40++GA35xd1831KTk6GyXRFN+O/KGBV9AWyUsZmMpnQqtUreO01vR5RxWdF2ZfNlUZZ+huR+xgsolrD/ttcq9WqljfppS469tCJi4sv9vnEROfpYB1PqvYcG6qGhJicvul2nCa6pHpci8XPKUpvP/W1Ulqi12DvzTfjXc4a4YqrKac7dz6EwMC7dd8LwLkO2t1ZhRzL0mxNyr1KvR2iusbd2n5PHKeeHKckyXjooQJ88onnj/OSLh71zseHDnVBq1b/lP/FiYjIbe5kY2ZkOM84VpbskeImYejS5RDS0qJ1M9xtbSZ+RIsWfzp9GRwYWNQfr2/f4W72GTVg0aJR6pcVvXr9gA8+uAkrVqTrLj1lyhQAwLhx45CZOd9FYEtCly6/4NChLti16xa0b1++3j2uSvfi4uz7DZk0lRbKZ6vrGd2K+7LIddlccUrb34hKh8EiqrVKSl20zwbSC6Q49thxl/2Uzfavr98rSTtNdHGz5ria6rJv37HYufO/MJt/Re/e2owq+4Z1JY3Zsb7bMWXXfntWq9WtKUuL9sl1YM2R8r4/91wBzp+fxxmFiIphf0wp/RLcOV6qasYux0D81KlPonVrzx/nehePgwatxaJFe5CUlISjR026ve2OHTOgQwePDIGIiMrB/to0O7vis0dcZbjbX//qfRm8YEFRluqyZUKdQELLOVBSdE1vQHp6JICiLyvGjx+PmTNnAoD6XwDw8vKC2ZyHtm1P6E66c+hQF03/wpKyr1zdAynvh/19gMFg6xuVk3Nas5x9pYVeUA+w/e5GjJCxfLmkBsgc+6DOmyfrls25g7OQVhwGi4hKQe/bD3f7U+h90603TbSr1zx2zIply5w/GEJCZOzcafspNvYqMjPnO/VUKi29lN0XXrgPq1a5t73iAnXaqS2dg1TuboeItEp7vFTV8WU/Q8qpU1KFjcP+4tHxfOgq8+jGG309OwgiIiq30maP2H+RogREXF2vu6pMUDJnlAbQwBC7fj+2zyzn/njaqeRtWUPpaNAgX52IQq8/p/Jlhf2YlC+eHdm3pLDvTao/wU7Zevco1+r//OMDIZQx6i9bUlAPkPHdd1dxyy1As2Zv61ZCCAH07SuXbpAOeM9QMRgsIqpgycnJSEpKQmCgSWdmBxk5Oe5lL4WEmPDOO1fx1FOAUgcsSRK2bvXWLKecLIODvTzSZFXZXrt2RaeL0pa0KTi1JVHdZH/hbn+hm5oqMHhwd4SHly2wXRK9HnMA09aJiGqaysoecawsKG1zZSEkDBv2GRo0+FvtPWSx+MFstgAQiI8fjLvv9nUKqHToYMSAAa6/QAWAs2dNmllFlR5FI0e+Dz+/SzoT7OhnX2m/uNU+p+3nV5QRJYSEZ54xYtw4P5dVC3rl5jEx63DLLbaSOVeTbABFs1YrOFlE9cBgEZEOd09Qet9cKOvrfSPg+EEXGAiUUJWl0bevDEky2EX5Sz5xVxec2pKoYhWXTu6oqi7CHHuvybKEtWsHIzQ0o9LHwrR1IqKapbplj7iaYVmpGgCcp5CPipIxf34hnnqqqAm0JEn45huTU+BGCep4eV1BQYE30tP1yrwMePDBOPTt63WtHyGK/RKkuC9unfv5OTehzs31173n0CuLL2rUXdRfSW+SDUBG/fouUpeoSjFYRLVSSTdCVRmttv+gK+049KfIljBkSCJ699b/FqI0HINfnuTO7ESOqcBU88ybNw//+9//kJOTg27duuGtt95Cz549dZctKChAcnIyli5dilOnTqFDhw6YMWMG+vcvuqgoLCzEa6+9huXLlyMnJwcBAQF4/PHHMXHiREiS7e/p8ccfx9KlSzXbjo6OxoYNGypuR6uR4r4hrG5c9V4bMiQRZUxYdJve+1TdbjyIiMgzyvLZWNzkNfbPK/SyVG19ffLUMThOTvPMMxK+/bbA6ctfxy9Q9TJ89HoiSZKM0FDbhkr6EqSkL271+6sWMRqBadMeL/Ezs7i+r/q9oQy4804vVhxUQwwWEdUgYWFCZ2aCohTTig6CufPB62oMpZ3akumnNc8nn3yCxMREvPvuu4iIiEBKSgqio6Nx+PBhtGjRwmn5iRMnYvny5XjvvffQsWNHbNy4Effffz+2b9+O7t27AwBmzJiBd955B0uXLkWXLl3w888/Iy4uDmazGePGjVO31b9/fyxevFj92dvb2+n1aqOaVtqp941iRU1xa38OWbDgquZ9Gjx4TYWVvhERkeeV5rqwvJ+NpXkt/QCNbd1Nmwowe7bzl7zbtxt0vvwt+gLVVYaPY08kpcwrMLDoS7bivgQp6YtbvWt1+0bfnirXjo29ir17l9nNCMeKg+rKUPIiRFRWFosfsrLaITvbM9sLDARiYtZBkmxN4Gwn7oo7qSoflpMnT8aHH/ogJSUBS5fGon17LyxaVLptKd++VNbYqfLNmjULo0ePRlxcHDp37ox3330X9evXxwcffKC7fGpqKl5++WUMHDgQISEhGDt2LAYOHKiZ+WP79u249957MWjQILRr1w7Dhg1Dv379sFPp6n6Nt7c3WrVqpf5r0qRJhe5rdVB0Mam90PLU+cbTlGDz1KnWSj0P6L1Pa9cOhsXiV3EvSkREVaIqPhttvUKPO32W7d4twRZsKWI0Ar16yernoP3jyhcnxWX4CCFh6NCViI1dgoyMq/jiiyFul6ArwSBXr6t3rd6372bExi7BkSMFpf4yKikpCZMnT9Y0GFd+Lijwdhkwo+qDmUVE5eQq20b/W43yZcuYTCZ89ll/dYayyuqz4al+Q+wRUntZrVbs2rVLU75oMBgQFRWF9PR03XWuXLkCHx8fzWO+vr7Ytm2b+nOvXr2wcOFCHDlyBNdffz327duHbdu2YdasWZr1tm7dihYtWqBJkya4++67MW3aNDRt2tTl6165ckX9+eLFi6Xe3+rAndLO6sL+fGgwCERFbUZAwB+Vch7Qb0BqQG6uP958M77MDfuJiKj6qS6fjdnZwCuvGKHt+yPw5psSbrvNNmmNq/5C+hk+NvY9kUq7P+5M7uA8k2i6uq4n+fufL7ZaojRYjVBxGCwiKgdXaa4V3cy5Ivts6AW/PPnByx4htdOff/6JwsJCtGzZUvN4y5Yt8dtvv+muEx0djVmzZuHOO+9EaGgotmzZgtWrV6OwsFBdZsKECbh48SI6duwIo9GIwsJCTJ8+HSNGjFCX6d+/P/71r38hODgYmZmZePnllzFgwACkp6fDaDQ6vW5ycjKmTJnioT2vOqUt7awqeufDtLQoJCSkVMp5QO99kiQZ/v65Ff/iRERUqSr7s9FVoEI/O0jCzTfb/q+4L1Adgzr2pWD2PZHcHYs9d764dTWTaEmUe4hJkx4p8YsgszkPMTHr1J5OnJW0emKwiKiMigsIVZdvNUrLVfCrptyUUs0yZ84cjB49Gh07doQkSQgNDUVcXJymbO3TTz/Fhx9+iI8++ghdunTB3r17kZCQgICAAMTGxgIAHn74YXX5G2+8EV27dkVoaCi2bt2Ke+65x+l1k5KSkJiYqP588eJFBAUFVeCeVoyaMv17cZk9lUHvfbr77rQa0xSciIjcV10+G13NlBYWVvRzcV+g2gd1vLysKCgwlWkmZT0V8cVtWfpEhYfvQWhoBisOqjEGi4jKqLiAUE0MrpSUDVUdPnip+mrWrBmMRiPOnDmjefzMmTNo1aqV7jrNmzfH559/jsuXL+P8+fMICAjAhAkTEGJ39/6f//wHEyZMUANCN954I44fP47k5GQ1WOQoJCQEzZo1Q0ZGhm6wyNvbu9Y0wK4JpZ3VIbPH/n1q3/4RvPpqVI1pCk5ERKVTHT4bHa+dJUnGvHkyAgPdv/12nFWsLDMpV4byVFSw4qB6Y7CIqIyKCwjVxOBKSdlQ1eGDl6ovk8mEHj16YMuWLbjvvvsAALIsY8uWLYiPjy92XR8fH7Rp0wYFBQVYtWoVHnzwQfW5v//+GwaDtgGi0WiELMuOm1FlZ2fj/PnzaN26ddl3qAap7hda+udDA0aOTCx5ZQ9SLrgnTTJVWIkwERFVD9Xhs7G4a+fqGPRx5O4YS1tRoWzXarUiubxpUlShGCwiKqOSAkIVFVypqA8Xd7KhyvvBWxM+GKnsEhMTERsbi5tvvhk9e/ZESkoK8vPzERcXBwB47LHH0KZNG/XCYMeOHTh16hRuuukmnDp1Cq+99hpkWcaLL76objMmJgbTp09H27Zt0aVLF+zZswezZs3CE088AQC4dOkSpkyZgqFDh6JVq1bIzMzEiy++iLCwMERHR1f+m0C6qkuwOTe3aY0sESYioprJE0GrpKQkj03GUNK1eFmu1WtiRQW5h8EionIo6QaoOnyr4a6amA1F1ctDDz2Ec+fOYdKkScjJycFNN92EDRs2qE2vT5w4ockSunz5MiZOnIhjx46hYcOGGDhwIFJTU9G4cWN1mbfeeguvvvoqnn76aZw9exYBAQEYM2YMJk2aBMCWZbR//34sXboUFy5cQEBAAPr164fXX3+91pSaFacmBWCr8nyovE/Z2UBqKi9oiYhqs5r02ehKTdoH3kPUXgwWEZVTTQoIlaS6fPtPNVd8fLzLsrOtW7dqfr7rrrtw6NChYrfn5+eHlJQUpKSk6D7v6+uLjRs3lmWoVAfxgpaIiMjzeA9ROzFYREQatSn4RUTVQ3X6hpQXtEREVBmq02dfZSjtPURde39qIgaLiCpIbTsB1rb9IaK6i0FxIiIiouIxWERUDgygEBERERERUW1jKHkRIiIiIiIiIiKqKyQhhKjqQVQXFy9ehNlshsViQaNGjap6OERElaKun/vq+v4TUd1U1899dX3/iahuKs25j5lFRERERERERESkYrCIiIiIiIiIiIhUDBYREREREREREZGqwoJF8+bNQ7t27eDj44OIiAjs3LnT5bIFBQWYOnUqQkND4ePjg27dumHDhg2aZQoLC/Hqq68iODgYvr6+CA0NxVtxscIAAJfmSURBVOuvvw77lkuPP/44JEnS/Ovfv39F7SIRERERERERUa1TryI2+sknnyAxMRHvvvsuIiIikJKSgujoaBw+fBgtWrRwWn7ixIlYvnw53nvvPXTs2BEbN27E/fffj+3bt6N79+4AgBkzZuCdd97B0qVL0aVLF/z888+Ii4uD2WzGuHHj1G31798fixcvVn/29vauiF0kIiIiIiIiIqqVKiSzaNasWRg9ejTi4uLQuXNnvPvuu6hfvz4++OAD3eVTU1Px8ssvY+DAgQgJCcHYsWMxcOBAzJw5U11m+/btuPfeezFo0CC0a9cOw4YNQ79+/Zwylry9vdGqVSv1X5MmTVyO88qVK7h48aLmHxERERERERFRXebxYJHVasWuXbsQFRVV9CIGA6KiopCenq67zpUrV+Dj46N5zNfXF9u2bVN/7tWrF7Zs2YIjR44AAPbt24dt27ZhwIABmvW2bt2KFi1aoEOHDhg7dizOnz/vcqzJyckwm83qv6CgoFLvLxERERERERFRbeLxYNGff/6JwsJCtGzZUvN4y5YtkZOTo7tOdHQ0Zs2ahaNHj0KWZWzevBmrV6/G6dOn1WUmTJiAhx9+GB07doSXlxe6d++OhIQEjBgxQl2mf//+WLZsGbZs2YIZM2bg22+/xYABA1BYWKj7uklJSbBYLOq/kydPeuAdICIiIiIiIiKquSqkZ1FpzZkzB6NHj0bHjh0hSRJCQ0MRFxenKVv79NNP8eGHH+Kjjz5Cly5dsHfvXiQkJCAgIACxsbEAgIcfflhd/sYbb0TXrl0RGhqKrVu34p577nF6XW9vb01PI6VZNsvRiKguUc559hMG1CU89xNRXcRzP8/9RFT3lObc7/FgUbNmzWA0GnHmzBnN42fOnEGrVq1012nevDk+//xzXL58GefPn0dAQAAmTJiAkJAQdZn//Oc/anYRYAsGHT9+HMnJyWqwyFFISAiaNWuGjIwM3WCRo7y8PABgORoR1Ul5eXkwm81VPYxKx3M/EdVlPPfz3E9EdY87536PB4tMJhN69OiBLVu24L777gMAyLKMLVu2ID4+vth1fXx80KZNGxQUFGDVqlV48MEH1ef+/vtvGAzaqjmj0QhZll1uLzs7G+fPn0fr1q3dGntAQABOnjwJPz8/SJLk1jqldfHiRQQFBeHkyZNo1KhRhbxGVeB+1Szcr5qlovdLCIG8vDwEBAR4fNs1gTvn/tr6t1VefF/08X3Rx/fFtap4b3juL/7cX5v/XrlvNRP3rWaqbvtWmnN/hZShJSYmIjY2FjfffDN69uyJlJQU5OfnIy4uDgDw2GOPoU2bNkhOTgYA7NixA6dOncJNN92EU6dO4bXXXoMsy3jxxRfVbcbExGD69Olo27YtunTpgj179mDWrFl44oknAACXLl3ClClTMHToULRq1QqZmZl48cUXERYWhujoaLfGbTAYEBgY6OF3Q1+jRo2qxR+Lp3G/ahbuV81SkftVF79VVpTm3F9b/7bKi++LPr4v+vi+uFbZ7w3P/SWf+2vz3yv3rWbivtVM1Wnf3D33V0iw6KGHHsK5c+cwadIk5OTk4KabbsKGDRvUptcnTpzQZAldvnwZEydOxLFjx9CwYUMMHDgQqampaNy4sbrMW2+9hVdffRVPP/00zp49i4CAAIwZMwaTJk0CYMsy2r9/P5YuXYoLFy4gICAA/fr1w+uvv67pS0RERERERERERK5VWIPr+Ph4l2VnW7du1fx811134dChQ8Vuz8/PDykpKUhJSdF93tfXFxs3bizLUImIiIiIiIiI6BpDyYuQJ3l7e2Py5Mm1LtuJ+1WzcL9qltq6XzUJfwf6+L7o4/uij++La3xvqp/a/DvhvtVM3LeaqSbvmyTq6nyZRERERERERETkhJlFRERERERERESkYrCIiIiIiIiIiIhUDBYREREREREREZGKwSIiIiIiIiIiIlIxWERERERERERERCoGizxg3rx5aNeuHXx8fBAREYGdO3e6XHbJkiWQJEnzz8fHR7PM448/7rRM//79K3o3nJRmvwDgwoULeOaZZ9C6dWt4e3vj+uuvx/r168u1zYrg6f167bXXnH5fHTt2rOjdcFKa/erdu7fTmCVJwqBBg9RlhBCYNGkSWrduDV9fX0RFReHo0aOVsSsant6vmnp8paSkoEOHDvD19UVQUBCef/55XL58uVzbrMtq6/FSXrX1ePMEHrP6PP2+VJfP1PIqzftSUFCAqVOnIjQ0FD4+PujWrRs2bNhQrm2Svtp6zQ7U3uv2soyjply7A7X3eqQ2X0/UqesBQeWyYsUKYTKZxAcffCAOHjwoRo8eLRo3bizOnDmju/zixYtFo0aNxOnTp9V/OTk5mmViY2NF//79Ncvk5uZWxu6oSrtfV65cETfffLMYOHCg2LZtm8jKyhJbt24Ve/fuLfM2K0JF7NfkyZNFly5dNL+vc+fOVdYuCSFKv1/nz5/XjPfAgQPCaDSKxYsXq8u8+eabwmw2i88//1zs27dPDBkyRAQHB4t//vmnkvaqYvarJh5fH374ofD29hYffvihyMrKEhs3bhStW7cWzz//fJm3WZfV1uOlvGrr8eYJPGb1VcT7Uh0+U8urtO/Liy++KAICAsSXX34pMjMzxfz584WPj4/YvXt3mbdJzmrrNbsQtfe6vSzjqCnX7kLU3uuR2nw9UdeuBxgsKqeePXuKZ555Rv25sLBQBAQEiOTkZN3lFy9eLMxmc7HbjI2NFffee68HR1l6pd2vd955R4SEhAir1eqxbVaEitivyZMni27dunl6qKVS3vd29uzZws/PT1y6dEkIIYQsy6JVq1bif//7n7rMhQsXhLe3t/j44489O/hieHq/hKiZx9czzzwj7r77bs1jiYmJ4rbbbivzNuuy2nq8lFdtPd48gcesvop4X6rDZ2p5lfZ9ad26tXj77bc1j/3rX/8SI0aMKPM2yVltvWYXovZet5dlHDXl2l2I2ns9UpuvJ+ra9QDL0MrBarVi165diIqKUh8zGAyIiopCenq6y/UuXbqE6667DkFBQbj33ntx8OBBp2W2bt2KFi1aoEOHDhg7dizOnz9fIfugpyz7tWbNGkRGRuKZZ55By5YtccMNN+CNN95AYWFhmbfpaRWxX4qjR48iICAAISEhGDFiBE6cOFGh+2LPE+/tokWL8PDDD6NBgwYAgKysLOTk5Gi2aTabERERUa1/X44c90tR046vXr16YdeuXWpK6rFjx7B+/XoMHDiwzNusq2rr8VJetfV48wQes/oq4n1RVOVnanmV5X25cuWKU3mTr68vtm3bVuZtklZtvWYHau91e1nHUROu3YHaez1Sm68n6uL1AINF5fDnn3+isLAQLVu21DzesmVL5OTk6K7ToUMHfPDBB/jiiy+wfPlyyLKMXr16ITs7W12mf//+WLZsGbZs2YIZM2bg22+/xYABA5xOchWlLPt17NgxrFy5EoWFhVi/fj1effVVzJw5E9OmTSvzNj2tIvYLACIiIrBkyRJs2LAB77zzDrKysnDHHXcgLy+vQvdHUd73dufOnThw4ABGjRqlPqasV9N+X/b09guomcfX8OHDMXXqVNx+++3w8vJCaGgoevfujZdffrnM26yrauvxUl619XjzBB6z+irifQGq/jO1vMryvkRHR2PWrFk4evQoZFnG5s2bsXr1apw+fbrM2ySt2nrNDtTe6/ayjqMmXLsDtfd6pDZfT9TF64F6VT2AuiYyMhKRkZHqz7169UKnTp2wYMECvP766wCAhx9+WH3+xhtvRNeuXREaGoqtW7finnvuqfQxu0OWZbRo0QILFy6E0WhEjx49cOrUKfzvf//D5MmTq3p4ZebOfg0YMEBdvmvXroiIiMB1112HTz/9FCNHjqyqobtt0aJFuPHGG9GzZ8+qHopHudqvmnh8bd26FW+88Qbmz5+PiIgIZGRk4LnnnsPrr7+OV199taqHV6fU1uOlvGrT8eYJPGb1ufO+1PTP1LKYM2cORo8ejY4dO0KSJISGhiIuLg4ffPBBVQ+tTqut1+xA7b1uB+rGtTtQe69Hatv1RE2/HmBmUTk0a9YMRqMRZ86c0Tx+5swZtGrVyq1teHl5oXv37sjIyHC5TEhICJo1a1bsMp5Ulv1q3bo1rr/+ehiNRvWxTp06IScnB1ar1SPvVXlVxH7pady4Ma6//vpq/ftS5OfnY8WKFU4fjMp6Ne33pXC1X3pqwvH16quv4tFHH8WoUaNw44034v7778cbb7yB5ORkyLJcLY6vmqK2Hi/lVVuPN0/gMauvIt4XPZX9mVpeZXlfmjdvjs8//xz5+fk4fvw4fvvtNzRs2BAhISFl3iZp1dZrdqD2XrcDtffaHai91yO1+XqiLl4PMFhUDiaTCT169MCWLVvUx2RZxpYtWzTfRBSnsLAQv/zyC1q3bu1ymezsbJw/f77YZTypLPt12223ISMjQ3Oxd+TIEbRu3Romk8kj71V5VcR+6bl06RIyMzOr9e9L8dlnn+HKlSv497//rXk8ODgYrVq10mzz4sWL2LFjR7X+fSlc7ZeemnB8/f333zAYtKdr5SJICFEtjq+aorYeL+VVW483T+Axq68i3hc9lf2ZWl7l+d36+PigTZs2uHr1KlatWoV777233Nskm9p6zQ7U3ut2oPZeuwO193qkNl9P1Mnrgartr13zrVixQnh7e4slS5aIQ4cOiSeffFI0btxYnVrz0UcfFRMmTFCXnzJliti4caPIzMwUu3btEg8//LDw8fERBw8eFEIIkZeXJ1544QWRnp4usrKyRFpamggPDxft27cXly9frrb7deLECeHn5yfi4+PF4cOHxbp160SLFi3EtGnT3N5mTd2v8ePHi61bt4qsrCzxww8/iKioKNGsWTNx9uzZartfittvv1089NBDutt88803RePGjcUXX3wh9u/fL+69994qmXrTk/tVU4+vyZMnCz8/P/Hxxx+LY8eOiU2bNonQ0FDx4IMPur1NKlJbj5fyqq3HmyfwmNVXEe9LdfhMLa/Svi8//vijWLVqlcjMzBTfffeduPvuu0VwcLD466+/3N4mlay2XrOXZd9qynV7Re1bdTnP1Nbrkdp8PVHXrgcYLPKAt956S7Rt21aYTCbRs2dP8eOPP6rP3XXXXSI2Nlb9OSEhQV22ZcuWYuDAgWL37t3q83///bfo16+faN68ufDy8hLXXXedGD16dJX8sZRmv4QQYvv27SIiIkJ4e3uLkJAQMX36dHH16lW3t1lZPL1fDz30kGjdurUwmUyiTZs24qGHHhIZGRmVtTuq0u7Xb7/9JgCITZs26W5PlmXx6quvipYtWwpvb29xzz33iMOHD1fkLujy5H7V1OOroKBAvPbaayI0NFT4+PiIoKAg8fTTT2tuJEraJmnV1uOlvGrr8eYJPGb1efp9qS6fqeVVmvdl69atolOnTsLb21s0bdpUPProo+LUqVOl2ia5p7ZeswtRe6/bSxpHTb52F6L2Xo/U5uuJunQ9IAnhIu+XiIiIiIiIiIjqHPYsIiIiIiIiIiIiFYNFRERERERERESkYrCIiIiIiIiIiIhUDBYREREREREREZGKwSIiIiIiIiIiIlIxWERERERERERERCoGi4iIiIiIiIiISMVgERFRCbZu3QpJknT//fTTTy7Xy8nJwaOPPopWrVqhQYMGCA8Px6pVqzTLDBkyBG3btoWPjw9at26NRx99FH/88Yf6/OHDh9GnTx+0bNkSPj4+CAkJwcSJE1FQUFCqfSjpdYiIyNmRI0dw7733olmzZmjUqBFuv/12fPPNN8Wus3r1avTr1w9NmzaFJEnYu3ev7nLp6em4++670aBBAzRq1Ah33nkn/vnnH/V5T5y3X3vtNXTs2BENGjRAkyZNEBUVhR07dpRqG0REdU1pz/0FBQV46aWXcOONN6JBgwYICAjAY4895nTOzs3NxYgRI9CoUSM0btwYI0eOxKVLlzTLfPrpp7jppptQv359XHfddfjf//5X6vGPGTMGoaGh8PX1RfPmzXHvvffit99+K/V2GCwiIrqmd+/eWLJkidPjvXr1wunTpzX/Ro0aheDgYNx8880ut/fYY4/h8OHDWLNmDX755Rf861//woMPPog9e/aoy/Tp0weffvopDh8+jFWrViEzMxPDhg1Tn/fy8sJjjz2GTZs24fDhw0hJScF7772HyZMnl2rfSnodIqK6ytW5HwAGDx6Mq1ev4uuvv8auXbvQrVs3DB48GDk5OS63l5+fj9tvvx0zZsxwuUx6ejr69++Pfv36YefOnfjpp58QHx8Pg6Ho0twT5+3rr78eb7/9Nn755Rds27YN7dq1Q79+/XDu3LlSbYeIqLbx5Ln/77//xu7du/Hqq69i9+7dWL16NQ4fPowhQ4ZolhsxYgQOHjyIzZs3Y926dfjuu+/w5JNPqs9/9dVXGDFiBJ566ikcOHAA8+fPx+zZs/H222+Xat969OiBxYsX49dff8XGjRshhEC/fv1QWFhYqu1AEBGREEKIu+66SyxevLjE5axWq2jevLmYOnVqscs1aNBALFu2TPOYv7+/eO+991yu88UXXwhJkoTVanW5zPPPPy9uv/12zWPvvfee6Nixo/D29hYdOnQQ8+bNK3Zs7rwOEVFd4Orcf+7cOQFAfPfdd+pjFy9eFADE5s2bS9xuVlaWACD27Nnj9FxERISYOHFiqcapd97+/vvvxe233y58fHxEYGCgePbZZ8WlS5dcbsNisQgAIi0trVSvTURU21TUuV+xc+dOAUAcP35cCCHEoUOHBADx008/qct89dVXQpIkcerUKSGEEI888ogYNmyYZjtz584VgYGBQpZl9bHPP/9cdO/eXXh7e4vg4GDx2muviYKCApdj2bdvnwAgMjIy3B6/EEIws4iIqJTWrFmD8+fPIy4urtjlevXqhU8++QS5ubmQZRkrVqzA5cuX0bt3b93lc3Nz8eGHH6JXr17w8vLSXSYjIwMbNmzAXXfdpT724YcfYtKkSZg+fTp+/fVXvPHGG3j11VexdOnSMr8OEVFd17RpU3To0AHLli1Dfn4+rl69igULFqBFixbo0aNHmbd79uxZ7NixAy1atECvXr3QsmVL3HXXXdi2bZvLdfTO25mZmejfvz+GDh2K/fv345NPPsG2bdsQHx+vuw2r1YqFCxfCbDajW7duZR4/EVFt5qlzv8VigSRJaNy4MQBbRmnjxo01VQlRUVEwGAxqefCVK1fg4+Oj2Y6vry+ys7Nx/PhxAMD333+Pxx57DM899xwOHTqEBQsWYMmSJZg+fbruOPLz87F48WIEBwcjKCioNG8FM4uIiBTuZhYNGDBADBgwoMTl/vrrL9GvXz8BQNSrV080atRIbNy40Wm5F198UdSvX18AELfeeqv4888/nZaJjIwU3t7eAoB48sknRWFhofpcaGio+OijjzTLv/766yIyMrLUr0NEVNcUd+4/efKk6NGjh5AkSRiNRtG6dWuxe/dut7brKrMoPT1dABD+/v7igw8+ELt37xYJCQnCZDKJI0eOaJYt7rw9cuRI8eSTT2qW//7774XBYBD//POP+tjatWtFgwYNhCRJIiAgQOzcudOt8RMR1WYVde4XQoh//vlHhIeHi+HDh6uPTZ8+XVx//fVOyzZv3lzMnz9fCCHEggULRP369UVaWpooLCwUhw8fFh07dhQAxPbt24UQQtxzzz3ijTfe0GwjNTVVtG7dWvPYvHnzRIMGDQQA0aFDh1JnFQkhBINFRFRnTZ8+XTRo0ED9ZzAYhLe3t+YxJXVUcfLkSWEwGMTKlStL3H58fLzo2bOnSEtLE3v37hWvvfaaMJvNYv/+/Zrlzp07Jw4fPiw2bdokbrvtNjFw4EBNqqkQQpw4cUIcPHhQfPTRR6JNmzZixowZQgghLl26JAAIX19fzbi9vb1FixYtSv06RES1nbvnflmWxZAhQ8SAAQPEtm3bxK5du8TYsWNFmzZtxB9//FHi67gKFv3www8CgEhKStI8fuONN4oJEyZoHivuvH3zzTcLk8mkGbcSWDp06JC6jUuXLomjR4+K9PR08cQTT4h27dqJM2fOlPHdIyKqmSrr3G+1WkVMTIzo3r27sFgsmtcvKVgky7J48cUXhY+PjzAajaJJkybitddeEwDEjz/+KIQQolmzZsLHx0czbh8fHwFA5Ofnq9u9cOGCOHLkiPj2229FTEyMCA8P13yR4A5JCCFKl4tERFQ75ObmIjc3V/15xIgRGDp0KP71r3+pj7Vr1w716tVTf3799dfx1ltv4dSpU8WWcGVmZiIsLAwHDhxAly5d1MejoqIQFhaGd999V3e97OxsBAUFYfv27YiMjNRdZvny5XjyySeRl5eHP//8E61atcLy5csRERGhWc5oNCI4OLjMr0NEVBu5e+7/9ttv0a9fP/z1119o1KiR+lz79u0xcuRITJgwodjX+f333xEcHIw9e/bgpptuUh/PyspCSEgIUlNT8e9//1t9/KGHHkK9evXw4Ycf6m7P8bzdqVMn9O3bF+PGjXNatm3btjCZTLrbad++PZ544gkkJSUVO34iotqkMs79BQUFePDBB3Hs2DF8/fXXaNq0qfrcBx98gPHjx+Ovv/5SH7t69Sp8fHzw2Wef4f7771cfLywsRE5ODpo3b44tW7Zg4MCBOHv2LJo3bw5fX19MmTJFM25FSEiIZqIEhdVqRZMmTfD+++/jkUcecePdsqlX8iJERLWTv78//P391Z99fX3RokULhIWF6S4vhMDixYvx2GOPldjr5++//wYApxO20WiELMsu11Oeu3LlSrHLFBQUQJZltGzZEgEBATh27BhGjBhR7JhK+zpERLWRu+d+V+dxg8FQ7Hm8JO3atUNAQAAOHz6sefzIkSMYMGCAy/Ucz9vh4eE4dOiQy8+s4rbDcz8R1TUVfe5XAkVHjx7FN998owkUAUBkZCQuXLiAXbt2qb2Pvv76a8iyrPuFb5s2bQAAH3/8MSIjI9G8eXMAtnP/4cOHS3XuF7aKslKf+xksIiJy09dff42srCyMGjXK6blTp07hnnvuwbJly9CzZ0907NgRYWFhGDNmDP7f//t/aNq0KT7//HN1qkwA2LFjB3766SfcfvvtaNKkCTIzM/Hqq68iNDRUzfb58MMP4eXlhRtvvBHe3t74+eefkZSUhIceekgNWE2ZMgXjxo2D2WxG//79ceXKFfz888/466+/kJiY6NbrEBGRVmRkJJo0aYLY2FhMmjQJvr6+eO+995CVlYVBgwapy3Xs2BHJycnqt8K5ubk4ceIE/vjjDwBQg0KtWrVCq1atIEkS/vOf/2Dy5Mno1q0bbrrpJixduhS//fYbVq5cCcC9z4eXXnoJt956K+Lj4zFq1Cg0aNAAhw4dwubNm/H2228jPz8f06dPx5AhQ9C6dWv8+eefmDdvHk6dOoUHHnigMt9KIqIaoyzn/oKCAgwbNgy7d+/GunXr1MwgwBakMplM6NSpE/r374/Ro0fj3XffRUFBAeLj4/Hwww8jICAAAPDnn39i5cqV6N27Ny5fvozFixfjs88+w7fffqu+7qRJkzB48GC0bdsWw4YNg8FgwL59+3DgwAFMmzYNx44dwyeffIJ+/fqhefPmyM7OxptvvglfX18MHDiwdG9GqYrWiIhqsZIaXD/yyCOiV69eus8pvSm++eYb9bEjR46If/3rX6JFixaifv36omvXrmLZsmXq8/v37xd9+vQR/v7+wtvbW7Rr10489dRTIjs7W11mxYoVIjw8XDRs2FA0aNBAdO7cWbzxxhtONccffvihuOmmm4TJZBJNmjQRd955p1i9erXbr0NEVFcVd+7/6aefRL9+/YS/v7/w8/MTt956q1i/fr1mGQCa9RcvXiwAOP2bPHmyZr3k5GQRGBgo6tevLyIjI8X333+vPufueXvnzp2ib9++6mdE165dxfTp04UQtgar999/vwgICBAmk0m0bt1aDBkyhA2uiYiEZ8/9yn2A3j/7e4Pz58+LRx55RDRs2FA0atRIxMXFiby8PPX5c+fOiVtvvVXtQXfPPfeovYrsbdiwQfTq1Uv4+vqKRo0aiZ49e4qFCxcKIYQ4deqUGDBggGjRooXw8vISgYGBYvjw4eK3334r9XvEnkVERERERERERKRy7n5ERERERERERER1FoNFRERERERERESkYrCIiIiIiIiIiIhUDBYREREREREREZGKwSIiIiIiIiIiIlIxWER1ypIlSyBJEn7//XePb3vr1q2QJAkrV64scdnHH38c7dq1K3G533//HZIkYcmSJWUaU0XuLxEREREREdVODBYRlaBdu3aQJEn3X/v27at6eBXmo48+QkpKSlUPg4iIiIiIiCpZvaoeAFF1l5KSgkuXLmkeO378OCZOnIh+/fqVaZvvvfceZFn2xPAqzEcffYQDBw4gISGhqodCRERERERElYjBIqIS3HfffU6PTZs2DQAwYsSIMm3Ty8urPEMiIiIiIiIiqjAsQ6M676uvvsJdd90FPz8/NGrUCLfccgs++uijYtf56KOPEBwcjF69ejk9V1hYiJdffhmtWrVCgwYNMGTIEJw8eVKzjF7PogsXLuDxxx+H2WxG48aNERsbiwsXLri9HwcPHsTdd98NX19fBAYGYtq0abrZS1988QUGDRqEgIAAeHt7IzQ0FK+//joKCwvVZXr37o0vv/wSx48fV0vu3OmxRERERERERDUfM4uoTluyZAmeeOIJdOnSBUlJSWjcuDH27NmDDRs2YPjw4brr7NmzB7/++iteeeUV3eenT58OSZLw0ksv4ezZs0hJSUFUVBT27t0LX19f3XWEELj33nuxbds2PPXUU+jUqRP+7//+D7GxsW7tR05ODvr06YOrV69iwoQJaNCgARYuXKj7ekuWLEHDhg2RmJiIhg0b4uuvv8akSZNw8eJF/O9//wMAvPLKK7BYLMjOzsbs2bMBAA0bNnRrLERERERERFSzMVhEdZbFYsG4cePQs2dPbN26FT4+PupzQgiX63344YcAXJeg5ebm4tdff4Wfnx8AIDw8HA8++CDee+89jBs3TnedNWvW4LvvvsN///tf/Oc//wEAjB07Fn369HFrX2bMmIFz585hx44d6NmzJwAgNjZWtwH3Rx99pAkiPfXUU3jqqacwf/58TJs2Dd7e3ujbty/atGmDv/76C//+97/dGgMRERERERHVDixDozpr8+bNyMvLw4QJEzSBIgCQJEl3HVmWsWLFCnTv3h2dOnXSXeaxxx5TA0UAMGzYMLRu3Rrr1693OZb169ejXr16GDt2rPqY0WjEs88+69a+rF+/HrfeeqsaKAKA5s2b6wa07ANFeXl5+PPPP3HHHXfg77//xm+//ebW6xEREREREVHtxWAR1VmZmZkAgBtuuMHtdb799lucOnWq2MbWjtk8kiQhLCwMv//+u8t1jh8/jtatWzuVenXo0MGtcR0/flw3i0hv/YMHD+L++++H2WxGo0aN0Lx5czV7yGKxuPV6REREREREVHuxDI2oFD788EMYDAY88sgjVT2UMrlw4QLuuusuNGrUCFOnTkVoaCh8fHywe/duvPTSS7oNsYmIiIiIiKhuYbCI6qzQ0FAAwIEDBxAWFlbi8leuXMGqVavQu3dvBAQEuFzu6NGjmp+FEMjIyEDXrl1drnPddddhy5YtuHTpkia76PDhwyWOS1nf8XX11t+6dSvOnz+P1atX484771Qfz8rKclrXVSkeERERERER1W4sQ6M6q1+/fvDz80NycjIuX76seU6vwfX69etx4cKFYkvQAGDZsmXIy8tTf165ciVOnz6NAQMGuFxn4MCBuHr1Kt555x31scLCQrz11ltOy1osFvz222+akrGBAwfixx9/xM6dO9XHzp07pzbjVhiNRqf9s1qtmD9/vtPrNGjQgGVpREREREREdRAzi6jOatSoEWbPno1Ro0bhlltuwfDhw9GkSRPs27cPf//9N5YuXapZ/sMPP4S3tzeGDh1a7Hb9/f1x++23Iy4uDmfOnEFKSgrCwsIwevRol+vExMTgtttuw4QJE/D777+jc+fOWL16tW6w5v/+7/8QFxeHxYsX4/HHHwcAvPjii0hNTUX//v3x3HPPoUGDBli4cCGuu+467N+/X123V69eaNKkCWJjYzFu3DhIkoTU1FTd4FiPHj3wySefIDExEbfccgsaNmyImJiYYvediIiIiIiIaj4Gi6hOGzlyJFq0aIE333wTr7/+Ory8vNCxY0c8//zzmuUuXryIL7/8EoMGDYLZbC52my+//DL279+P5ORk5OXl4Z577sH8+fNRv359l+sYDAasWbMGCQkJWL58OSRJwpAhQzBz5kx07969xP1o3bo1vvnmGzz77LN488030bRpUzz11FMICAjAyJEj1eWaNm2KdevWYfz48Zg4cSKaNGmCf//737jnnnsQHR2t2ebTTz+NvXv3YvHixZg9ezauu+46BouIiIiIiIjqAEnopRQQUYV69NFHkZ6ejoyMjKoeChEREREREZEGexYRVYHTp0+jWbNmVT0MIiIiIiIiIicMFhFVov3792Pq1Kn47rvvcM8991T1cIiIiIiIiIicsGcRUSVavXo13nrrLTz88MNISkqq6uEQEREREREROWHPIiIiIiIiIiIiUrEMjYiIiIiIiIiIVAwWERERERERERGRij2L7MiyjD/++AN+fn6QJKmqh0NEVCmEEMjLy0NAQAAMBn6HQERERERU1zFYZOePP/5AUFBQVQ+DiKhKnDx5EoGBgVU9DCIiIiIiqmIMFtnx8/MDYLthatSoURWPhoiocly8eBFBQUHqOZCIiIiIiOo2BovsKKVnjRo1YrCIiOoclt8SERERERHABtdERERERERERGSHwSIiIiIiIiIiIlIxWERERERERERERCoGi4iIiIiIiIiISMVgERERERERERERqRgsIiIiIiIiIiIilceDRd999x1iYmIQEBAASZLw+eefl7jO1q1bER4eDm9vb4SFhWHJkiVOy8ybNw/t2rWDj48PIiIisHPnTs3zvXv3hiRJmn9PPfWUh/aKiIiIiIiIiKhu8HiwKD8/H926dcO8efPcWj4rKwuDBg1Cnz59sHfvXiQkJGDUqFHYuHGjuswnn3yCxMRETJ48Gbt370a3bt0QHR2Ns2fParY1evRonD59Wv333//+16P7RkRUGaxWK6ZMmYIpU6bAarVW9XCIiIiIiKiOqefpDQ4YMAADBgxwe/l3330XwcHBmDlzJgCgU6dO2LZtG2bPno3o6GgAwKxZszB69GjExcWp63z55Zf44IMPMGHCBHVb9evXR6tWrTy4N0REREREREREdUuV9yxKT09HVFSU5rHo6Gikp6cDsH3DvmvXLs0yBoMBUVFR6jKKDz/8EM2aNcMNN9yApKQk/P3338W+9pUrV3Dx4kXNPyIiIiIiIiKiuszjmUWllZOTg5YtW2oea9myJS5evIh//vkHf/31FwoLC3WX+e2339Sfhw8fjuuuuw4BAQHYv38/XnrpJRw+fBirV692+drJycmYMmWKZ3eIiOo8q9WK5ORkAEBSUhJMJlMVj4iIiIiIiMh9VR4s8pQnn3xS/f8bb7wRrVu3xj333IPMzEyEhobqrpOUlITExET154sXLyIoKKjCx0pEREREREREVF1VebCoVatWOHPmjOaxM2fOoFGjRvD19YXRaITRaNRdprj+RBEREQCAjIwMl8Eib29veHt7l3MPiIi07JtSW61WZhYREREREVGNUuU9iyIjI7FlyxbNY5s3b0ZkZCQAwGQyoUePHpplZFnGli1b1GX07N27FwDQunVrzw+aiKiScGY0IiIiIiKqbB7PLLp06RIyMjLUn7OysrB37174+/ujbdu2SEpKwqlTp7Bs2TIAwFNPPYW3334bL774Ip544gl8/fXX+PTTT/Hll1+q20hMTERsbCxuvvlm9OzZEykpKcjPz1dnR8vMzMRHH32EgQMHomnTpti/fz+ef/553Hnnnejataund5GIiIiIiIiIqNbyeLDo559/Rp8+fdSflZ5AsbGxWLJkCU6fPo0TJ06ozwcHB+PLL7/E888/jzlz5iAwMBDvv/8+oqOj1WUeeughnDt3DpMmTUJOTg5uuukmbNiwQW16bTKZkJaWpgaRgoKCMHToUEycONHTu0dEdQgbVRMRERERUV3k8WBR7969IYRw+fySJUt019mzZ0+x242Pj0d8fLzuc0FBQfj2229LNU4ioppg5syZmp8ZwCIiIiIioopW5T2LiIiIiIiIiIio+qjy2dCIiKoCM3SIiIiIiIj0MVhERFRDMeBFREREREQVgcEiIqJycgzauLscgztERERERFQdsWcRERERERERERGpGCwiIqoAFosfsrLa4dQpSfd5q9WKKVOmYMqUKbBarS7Xt1j8XL6G40xpREREREREnsAyNCIiB/blYmWxdGk9pKQkQAgDUlMFFi4ERo50f/3Fiw3q+pIkIyZmHcLD95R5PERERERERKXBzCIiomIoGT7Z2e4tn50NPPusN4SwnV5lWcKTT6JU6z/9tFFdXwgD1q4dXGyGERERERERkScxWEREdVZJgaDdu7sjJSUBS5fGon17LyxaVPI209MlCKEtPZNlID3dvTEdPWoLMNkTwoDcXH/3NkBERERERFRODBZVAyX1Lqnpr0dUHSmlXq4CQRaLH9auHazJEBozxv0MobJq3x4wGITmMUmS4e+fW7EvTEREREREdA2DRURU5xw7ZsXYsYZiA0G5uU3V5xWFhcDEiUuKDbJGRgpIknB4VEZ6+iy3grOBgcD8+YWQJBkA1J5FZnOeeztHRERERERUTmxwTW6xb/iblJQEk8lUxSMiKruMDEk3EJSRYQvWAIC//3lIkqxZzp0Mn8BA4K23riA+3gTAAINBYPDg4oM9jsdWXJyMw4fnIjfXH/7+uZp1mQ1IREREREQVjcGiKmIffBk/fnwVj0aLgSGq7cLChFMgyGgEwsKKljGb8xATs04tRTMaBQYNci/DJzb2KjIz5yM31x8vvHAfVq0q/UxmZnMes4mIiIiIiKhKMFhUiapTgMhi8UNublNkZwMhIVU6FKJKFxgIp0DQggWSmlWkCA/fg9DQDOTm+iMp6QGsWOF+0EcJ9qxaNafc47U/Xlu0KPfmiIiIiIiIisVgUTVRmcEbpbGvEAakpgosXAiMHFmxr0lU3dgHgiZNGo6QEP0MOiXo06aNYx8irYoK6Oze3V0NaqWmCsydK3tu40RERERERDrY4LoaWLq0Xqmn5y6r7Gzg6aeNZZrhqaRpxolqGrM5D8HBx5Gamuw0O6Dy926x+JW4HceZ1ZYu1Y/DFxQUqNv9/ferJW43O7u104xszz5rcmtMREREREREZcXMoioyc+ZMALYb0qlTvSGEBMB2Mzh6tIyDB1M0/Uo81Tvo6FHba9izb+yrlMopWRITJrwNszkPzZq9xGwkqjPss++U2ciUY9ZRUQC26Bh+7jlvjBvn59RzKDXVpDmOBg/ujvBw/dK23bu7Y82awXCM6QthQG6uP/sZERERERFRhWGwqApZLH44eLCLU/DG3ZvBsjSibt8eMBiE5jUdG/val71IkoyoqDSkpZmcspGio+HU44WopnMM/ghhwNq1gxEamqF7TOoHYCWnY9hi8cOUKb6a48jVdrOzgbVrnQNFgG1GNi8vK7Ky2sHf/zyDRkRERERE5HEMFlUyJWPnjz9aIy0t6tqNowBQdLOpNz23J2Yos1qtWLQoGYMHd3fZ2Fe5SVVuaIUwYPPmKDjetDpOM05U0yjHomPARS/4U1wAVy8Aq3cM5+Y21cy+Vtx2MzIkp2WV7Xbtuh+LFo3SZD25yk4iIiIiIiIqCwaLKpF9aYs2QCSpP7uanrugoED9f/vAkf1j7gaQimvsq3+TatCZZlwgLEwCUU2kV2amBFyKC/7oNaIPDATmzy/E2LEGzfYcj2F///NOxxEgIz+/ASwWbclaWJjQXfbhhz/GihWPaIK5SnYSERERERGRpzBYVEkcS1vsM4mUn6OjN2DOnDtKNT13WSkzPDlmBrm6Sb399u+xbdsd6s3wvHkyAgP550M1T3FlZkoQdu7cl/DssyZN8CczM0wzK5l93664OBmHD89Fbq4//P1zdTOQzOY8xMSssyvxFBBCwsqVD6ivoQgMhMOytudNpqsus5OIiIiIiIg8hXf7lUSvtMWeJMno3PkQWrSIgMXih5MngwAAjRv/hYICb5w6VbFZPEq20u7d3SHEYLtnBAADvv/+DvTosQvBwVkICspGXFx8hY6HqKK4U2YWG3sVmZnz1eAPALusQP2+XUoAtjhKVt/Jk4FYvfoBp4BVdvZVNWPJPgNQCUBZLH5OwVy9kjciIiIiIqLyYLCokuiVthSRERmZDsA2W9Ls2Qko6hFkK09btkxGVFQkAgJOY9KkhTCbbc8qZTG2x2w3quPHj1dnbnLsb+SqT4vynHNTXWW8BuzadQt27eqBXr3SNWU4RDWJuz2GlOBPUlIStm6VMHt22ft2OR53ubn/6AasDh8uRGrqFKcx2P/smHEUFZXmVBpHRERERERUHgwWVRKlr8lTTxngPMORhO3bb8P27ZGwBWckzXOA0mi6LwBJvUHMz2+A9PRItxvd2vdpMRgEFi6UYN/mSK8BrzMDtm+/De3ba8twiGoKxx5DgIzw8F3XsvlO6mYH6ZVnOs4i6EgJ2jrOLhgTsw6hoRm6AauQEBk7dxY/fvvspKysYLVRvmNpHBERERERUVkxWFSJ4uJkpKX9H1aufMDhmaLsneI5B44UJTW6dezTYiujETh4cLZ6c+zv71zi4opeGQ5RTaH0GNqxIwLbt0dey5q7BYDAkCFr1cw8hWMPIcdZBF3Jzm7tNLvg2rWDkZCQgtmz/0ZCgq8miNSmzd1ujT8zMwxr1mizAHlMEhERERGRpzBYVMmCgk66HZApnnM5W3GNbvX6tBQWSk7TdkdGpl/LcCp5fKUpwyGqjpz/1iU16OqYYVTcLIJ6li6th/ffHwXHY0k5Tl991Yrff1+A3Fx/eHlZ3e5Npl8uasNjkoiIiIiIPIHBokrm2HNE6UmksM2QZGsqXXoC587Z+hcB2im+r7vOCkmq51BGI9Q+LfalMoDs1qsZjQJhYRXbeJuoouTmNoXecebY7Fph33coNTUZSUlJAKDOoOa47NSp3tAL6tr3RzKb85xmWRs8uHux5aTFlYvymCQiIiIiIk9gsKgK2Gco/PFHADZvjoL9TWvfvmm4csUL333Xx8UWtAGmIhLWr4/B+vUylN5HqakC8+dfRU5OMmJiumvKaObMuYI//8xTMxWKbkD1bkSLtgnYbnjnzLEiMNCnbG8CURXz9z8P29+19u9dr9m1fb8vx2nu9eTmNtVtZm/fkPrUKcnp2JPlosymqVOfdCqHU8atn50oMG9eIQIDeVonIiIiIqLyKW8tFJWR2ZyH4ODjuOGGA5Ds7imFkJCWFoXrrz8KSXLM8BG47ros2IJFxTFACerIsoRnnjHCYvFDePgeJCSkIDZ2CcaNm43hw/+BxeKHgwe7uNXYWtsjCYiKKnRvZ4mqIbM5D0OGrIM2k65oZkJFUb8vbd+hCRPedplVlJ9fHwaD43Eq4/bbv0daWhSWLo1Ft25m7NgR4XTsFVdOqow7KioNzucBgb593csKJCIiIiIiKg6/gq5EJpMJkydPhtVqVW8yT54M0r1ZLCgwISoqzaGRtYTjx9tBm1XkKsuoiH1vIvupuFNTTWq2hDvb0TJgwwYDOnQoxSpE1YzjzGK7d/fA9u23IT09Eu+8I2PMmHr45htAdojBuCpV0858VjSDmpJRpMxcBtgCudu3RzplCellNjkymy1wPl4NyMyUEBJS1neDiIiIiIjIhplFVWj37u5YuXKo0+PKzWJAwGk43xCW9LMzZXsWix+ystrBYvGDxeKnzsTk7nYcJST44PHHS70aUbViNuchKCgbu3f30GQPPfOMEdnZQPv2cMoS0gvoPPpoEtati7HbhgQhgGHDPkVCQgry8xvoZPAZEBmZrmYRKiVujkEoe8WdN0JDS8o6JCIiIiIiKhkzi6qIqxmNDAaBwYOLbhade5M4ZgDJkCTo9i8BJPXm88CBG9SsBkmyldoUX3rm3MvFmYSlSwWeeUbCLbeUsChRNabXNLqwUMKvvxagb18vzJ9fiLFjDZqeRY4BnYwMSadPkQENGvwNQJl5TUuSZERE7EBExA7k5vrD3z+32ECRq/OGMqbAwP7u7zQREREREZELDBZVAvuys6SkJJhMJsTEJGL2bOdl//Wvz3DDDb+qMy1lZq7TzFLWufOv+PXXTk6NdtescbyBlADIGDnyfRw/3k5TziaE4dqNq6vSMxn33vs51qy5r4RAle11fvgBDBZRjeJYEqrXNNo+UycuTsbhw3OLDeiEhQkYDEITMFIykFzNvBYZma5uq7ggkUKvbBUAhg5diRtu+BXJybZZ1JTzDBERERERUVmwDK2KuCptCQrK1jwWHr4HUVFp18pUDPj1106IikpDbOwSJCSkIDx8D8LD92DYsFU6r2LAhQuNr8225pzxoB8oEgAMWLPmPnTtut+uybaMnj1/hF5T3YMHF2LKlCmwWq3u7TxRNWM25yEmZp3m7z0qKg2BgdplgoOPuwzqBAYCc+deUbdhNAo1A0kJRtkzGAQiIna4Pcbiys8czxtERERERETlwWBRFXG8sdQrbTGZTHj00SRNU1whDEhLi1KzG8aPHw8ACAo6qTN7moy///aF+7/moswhIQw4cKAbRo58H7GxS/D88ykYOHATunXbh6KAkUC3bvsQGHi6TO8BUXXiGJhNS4vC4sWlO0XGxl5VZxzcu9eC8HBbpo9jMEqSZMyde8WtbCKg5PIzd7dDRERERETkDpahVTL7crTY2KvIzJxfbGlLRobkcmptZXmLxQ+5uU2vzZ4WhaIbSgnr1w92c2TOJWaFhRIKCkwIDj6uPnb//V/gllt24ujR9mjQ4BI6dDjq5vaJqjeLxc8pMPvMMxIGDQJatHB/O8qMg23a2IKq2dmtceLEdWjb9jgSElLU4z029knMnOl6OzPtntTrqQQUlZ8RERERERF5EoNFHqLXl8h9zuVgyvYsFj9IUoJTLxUvLyuystphzhwvpKQkqD2NtNtyd4Yz/d5FRqNwmvFp3LhxePzx7/Hdd3dBCAPWr5fRo8cuBAf/juxscNpuqvbsj1UlMw9w3eQ6I0MbLFKCs/7+52E256k/Z2c7B5X+7//uxb593WA7vmyZePff/wUAbTDIFeVccuyYFcuWOfdUYvkZERERERFVBAaLqtDSpfXUQI/BIDB37pVrmUZN8fvvVwHYshQeeqgAK1aYoNxwNmt2DosWjbp242gf6ClrVaFzoMhgEJg3rxA5OdrspV27DHYNt22vuWvXLdi16xasWiXw3nvAyJFlHAZRJVMaXV+6dAmTJi10anJtNAqEhRUdH7t3d1f//iVJRteu+7F/f1cIYcCyZTJiYjYgPNy27K5dBrtAEQBI2LevG265ZWexpZv2wShFYCAQE7NO89osPyMiIiIioori8Z5F3333HWJiYhAQEABJkvD555+XuM7WrVsRHh4Ob29vhIWFYcmSJU7LzJs3D+3atYOPjw8iIiKwc+dOzfOXL1/GM888g6ZNm6Jhw4YYOnQozpw546G9Khur1YopU6aoGUJZWe1gsfgBACZMeBvPPmtSb0xlWcKzz3ojJSUBS5fGols3M3bv7g6LxQ+ffqoEigBAwrlzLe1uaN3NHlLIcG5S7bzMd98VYMyYepg8eTJatXpFHVe/fo10y2EAQAgJTz4pkM1kB6qhIiPTNX2FBg1ai0WLpiA/P1/tG2RfprZvXzfNz2vXDlaP8R9/9ILe7IEnT7Z1+fq7d3dXj7WUlAQsXmxQM6HCw/eo/ZCU5vZEREREREQVwePBovz8fHTr1g3z5s1za/msrCwMGjQIffr0wd69e5GQkIBRo0Zh48aN6jKffPIJEhMTMXnyZOzevRvdunVDdHQ0zp49qy7z/PPPY+3atfjss8/w7bff4o8//sC//vUvT++eW5KTkzUzgzneAO7e3V235EUISRM8Wrt2ME6eDNJMxV0yAVfBoC5dfsHzz6egb9/NLpcBgF690nHLLbb/z84Gnn7aaHdDLBW7rizbynaIagIloDtixNdISUnA9u23QQigV68fnAIy+n2DtMem0k8MAG69tQB6swcGBZ3QHYteMOqZZ4ya4GtJM7IRERERERF5gseDRQMGDMC0adNw//33u7X8u+++i+DgYMycOROdOnVCfHw8hg0bhtmzZ6vLzJo1C6NHj0ZcXBw6d+6Md999F/Xr18cHH3wAALBYLFi0aBFmzZqFu+++Gz169MDixYuxfft2/Pjjjy5f+8qVK7h48aLmX1nY90BRJCcnqxlFjjeAa9YMhtVaT2f2Mi2lzMxgKCkTyP55CfrZRjIiI9Px6qtxuO229GsBI73XlzXTeR89Cp1gleRiXVv5WlhYCcMlqiJ6x6rjMQoYsH17JE6eDFKzhADA3/98icesfT+xVq1EqWYPdNUzKTOztNmDRERERERE5ePxYFFppaenIyoqSvNYdHQ00tPTAdhu7nbt2qVZxmAwICoqSl1m165dKCgo0CzTsWNHtG3bVl1GT3JyMsxms/ovKCioXPviWGoGuMpGMGDFikfQtet+9ebTFhByDArZGlZPnvwPXAVnJEm/ObWWAGDAokWjkJpqa7x9223peP75FPTq9YOm7GbIEG0flPbt4RSsMhoFRo16H716/aAZlyTJmD+/EIGBJQyHqBpxdYyuXPmAmgk4d+5cmM15iIlZB9fHoq2H0aJFo9RS0tGjO2LUqPcQHb0Bo0a9pza3dmSx+CE/v75TMMpoFAgNLSlYTERERERE5FlV3uA6JycHLVu21DzWsmVLXLx4Ef/88w/++usvFBYW6i7z22+/qdswmUxo3Lix0zI5OTkuXzspKQmJiYnqzxcvXixTwMhqtTo1vo2JWYfw8D1qNoJzyZkB+/d3xciR76OgwISkpAfw0ENHNTMnARJWrnwAq1cL9O27Gfn5DZCeHqnOfNarVzreeKM7+vTxcdi+DEkqykxSgklCGJCYWB9HjiQhNTUZZnMe+vVLQ0TEDnU67zffjIfJNETdUmAgMH9+IcaONUAIA4xGpfH1afj5XUJAwB/4+28fAED9+pfRt++9pX7/iKqSq2MUKOpDFBqaAbM5D+Hhe9CiRY5dg3mFjIcf/hgrVjyiKSV97jlvjBt3CZGRO5y2rbA/dxT1FJMgSTLmzZMZfCUiIiIiokpX5cGiquTt7Q1vb+9yb+fUKcmp1Ey5wQRsTXO3b4+EYyKXEAZcuNAYN9zwKwBg//6usG9krZBlCWlpUUhISNEEdszmPPTo0U0zS5KSRSSEjC5dDuDgwRs0r6lX1mI25xXbAyUuTsbhw3ORm+uPSZOGIzAQeOABxxtcW/nb6tUCCxdyRjSqfvRK0ACoGUPaUrQiSh8i5RgJDDytOzOZyXRVt4zMfl1HeiVwNjKiotIQF9e7jHtLRERERERUdlUeLGrVqpXTrGVnzpxBo0aN4OvrC6PRCKPRqLtMq1at1G1YrVZcuHBBk11kv0xFysw06GYO7dgRockE0k5zb7Ny5QOwWtfilluct+G4vdxcf6fmtjNnzkR4OHSyHQw4eLCzzlTgQKdOXrjrriSnG+ekpCSYTCbd11cCSoGBwNmzJqxbF3Ot2bXttRSyLGHMGCA6GsyIoGpLmZ7+1Cnb37CSMXTkSHt8//1dmmNGkmT4++dq1leWP3GiLdq2PYHAwNOwWPx0jjfhtK49/RI4ADAgLS0K2dlXeRwREREREVGlq/JgUWRkJNavX695bPPmzYiMjAQAmEwm9OjRA1u2bMF9990HAJBlGVu2bEF8fDwAoEePHvDy8sKWLVswdOhQAMDhw4dx4sQJdTsVKTRU1iljke0CRYAtoKLXe8SWlZSYeNllKQygf8OqGD9+POLjV+n2XYmM/EEdh9Eork0FvgdJSUmYPHlyKffURr/pdZHCQiAjg8Eiqj7ss4rsy75SUwUGD+4OAJpMOeVYVLKGHDODXJWd2mccGY0Cc+ZcwZ9/us7aK6kEburUjxAcfNxzbwQREREREZEbPB4sunTpEjLs5k7PysrC3r174e/vj7Zt2yIpKQmnTp3CsmXLAABPPfUU3n77bbz44ot44okn8PXXX+PTTz/Fl19+qW4jMTERsbGxuPnmm9GzZ0+kpKQgPz8fcXFxAACz2YyRI0ciMTER/v7+aNSoEZ599llERkbi1ltv9fQuOklLM0I4xYEku8ybosf0CGHA//1fPYdtFJV22YI8zjes9vRuOiXJNrOZUrqWlPQAVqzY43IbrphMJk1gSWl67SpgZDCAM6JRteRY9iXLEtasGWzX4wtQyjiHDfsUjRtfQEGBNywWP/X405vhUCk7DQ/fg9DQDLVUdPjwOMyd63o8SgncmjWD4Vim6hggVrKh/P3PO50LinuOiIiIiIiotDweLPr555/Rp08f9WelgXRsbCyWLFmC06dP48SJE+rzwcHB+PLLL/H8889jzpw5CAwMxPvvv4/o6Gh1mYceegjnzp3DpEmTkJOTg5tuugkbNmzQNL2ePXs2DAYDhg4diitXriA6Ohrz58/39O45yc4Gxo3zhnMgyP3prg0G4K23vBzWkaBMUT9tmowJE4bAau2vZkeMHz8eM2fOVJd27LuiZDsAUG8i27TxzKxKgYHA3LlXEB9vgvOEegIzZkjMKqJqydXMZ87BXgP++KMNVq0aph5PUVFpCAg4jfz8+rplpwcPdkbbtidQUOBdbNDG8dhVAkz2ZauOGU2uMplcPUdERERERFQeHg8W9e7dG8L5zku1ZMkS3XX27Ck+4yU+Pl4tO9Pj4+ODefPmYd68eW6P1RNKKskqoj/FvcEgkJgo4f/9P1fBJgMmTpTw738DLVpol1CyCc6etWX+WK1WTJiQojai3rx5oDqLmSTJCA21lmEP9cXGXsXevcuQnh6JQ4e6qOU7yckyXnihyqsbiXTpl33pHZvaMlIhDNi8uS+UAK7zOgKbNvWH/UxmjkEbxz5Jjo/bZwEqDeyV511lMuXlNdR9Ljv7KkJCyv4+ERERERFR3ca7+nJq3x6QJKFTclYcGT167EJwcBZmzLgPJpMJs2a5LusqLJSQkWELFik3lnPmeCElJUHtu7JwIfDoo9qZzZ5+2qiOSwgDnnvOG3FxrVFQ4I3sbJTrZnLp0np2DbVl9Or1AyIidiAx0XVAj6iqZWaGOWQROQeKJEm+NoPhbQ5r2zd0l68d9waHbRQdb2vXDsapUxcB6PdJcpVNpGQMKfSyoZQG+q5mWczMlBgsIiIiIiKiMmOwqFI435Deeef312YXuw8mEzB/fqGaBeS4vNEoEBYmYfFigxogsl9GmYHMrvoPGRmSU/CpsFBSAzxKgKksU9wrpXf2s6Glp0ciImJH6TdGVEmUDB1tcMU5QDt06EoEBWU7NKh3pJSuyXAuxbQRwoCsLKPLPklFpaZFyysZQ0BR+ah+NpQt80nvtW1ZhJ4pOSUiIiIiorrJ9Vzt5JajR+FGVpHj8wbk5vprHomLk5GQkILY2CXo23czJEkGYAsULVhgW9+WKaT8yhwDQUBmZtFjYWECBoPjDaPQ3LCOGWML/JSWXumdEM77RFSduJ6mvogkyQgKylZ7gNmCQcVxNcuhbVvBwYUu+yTpBaqUjKGUlAQsXRqLlJQEZGaGISZmnXpOkCQZvXql6+6Lkp3EnmFERERERFQezCwqp5JmBtPjOMuRQikhe/vtYZg0qaj3UEiICd98U3xvJKMR6NTJC337Fs1aNn/+VTVbSW+MZZ3iXm+fJUnGpEnDYTKZSrcxogpktVrVpvDHjvWGc5afrM6E5thUOjQ049pzJb2KZLddbc+idu3udpEZ5Ipzr6S1awcjISEFCQkpaj8jADqZTzJGjnwfgYGnAfR347WIiIiIiIj0MVhUTsXPDObM/oY0KSnJZXBFCRwpgRz9oJTtxlTJPnIM+sTFyTh8eC5yc/0xevRw3Hmnl2Z9o7FsU9wHBmrL5myvb0BICANFVD398EMkvv/+Tjg2pe7bNw033HDAqak0UFwmkl5DbFug6I47vkNISJa6LZOpP2bNSkRo6GU8+6yphICRjOuvP4IjRzpqX+1a1l5w8HHN+N56y6puUzmv+PldQlZWu3L3JCMiIiIiorqNwSIPiI29iszM+S4bztoTApg9uz9CQoaU6jX0AjR3370ZAQF/qNlHepSg0y236AV4yj7FvX0gqrjXJ6pqFosfNm+Ogl6AJyDgD01TeHuuZk7r3PkQDh3qBOfjXMK2bXfg5pt3OW1POUecPBmI1asfcAr6Xnfd7zh+/DqnQBFgCzB7eVmRldUO/v7n1W0r21QCXZmZYU5N78vSk4yIiIiIiIjBIg8xm/MQEbHjWmlIcUsacOKEyelbf5PJhMmTbSVkVqv+FPf2AZqkpAewYkU6APfLyDwd4LHPfrIv9ykuY4qosuXmNoWrRtB65aAKszkPUVFp2Ly5L+xnO/v1104YOPBLrF8f47SOkgWkF3yyHS+/4o47/kZCgq86k2DPnjuwc2eEyzF27bpfbUzvOGOacgzqNdEeMwaIji59mSkRERERERGDRR7kTgNdZWaz4tgHjhwpN4dt2pRttiPH8jai2koJYPr7++lmCEVFpekGdSwWP3UmsoCA03DMSBLCgPr1/4HeTGglBaAA4NFHrVi37gekpUVBCIPLQBEADBjwJb76apCmh9GaNYPRokWOZjm9c09Ze5IRERERERExWOQBShaNq7IV5WZTkmTMmycjMLBy3nbHoJOrjCVPS05OZnYRVRvKzGZFmTcy+vZNw223pTstu3t3d3U5SZIRFZXmdEwrM6YNGbIOa9YMRlGgR0ZkpG2bSsBJr3fQqVOSGiiyUWZU0walJElG/fqXdWdSW7RoFG66qeh41jv3lLUnGREREREREYNFHuR8U6q9ARQC6Nu3pKm43VNc9lFl0AtE2WdkEFUn4eF7EBqaodvIWvHoo0mYOtULQtiOWSEMSEuLQlRUmhrcsW9Qr2zz5MlAZGUFY/fuHti+/bZrfcskAJLaO+ihh4pe59gxo04ASIJ9ppLyOkFBJ3VnUhPCgOee88a4cX5qtqD9uae8PcmIiIiIiKhuY7DIA5TAiVL2EhqagYMHO2PTJsfpq/X7FZX2dco7zorw3nuy2lxXkmR06CBjzJgKeSmiMrHv75OV1Q5eXldQUOCtNo3OyJAcGk/bgjIBAX9opq23DzTZ/j8bq1YNc8gUslF6B91+e9F2Q0IKdbOVRo58HxcuNAYABAVlq68TE+OYwWRTWChp+iPZB8TYdJ6IiIiIiMqDwaIKYDbnoUuXQ9i8uZ9DWUjJ/YpqouxsYNw4b01GxtNPSxg0iP1SqOrZZ7xlZoY5Zf4pWTyPPipgMAiHgJFtJjJXM6YBJfcqKywEjh0rer5NG6HJAlJePzDwNAIDTzuNvUmTv/DIIx9jxYpHnM4njv2R2JOMiIiIiIg8gcEiDzKZTEhKSkJycjLM5jy89ZYVzz5rUm8IK7NfUWU6ehROGRmyLGHOHOB//6uiQRFB24PIVuYlwX5mM8AW3PzyyyGYNw+YP/8qxo412AWTbP2B7Gcgsw8+mc15LnqVFTEagZAQGTt3Fj3mTlmcY/+krl33Y//+rurPc+ZY8eef+gEsIiIiIiKi8qh9kYtqJDb2KjIz56s3hHFx8VU9pArRvj0gSULNLFLMmiXw3HPsm0JVIzsbmunkXc04BhTNHBYXJ+Pnnz9Qp6oHbMGktWsHIzQ0Q5OZZD+NvWMDbUmCpneQ3uyFxWUrWSx+mrELYcD+/V0xcuT7KCgwwd8/F7GxT2LmzHK9RURERERERLoYLKpgyg1hbZ4dLDAQuPvuQmzZov1zkmWJU3dTlXn7bb1G0vrsZw4rKPDWbSh98mQg1q2L0ZRbKkEkx0whAJreQZcuFWUknTpVcimqXmmbEAYUFJgQHHzcrX0iIiIiIiIqKwaLPMy+iXRlTVVf1bKzga+/Njo9bjDUzh5NVP1lZwMpKa4CRcoshbb/2s8cZrXqT0MvSbYSNr0G2EqTaeXf+PHjMXPmTE3voKVL66kN4FNTBQYP7q6WtelxNQbHHkVEREREREQVwb2v3YmKcfQonErQAODZZwuYVURVwtXfpI2E6OgNGDXqPcTGLsGRIwUYObLoWWUaeluAyNZIWpnG3mDQlpO5E8ApagBvO93KsoS1awfDYvFzuY7jGJSSN/vZ3NzJUCIiIiIiIioLZhZRubVvD91ZpM6e/QxTpmTU6hI8qp70/yYVArJsUGce0wto2peVJSU9gBUrbFlAc+deUZvWG40Cgwatc9l3SKHXAN4+I8kVvSbY9k2v3clQIiIiIiIiKgsGiyqQfUlabRYYqL2JVmaR+vjj4ejWbR+Skqp6hFRXWK1WJCcnAwDmzn3J4W+yaBa0tLQo3HDDgWKDNUpZmX1zavum9fZBpOLoBa7sM5LGjx8Pk8mkjltvDIBz02slQyk0NEPNOFJmaSMiIiIiIioPBovII0aPNuCHHz7Gxx8Ph/1N+b593fDTTwW47baqHB3VRUpg5+DBzti0qb/mOXcyexSOfciUAE5wsJfmcb1gD2ALps6fX4ixYw26GUnuZt25anqdm+vvNEtbhw4yxoxxa7NERERERERO2LOIPOb8+WYoChQpJHz1Ff/MqGqYzXno0uWQ2vtHUdnNouPiZCQkpKg9kj77rH/JKzlQml7bkyQZXl5WTcaREAY884wR2dkeGToREREREdVBvIsnj2nb9jhs5T5ayclGLFpU+eMhAopvFu1IySJKqoDaSVs20vEyN3131Xi7oMDbKeOosFBCRkZ5R0xERERERHUVy9DIYwIDT6Nbt33Yt68b7DOMZFnCmDFAdLR+M2GiijBz5kz1//WaRddEeo23LRY/SJKsCRgZjQJhYZwtjYiIiIiIyobBIvIIJSNj/PhLeOihdVi/PkbzfGEhkJHBYBFVHaXXUE2fnc+x8bbZnIe33rKqzbwlSca8eTICA3l6JyIiIiKisuHdBHlchw5H8dVXjpkOQFhYFQ6KqAI5NsEu7/qummUXt05mZoqaORUXF1/qMRARERERESkYLCKPU3qrKE13jUaBBQskZhVRpbCfQr6s5Wb2gZiKWLc823dFyTgiIiIiIiIqLwaLyKOU8h773iqTJg1HSEjNLfuhmmPxYgNSUhLUcqyYmHUID99T1cMiIiIiIiKqUTgbGnmUyWRSZ5JSZn9KTU0uU2kOUWlkZwNPP23UTCG/du1gWCx+VTyy0rNY/JCV1a5Gjp2IiIiIiGo+ZhZRhfBEKRBRaRw6VABZ9tI8JoQBubn+HvsbrIjyMUd62VGffdYfANzqZURERERERFReDBaRx+nd7BJVtLAw4TSFPCDDy8uW1VYTZkEryo6yTXuvZEdlZ19lzy8iIiIiIqo0LEMjj3JVCpSdXcUDo1ovMBCIiVkHSZKvPSIAGPD++6OwaVNUjfgbPHoUkGVJ85gQBmRmSpoSz+LUhKAYERERERFVb8wsIo9ydbP7448SQkKqaFBUZ4SH70GLFjlYtGiUXYaRAdu334b27QUWLgRGjqz8cblbvta+PWAwCM0xJEkyQkNFRQ6PiIiIiIhIg5lF5FHKza6jRx+th0WLqmBAVOcUFHg7lKLZyLKEMWNQrTOMAgOB+fML1ewopYyTJWhERERERFSZGCwij1JudgFZ83hNuFGn2sHf/7xdKZpWYSGQkVHJAyqluDgZCQkpiI1dgoyMq/jiiyEsKyMiIiIiokrFYBF5XN++NfdGnWo+sznvWlN1579DoxEIC6v8MZWW2ZyH4ODjbmUUWa1WzpJGREREREQexWAReVxGhgS9Py2DoWbcqFPNZbH4ISurHUJDM/D88yno1esHNcvIaBRYsAAs6SIiIiIiIioBG1yTx+lPYS4wY4bEG3WqMIsXG5CSkgAhDGqvn3790hARsQO5uf6YNGk4QkJqVjmXfdaQOzOhEREREREReUKFZRbNmzcP7dq1g4+PDyIiIrBz506XyxYUFGDq1KkIDQ2Fj48PunXrhg0bNmiWycvLQ0JCAq677jr4+vqiV69e+OmnnzTLPP7445AkSfOvf//+FbJ/5FpIiAnvvCPb9Y2RkZxciBdeqNJhUS2WnQ08/bRRDVAKYcDatYNhsfiVqqSLiIiIiIiIKiiz6JNPPkFiYiLeffddREREICUlBdHR0Th8+DBatGjhtPzEiROxfPlyvPfee+jYsSM2btyI+++/H9u3b0f37t0BAKNGjcKBAweQmpqKgIAALF++HFFRUTh06BDatGmjbqt///5YvHix+rO3t3dF7CKVIC5OxuHDc5Gb6w9//1wkJsZX9ZCoFjt6FJrp5gFbwCg31x9mc14VjYqIiIiIiKhmqpDMolmzZmH06NGIi4tD586d8e6776J+/fr44IMPdJdPTU3Fyy+/jIEDByIkJARjx47FwIEDMXPmTADAP//8g1WrVuG///0v7rzzToSFheG1115DWFgY3nnnHc22vL290apVK/VfkyZNKmIXyQ1KRgdv1qmitW8PGAzC4VEZXl7WKhkPERERERFRTebxYJHVasWuXbsQFRVV9CIGA6KiopCenq67zpUrV+Dj46N5zNfXF9u2bQMAXL16FYWFhcUuo9i6dStatGiBDh06YOzYsTh//rzLsV65cgUXL17U/CPPGz9+PJKTkzFlyhRYrbx5J88LDATmzy+0K30UAAxYtGgUdu/uXpVD8yiTyYTJkydj8uTJMJlqVv8lIiIiIiKqOTweLPrzzz9RWFiIli1bah5v2bIlcnJydNeJjo7GrFmzcPToUciyjM2bN2P16tU4ffo0AMDPzw+RkZF4/fXX8ccff6CwsBDLly9Henq6ugxgK0FbtmwZtmzZghkzZuDbb7/FgAEDUFhYqPu6ycnJMJvN6r+goCAPvQtEVNni4mSMHPn+tYCRrSTNvncRERERERERuadazIY2Z84cjB49Gh07doQkSQgNDUVcXJymbC01NRVPPPEE2rRpA6PRiPDwcDzyyCPYtWuXuszDDz+s/v+NN96Irl27IjQ0FFu3bsU999zj9LpJSUlITExUf7548SIDRh6iZEAAYDYRVZqCAm+HWfiKehcRERERERGRezyeWdSsWTMYjUacOXNG8/iZM2fQqlUr3XWaN2+Ozz//HPn5+Th+/Dh+++03NGzYECEhIeoyoaGh+Pbbb3Hp0iWcPHkSO3fuREFBgWYZRyEhIWjWrBkyMjJ0n/f29kajRo00/4io5vL3P29XimZjNApMm/Y4y7aIiIiIiIjc5PFgkclkQo8ePbBlyxb1MVmWsWXLFkRGRha7ro+PD9q0aYOrV69i1apVuPfee52WadCgAVq3bo2//voLGzdu1F1GkZ2djfPnz6N169Zl3yHyCIvFD1lZ7ZCdXdUjodrMbM5DTMw6NWAkSTLmzStEYGAVD6ySJCUlMShGRERERETlViFlaImJiYiNjcXNN9+Mnj17IiUlBfn5+YiLiwMAPPbYY2jTpg2Sk5MBADt27MCpU6dw00034dSpU3jttdcgyzJefPFFdZsbN26EEAIdOnRARkYG/vOf/6Bjx47qNi9duoQpU6Zg6NChaNWqFTIzM/Hiiy8iLCwM0dHRFbGb5KbFiw1ISUmAEAakpgosXAiMHFnVo6LaKjx8D0JDM5Cb6w9//1zExcVX9ZCIiIiIiIhqlAoJFj300EM4d+4cJk2ahJycHNx0003YsGGD2vT6xIkTMBiKkpouX76MiRMn4tixY2jYsCEGDhyI1NRUNG7cWF3GYrEgKSkJ2dnZ8Pf3x9ChQzF9+nR4eXkBAIxGI/bv34+lS5fiwoULCAgIQL9+/fD666/D29u7InaT3JCdDTz9tBFC2BoOy7KEMWOA6GjUmWwPqnxmcx7M5ryqHgYREREREVGNVGENruPj4xEfr/+N/tatWzU/33XXXTh06FCx23vwwQfx4IMPunze19cXGzduLPU4qWIdPWoLENkrLAQyMhgsIs8ymUxISkpSMxaJiIiIiIiobKrFbGhUe7VvDxgMQhMwMhqBsLAqHBTVaFarVQ0I1cYePZxJkIiIiIiIqprHG1wT2WvRworBg9eqDYeNRoEFC5hVRJ6RnJyMKVOm6AZV2FSdiIiIiIiobJhZRBXOvuHwpEnDERJSuzJBqPrZvbs71q4dzKbqREREREREZcDMIqpQSsaH2ZyH4ODjzCiiCped3VoNFAFFTdVraoYRM6SIiIiIiKiyMbOIKlVt7zdDFcv+78ee8tju3d2xZs0oOMbBa2pT9cWLDUhJSWCGFBERERERVSpmFlGFUzIjHn74BQaHqMJYLH5Yu3Yw9E5rNbGpenY28PTTxlqTIUVERERERDUHM4uoQi1dWk+TGTF/fqH6nH2GCLOMqDQsFj/k5jaFv/95mM15AIDc3KZqYMWewSCwYIFU47KKjh6FZhZBwHWGlPJ+ZGcDISGVOEgiIiIiIqqVGCyiCpOdDYwb5w0hbDe8sixh7FgDRo5sjYICb82NPpG77JtXAzJ69UpHRMQO+PufhyTJDgEjGd99dxW33VbzApHt29sCXfYBI70MKZaqERERERGRp0lCCFHVg6guLl68CLPZDIvFgkaNGlX1cGq8b74B7r7b+XHlhl6SZMTErEN4+B5mFpFbjh2zIiysnlMGkfK3BEANJCmPffZZ/xr7t7VgwVWMHWuAEAYYjbYMKftAUHY2cN11zgGl338vXX8mnvuIiIiIiMgeM4uowjRsCAACgH0pjVBv9IUwYO3awQgNzaiC0VFNojS2zspqByFinZ5X/pYSElKQkJCC3Fx/+PvnXstc61/5A/aQuDgZhw/PRW6uPyZNGo6QEG3QqzSlakRERERERO5ig2uqMJcuAdpAkfPPQhiwa1d3Nu2tY6xWK6ZMmYIpU6bAarW6vZ5SaqZHCAMOHuwMAAgOPl5rShzN5jwEBx/XDf4opWr2amIzbyIiIiIiql4YLKIKo3cjq+e77/ogLMwLixZVwqCoRsvMDIPrwlmBTZv6IyUlAbt3d6/MYVWZwEBg/vxCNYBmK1VjVhEREREREZUPg0VUYQIDgblzrwDQzwSxJwSnBSct++yj/Px8WCx+WLt2MLSnLfvIkS1rTSlJs1j8KnO4VSYuTkZCQgpiY5fgyJECNrcmIiIiIqJyY7CIKlRs7FUMHPilW8sqvVaI9OTmNnVqbO1c5mgjhAG5uf4VP6hqorhSNSIiIiIiotJig2uqUCaTCfXrX3ZrWfZaoeIo/Yq0ASPHBuo2kiTrNoQmIiIiIiKikjGziCpcUNBJOJeiyZrHDAb2WqlrLBY/ZGW1K1XpYWRkul2DayVQJOx+tv23a9f9/FsiIiIiIiIqI2YWUYUymUyYNSsRoaGXER9vgi0+KWPIkHUIDc3AyZO2O/oZM+5jFkgdsnixASkpCRDCgNRUgcGD1yA8fA+SkpJgMplgtVqRnJysLp+aalKXtwUZ7TOKJKefDxy4CWfPMvhIRERERERUFgwWUaWIjb2KzMz5yM31xwsv3IdVq/YAAMzmXwEAgYH3VeHoqDJlZwNPP22EELbgjixLWLt2MEJD9RtWWSx+mDq1vrq8fkKkthRN6X/FYBEREREREVHpMVhElcZszoPZnIdVq+bAYvFDbm5T+Pufh9mcV9VDo0p09KgtQGTPVUNqi8UPBw92cVrembZ3EftfERERERERlR2DRVTpdu/ujrVrB0MIAwwGgYULJZhYgVZntG9v61FlHwCSJBn+/rma5ez/TpwbWcuQJFuQSZJkdO26H/v3d4UQBhiNAgsWSMwqIiIiIiIiKiMGi6hSNGzYEElJSZgw4W27AIAtw2TMGCA6miVDtY193yGlFxFg+z3Pn1+IsWMNanBn0KB1mgyz7Gxo/k4cy8wkCRg58n0UFJjg758LszkPd9/9NXJz/ZGU9AA6dGhQKftIRERERERUG3E2NKpUublNHaY+L+ovQ3VHXJyMhIQUxMYuwcGDfyM0NEMzM1pGhuT0d2JPCAMKCkwIDj6uBpnM5jwEBx9HmzbC5XpERERERERUMmYWUaXy8roCSZI1gQCjUSAsrKSeNFTbKD2s0tKMmpnRFi4E+vQRTn8n9iRJhpeXFVlZ7eDldQUXLjQBAAQFnazMXSAiIiIiIqqVGCyiSrN4sQGLFo3S9KCRJBnz5skIDOSfYl1km+nMWzMz2pgxwLRpBghNgpCAJIlrfzsyQkIynf6WlOU6dCjEmDGVuhtERERERES1CsvQqFIUTZdu34NGxsiR7yMuTq7KodVJVqsVU6ZMwZQpU2C1WqtsHLm5TZ1mOissBF55xQj705PBYOtR1KvXDwCAzMz2LvoZSXj6aaNazkZERERERESlx3QOqhR606UDBpw40RYTJrytaW5s3wyZajaLxQ+5uU0xYcLbePPNeKffq7//eaeZ0QwG578VWZZw4UJjpKdHoqQYtyxLyMioHQ3TTSYTJk+eXNXDICIiIiKiOobBIqoUetOlAwKbNvXH5s39EBOzDuHhe6psfOR5ixcb1F5EkiSjQwdZLQ+zD4J06HBVnRlNkmRMny7jlVeMmr8Vo9FWalZc0+uiZYGwsIrYIyIiIiIiorqBwSKqFI7Tpdv3mRHCgLVrByM0NEOTYUQ1V1HZYdHv+JlnJAwa5JzxExcn4/DhucjN9Ye/fy4SE+PRpAk0AaQ5c6zIzDzpoul10d+SwSCwYIFUK7KKiIiIiIiIqgqDRVRplKDAwYOdsWlTf81zQhhw8mQgzOZfq2h0dY9SIpadDYSEeHbbemWHhYWuy8OUmdEUjgGk2NgnMXNmHqKi0pCWFqU2uu7VKx2dOx/EhQuNAQAzZtyHkBCWMBIREREREZUHG1xTpTKb89ClyyFIknNT65Urh2HTpig2J64ESonY0qWxaN/eC4sWeXb7StmhPYNBlKo8zGzOQ3DwcbXX0e7d3TWBor5909CvXxoCA0/jhht+xQ03/MqMIiIiIiIiIg9gsIiqRGRkOgDHgJEB27ffViHBCyriODOdMl19aYN0xc2oppQd2v+OhQA2bnRvu47OnjVh3boYuxI0A9LSomCx+JVu0ERERERERFQilqFRpTGZTGjV6hVMmWJQs0P0KMGL6OjaMaNVdaNfIgaPzyDWt68MSTJAXEswEkLC6NEy+vS5isBAIDk5WbO8UhZ36pSE4OCSxyyEAbm5/nW+zxVnTCMiIiIiIk9jsIgqjWPTY1tiW1FzYnsVEbwgG72Z6SpiBrGMDOfZy4QwIDNTQmCgtkRt9+7uWLt2MIQwIDVVYO7cK+pzVqsV7dubnMYsSTL8/XM9O2giIiIiIiJiGRpVHr3sEFugyDnDiNOfVxylREzpG2U0CixYoA3MFVdi5q6wMOHUm0qSZLRta9VkFVksfmqgCLD9jTz3nLdaYmYymZzGLEkyYmLW1fmsIiIiIiIioorAzCKqNPoZLQJxce/j0KEuSE+PhBAGGI0C8+YVYtGi6QCApKQkmEyc4cqTRoy4jMOHFyI31x9JSQ+gQ4cGZdpOcTOqBQYCMTHr1ECQEuBp0+ZuzXK5uU2dMpAKCyWnEjPHGdJsja+HlGncRERERERE5BqDRVRplOyQsWMNmqBQTs5pBAaeRkTEDjUQMGLEk5g503OvbbUWZbMw+GSjTFffpo0oeWE7yntpKx1LUEvHFi4ERo7ULhMeDoSGZqi/V1vwRxss8vc/D0mSNQEjVyVmypj5OyQiIiIiIqo4DBZRpbLPDpk0afi1Rse255RAQEWwL6WyWq0MNJSTXunYmDFAnz5WpKZqG1crv1eLxQ9ZWe1w6pSkbiM3tyn8/c+ja9f92LevG2xliQJdu+5niRkREREREVEVYbCIKp0SPAgM1J8mXeFY4sTsoPKzfw8VMx1SuJKSkgAUX2KmXzoGZGY6NysHnBtY33jjvdi/v6vdrHgSihqdS9i/vyvuvvtrBoyIiIiIiIiqQIU1uJ43bx7atWsHHx8fREREYOfOnS6XLSgowNSpUxEaGgofHx9069YNGzZs0CyTl5eHhIQEXHfddfD19UWvXr3w008/aZYRQmDSpElo3bo1fH19ERUVhaNHj1bI/pFn2Ad8xo8fr/7/0qX1kJKSgKVLY9G+vRcWLaqK0dVuSqaP0khaYbVasXixwen9V5peJycnq6Vj9oxGIDTUuaRNLwtp375udsEmAxxnxBPCgJMnA5GV1Q7Z2R7bZSIiIiIiInJDhWQWffLJJ0hMTMS7776LiIgIpKSkIDo6GocPH0aLFi2clp84cSKWL1+O9957Dx07dsTGjRtx//33Y/v27ejevTsAYNSoUThw4ABSU1MREBCA5cuXIyoqCocOHUKbNm0AAP/9738xd+5cLF26FMHBwXj11VcRHR2NQ4cOwcfHpyJ2lUrJZDJh8uTJ6s+OmUUWix9OngzC6tXeEMIWQCgqcSrfa2dnt8aJE9chO/sjBAaeLjY7qbZnMdln+iiNp8PD9wAATp2S8PTTRof3X2jef7M5z6l59aBB69Cixd1Or6WXheQYHHImY9WqYZp+SI8+Wo4dJiIiIiIiIrdVSLBo1qxZGD16NOLi4gAA7777Lr788kt88MEHmDBhgtPyqampeOWVVzBw4EAAwNixY5GWloaZM2di+fLl+Oeff7Bq1Sp88cUXuPPOOwEAr732GtauXYt33nkH06ZNgxACKSkpmDhxIu69914AwLJly9CyZUt8/vnnePjhh51e98qVK7hy5Yr688WLFz3+XpD7lGwi58CC6xInd4M6Y8Z446OPRkPpidOt2z5cq7aqViojSOWY6SOEAWvXDkZoaAbM5jxkZho0M9YBttnJ7N9/i8UPTZr8hZEj30dBgUm3ebVSxubldcWpgXXxbGVpjsHC6GhtoJGIiIiIiIgqhseDRVarFbt27VL7ngCAwWBAVFQU0tPTdde5cuWKU+aPr68vtm3bBgC4evUqCgsLi10mKysLOTk5iIqKUp83m82IiIhAenq6brAoOTkZU6ZMKduOksfoZRM5MhoFQkMFvvrKdR8dV376Cfjoo3qw74mzb183/PRTAW67zSO74DGebsTtGHwCgJMng5wCN0rZV27uP+jdW8BgEJqAkfL+b9+un5UUHHxcXdZi8cOOHRFIT49Ul+nadb9dj6LiKKVtjsEq4NdfCxAY6FW2N4KIiIiIiIjc5vGeRX/++ScKCwvRsmVLzeMtW7ZETk6O7jrR0dGYNWsWjh49ClmWsXnzZqxevRqnT58GAPj5+SEyMhKvv/46/vjjDxQWFmL58uVIT09Xl1G2XZrXTUpKgsViUf+dPHmyXPtOpaf0xlm58gGnbBaFJMmYN68Qmzc799Fxx/ffA85lTxJef/1rTJkypdgm2xVF6f9T2a+/eLEBK1cO1XlGxsqVw7B0aSz69PHFiBGy2pNIef8DA11nJSl9j5YurYfZsxOwffttmmX27euKhx/+GMOGferU60hLgt5pSZJkfPXVW1XyuyIiIiIiIqprKqzBdWnMmTMH7du3R8eOHWEymRAfH4+4uDgYDEXDS01NhRACbdq0gbe3N+bOnYtHHnlEs0xpeXt7o1GjRpp/VHmys3GtN46r36GMYcM+RUJCCvr2lTXLKqVJ2dlFjZpdNUK+4w4AcGy8LODvf77Y8ZW0XU+zWq1OM5N5UnY2MHasEc6Hvbj2mBLckbB8uQEjR76P2NglSEhIQVycLcDjKispN9cfFosfxo3z1tk+ABiwYsUjsFgaIzIyHUUZRPaUWdG0lOwlzoxGRERERERUOTweLGrWrBmMRiPOnDmjefzMmTNo1aqV7jrNmzfH559/jvz8fBw/fhy//fYbGjZsiBC7OqPQ0FB8++23uHTpEk6ePImdO3eioKBAXUbZdmlel6rW0aNwmU0EyOjbNw1BQdnIzW2Kl176QqePDvD220XZRmFh9bBgwVWnLd1yCzB8+FUUBYwEAAkrVjyC3bu767663mxgnqI3fb09JUh16pRU6gwkveWV7aWnSy7K/JwfE0LChQuN4e+fq5b9ucpKkiQZXl5WHDzYpZjfpy2otHlzX2zfbqv9Cw09qsle6tFjl+56N9ywX22+TURERERERBVPEkI4z3VdThEREejZsyfeeustAIAsy2jbti3i4+N1G1w7KigoQKdOnfDggw/ijTfe0F3mr7/+QnBwMP773//iySefhBACAQEBeOGFF9Qp2C9evIgWLVpgyZIluj2LHF28eBFmsxkWi4VZRpUgOxu47jrhEGBQskukYv7fxpZU5txb5/ffJQQGal/r0qVLePLJL/Dxx8OhDY7I2LbtKm67rag3kN64jEbg99/htF13lBQcUhpZW61WPPDABqxZMxiAAZIk8M47hcjJma67vDuvpe0vJGA72kuaicymR4+fsHt3D3VdAE7BJud+RMLt7UuSrGmQDQCzZz/vtL4kyUhISIHZnFcrZ6arDnjuIyIiIiIiexVShpaYmIj33nsPS5cuxa+//oqxY8ciPz9fnR3tscce0zTA3rFjB1avXo1jx47h+++/R//+/SHLMl588UV1mY0bN2LDhg3IysrC5s2b0adPH3Ts2FHdpiRJSEhIwLRp07BmzRr88ssveOyxxxAQEID77ruvInaTyikwEJg/v9Cuh41jQMjg8P9CXdZoFEhMdM5MKiyUkJGhn2FjMl2FcyDDgDvv1GYO6WU8FRYCGRnl2l0njmVu2dlQA0WALTDz1FMGtR9QWbav7S8kQZIAbQmYq1ixUANFyrp6WUkDBnzp0LhastumXMz2bZlGBQUmBAcfh9mcB7M5D716bddd7uDBzmV+H4iIiIiIiKh0PD4bGgA89NBDOHfuHCZNmoScnBzcdNNN2LBhg9p8+sSJE5peQ5cvX8bEiRNx7NgxNGzYEAMHDkRqaioaN26sLmOxWJCUlITs7Gz4+/tj6NChmD59Ory8imZHevHFF5Gfn48nn3wSFy5cwO23344NGzY4zaJG1UdcnIzDh+dix44IbN8eieKzUgy4445v0KLFOcyYcR9MJhNmzdJmABkMAmFh+tvw9z+vO4V70dTstgBW+/bQmQ0MCAsrz55q2Wf8pKYKLFwI+PjoNXc24PDh9mjePBf+/ufd6tujTFmfn19fp7+QhGHDPgMA/P23L9avHwTn91xg1CgZ779vLPZ1JElG/fqXdXpOSbjrrm/QvPmfsFjMSEuL0s06kiRZzSgCgHHjxsFiWazOomY/nk2b+mPTpn5o0UKGG8mJREREREREVA4VUoZWU7EUo/JZrVZMmPA2UlIS3JhW3RZskCQZ77wjY8wYW4+ip54qas4MCLz7biHi4mTd0q8ffojE5s1R0Euqi41dguDg40hKSsLixQaMHWtQp35XXq+s+6iMxWLxw8mTQVi1aqhmfyVJxoMPXsUnn+iVWBXtd0zMOnz2WX+XpVgLFlxVx61Xumc0CowbNxtmcx6ystph6dJYp2088YQVr7wChIXVc/idyJAkqO9JTMw6hIZm6PzutMt16vQrfv21kyZgpKxv34to/PjxmDlzpiaQ5lzWJvC//0l44QXd3acy4rmPiIiIiIjsVUhmEVFp5OY2dSNQBChBAyEMeOYZCYMGAX37ypAkA4pCnhKeecaIvn1lNcNGychp1uwlpKWZoJS0OQZR7LNclIyn3Fx/+PvnIi4uvlz7aLH4YceOCJ2sGaj79MknXjprFo1TCAPWrBmMn366iltuKQpAKX18imaXsy/dk6/1KrIFbgYNKppVTD/TSobZ/Daefz4MQgxWH7UPDinvibKdqKg0u+whW4BKGYMQBhw61BlF77Wt/9SAAV/iv/+9BytW7FF/T6dO2ZYJD9+D0NAMHDzYGZs29Xd4PyS89BLw8MNl6x9FREREREREJWOwiKqUyWTCpEmPYNky5/Kw4hT1JpKc1isslNRZ0pQgSVRUGrZs8bYLpCi9dWxZLnPmWPHnn0UlXlarVe2j44p9xpBe42Xl+d27u2PNmgQU3yJMdvG8c4+lO+7wwjvvFKqPKGPIymoHWXbMFDJACBm9ev2AiIgdmv0xm/M0gR4lIAQAa9cW9U4CACGA0NAMdf3c3KbIy2uIQ4e62AXAbDOa7dp1S4n7sH59DDZsEBgxYiKWL5fUcrx77olEQMBp+PufR5cuh7B5c7RTryRZtvWPYrCIiIiIiIioYjBYRFUuMNAxO0XJpnEuo1IYDLYeQlarcMqOkSSBOXOMmuwWW+mZ43aKeutERQ3EggV+6jTxLVrYllCyXrKzgZCQ0u+b0mS6pF7yPXrs0jSUttGfWUwICWPHGpCQ4KcJ/rjqyQQYkJ4eiYiIHZpHlUwrJdATFZWG8PA9yMpqp7uN3Fx/ZGaGFVMiZsCuXT10HtffD1mWkJpa1MRcliVs3twX9mVqr732DyZP9oU2C8yz/aOIiIiIiIhIq0JmQyMqjcWLDZoypjvu+A49evyEokCRc1stpeysRQvrtWwYWfOc42xmRaVn9mR8991dWLnyAXTqVB+zZz+PpUtj0b69Fz780Ae7d3dHSkqC+ti9967RzK7mDvdK7GzjiopKs5sZrvgp6IWwBW/smc15Tu+F3vIWix8OHOiMceO87cZm+x1YLH5q0ElLxrlzzTSzq+mPz+DicVet0ZwDeMp4bUE27boGg8CCBcwqIiIiIiIiqkjMLKIqpddn5/vv74A2o0gvu8ZWitSrlwmhoRnXGirDbnm9YIv94wK2Ei1le0XLyrJ0bUxFgRFZlrB27WCEhmYAKCoxKynzyMvriotsH/vxSdi16xa1XE6SZJ1ePQ57Isnw8rIiK6sdvLyuoKDAG/7+59XxOZNhtXph06aoYvsm9e07Fps3v4PIyHRNeRkgYf36wU7ruKe4Ge5cB8WEMOC113ydno+OLuMwiIiIiIiIyC0MFlGVOnrUVRZQ8SRJRuvW/yA5+f8hN1evbEopY9N7vPisHUAZk3YZx2we+1m7UlMFFi4ERo4sWn7xYgMWLRrlVFrXpcshHDx4g9NrKuVyo0a9D4NBOLwv9mOW0bbtcbz//miH/bFtW//9M+Djj4cXu99Go8Du3Qa72c1k9OjxE/bsuVnnd6RHida5s6wtS2jECFntWeT8e3EOssmyxH5FREREREREFYxlaFSl2re3BQ1KKzIyHW3a2NZzVTalr+RAUdFy2nFJkqzOmJadDU1JlixLGDPG9rjyvC07yb5kS8bAgV8iMnJ7MeMz4NChLpg794q6T5Iko2/fzRg27NNr5XnA8ePBcM68MlwLQrlb8lXEaBRITpYwaZJJU5q2a1ePYgJFjq9T3Psq2/2ObA23Dx36G++/X4iEhBTExi7BtGlWdRmjUeC//zU4/W0YjYL9ioiIiIiIiCoYM4uoSgUGAvPnF2LsWAOEsAUHhNCWhTmTERGxAwUFndVHHMumXGXvuA5o2GfF6DXWFrj99u+Rm9sUWVkFOH7c5JT1UlhYNEuXq4yp9etjIEkyQkOPITNTP+qRnt4LERGzkZAAzTT1FosfVq4chpJjvO5l9tjIGDZsJWbMuA/Hj5t0x+xcRldcBpFzNpTRKDBo0DqEhmZo9qdNm24AoM4699xzBTh/fh5yc/0xadJwhISYUL/+FTz7rEmdrW3ePBmBgTxtERERERERVSTedVGVi4uTcfjwXDVIsHmzQQ0eOQZulL4+ublN8frri3HgQKSmOXZo6FEcOxZql2HjbuBEwsCBa3H1qhfq1SvA+vUxTs9v23YHvv/+rmtTvG+GJEVpgiiSJKNt26sATGjf3jYrm17QSwgDMjNDXPQysgXKduyIQL9+aZrZznJzm8KTyYAGg8Dgwetwww2/IjDwPpw/D+jNZNat2x7s3RsO50ymkkiIjt6AOXPuwIoVewBADXplZbXDqVMSgoO1ayiBI6XMLDb2KjIz56tBpri4+LLuLhEREREREbmJwSKqFuyDBPbBI6Xs6+RJW/TAYmmsCQ5pM4AM17J17IMa2uCHLYBja26tJeOrrwbZbdc5aGJfcrZ5c5RmbWWq98BAW2PqwEAgIUHG7NlGF3tswA037MUvv3TVGQvUqe7tg0X+/ueh34dJLyimlx2ltWTJZRw7tkf9+dIl6CwvoV69wmK342ockiSjc+dDCA6+G0lJSUhOTnbq8zR/fmGxWzSZTOrfBhEREREREVUO9iyiaslszkNw8HE1UHDDDb8iKCgbW7b01fTUcTX1uvZnpWxKxtSpV/D88yno1esHTQ8dQHLYrnB6XssA+8NHCDjNRBYfXwjX/YOAX37phr5909ClywGn54Qw4ODBznj44RfUx8zmPPTtmwZtvyNX2VPFB4okSUbPntq+SXr9o4xGgTZtsnX2Qzj1ILrjju80fZZiYtZpgjwWi59Tn6dnnjHCYvFzOU57SUlJMJlMbi1LREREREREZcfMIqpyJpMJkydPVn+2Wq26y+XmNnVjVi7njKDg4GP4/fdgCGHA5MneGDw4DP36pSEiYgd27IjA9u2R0AsGDRiwFs2bn4eXl9VuVjNXbMGdCRPexptvxtsFNYorhZOQlhaFkSPfx6FDnZ36Am3a1B+dOsmIiopEQMBp/PFHa6SlRcEWpJJx/fVHcORIR5fbdv3aAlFRaQgO7q153wMDgblzi3oEGY0Cw4fLWL78PoftCXTrtg933/21mv2VmRlmFwiylQqGh+/RvGpublOdPk8ShgxJRO/ern/vREREREREVLkYLKJqxzF4pPjpJ2Dp0uKCL3rPScjKClEfl2UJa9cOVrOAbIEi/SDQV18NQkzMOoSH70HXrvuxb183aDOVtEGpTZv6Y/PmfujQQcaYMUBGhuRy2+pawoCCApPO9iX1+c2b+zo9Dhhw5Mj10C9LK9r3or5Iyroy+vZNw223pQPo7bSGfY+guLgHcffdvnZ9l2zrP/LIx+jQwfb+KT2I7DOGAAO+/rovbrjhgJpZZDKZMG1aLFJThSbgZzSCs5sRERERERFVMwwWUY2h31NHIfDUU1a8+64XnIMn2nWEMGDAgGexcOHnOstql1u7djBatMjB/v1d7bbjOAZtcGfsWODw4VkYM2YMJMmoM5OYfV8fYPTo4bjjjnrFbN/V40p/JVdkjBz5PgoKTPDysqKgwAR//1xMnfokGjbs57S01WrFzJkzYTbbgkCLF38GWY51ek2TqUDzSEkZQwrHme+MRoEFCyS1mbVekNBV4JCIiIiIiIgqDnsWUY2hzDCmT4K3d3EZR0WMRqBTJy888MADJb6mEAb88ssNJZSgOQejcnP9ERzshbfesjr0PnJYUxJISfmihO27HB2KO4QlScLZs60QHHwcgYGn1R5QM2fOdKvky9//vFMPI0mS1abj9ssV7aON0Sh0M4bi4mQkJKQgNnYJjhwpwMiRJQ6DiIiIiIiIKhkzi6jGCAwEnn22AHPn6jU5FnjrLS84Bm4kScYjjxTi44+NTtksvXq5nt7efrs7dkSWMDLnPkl//BGA5ORkAEBCgh9yc/2Rn98AK1dqA1S2kixhVy7muM3iex4VNxYhikruyjKbmNmch9mz/0ZCgi+EMKhNq4H/3969R0dVnf8f/8yMTBIlCbcEEgiYDBAsBawgaQAtSoSACAp+C0oxUEpRsFWpXxpUApFLsLaIolhUBFQEsfADvlRRiA2KIFqqsgC5JLDAIBdJBEKAJMzs3x9pDhkyhBAScnu/1pq1mHP22Wc/M+tkrXnY+9nS/v03KinpAUVFFX4XR48W6N13i4pqF9Y6atHC905wxXe+AwAAAABUP8wsQo0ydmyBLrX0ylfx69tu26CkpHyfs1latJDmzMkrNium5I5fhUovqt28+fcXXWvTunVxyswMk3RhZ7eIiO99zsCJiMjUPfessc45HEa33fapSk8U+VKyfdEsp/IaPvzCZ/fdd2fVr18/zZ79uBYtSlCbNvU0f76UmSktXeq9jO7ddx3KzCz3bQEAAAAAVYhkEWqU5s2NunXb7OOMrcSSKcno00/v0M9+dr0yMlr/dzmWd4uEhPN6/PHZuv/+Zerc+d9eS8batt2tyydrPIqN3eKjnV3z5/9O//nPL6wjM2c+6rUszeEweuUVt4KDc3TLLV9bSZkdO87I7b7OR5+l8Z1YcjikadNGaPLkyZo4ceJlezl5MlD799/otZ19UbJLksaOvVCDyeOxacwYadOmkok6t1tKT7+C4QMAAAAAqg2WoaFGcTqdionZos2bY72WbRUmRdx66in7Rbt/ldwB7WIXb/verdvn+tnPduiHH8K1Z0+0SkvadOu2WQ0a/ORjGVnhrJ7Vq/tr/Pg4/epX10uSRo/OV0bGbGVnN1JS0oNq0UJKTAxUdnZjNWqUZSVlCndpu1hpS9NKjtFu9y4gLRUmg7KzGyszU4qK8m6/YIFds2c/Xuxz2KzBgy/0m5Fh95kUstkK78UuZwAAAABQO5AsQo3idDo1c+ajyshYYyV4iuoQDR/u0bFjL2nHjp/p44/jva671HKsY8ecJbZ937QpVps2ddOFxMylkjQe3XBDrubP/12JBNUFdt1xR4Bef13W8rfiNXuKJ2iKagLdeqtdvib9de78b/385zuUn19PS5c+UOoua5JHn356Xt27X6jvVPxeb79t9NprF8aUmVk0a6ioD7s2bequTp2MevWKVXj4YfXsaXwmhWJjpZdeytMf/uD0uctZcexuBgAAAADVH8vQUCMVX7ZVvA5RcHCO2rffWWJJWtFyLKfTuzj2gQNOHzuR2eW9Xb3R7bf/S+PHn7WWkNlsHt1113qtXx9X7HrfM5CMKVyudXENnwsJGvt/29n1z38OUEhIgI8ldR7dfvtniow8oOjodK8aRzabRw8+eN7r/YABa3TrrZe+V9ESsqIx7d3ru+aTx2PTunV3adGiBN15Z4CGDfN4LaObN6+w9lPRcr6iZXTscgYAAAAANRczi1DjOJ1OTZw4USkpKT531QoOzinzTJc2bUouoSrJrsjIA3rmmZtlzN+Vnd1IjRpl6/vvI8q85X1RDZ/Q0AvH0tNtPpd15eZKc+e69cgjdmvG0Zw5+Tp+/MKOZrfc8rVcrnSv5WxNm862xla4+9mF2VW+kkFFY2rR4nKfw4XlfO++a9eoUa+roMCppKQHrd3QnE6nNWMqMrJemT4TAAAAAED1RLIItVJCwnllZMy1kilFSY2LtWjhnZjxxWbzqFGjbEkXlpA1afJnvfCC7z4LlVySdsMN3suwMjMvXeunWzePdu9+yUr+jB79qJzOC8u38vPzSyTLisbmi69kUPG6QkWfw8MP+14CV8TttqmgwOmzWDgAAAAAoHYgWYQayVftm+LH8vPzvWoDlWbkyMLEzPfft9CKFf9z0ewao7/8xa4nnxyv/Px8SYVFop991k8ll50VJYg88pVwyc31fn9xoqr4DKj8/NKTP6WZOHFiieV2pd3r4s9hy5aYYgXEvZNeDoexEmcAAAAAgNqJZBGgosTMd+rZ88LyNcmjlBSPnnzS+zHJzm7sc7nWHXesV8uWh1SvXn6xoteFLrU7WFGCprQZUL6SPxcrS+HostwrODhHvXuvV0zMFmVnN1KbNg9o0qR6VoLplVfcOnLkyhNYAAAAAICag2QRaqXy7rpVfPlao0bZGj/+0RJ9ZmZKb79dsr5PWlov3XPPGp096y9TrD61ry3si/M1A+py4y9vfGWdbVXU7rHHCpSV9cpFCaaS92WXMwAAAACoPUgWoVYoquEjlW0mTnGXWr52KZeq72OMXatX91fhsi3vRFKfPmUeTrVT1gQTAAAAAKB2IFkEXEJpSaeRIz1av/7/6R//+J+LzpSsVeTx2Kxdxy5WnWbkFI2leOINAAAAAFD3kCwCirmS5E1ExPey2TyX3EWtiN1u1Lq1ry3pr62yxnbxTCsAAAAAQN1Csggop+DgHN1zzxr93//1lzF22e1GxkjGeO+mNn26Wy1a1MxHrTrNfAIAAAAAXBs18xcs4MPJk4HKzm6szEwpKqpy71V8yVZi4myrAPS6dXZre/qi3dQSE3nMAAAAAAA1B79iUSssWGDX7NmPyxi73n7b6LXXpFGjrs29ixeALr49/cW7qQEAAAAAUBOUXmwFqAEyM6WxYx1W7SCPx6YxYwqPV4Xg4BxFRh4odUc1AAAAAACqK2YWocbbu7cwQVSc261L7kBWkS6u6UNBaAAAAABATcfMItR4bdoU7jhWnMMhtW5dRQP6r4kTJ8rpdFbtIAAAAAAAuELMLEKN16KFNHeu2yos7XAYzZtnq7BZRfn5+UpJSZF0+QQQu4cBAAAAAGo6kkWoFYoXlk5KelBRUczoAQAAAACgPCptGdorr7yiG2+8Uf7+/oqJidGXX355ybYFBQV69tln5XK55O/vr06dOmnt2rVebdxutyZNmqTIyEgFBATI5XJp6tSpMubC8qMRI0bIZrN5veLj4ysrRFQzRYWlK7tOEQAAAAAAtVmlzCx67733NH78eP39739XTEyMZs+erT59+mj37t0KDQ0t0f6ZZ57RO++8o9dff13t2rXTRx99pPvuu0+bNm3SL37xC0nSc889p1dffVWLFi1S+/bt9e9//1sjR45UcHCw/vjHP1p9xcfHa8GCBdZ7Pz+/yggRdczJk4HKzm6szEwpKqqqRwMAAAAAQOWxmeJTcypITEyMbr31Vr388suSJI/Ho4iICP3hD39QYmJiifbh4eF6+umnNW7cOOvY4MGDFRAQoHfeeUeS1L9/fzVt2lTz58+/ZJsRI0boxIkTWrlyZbnGferUKQUHB+vkyZMKCgoqVx+ofebNO2/VQ7LbjV57zaZRo6p6VEDF4W8fAAAAgOIqfBlafn6+tm7dqri4uAs3sdsVFxenzZs3+7wmLy9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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lc_obj.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "49c61763", + "metadata": {}, + "source": [ + "- **correlations** between the flux and other columns in the lightcurve file can be visualized by specifying the columns to plot. e.g. to plot column5 against column 1 (flux)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "52e3841c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lc_obj.plot(plot_cols=(5,1))" + ] + }, + { + "cell_type": "markdown", + "id": "a1efc611", + "metadata": {}, + "source": [ + "### some data processing" + ] + }, + { + "cell_type": "markdown", + "id": "8ecf0834", + "metadata": {}, + "source": [ + "##### clipping outlier points" + ] + }, + { + "cell_type": "markdown", + "id": "ebfc93f5", + "metadata": {}, + "source": [ + " we can remove outliers from all or specific lcs. This uses a sliding median of specified `width` to discard points greater than `clip`$\\times$ the M.A.D (median absoulte deviation). The clipped data is saved to the `lc_obj` further analysis is performed on the clipped data" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "98e75635", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "lc1bjd.dat: Rejected 1 points more than 4.0 x MAD from the median\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "lc3bjd.dat: Rejected 3 points more than 4.0 x MAD from the median\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "lc4bjd.dat: Rejected 4 points more than 4.0 x MAD from the median\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "lc5bjd.dat: Rejected 4 points more than 4.0 x MAD from the median\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "lc6bjd.dat: Rejected 12 points more than 4.0 x MAD from the median\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "lc7bjd.dat: Rejected 11 points more than 4.0 x MAD from the median\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lc_obj.clip_outliers(lc_list=\"all\", width=11, clip=4)" + ] + }, + { + "cell_type": "markdown", + "id": "411b556e", + "metadata": {}, + "source": [ + "##### rescaling data columns. \n", + "\n", + "This is useful for decorrelating the flux against the different columns. It is only performed on columns 3 and above whose values do not span zero. There are 3 methods to rescale the data: **\"med_sub\"**, **\"rs0to1\"**, **\"rs-1to1\"** which subtracts the median, rescales to [0-1], or rescales to [-1,1] respectively\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "fe87a220", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Rescaled data columns of lc1bjd.dat with method:med_sub\n", + "Rescaled data columns of lc2bjd.dat with method:med_sub\n", + "Rescaled data columns of lc3bjd.dat with method:med_sub\n", + "Rescaled data columns of lc4bjd.dat with method:med_sub\n", + "Rescaled data columns of lc5bjd.dat with method:med_sub\n", + "Rescaled data columns of lc6bjd.dat with method:med_sub\n", + "Rescaled data columns of lc7bjd.dat with method:med_sub\n" + ] + } + ], + "source": [ + "lc_obj.rescale_data_columns(method=\"med_sub\")" + ] + }, + { + "cell_type": "markdown", + "id": "e7028c51", + "metadata": {}, + "source": [ + "We can confirm that these operations have been written into `lc_obj`" + ] + }, + { + "cell_type": "markdown", + "id": "302efd6a", + "metadata": {}, + "source": [ + "### Setup Transit " + ] + }, + { + "cell_type": "markdown", + "id": "18b5eae4", + "metadata": {}, + "source": [ + "Parameters are defined in `CONAN` in 3 formats:\n", + "- **Fixed**: int/float e.g `q1` = 0.5\n", + "- **Uniform prior**: tuple of length 3 --> (min, start, max) e.g. `Period` = (0, 0.5, 1) \n", + "- **Normal prior**: tuple of length 2 --> (mean, sigma) e.g. `rho_star` = (0.5, 0.03)\n" + ] + }, + { + "cell_type": "markdown", + "id": "a7167056", + "metadata": {}, + "source": [ + "##### system parameters" + ] + }, + { + "cell_type": "markdown", + "id": "9e88d525", + "metadata": {}, + "source": [ + "We can get **system parameters** from the [NASA exoplanet archive](https://exoplanetarchive.ipac.caltech.edu/)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "7bf1f4c5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loading parameters from cache ...\n" + ] + }, + { + "data": { + "text/plain": [ + "{'star': {'Teff': (5620.0, 85.0),\n", + " 'logg': (4.18, 0.01),\n", + " 'FeH': (-0.193, 0.014),\n", + " 'radius': (1.33, 0.03),\n", + " 'mass': (0.95, 0.02),\n", + " 'density': (0.565, 0.035)},\n", + " 'planet': {'period': (4.17806203, 8.8e-07),\n", + " 'rprs': (0.10103, 0.00026),\n", + " 'mass': (0.1647, 0.0214),\n", + " 'ecc': (0.0, nan),\n", + " 'w': (nan, nan),\n", + " 'T0': (2456776.62124, 0.00023),\n", + " 'b': (0.29, 0.04),\n", + " 'T14': (4.35288, 0.0084),\n", + " 'aR': (7.81, 0.11),\n", + " 'K[m/s]': (22.0, 3.0)}}" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from CONAN3.get_files import get_parameters\n", + "\n", + "sys_params = get_parameters(planet_name=\"WASP-127b\") #result cached in the current working directory\n", + "sys_params" + ] + }, + { + "cell_type": "markdown", + "id": "de10c14f", + "metadata": {}, + "source": [ + "##### Transit and RV" + ] + }, + { + "cell_type": "markdown", + "id": "7b73e434", + "metadata": {}, + "source": [ + "The `sys_params` can be used to specify the priors for the planet's **transit and RV** parameters" + ] + }, + { + "cell_type": "markdown", + "id": "5a3fc203", + "metadata": { + "code_folding": [] + }, + "source": [ + "Let's put the planet parameters in a dictionary for convenience. The parameters are defined for **transit/occultation/phasecurve/rv**\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "b6b6ad02", + "metadata": { + "code_folding": [] + }, + "outputs": [], + "source": [ + "t0 = sys_params[\"planet\"][\"T0\"][0] - 2450000\n", + "\n", + "planet_pars = dict( T_0 = (t0, 0.001), # normal prior\n", + " Period = sys_params[\"planet\"][\"period\"][0], # fixed\n", + " rho_star = sys_params[\"star\"][\"density\"], # normal pripr\n", + " Impact_para = (0, sys_params[\"planet\"][\"b\"][0], 1), # uniform prior\n", + " RpRs = (0.05, 0.102, 0.17), # uniform prior\n", + " Eccentricity = 0, # fixed\n", + " omega = 90,\n", + " K = 0)" + ] + }, + { + "cell_type": "markdown", + "id": "a1402cd2", + "metadata": {}, + "source": [ + "The `.planet_parameters()` method of `lc_obj` is called to define the parameters in `CONAN`. \n", + "This method takes in the same parameter names as defined in `planet_pars` dictionary so we can load this directly" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "57d08746", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Planet parameters (Transit and RV) setup ========================================================== \n", + "name \tfit\tprior\n", + "rho_star \ty \tN(0.565,0.035)\n", + "------------\n", + "RpRs \ty \tU(0.05,0.102,0.17)\n", + "Impact_para \ty \tU(0,0.29,1)\n", + "T_0 \ty \tN(6776.621239999775,0.001)\n", + "Period \tn \tF(4.17806203)\n", + "Eccentricity\tn \tF(0)\n", + "omega \tn \tF(90)\n", + "K \tn \tF(0)\n" + ] + } + ], + "source": [ + "lc_obj.planet_parameters(**planet_pars)" + ] + }, + { + "cell_type": "markdown", + "id": "590b03bb", + "metadata": {}, + "source": [ + "##### Limb darkening" + ] + }, + { + "cell_type": "markdown", + "id": "27dc4ea0", + "metadata": {}, + "source": [ + "- The `sys_params` can also be used to obtain priors on the **stellar limb darkening** from the phoenix stellar library.\n", + "`CONAN` uses the Kipping parameterization of the quadratic law defined as $q_1$ and $q_2$.\n", + "\n", + "\n", + "Filter names can be obtained from the [SVO filter service](http://svo2.cab.inta-csic.es/theory/fps/) with names such as `Spitzer/IRAC.I1` or a name shortcut such as `TESS`, `CHEOPS`,`kepler`. \n", + "\n", + "\n", + "List of filter shortcut names can be obtained using:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "0420abf6", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'kepler': 'Kepler/Kepler.k',\n", + " 'tess': 'TESS/TESS.Red',\n", + " 'cheops': 'CHEOPS/CHEOPS.band',\n", + " 'wfc3_g141': 'HST/WFC3_IR.G141',\n", + " 'wfc3_g102': 'HST/WFC3_IR.G102',\n", + " 'sp36': 'Spitzer/IRAC.I1',\n", + " 'sp45': 'Spitzer/IRAC.I2',\n", + " 'ug': 'Geneva/Geneva.U',\n", + " 'b1': 'Geneva/Geneva.B1',\n", + " 'b2': 'Geneva/Geneva.B2',\n", + " 'bg': 'Geneva/Geneva.B',\n", + " 'gg': 'Geneva/Geneva.G',\n", + " 'v1': 'Geneva/Geneva.V2',\n", + " 'vg': 'Geneva/Geneva.V',\n", + " 'sdss_g': 'SLOAN/SDSS.g',\n", + " 'sdss_r': 'SLOAN/SDSS.r',\n", + " 'sdss_i': 'SLOAN/SDSS.i',\n", + " 'sdss_z': 'SLOAN/SDSS.z'}" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lc_obj._filter_shortcuts" + ] + }, + { + "cell_type": "markdown", + "id": "17036e5c", + "metadata": {}, + "source": [ + "we specify filters for the EULER and TESS data" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "dd34abae", + "metadata": {}, + "outputs": [], + "source": [ + "filts = ['sdss_r']" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "69abf39a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Getting limb darkening parameters for filter ['sdss_r']\n", + "sdss_r (R): q1=(0.4215, 0.0238), q2=(0.3961, 0.0154)\n" + ] + } + ], + "source": [ + "print(f\"\\nGetting limb darkening parameters for filter {filts}\")\n", + "q1, q2 = lc_obj.get_LDs( Teff = sys_params['star']['Teff'],\n", + " logg = sys_params['star']['logg'],\n", + " Z = sys_params['star']['FeH'],\n", + " filter_names=filts)\n" + ] + }, + { + "cell_type": "markdown", + "id": "aeed44f4", + "metadata": {}, + "source": [ + " `q1`, `q2` can then be passed to the `.limb_darkening()` method of `lc_obj`" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "78531644", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Limb darkening setup ============================================================================= \n", + "filters\tfit\tq_1 \tq_2 \n", + "R \ty \tN(0.4215,0.0238) \tN(0.3961,0.0154) \n" + ] + } + ], + "source": [ + "lc_obj.limb_darkening(q1=q1, q2=q2)" + ] + }, + { + "cell_type": "markdown", + "id": "7983a684", + "metadata": {}, + "source": [ + "### Baseline and decorrelation parameters" + ] + }, + { + "cell_type": "markdown", + "id": "fd693a75", + "metadata": {}, + "source": [ + "The **baseline model** for each lightcurve in `lc_obj` object can be defined **manually** or **automagically**" + ] + }, + { + "cell_type": "markdown", + "id": "e25693d1", + "metadata": {}, + "source": [ + "##### Manually define baseline model:" + ] + }, + { + "cell_type": "markdown", + "id": "2a3b9926", + "metadata": {}, + "source": [ + "We manually define the baseline model using the `.lc_baseline()` method of the `lc_obj`\n", + "\n", + "Define baseline model parameters to fit for each light curve using the columns of the input data. `dcol0` refers to decorrelation setup for column 0, `dcol3` for column 3, and so on.\n", + "\n", + "Each baseline decorrelation parameter (dcol{x}) should be a list of integers specifying the polynomial order for column {x} for each light curve. e.g. Given 2 input light curves as we have here, \n", + "\n", + "If one wishes to fit a 1st order trend in column 0 (time) to all lightcurves, then `dcol0` = 1.\n", + "\n", + "For most of the input lightcurves, we saw a strong correlation of the flux with column 5. We can fit this with a 2nd order term by setting `dcol5` = 2" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "463f5554", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Input lightcurves, filters baseline function =======================================================\n", + "name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config \n", + "lc1bjd.dat R 0.6 |None W11C4 med_sub | 1 0 0 2 0 0| 0 1 n None \n", + "lc2bjd.dat R 0.6 |None W11C4 med_sub | 1 0 0 2 0 0| 0 2 n None \n", + "lc3bjd.dat R 0.6 |None W11C4 med_sub | 1 0 0 2 0 0| 0 3 n None \n", + "lc4bjd.dat R 0.6 |None W11C4 med_sub | 1 0 0 2 0 0| 0 4 n None \n", + "lc5bjd.dat R 0.6 |None W11C4 med_sub | 1 0 0 2 0 0| 0 5 n None \n", + "lc6bjd.dat R 0.6 |None W11C4 med_sub | 1 0 0 2 0 0| 0 6 n None \n", + "lc7bjd.dat R 0.6 |None W11C4 med_sub | 1 0 0 2 0 0| 0 7 n None \n" + ] + } + ], + "source": [ + "lc_obj.lc_baseline( dcol0 = 1, \n", + " dcol5 = 2)" + ] + }, + { + "cell_type": "markdown", + "id": "ad8f0d4d", + "metadata": {}, + "source": [ + "There's no guarantee this is the optimal baseline model. The `.get_decorr()` function of the `lc_obj` can be used to automatically determine the best decorrelation parameters to use." + ] + }, + { + "cell_type": "markdown", + "id": "c18a8c96", + "metadata": {}, + "source": [ + "To do this, we would like take into account the transit/occultation when peforming the least-squares fit. So the defined transit parameter priors in `planet_pars` are also used" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "177d1bf7", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\n", + "getting decorrelation parameters for lc: lc1bjd.dat (spline=False,s_samp=False)\u001b[0m\n", + "BEST BIC:378.75, pars:['offset', 'A6', 'A7', 'A4', 'B5']\n", + "\u001b[1m\n", + "getting decorrelation parameters for lc: lc2bjd.dat (spline=False,s_samp=False)\u001b[0m\n", + "BEST BIC:537.49, pars:['offset', 'A7', 'A6', 'B5', 'A0']\n", + "\u001b[1m\n", + "getting decorrelation parameters for lc: lc3bjd.dat (spline=False,s_samp=False)\u001b[0m\n", + "BEST BIC:561.39, pars:['offset', 'A6', 'A7']\n", + "\u001b[1m\n", + "getting decorrelation parameters for lc: lc4bjd.dat (spline=False,s_samp=False)\u001b[0m\n", + "BEST BIC:708.37, pars:['offset', 'A6']\n", + "\u001b[1m\n", + "getting decorrelation parameters for lc: lc5bjd.dat (spline=False,s_samp=False)\u001b[0m\n", + "BEST BIC:755.23, pars:['offset', 'B0', 'A6', 'B3', 'B5']\n", + "\u001b[1m\n", + "getting decorrelation parameters for lc: lc6bjd.dat (spline=False,s_samp=False)\u001b[0m\n", + "BEST BIC:689.71, pars:['offset', 'A6', 'B5', 'A5']\n", + "\u001b[1m\n", + "getting decorrelation parameters for lc: lc7bjd.dat (spline=False,s_samp=False)\u001b[0m\n", + "BEST BIC:589.56, pars:['offset', 'A6', 'B5']\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\n", + "Setting-up baseline model from result\u001b[0m\n", + "# ============ Input lightcurves, filters baseline function =======================================================\n", + "name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config \n", + "lc1bjd.dat R 0.6 |None W11C4 med_sub | 0 0 1 2 1 1| 0 1 n None \n", + "lc2bjd.dat R 0.6 |None W11C4 med_sub | 1 0 0 2 1 1| 0 2 n None \n", + "lc3bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 0 1 1| 0 3 n None \n", + "lc4bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 0 1 0| 0 4 n None \n", + "lc5bjd.dat R 0.6 |None W11C4 med_sub | 2 2 0 2 1 0| 0 5 n None \n", + "lc6bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 2 1 0| 0 6 n None \n", + "lc7bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 2 1 0| 0 7 n None \n", + "\u001b[91m\n", + "Note: GP flag for the lcs has been set to ['n', 'n', 'n', 'n', 'n', 'n', 'n']. Use `._useGPphot` attribute to modify this list with 'y','ce' or 'n' for each loaded lc\n", + "\u001b[0m\n" + ] + } + ], + "source": [ + "decorr_res = lc_obj.get_decorr( **planet_pars,\n", + " q1 = q1, q2 = q2,\n", + " delta_BIC = -5,\n", + " setup_baseline = True\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "e2e3a32f", + "metadata": {}, + "source": [ + "the output `decorr_res` is a list that holds the `lmfit` result for each lc." + ] + }, + { + "cell_type": "markdown", + "id": "847f538c", + "metadata": {}, + "source": [ + "By specifying `use_result=True` in the function call above, several other lightcurve configuration (*baseline*, *gp*, *transit&RV* parameters, *phase curve*, *limb darkening*) that uses the same inputs have been automatically set up" + ] + }, + { + "cell_type": "markdown", + "id": "a8ead6ad", + "metadata": {}, + "source": [ + "We can use the `.plot()` method again to visualize the fit quality across the different decorrelation axis by setting `show_decorr_model=True`" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "8ad45cee", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lc_obj.plot(plot_cols=(5,1), show_decorr_model=True)" + ] + }, + { + "cell_type": "markdown", + "id": "2ed45b25", + "metadata": {}, + "source": [ + "We can use the `.print()` method to print out the current configuration of the different sections of the `lc_obj`\n", + "\n", + "To see the current baseline model configuration, set section to \"lc_baseline\"" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "bffd5441", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Input lightcurves, filters baseline function =======================================================\n", + "name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config \n", + "lc1bjd.dat R 0.6 |None W11C4 med_sub | 0 0 1 2 1 1| 0 1 n None \n", + "lc2bjd.dat R 0.6 |None W11C4 med_sub | 1 0 0 2 1 1| 0 2 n None \n", + "lc3bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 0 1 1| 0 3 n None \n", + "lc4bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 0 1 0| 0 4 n None \n", + "lc5bjd.dat R 0.6 |None W11C4 med_sub | 2 2 0 2 1 0| 0 5 n None \n", + "lc6bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 2 1 0| 0 6 n None \n", + "lc7bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 2 1 0| 0 7 n None \n" + ] + } + ], + "source": [ + "lc_obj.print(section=\"lc_baseline\")" + ] + }, + { + "cell_type": "markdown", + "id": "05b6dbdd", + "metadata": {}, + "source": [ + "## Setup Sampling" + ] + }, + { + "cell_type": "markdown", + "id": "613493fe", + "metadata": {}, + "source": [ + "finally to setup the `fit_obj` which is used to configure the fitting." + ] + }, + { + "cell_type": "markdown", + "id": "eff1d34b", + "metadata": {}, + "source": [ + "We can specify values for the stellar mass or radius to be used to convert parameter results to physical values. These values are not used in the fit, only for the post-fit conversion. We can also take the values from our NASA archive `sys_params` dictionary" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "284286fa", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "((1.33, 0.03), (0.95, 0.02))" + ] + }, + "execution_count": 20, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sys_params[\"star\"][\"radius\"], sys_params[\"star\"][\"mass\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "6ff7b093", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Stellar input properties ======================================================================\n", + "# parameter value \n", + "Radius_[Rsun] N(1.330,0.030)\n", + "Mass_[Msun] N(0.950,0.020)\n", + "Input_method:[R+rho(Rrho), M+rho(Mrho)]: Rrho\n" + ] + } + ], + "source": [ + "fit_obj = CONAN3.fit_setup( R_st = sys_params[\"star\"][\"radius\"],\n", + " M_st = sys_params[\"star\"][\"mass\"],\n", + " par_input = \"Rrho\",\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "4d5c512a", + "metadata": {}, + "source": [ + "setup sampling using the `.sampling()` method of `fit_obj`. Note that the sampling of the parameter space can be done with `emcee` or `dynesty`" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "c3bce055", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ FIT setup =====================================================================================\n", + "Number_steps 2000 \n", + "Number_chains 64 \n", + "Number_of_processes 10 \n", + "Burnin_length 500 \n", + "n_live 300 \n", + "force_nlive False \n", + "d_logz 0.1 \n", + "Sampler[emcee/dynesty] dynesty \n", + "emcee_move[stretch/demc/snooker] stretch \n", + "leastsq_for_basepar n \n", + "apply_LCjitter y \n", + "apply_RVjitter y \n", + "LCjitter_loglims [-15, -4] \n", + "RVjitter_lims [0, 5] \n", + "LCbasecoeff_lims [-1, 1] \n", + "RVbasecoeff_lims [-5, 5] \n" + ] + } + ], + "source": [ + "fit_obj.sampling(sampler=\"dynesty\",n_cpus = 10, n_live=300)" + ] + }, + { + "cell_type": "markdown", + "id": "a2f21e6a", + "metadata": {}, + "source": [ + "# Performing the fit" + ] + }, + { + "cell_type": "markdown", + "id": "ba0b1a7f", + "metadata": {}, + "source": [ + "## export configuration file" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "0b48994e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "configuration file saved as wasp127_euler_config.dat\n" + ] + } + ], + "source": [ + "CONAN3.create_configfile(lc_obj = lc_obj, \n", + " rv_obj = None, \n", + " fit_obj = fit_obj,\n", + " filename='wasp127_euler_config.dat')" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "ee991356", + "metadata": {}, + "outputs": [], + "source": [ + "import CONAN3\n", + "lc_obj, rv_obj, fit_obj = CONAN3.load_configfile(configfile='wasp127_euler_config.dat',verbose=True)" + ] + }, + { + "cell_type": "markdown", + "id": "1e38e7bc", + "metadata": {}, + "source": [ + "## Sampling" + ] + }, + { + "cell_type": "markdown", + "id": "56bf16a8", + "metadata": {}, + "source": [ + "Finally perform the **fitting** which returns a result object `result_obj` that holds the chains from the sampling and allows subsequent plotting.\n", + "\n", + "The result of the fit is saved to a user-defined folder (default = 'output'). If a fit result already exists in this folder, it is loaded to the `result_obj`" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "86049adc", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Fit result already exists in this folder: result_wasp127_euler_data_dyn.\n", + "Rerunning with results to generate plots and files...\n", + "\n", + "CONAN fit launched!!!\n", + "\n", + "Setting up photometry arrays ...\n", + "Plotting prior distributions\n", + "\n", + "Plotting initial guess\n", + "---------------------------\n", + "\n", + "============ Samping started ... (using dynesty)======================\n", + "No of dimensions: 46\n", + "\n", + "Skipping dynesty run. Loading chains from disk\n", + "\n", + "Dynesty chain written to disk as result_wasp127_euler_data_dyn/chains_dict.pkl. Run `result=CONAN3.load_result()` to load it.\n", + "\n", + "============ Sampling Finished ==============================================\n", + "\n", + "saved 3 corner plots as result_wasp127_euler_data_dyn/corner_*.png\n", + "\n", + "Plotting output figures\n", + "LC1 ...Writing LC output to file: result_wasp127_euler_data_dyn/lc1bjd_lcout.dat\n", + "LC2 ...Writing LC output to file: result_wasp127_euler_data_dyn/lc2bjd_lcout.dat\n", + "LC3 ...Writing LC output to file: result_wasp127_euler_data_dyn/lc3bjd_lcout.dat\n", + "LC4 ...Writing LC output to file: result_wasp127_euler_data_dyn/lc4bjd_lcout.dat\n", + "LC5 ...Writing LC output to file: result_wasp127_euler_data_dyn/lc5bjd_lcout.dat\n", + "LC6 ...Writing LC output to file: result_wasp127_euler_data_dyn/lc6bjd_lcout.dat\n", + "LC7 ...Writing LC output to file: result_wasp127_euler_data_dyn/lc7bjd_lcout.dat\n", + "\n", + "\n", + "['lc'] Output files, ['lc1bjd_lcout.dat', 'lc2bjd_lcout.dat', 'lc3bjd_lcout.dat', 'lc4bjd_lcout.dat', 'lc5bjd_lcout.dat', 'lc6bjd_lcout.dat', 'lc7bjd_lcout.dat'], loaded into result object\n", + "['rv'] Output files, [], loaded into result object\n" + ] + } + ], + "source": [ + "result = CONAN3.run_fit(lc_obj = lc_obj,\n", + " rv_obj = None,\n", + " fit_obj = fit_obj,\n", + " out_folder=\"result_wasp127_euler_data_dyn\",\n", + " rerun_result=True);" + ] + }, + { + "cell_type": "markdown", + "id": "5ef47666", + "metadata": {}, + "source": [ + " - The **summary statistics** of the fitted and derived parameters are written as **result_*.dat** files in the output folder. \n" + ] + }, + { + "cell_type": "markdown", + "id": "f234ae60", + "metadata": {}, + "source": [ + "# results" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "df8e7849", + "metadata": {}, + "outputs": [], + "source": [ + "import CONAN3\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from CONAN3.utils import bin_data, phase_fold" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "8f6dfbbd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['lc'] Output files, ['lc1bjd_lcout.dat', 'lc2bjd_lcout.dat', 'lc3bjd_lcout.dat', 'lc4bjd_lcout.dat', 'lc5bjd_lcout.dat', 'lc6bjd_lcout.dat', 'lc7bjd_lcout.dat'], loaded into result object\n", + "['rv'] Output files, [], loaded into result object\n" + ] + }, + { + "data": { + "text/plain": [ + "Object containing posterior from emcee/dynesty sampling \n", + "Parameters in chain are:\n", + "\t ['rho_star', 'T_0', 'RpRs', 'Impact_para', 'R_q1', 'R_q2', 'lc1_logjitter', 'lc2_logjitter', 'lc3_logjitter', 'lc4_logjitter', 'lc5_logjitter', 'lc6_logjitter', 'lc7_logjitter', 'lc1_off', 'lc1_A4', 'lc1_A5', 'lc1_B5', 'lc1_A6', 'lc1_A7', 'lc2_off', 'lc2_A0', 'lc2_A5', 'lc2_B5', 'lc2_A6', 'lc2_A7', 'lc3_off', 'lc3_A6', 'lc3_A7', 'lc4_off', 'lc4_A6', 'lc5_off', 'lc5_A0', 'lc5_B0', 'lc5_A3', 'lc5_B3', 'lc5_A5', 'lc5_B5', 'lc5_A6', 'lc6_off', 'lc6_A5', 'lc6_B5', 'lc6_A6', 'lc7_off', 'lc7_A5', 'lc7_B5', 'lc7_A6'] \n", + "\n", + "use `plot_chains()`, `plot_burnin_chains()`, `plot_corner()` or `plot_posterior()` methods on selected parameters to visualize results." + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result =CONAN3.load_result(folder=\"result_wasp127_euler_data_dyn\")\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "41941dd9", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = result.plot_corner(pars = ['T_0', 'RpRs', 'Impact_para', 'rho_star']);" + ] + }, + { + "cell_type": "markdown", + "id": "f334ba46", + "metadata": {}, + "source": [ + "## LC" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "5fd70c51", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['lc1bjd.dat',\n", + " 'lc2bjd.dat',\n", + " 'lc3bjd.dat',\n", + " 'lc4bjd.dat',\n", + " 'lc5bjd.dat',\n", + " 'lc6bjd.dat',\n", + " 'lc7bjd.dat']" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result.lc.names" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "7fb6e80f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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timefluxerrorfull_modbasetransitdet_fluxspl_fitphase
06776.4861571.0012220.0007801.0004371.0004371.01.0007841.0-0.032069
16776.4870110.9994930.0007731.0003091.0003091.00.9991851.0-0.031865
26776.4879350.9981490.0007730.9996540.9996541.00.9984951.0-0.031644
36776.4887831.0010230.0007740.9997380.9997381.01.0012861.0-0.031441
46776.4896101.0001180.0007741.0002921.0002921.00.9998261.0-0.031243
\n", + "
" + ], + "text/plain": [ + " time flux error full_mod base transit det_flux \\\n", + "0 6776.486157 1.001222 0.000780 1.000437 1.000437 1.0 1.000784 \n", + "1 6776.487011 0.999493 0.000773 1.000309 1.000309 1.0 0.999185 \n", + "2 6776.487935 0.998149 0.000773 0.999654 0.999654 1.0 0.998495 \n", + "3 6776.488783 1.001023 0.000774 0.999738 0.999738 1.0 1.001286 \n", + "4 6776.489610 1.000118 0.000774 1.000292 1.000292 1.0 0.999826 \n", + "\n", + " spl_fit phase \n", + "0 1.0 -0.032069 \n", + "1 1.0 -0.031865 \n", + "2 1.0 -0.031644 \n", + "3 1.0 -0.031441 \n", + "4 1.0 -0.031243 " + ] + }, + "execution_count": 32, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#load output data files for 2 lcs\n", + "lc1data = result.lc.outdata['lc1bjd.dat']\n", + "lc6data = result.lc.outdata['lc6bjd.dat']\n", + "\n", + "lc1data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "719961a2", + "metadata": {}, + "outputs": [], + "source": [ + "#evaluate LC model on a different time array\n", + "t_sm = np.linspace(lc1data[\"time\"].min(), lc1data[\"time\"].max()+0.02, 1000)\n", + "\n", + "lcmod = result.lc.evaluate(file=\"lc6bjd.dat\",time=t_sm, return_std=True)\n", + "\n", + "phases = phase_fold(t=t_sm, per=result.params.P, t0=result.params.T0, phase0=-0.5)\n", + "#sort\n", + "srt = np.argsort(phases)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "e28542f4", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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mb2LGy/G1FbTlerCdWeorStE8pWzoyTFlvFxlCSGOHYXagdXV1XR2dhKPx2lubkZVVSaX1dDenqTTdDGzet9ldI4lEkSNIUMV1vTu+mU2TXNAzzhgyL50/Y8pzCKFTKu4jNeZyLGuK01f1t5rP74+w2J9c5KMaVPmdWDpPtpyGpPKPLgcKoqiUFpaSk9PD1nTJpo2yWTNPQKhgXWl2imzDAIujUzWxKlZxedRaFGTytnsyLRw+nHVA8bVmcjxSoeJHe5hdWuaGjVGuUelrq6OrGmzussuzuTFMyav7IyTNJV84rvbSXnIJ1PVQohjTmEWqqWlhXA4TGlpKYqiEAgEOPH4KZS6VLKWwuzj911G51giQdQYMlRhzUJZg2Qyyfbt24vNgOvq6optVGKxWHF6VlEUgsEghmHQ1WeyrtOgvTvH9kyc4yt1Mpksm2MJEoZNyKvRm8wUEwl17d2E8M5EjpfbTXak0pS6NSo1hRqfTtSwydoKhUytXC5HS28fK9sMXLEYb8V2Eg5HcagKTdl2TppYxuvbe4vBzY6ePp5tjtBQ6qQp2860kIrDiLOjqYVV7TmSOQjqCu09cVZsVnj/tApcTo2UkeWNljjxjMmEKjeqr4TWuMnkkI+GhgaiqRx2T+eAmbyOWBqnqtBj2JTlLJmqFkIckwolbDKZDKZpUl1dXSyk7Ha78Xvy7+jDKaNzLJEgaowZrLBmoRed0+mkurq6mJPUvy/d2rVriUQiNDU1oSgKuVyOHa0dvNHrQHF6CDgVehNpVsRizAxpZCwFLZsglVAoLQ2SSOdnZ3RP/lfGMC3WdKQxTJugSyOcypG0LFRPjpDXgZlJ0dmboLe3l+bWdl7tsOiOpRnvNVjTEiMRz3BqnYdoyuClTWGyWZMyj4aqKPlExkwOj+4imjLY0OPg3OPqCcfTaJEkDW4Nl0OhvLKU1p4YG7ckSPR0EMtYdPTmcOZSYPmpLfPxTiyKpexqAeO0KfG42Nz17kxemdfFRJeHl5MxommLxmFUfBdCiKNN//qBhVxXVc2vJoihSRA1BvUvrJnL5TAMg0gkQiwWo729nUgkQnl5OV6vt9iXLhgM5nehJRJEIhEihsKabpt3IhnK/VDvsakOeYikdUIVXjJmCdtaLDwejT7LQcjnKM7OGDmLjkSOuJEj5FZx+13QDe3RDC5NYVa1hzK3gunzYFkWnmA5WixFlWLh1t3olopDA1SVyoCLzriB06ESTpm4HApdCYsyjwO/M//93r4cluqk1OuixGMQMyxCDo2evixVZQGmTg7RrFkEsibVmT5au21UTacrkcHrVIvlFAabyZs3OUSiI8Gp1RpllX5mzZCpaiGEEMMjQdQYF4lE6O7uJhgM4vf7aWtrA8Dr9Q7oS6dpWrEgpmkrbM4EcPssqqxsvkClkQM9S9DtoMSlMaGmnN7eHhJZi8k+V3F2pqknyQvbE0TTOZoiOXTTYmZQoSrgoFRVOWuynxK3E9u2i42DAx6dgDtHa0IlqCkYpkXOBKz88lmZz8Xs+hKW9oaLdaW0bBbTHpj3pTtUZlV7eKutj54+g4llCiePK8XlyAd3Ht3B7Do/8USCWBYme5xUewcWDK0PenhPg4dkJsfM44K4HAo9hoFim/icMlUthBBi+CSIGuMKwRPkazbZtl3Medq9L52maaiqSk5xkLEUakpduJQc6UyWRFbFozuocyaJ9qQYV1s9YNnQqSlE40n++U4HkT6DoFsl5oK2HpvudI6g20G5W8W08jNVzn65U7qmMqvaTTSqkDRsZtWXEA5nSeRsqjz55bPaEteAulJ/W/3OoHlfVX4HJ1VCd6QPV2wr29dvJ72rh5/P56MqECjOKh0/rYbmnXvWo8qmU6RjMV57JV9nwbZtotEowWDwEP/fEkIIcTSRIGqMczgcxZ13lmUV17N3b83Sn1sDj1OjN2VS6vMw0XagazYfnz+Z3o6W/DFuN1g5fE4Nl1Ojp6eHLc0drHm7GcVI4irxUYKNoZucWucFBVZutmnOJvC5NE6o8lDpe3cMVX5Hv+Cmga1bc3vkdRWWKSdV+IoB1fQpFTi1fGNjwzCwLAufW8dXU16sV9XQ0EA2m8U0TbLZLIpt4lZNbDN/3+6vRaFYaKHWVeG18/l8I/2/RwghxFFMgqhjkFNTmFXtZl1XmrhhURHQmeS3yMR7i4FEW1sbXV1deL1e0uk0brebCfU1hLb00NaTw+X1k0hZePQkHl3l9dY0yaxNpUujO5XjjZY4pzd4yeVyxYbFmmJT4s4HZYM1TDZNs1imoVCoM9rbTTQapb29nZ6eHsrKylAUBb/fX9yC63a7MQyDeDxOTU0NDoeDcDiMw+EgmUxSUlIyoDq5ab5bh6owO7evwFMIIYTYnQRRx6gqv4OQ108qa+FxqjhUaGhoKNaPsiyLbDZLX19fsWyCbduMc1l0mWmaejPETQduE/65o494xqR0VzFNr5qjM5LCbAigqmrxZzOZDIZhkE6nB50h2r0nXygUQlXVYhBkmiaVlZUoijKgzhXkZ5fcbjcNDQ3FIKmhoYGdO3cC+dyxnp4eWlpa9gjGAoHAYXjFhRBCHG0kiDqG6Q4Vp6agKEpxRqd/EKXrOpqmFQMTy7KoAFyKyca0i4Cl4DRUDNOiu8/EIF9rKZbTCPj9NDSMZ3s6TiKRoGZX3lJhhigWi+Hz+YrFQS3Lwul0FgOnQk++SZMm4XA4SCQSA7bdFpbhCjRNQ9M03G43mqYVA6nC7Jbb7aaurq5YA6V/MFYoNmrkrMP9v0AIIcQYNnQPjsPghRde4IMf/CB1dXUoisITTzyxz5957rnnOPnkk3G5XEyZMoWHHnpoj2Puv/9+Jk6ciNvtZv78+axatWrA99PpNJ///OcpLy/H7/dz8cUX09HRMeCYnTt3cuGFF+L1eqmqquJLX/rSHo0Zj2SFZbHCzTAMDMMYsJQ1HIXARNd1dF3H6XSiaE4URaXK60DXFKq8Diq8KroGzTGD9oRJn6mwfHsUw+GntraWxsZGqqurqayspKGhAUVR6OzsZMWKFSxfvpzt27fT09ODYRg4nU4cDge6ruN2u/e7GXAymaSzs5OXX36ZDRs20NnZSWtrK+l0ekANFF3X6U7ZvLi9j1XtOV7ckaAlktqvxxJCCHHsGtWZqGQyyezZs7n66qv56Ec/us/jt23bxoUXXsh1113Hr371K5YtW8Y111xDbW0tixYtAuCxxx5j8eLFPPDAA8yfP5977rmHRYsWsXHjRqqqqgC45ZZbePLJJ/nd735HaWkpN9xwAx/96Ef55z//CeQDkAsvvJCamhqWL19OW1sbV1xxBU6nk+9+97uH7gUZIZZlEYlE2LRpEx0dHViWVZxtKi0tHfZ5+ucoFZK6AXTFwuPU6EmbKKZNJm1S5dcZV5JiU0bD7dSo9DmJpLJ0xDKcOdFfDMQgn7QeCARwu93FcRVmu0aisFshcRwglcmiekoIllfidjkxDKO4NJizYE1HioRhEnAqxDMWq7b2UBlwS7FNIYQQ+6TYu6+LjBJFUfjDH/7ARRddNOQxX/7yl3nyySdZu3Zt8b7LLruMSCTC0qVLAZg/fz6nnnoq9913H5APKMaPH8+NN97IV77yFaLRKJWVlfzv//4vH/vYxwDYsGEDM2bMYMWKFZx22mn89a9/5V/+5V9obW2luroagAceeIAvf/nLdHV1FT+gd5fJZMhkMsWvY7EY48ePJxqNUlJSclCvD1AsrLllyxaq/vM/KU8mQVFQdy1L2bZNJBolnM3x1jXXoSsWyXiUk/72NzytbSiahtvlIptJ4/F4UBQFS9fp/NrXUBSFqVOnov74x7BuHbZtEw6HMQyj+Nx0t5sNt9xCOp3GX9WA/ctf4V//Fl63izKPhpFJEc050DUVTVXYcPuPWNfcybxxPt67+p+k/vEsACWBALFd7WgUAEXB/1//xZZdAV/JH/+I8uKLeL3eYtAXiUZJJpM4XR7CX/x/qKF8TlPJ0qXUrFlDJBojZ9mUlZaQTCawbZtU1uLRMz5MJFSFx6Fw9oaXmfT6SjKZDL5gkO4LP8yfSqcQ0BX64lF8gSB6SYgLZ9VSWeLZ7xkwIYQYC3K53KArK6qqsmXLFtra2ordLhRFobGxkS1btgAwtbwc9Sc/gV01CQf40Y+gkGP66KPw/PNDD+J734Py8vy/f/c7+Nvfhj72jjugtjb/7z/+Ef7yl3e/d9ddUFa2t6d7QGKxGKWlpfv+/LaPEID9hz/8Ya/HnHHGGfYXvvCFAfc9+OCDdklJiW3btp3JZGxN0/Y4zxVXXGF/6EMfsm3btpctW2YDdm9v74BjGhoa7Lvvvtu2bdv+2te+Zs+ePXvA97du3WoD9muvvTbk+L7xjW/YwB63aDS61+c1XF1dXfaGDRvsdevW2a+efLJtw6C3tupqG9su3l5473uHPDbm9w849q+LFg15bE5VBxz7fx/96JDH2mC7UqnisQ9/8pN7PTYUDheP/dnnPrfXY8ft3Fk89oeLF+/12Glvv1089o7bbtvj+fzqK9+1v/zzv9p3Pvq0fefjK+z7/rLKfmvterurq2tE/p8JIcSRpqury3777bftZcuW2cuWLbPffvtte8OGDXZHR4e9fv16e9myZfa6deuK92ezWXvDhg32xtdes62TThry/ba8q6v4fvvT667b63vz+B07isf+4P/9v70eO339+uKx3/za1wZ8r6652V59CF6jaDQ6rM/vMXWp3d7eXpwZKqiuriYWi5FKpejt7S02Ttz9mA0bNhTPoev6HoUVq6uri417h3qcwveGsmTJEhYvXlz8ujATNVIKhTW7u7u577rreLyra9DjkrvVO/qvz36Wv55//qDHGrvNqj306U/zwplnDnqsvdtS2//+67+yeu7cIceb6zeT87uPf5y3Z8wY8tiUx1P89x8//GF2NjQMeWy035LkX88/n+7C1cwgwhUVxX//feHC4uOcvnw5//Lkkyz8xX/Q+Z0HSLtrmFhXxbyJIeqC+5+HJYQQY0Wh2XCh/ExhZ7aqqnR3dw/5c6GHHkJ5/XXC5eXc//nP7/H50ef1Fv/9pw99iKa9fP7t/j7eEwoNeWxXZWXx339fuJC02138OlZSwmjur5ZPihHkcrlwuVyH7PyFwprV1dX88BOfKE6vNjY2oqoqGzoS/OTptWRSfXzhf16kNuCksydCSaCRitnT2NCVZku3QSqdYXzIi0NTmF3j4c2163E5tfxy3mWXDVg2LORBdXR0UFtby6fWr6e9vZ3KykqsKVPYvqvDd01NTTE530Il4/Dxs+XbsZMRnCqUVB/PpmwFp49zcfyUiezYsQNFUejr66Ozs5Nf/vnPqKpKaWkpPdEoxrhxNDY2ctJJJ9HbZ/DI8+sxYj34PDo/+OfGfLNgPU7ahPBJF+Ihi2mkUXUXsYzFgvFe/rG+lU/85kUm1YZIKy68Dhenn38hLofKpM99jo1nvo9p69cxc9VSym64mROmj5e+eUKIo17/ZsPAHt0thrL9+uv58oknsqWxkSfOOovgbt//Tv8vzj8/fxvCgOzic8/N34Zz7Jln5m+DfW8UjKkgqv8HdUFHRwclJSV4PJ7iNvfBjqmpqSmeo9Cwt/9s1O7H7L6jr3DOwjGjabA/AMO02dCexLLBQiFumES7TMa5oNSt0pnIEU+b5Gwbv65Q7tVIGBbdyQyxlE6p7SiWG4hGo0QiEXRdx7ZtWlpaiEajlJaWFmsq9fX1kUgk8q1WdiXsQ75nX0lJCZaiks042RI2cWPQkcwRcDvRbJM333wTAL/fTyqVwu12EwqFCAQCxZpQqqoSDAZpamoikzXRrCx9toMKXwm4SihxwY6YRV/WIp6xcJoG4wM6uEpoCOkcP7WCdMZg+eZO0jgJuFROqPLg9zhRFIUeW2ftv17PtNtu4PinnmTDZ66XvnlCCLEXn50wgdenT+ensEcAdawaU0HUggULeOqppwbc98wzz7BgwQIAdF1n7ty5LFu2rJigblkWy5Yt44YbbgBg7ty5OJ1Oli1bxsUXXwzAxo0b2blzZ/E8CxYs4Dvf+Q6dnZ3FAOGZZ56hpKSEmTNnHo6nut/6DJNMzmRGpYvN7el8NpYCjUEHE2u9vNmRYkcENEXBpULMsDAyOTSXSYmnAt2p0dTUBEBpaSkTJkwA8q9fobaS1+st1lQqDXmo3JWc3tjYCFDcaedwOFAUhXm1ITo6OklmHMWlsiq/o1hmQVEUduzYgWVZxVm2cePGkUrlywxMmjSpeHXUFsvw4jtpoobNpCo3CSNH1lKp8jvxaG62NCfwO1WmVns5bUoFpX4X9WVe5tfqlJYH8OpasZ+fkbNYs72HLdPncvedP+T2f7uW+V1JTs+aeFyjWvVDCCGOGIX6gOmeHiLpNK/vSoe4JpcDSXkARjmISiQSbN68ufj1tm3beOONNwiFQjQ0NLBkyRJaWlp4+OGHAbjuuuu47777uPXWW7n66qt59tln+e1vf8uTTz5ZPMfixYu58sorOeWUU5g3bx733HMPyWSSq666CsgHCJ/5zGdYvHgxoVCIkpISbrzxRhYsWMBpp50GwHnnncfMmTP51Kc+xV133UV7ezu33XYbn//85w/pct3B8OoafpeTVhsaAgpZ3UnQ7aDWm6DK7+Bsb4ApZS5WtyZZ32pgmRZTK1zMr3czvr4WVVXRNK0YzAzWj687ZbOmI0V7d46d2TSzaz1UB/K1nCAfxPafDq4Levo1Md5zqaxw7kIJBqBYH6p/PavWaJoNnSmMnEkJMLXGz9rmKGUeDZdDpbrCj5GIMm+cjwWz3u3FB/kWNyVurbh70chZdPaZ9KazlHkdcMpZxEtK+HtJCT3hKOX2wP+//V8LIYQ4liSTSeLxON4f/pCJf/87l//gB4xbuJCoqlLRL9/0WDaqnw6vvvoqZ599dvHrQlL2lVdeyUMPPURbW1uxbQfkZyaefPJJbrnlFu69917GjRvHz3/+82KNKIBLL72Urq4uvv71r9Pe3s6cOXNYunTpgETx//iP/0BVVS6++GIymQyLFi3ipz/9afH7mqbxl7/8heuvv54FCxbg8/m48sorueOOOw7ly3FQ3E6NeZNDtLW30RaHGq+TWdVurEQSyFcnn1zuor7UwSStF4/b5LgJNbicGp2dnQCUl5cP+YfRZ1is3Rknk7PwahbRlMHrzSbvnegjl8sNGWgM1iNvX4ycRWdvHMPcSkd7B6vacySzNrqZpi+TYVN7ApdToz1lUuaBrkSGEpdGpc+x18fpTORY25kilrGI2RZa1mB8iYO6SJLWoI9n2pto2PVaFArA7u01EUKIo5nP58PldDL+b39Db29HsW2+6vfjG6LMz7FoVIOos846a4/2Hf0NVo38rLPO4vXXX9/reW+44Ybi8t1g3G43999/P/fff/+Qx0yYMGGPpcMjXX3QwxkTfexwxGmo96JrKu2JgcfomkptqZuqqiqmTJ44oAfdUIFQZyLHy+0mm2N9eNQsE0s0anw6O7t6aWnvo7aqgmAwWCzIWVjWG06FdyNnkTRMvE4Vl1OjNZLihe0JkhmLcaoHr16K5s4wPqjSF4dAiYdMzmTuxBDdXZ1EMyaTKp1Uez3ojoFLcYWlx5BpoRYLa1qUexzoms6W5hhep8I3H/k/Tnrox+ycMoXK224D3t2tIrNQQohjlaZp+NavR29vJxYIsPpf/oVAv/ZgYozlRIl90zUVv66ga/lf8qxpE02b+HSKOUGFpHT3MP4YMlmTNR0pDNOm3Oekp0+lI6tRrgeoKjOpr/GhKApNTU3FRPTW1laAAQnng2kpBEyGiU9XmV7poTfeQyJjUeZx0mfadMUsfC4HMcNCsVUihk2ly0ljhQ9711LhzONqaN6Z3uPcL25P0hbOsTPbx+SQTl/W2mMJ8NQ6DxNyHqa+9hrTNm5k55IlaB7PsF4bIYQ42pXsmkx44qKL+E5Pz7vFNAUwyr3zxKHVmcjxSofJi9sTvLgjQWdi/3v/JQ2TvqxFyK0ytcJDRUAnkYWA18XJ4wL4PS7Ky8uZMGECEyZMoKGhgcrKSiorK/faYiadNVm1NR8wlbpU4hmL11r76O3LFgOdSr8Lw7SZEnLh1zXiWZuAS2Xe5BAup4buUClxa3ss4RXOHc/k27kkDJMN4TSmZRNO5sjkrHeXAP0OzBNn0Tl+PP5kkq2vvrrfr5EQQhxNChffRiZLYFcl8d9cdhnH9+vIIfIkiDpKGabFG2199KRsvHo+SMnPKO29DsjufLqGS1Po7LNxaFDtd3BClZv3TwsR1O1iLzrILwf2b1a8t6WwPsMkkckHTLpDpcyjkbNsdE2lN2UWAx2vU2Vc0MkZE73Mr3FwxgQ/9UHPkOftf+6QR0PXFDRgfWeG3pRJSyxLc8wg6HFyYo0nP2OnKGTe/34A4v/4x369PkIIcTTpf/G9eelynOEwPWVltJ1yymgP7YgkQdRRqimSZU1Hms4+k83dBpoCfVmLdHb/WiWGkwZJw6Ktz+L11hSaAieUQyzcXgyWmpqa2LFjB5FIZNjnLewm7E2ZGDmL3pRJiUvj9MZy/C6VaMYcEOgUlykd+/6VLZy7J5WfRXs7nMG2bSYEndSVOClxaZwzrZJyj4phGPnbrg0OF/zlL+R2lVgQQohjSSZrDrj4rlnxIgBPXngh12zZgmEYpNNp0un0sHJejwWSEzWGGTmLVM4ms1t9o6xpszluDCi8+XaXyewaD26nQt8wz19YFlMUOD6kktWdeHWVupCvmHi9x8+k08WmxYV/a9qeO+YKuwnbO9qJZkw8ToVJZTp1pe5iWYRCrtO+qugOde629ja29dqoCkyvdOPVNRyaSixjYdrvbt+tq6sjN3cuvRUVlIXDPP/mm8w48cT9ekwhhBjrNncleKs9RSZlkmhPkzhuPq99PshTF1zAp3uS6GVlxXqCsnM5T4KoMWpnOM6zmyOkcjZbU03MmxiipiRfXyltQta0mFHhYnNHvvCmqShMCbmKCefD0X9ZLJlV8fmdRA2brKUOmngdDofp7u4uVlJvbm6mq6urWOV8d/W76kjt7M2wucdgXWeavnXtVCsmVX7nQVUQr/Y7mV+nU2lDU9ZJJmvSl7GJZmxKPU68Tg2fz4fb7S4GhLH3vx9+/WvCb711wI8rhBBjUTprsq4lhmVDzobmaJa3J57IS/92I55MlkVLX+X9dfV49Hy9P9m5nCevwhiUzpo8t76Ftp4YDiPJG7E43d1lnDHBTyqZxK2Bx6mRMMxi4c2Q18G44P71hSsW8EyZKKZNJm1S4tZwO5RBjy80SC6wLItsNjvoTFR/2yIGqZxFyOMgksrSEUtx5sR3f8Y0TUzTLPb0S6fTxfthz9kvVVXp7e0lHumh0qdT7Q/w0jvttCZtyvweTqwpweXUim2CCgGh82Mf41eKwuPnnMOn9+uVEkKII18ulysuw1mWVXzfzOVy9GUpdr1Y35IikrVpmTcRgMs2NGHYKpbqLBZXFnkSRI1BfYaJremMryihL27jC5Si+4MEK8rJGWkU22RGuca6zhythkm1z2ZGmUo2nSILxTXtdDq91wTwgQU8bWpKNGZV71mPqaB/de9CwAP5YKcQ3OxeATyVsweUHgj6XbzTbZHOvZu7lUwmSSQSxWrmTU1N2LZNMpkvJNrc3Fyc/SpMNQcCASp3df6eNGkSAR36jBx+txPvEE2GlYsu4qqPfISsotDU10f1bjNtUr1cCDGWRSIRwuEwra2txRqNiqJQXV1NSVl5sevFxBKFU19/nt+d6qQlU8PE7WG8ThWv9Bfdg3wijEFeXaPE46K9ExRbJZaFRo9ONp0kHA4DUOlzMNnZiVvtoVIzCerVRCJRTNMkFouRzWZRVZXy8nKqq6uHDA52L+Dpdg7vVyYSiQxY2htqHd3jUPA68zvyQh6luCOvMNtl5CxympvSkBuXQy0uvVmWxfbt2wEGzc9SVZV4PA7ki6v6PS68LmexvcxQbmnv4K7aGu6NRvmXt98GpHq5EOLoEAwG8Xq9ZLPZAYWRg8Eger+L5mTU4urf/pjP//I7zFu5knIHnFjjkSbtg5AgagzafYaoLqgyLaSR6YtTW1sLgG3b6A6VqqCPSRPGM3nyZLq7u4lEIlRVVaGqKqqqEo1Gcblcew0Odi/gORy7L+0V7B6s6Q6VWdUe1nam9qg+3rpbMc4Ta7y43e7iNHT//nqFc/fv+TeUwszY7kuA7bEMoTdbOCHcxbq2Ns73hSj3qFRXVxd7C6bTaZmREkKMSQ6Ho1hsuX8QVXg/K1w0R7a/hicZJxYI4GmcwhnedgmghiCfBGNU/xmiieP8TG+oxrIqi9+3LAvbtunq6srPxPj9eL3eYpDV36EICPYn0KjyOzjD4ydjUtyRZ+Qs1mzPF+MMulV60xZvtac4JWuSjEeHNcs1lGQyuccSoJGzWN1lM+mfL7Hm2zezbeJEHv/Bw5xQkqG3txdFUWRGSghx1NM1lbq1bwDw/Pvex+fisWGVljlWSRA1hvWvnVS4wiiwLAtd1/fojXegAVMhSbxw5TJUjtMBPxeHisupFK92UjmbeNqkzKPh1KDMoxDLWPRlzWHPcg3F59uzRENv0sDu6SRx4onkNI1J27eTifXiqq2hxK3hcDikn54Q4phQ9sYbAPzj7LO5OpWCfaRBHMskvBTDkk6nCYfDB1Vgc394HAoBt0Z3X5a+TJZw3EBXLFQrO2SRt/47T/amsCOv/62sxEeJx0VTVmXrtJkAWE3rSSeiRCIRDMMoHitBlBDiqJXNEtxV5uXZc85BFvH2Tj4NxF4Vdtk5HA6CweCA/KCRzg3aPVdpdq2PrVvStMQy1FeFOLHGS2dbvrmxqqqYpllsdryvpTbTNPc6k1bIM2tta6PjuNkct34NdTs3UXfR+QNyBoQQ4mjmXr8eRypFdyhE3cSJ0NY22kM6oskng9ir/rvsfD4fnZ2dwMFXqy0EZ4ZhFBMcE4lEPiF+V66SGQ8zK5hDrfYz7+QZxSJvBYUlRmCfS239q5MrijJoHlV90MNZkwM4zz0dnniUs557jsz/+3+oqrrPXX1CCDHWGDmLtMmArhfe1asBeOHMM7niEK00HE0kiBJ7FQwGi/WW+ucRHezMTP/gzLZtWltbsSyL8ePHFx+vf7HOUr9vjzIGhbwvYEAF9f4BGuSXIp1OJ+Xl5XvkQg22W5D5p5DTNBq3bmVFOExZVdWAWlf9yU49IcRY1JnIsbYzRV/WpinbzmlTKqgtcdFzxRWcf/nl2IrCI7sKG4uhybv/GJc1baJpc4/+eYVAon+V7wNJBC8UuAQGbfVyoPonh/efUaquri4+Xv8gaX/sXqOqubmZnp4eAoHAsJ6D5ffTMXMm9WvWsHXDBuZWVZFMJtm+fTvt7e2A1I4SQoxdRs5iTUeKWDpHmVslHOvjpY3tnDejgoxl8frJJwPg2LCB/WtZf+yRIGoM60zkeKXDRE8kaM7lryTqgx7g3UCif5Vv2L9luMFmdEZqR97uNZ0KAc9IzOr0D9ByuRzZbJa+vr5inafhPIeeG2/k0xMnsmnuXJZ2dhZ39BVqU8lOPSHEWFXoFOFVc/Ql0hjRKDuzMMGZYH0m36J+Tt9wW9Uf2+QTYIzKZE3WdKRIZm0q3SrRlMHKrd1cMKsWh2LjdrsJBoMAA5LB96fv0XCrjh9p+gdIhabIPp8PGP5z0N7zHv4+M79Lz2jNF5pzu92HZFZOCCEOp0KniFjaQakvQDplUeVXmbl5I5knfs+/hMMsnDNntIc5JkgQNUYlDZO+rEWpruByqJQHXPT25UgZJmYqNiBw6J8MPlh9paEcbD2mI8GBPofOxLulEv7e3MeplW4aR3x0Qghx+PXvFJE0LII+JyfWePH/4lne9+tf81p1NadPnTrawxwTxs6noSjK5XJodhaXYtGaNilJZ8n0JCkvcePRNRyukQl+DkfS9N6WDEdipudAnoNhWqzpSPNv//0IEzatoXvme3g5XcPxxxkHPR4hhDgSFDpFpLIWHqeKy6mhvPwyACsWLGCRZYHMtu+TBFFjUGGZ7aRxAeKJBC3dUepUlekT/bh3VfweK7NFe1syDIVCozKmVNYmlTX53IP/zYkvv8i3b/Ozpr6UP7/VzmR3liq/c98nEUKII5zuUHFq+dp5SjIJu4psvnLaaZBIFI8brBSCyBsbn7RigMIS1XjLwuewSecsZh7XSMDrGe2h7bcjccnQ41TQNYVttVM5kReZ/vZbdDSeTcoweSuS4syJUsNXCHF0ca9Zg2KaNI0bxzz73T15g5VCKGxgEtL2ZUxyOBzFFiR+j4uKgIdSv2/MzD711/+59L8N97kYOatY4uFg5HK5YrX0rliaeDrHqzXHAbBgxQomlDqo9KrE01liqcyw2ssIIcRY4dnVL2/56aezaFcpl0IphHjGotSlFTcwpQ/y/fZoMvY+dcUxYTjlFVoiKV7YnqAvax30FVJhWRHVwcbeFMm+JNrU8ZiqSn1rK93NWwj3RvE5FRK9KSKRCFVVVSP2fIUQYjS5dy3lvXzaaVyYTEIgUCyFUObRcDlUQv02MBVSR451MhMljkiRSISmpqYhGx6nsyartvaQGKErpGAwyIQJE6ioqcflDzK+ooRgdYjmSfk9eWpflNpQCadPqaSupqpYPkIIIcYy0zQxDAMlFgPglVNPxcrlME2zWAqhN2WSyVl0xTP43Q48ugRQBTITJY5I+8qV6jNMEpnsiF0hFWa4yjQnZT4P74RBsVW6Jk5jwpZNVPQ2877G96EqKikTTFt66Qkhxr5CX9Hl3/gGXz7jDCosi+jf/05paSmlpaXFUgjRjMnkSp35k8tlFqofCaLEEWlfpQm8uobf5aQ9ZVLmga54hqDPddBXSG6nxrzJIdra22iL2yQap8Oyv1C/dQuRlMW6rj5JsBRCHDV8Ph9ut5sndJ1YaSn/1txMaWkpXq8XeLcUQsaEE6bX4HHJ7uT+ZDlPjEmFYMfvUolmTEo9I3eFVB/0cMZEH/NrHJR/4kNM2rqVSx97jDc70pJgKYQ4qmiahtPp5Mnx4wF4f18fDocDTXv3vVR3qJS4NVwyA7UHmYkSY1Z90MOZE/2kc/aIXyHpmopfV9AqyglWV4Oi0OxyMsWRkwRLIcSYZuQskoaJ15mvE1V/6638MpHga9/6FtXl5XSM9gDHEAmixJimO1R0B4f0Cunjvb284fWycXwF5W+3EPIoI7Z8KIQQh1NhV3PSMPHpKidUeZiyahVndXVhahq5bLbYuF1RFGzbPizdK8YqWc4TYh8ufOopfvexjzHnyccIHILlQyGEOBwG7mpWiWcstq7fibOrC1NVSU+ZQjgcxuFw4HQ6CYfDhMNhksnkaA/9iCWh5Rg1nDpKYmRUNjUx+/HH8SWT1H/gAkmwFEKMSf13NTs1KPMolLy6HoD1M2dyQSpFMBjEsiyCwSDxeBxFUdB1HcMwyOVyxRZdIm/UZ6Luv/9+Jk6ciNvtZv78+axatWrIY7PZLHfccQeNjY243W5mz57N0qVLBxwTj8e5+eabmTBhAh6Ph9NPP51XXnllwDGKogx6+8EPflA8ZuLEiXt8/3vf+97IPvmDsK86SuLAFQLUwpR24rh85fJTXn0Vh6ZIgqUQYkwq7GruTZkYOYvelMn4bRsBePWUU5i1cyc+nw+ADRs2FGegenp66Orqks+XQYzqlMVjjz3G4sWLeeCBB5g/fz733HMPixYtYuPGjYNWg77tttt49NFH+e///m+mT5/O008/zUc+8hGWL1/OSSedBMA111zD2rVreeSRR6irq+PRRx9l4cKFrF+/nvr6egDa2toGnPevf/0rn/nMZ7j44osH3H/HHXdw7bXXFr8OBAIj/RIcsCOx59zRolC9vDCl3VJeziSHg8pwmDfaOmiorx3tIQohxH4r7Gpu72gnmjEJuFQamzYBsHruXK4tLaWhoQHLsjDN/M5jRVHYsWMHgBQZHsSozkTdfffdXHvttVx11VXMnDmTBx54AK/Xy4MPPjjo8Y888gj//u//zgUXXMDkyZO5/vrrueCCC/jRj34EQCqV4vHHH+euu+7izDPPZMqUKdx+++1MmTKFn/3sZ8Xz1NTUDLj98Y9/5Oyzz2by5MkDHi8QCAw4rhChHwkOtuecGFowGKSyspJQKER1dTVpX4iduyqXv7pmI23RzCiPUAghDkxhV/P7Jvo5Y4Kfko355bzVc+fi0vV8T1a/v1hs0+/3F1c85PNlT6MWRBmGwerVq1m4cOG7g1FVFi5cyIoVKwb9mUwmg9vtHnCfx+PhpZdeAvLLMKZp7vWY3XV0dPDkk0/ymc98Zo/vfe9736O8vJyTTjqJH/zgB/tsOpvJZIjFYgNuYuxxOBzouk42m6WlrYOtcYWO+kkAaK3beXVn9KAbHgshxGgp1n3KGcRmzKClro7IbpMIYnhGLYgKh8OYpkl1dfWA+6urq2nf1UF6d4sWLeLuu+9m06ZNWJbFM888w+9///vi8lwgEGDBggV861vforW1FdM0efTRR1mxYsUeS3gF//M//0MgEOCjH/3ogPtvuukmfvOb3/CPf/yDz33uc3z3u9/l1ltv3etzuvPOO4vRe2lpKeN3FS8TY0culyOdTmMYBk6nE39ZBZrbj9k4DYCp72zAsFV6432k02nS6fQ+g2shhDgS2W43P/vNbxjX0sJZctF/QEY9sXx/3HvvvUydOpXp06ej6zo33HADV111Far67tN45JFHsG2b+vp6XC4XP/7xj7n88ssHHNPfgw8+yCc+8Yk9Zq8WL17MWWedxYknnsh1113Hj370I37yk5+QyQy9lLNkyRKi0Wjx1tTUNDJPXOyhf7BjGMaIBTT9E/Y9Hg/JSDdmOsGWmomkXS4U2yba3c5br73C9u3bJZlfCHFEKrxH7n7b/T3yD7vynN4TDo/CKMe+UVvgrKioQNM0OjoG1kbt6OigpqZm0J+prKzkiSeeIJ1O093dTV1dHV/5ylcG5DI1Njby/PPPk0wmicVi1NbWcumll+6R7wTw4osvsnHjRh577LF9jnf+/Pnkcjm2b9/OtGnTBj3G5XLhcrn2eS5x8ArJ34XttoWAtby8nIqKigM+72AJ+55QH0uzORraw3QF/fzkb89RVxOioaGhWFZCCCGOJJFIhHA4TGtrKwB1dXUoikJZWVnxGCWV4rVdPfJqUino9z0xPKP27q/rOnPnzmXZsmVcdNFFAFiWxbJly7jhhhv2+rNut5v6+nqy2SyPP/44l1xyyR7H+Hw+fD4fvb29PP3009x11117HPOLX/yCuXPnMnv27H2O94033kBV1UF3DYrD71DtThysztbkap33TS3jI31J/ivop62+El3TcLvdQ85wCiHEaAoGg3i9XrLZLEDxok9VVXp7ewGYeMklNPf18ZE//IGkYWPkrNEc8pg0qpfQixcv5sorr+SUU05h3rx53HPPPSSTSa666ioArrjiCurr67nzzjsBWLlyJS0tLcyZM4eWlhZuv/12LMsakKv09NNPY9s206ZNY/PmzXzpS19i+vTpxXMWxGIxfve73xV39vW3YsUKVq5cydlnn00gEGDFihXccsstfPKTnxwQxYvRc7iLiuoOlQ+kk/wX8ExNDZ/q6jpsjy2EEPvL4XCgqmpxtr5w0WdZ+UBJyWTQt22j3jTpqaxm1fpems0EZXUpxoeOnJ3oR7pRDaIuvfRSurq6+PrXv057eztz5sxh6dKlxWTznTt3DrjST6fT3HbbbWzduhW/388FF1zAI488MqB2RTQaZcmSJTQ3NxMKhbj44ov5zne+g9M5sLr0b37zG2zb5vLLL99jXC6Xi9/85jfcfvvtZDIZJk2axC233MLixYsPzQshjnimaTLrySd5/eGHWbFgAcb115NIJAZdzpOq8UKII5lpmjjefhvFNAmXl1NlaHg1i2gqx6qtPVQG3NLSapgU27bt0R7E0SoWi1FaWko0GqWkpGS0hyMOkGVZrF69GvdTTzHr9tt5de5cYnfdVVxOTCQSwLs5BweblyWEECPBsiw2bcoX05w6dWpxJmr16tX4H3uMGT/6EX8/91we/9K3qdnZSml5BWXV4/jQnHGU+fQhz3EsGO7nt1wuCzEMPp8P7dRTAThh7VreLC9n+qR87ahCNV9JNBdCjAU+n4/KXWV/3pw9m6qEhcPtoc9yMN7lxKPLLNRwHRshpRAHSdM0mDSJVCCAO5Mh3NWF3+8fUM1XqsYLIcYCTdPwvvMOkA+iKl0O+kyVUo+DeZNDspS3HySIEmK4VJXUrFkA7Ny6dZQHI4QQB8i2cW3MNx5+Y84czpjoY36NgzMm+KkPekZ5cGOLBFFC7AfXrnIY2V1XcUIIMdYo6TRNF13Ec+97H3XTpqFrKn5dQXdISLC/ZN1BiP3gPvFEAKatWUMma+KSaW8hxBEml8uRy+WwLAvDMID87nZd11FVFdvj4ac//CE/qKriQUtqQx0MCaKE2ItcLldsLQPQMmEqyenT2TZpEvE17cyfHBrlEQohxECFauUtLS309PQQCoVwOp1UVFQQCuXfs/68a8fZ2UBqFMc61kkQJcRe9G8vY+Qs/mwF+OY/V9EVCvC9VTtQtvZwnMeSaXAhxBGjUK08k8lgmiaVlZU0NDQUC286d+6kqb4egPHAO0DWtImmTTJZE49L3s+GS14pIfYiGAwyYcIEJkyYQEVNPS5/kPd05FsmdFQHSGSypHNSak0IceRwOBy43W50XcfhcBR3Dxd2Dtd/7nMkAgHOfP55FKAzkeOVDpPntyV4ak07LZH83NShavR+NJEgSoi9KLwZud1uykp8lPk8TGiJoFgWL6kmfpcTt0MZ7WEKIcTwpNPoO3cC0D5lCpmsyZqOFMmsTalbJZoyWLm1m3TWJBKJ0NTUVCzj0tTUxI4dO4hEIqP7HI4gspwnxDC5nRrzJoco+/pP+dZH7uPXl1/OvO/9B5G2hEyDCyHGho0bUUyTnrIyzq6tJZk06MtalOoKLodKecBFb1+OlGEeskbvRxN5JYTYD/VBD/akSgKJBLPWrAHghe0J+rIWTdl2TptSIXVWhBBHrnXr8v85/ng+Dvh0Da9TpcWwKctZdMUzBH0uPLqGw6FJwLQPctksxH4ypk4B8u1fnnunnUifgd9h05vMFKfBhRDiSKTsCqLWnnACcwGXU2NWtQefUyGatij16MyfXC5Vy4dJQkwh9lOkspKs00kgkWDNW29S5vORMlVKS4Mk0vlpcHkDEkIcaXK5HKxZg4P8TJSeTpMGyj0Kp1ZrlFX6mTWjBo/LOdpDHTNkJkqI/eQtLaW3sREAfzaC5fTj8Qfosxz43Q5p3imEOCJFIhGst94C8jNRTU1N7Ny5k2QyiVNTKHFrUkB4P0kQJcR+0jQNc0p+Sc/T3ULQ5ySRUyjzuWQaXAhxxAqWlhK76SZ+cfXVZGbOZMKECTQ0NODz+UZ7aGOWLOcJcQDUXUFU3cYNzProxWRMOGG6TIMLIY5cDqeTZV/8ItcAdwBuwLIsNE0u/A6UzEQJcQDSJ57In//lX1ixYAG6Q5VpcCHEEal/JXKAx3bd/6HRG9JRRWaihDgAfaedxsVXXklWVfn0O+8QsKVquRDiyFKoRK4nEjTn2jkj1cLmUi/6tGnMcLlGe3hHBZmJEuIAXRiPA7BR3oyEEEeYwSqRW0v+nbdmz+bTDz2EPtoDPEpIECXEMO3eR+qc7m6q29tZ2dc32kMTQogBkoY5oBJ5ZcCFf/NGIL8zT4wMCaKEGKb+faRcLhcfuPVW2mtrmfDII6M9NCGEGKBQiTxq2GRyFpH2MP6OVgBKjj9+lEd39JCcKCGGqX8fKcuyirWiJr/99mgOSwgh9lCoRB6JRIimLY7r3Q5AS10dFwaDozq2o4kEUUIMk8PhKPaRsiyLzHHTgHz7F4v8cp9lWXv9OSGEOFyq/I5iJfI57R1Afinv/aM8rqOJvLMLcQBaIimec9czGWjcsoWlPUnKyiL09PTQ2pqfMq+rq0NRFMrLy6moqBjdAQshjkmFSuTODeuBfLuXhaM8pqOJBFFC7Kd01mTV1h66PEF6y8sp6+5m7YatnHHiDBr8frLZLAANDQ2oqiqzUEKI0dev8bBUtBs58u4uxH7qM0wSmSxBl0LXpCmUdXeT6WomnjIIep1omoamabjdblRV9m4IIUZf9tZb+ca55/LiGWcU78vlcsXdxoV/p9NpdF2Xi79hkldJiP3k1TX8Lifboym6K+sBKG3dQXdHKzFNIZlMUlJSMsqjFEIc6wzTIm7YGDmLTQsX8r3zzhuwlBeJROju7sblcuFwOAiHw+i6TkVFhaQgDJMEUULsJ7dTY97kEK1tbTSddDovT2tg6Qc+wGcbJ2FZFtu3bx/tIQohjnEtkRQvbk/SFs7RbCYIT8qCz8Ul/Y4p7Di2LGtAGoKuSynO4ZIgSogDUB/0cNbkAOmG87l09kwAXIAtzTyFEKOskLcZz5gEnAq+devYGNnGuDNP5+zx44vHFXYOW5ZVDJwkDWH/yCslxAEqNB4ev6tvXscoj0cIIeDdvM2QR0PXFE594Sl+/MnLuOG++5g02oM7ykgQJcRBuqK3l/e89BLr2tpGeyhCCFHM2+xJmRimTWDbZkB25h0KEkQJcZBu+dd/5aUzzqDlz38e7aEIIY4xhZ6e/W+YWeY2lBBwacQNi8rmbUC+RtTux+ZyuVF+BmOb5EQJcRBM00SfNg2efpq+NWuKDYolL0oIcThEIhHC4fAeRX7Lyso4Y6KP9tgOPLEolqIQGj+e5cuXDziuvLycUCg0mk9hTJMgSoiDkEwmiVVVEQCmrl/P9u3baW3vxOHxMylr4nHJZK8Q4tAJBoN4vd49ivyqqkp3dzdVrTsA2DxlCh8rKaGysnLAcVIP6uCM+jv8/fffz8SJE3G73cyfP59Vq1YNeWw2m+WOO+6gsbERt9vN7NmzWbp06YBj4vE4N998MxMmTMDj8XD66afzyiuvDDjm05/+NIqiDLh94AMfGHBMT08Pn/jEJygpKSEYDPKZz3yGRCIxck9cHBV8Ph9lu4rXnbB2LY7SKjb0eVndafHUmnZaIqlRHqEQ4mjmcDhwu93ouo6u67jdbtxudzE48m17dynvHKdzj+OA4gx6odimLPMN36gGUY899hiLFy/mG9/4Bq+99hqzZ89m0aJFdHZ2Dnr8bbfdxn/+53/yk5/8hPXr13PdddfxkY98hNdff714zDXXXMMzzzzDI488wpo1azjvvPNYuHAhLS0tA871gQ98gLa2tuLt17/+9YDvf+ITn2DdunU888wz/OUvf+GFF17gs5/97Mi/CGJM0zQNffZsAKo7O1nxTgtpUyXocRJNGazc2k06a47yKIUQxyrfjvxM1NoTThh0Z14kEqGpqakYXDU1NbFjxw4ikchhHedYpdj2rv3Zo2D+/Pmceuqp3HfffQBYlsX48eO58cYb+cpXvrLH8XV1dXz1q1/l85//fPG+iy++GI/Hw6OPPkoqlSIQCPDHP/6RCy+8sHjM3LlzOf/88/n2t78N5GeiIpEITzzxxKDjevvtt5k5cyavvPIKp5xyCgBLly7lggsuoLm5mbq6umE9v1gsRmlpKdFoVCpYH2Usy2LTpk0ANDY20jt1KpXbt/OTXz6Oq7oBl0MlVFlFb1+OD86uo8wnxeuEEIdG//ejqVOnoqoqlmWxceNGelev5j9cLjZMn86bxx+/x3G5XG7QWadCDalj1XA/v0dtJsowDFavXs3Che8WoVdVlYULF7JixYpBfyaTyRSnHws8Hg8vvfQSkN+lYJrmXo8peO6556iqqmLatGlcf/31dHd3F7+3YsUKgsFgMYACWLhwIaqqsnLlyiGfUyaTIRaLDbiJo09hN0z/6e9UYyMAdvs2elMmmZxFVzyD3+3Ao0uSuRBidMTGjeP/Pv5x1s6aNej3C8uBu9+O5QBqf4xaEBUOhzFNk+rq6gH3V1dX097ePujPLFq0iLvvvptNmzZhWRbPPPMMv//972nbVZ8nEAiwYMECvvWtb9Ha2oppmjz66KOsWLGieAzkl/Iefvhhli1bxve//32ef/55zj//fEwzv+zS3t5OVVXVgMd2OByEQqEhxwZw5513UlpaWryN71cZVhw9dp/+bm5upu3cc/n8fffxyw9fiN+lEs2YlHp05k8ux+2UIEoIMTqavF4ALhi9Raej2pgKNe+9916uvfZapk+fjqIoNDY2ctVVV/Hggw8Wj3nkkUe4+uqrqa+vR9M0Tj75ZC6//HJWr15dPOayyy4r/nvWrFmceOKJNDY28txzz3Huuece8PiWLFnC4sWLi1/HYjEJpI5ChX5TBZZl8c755/PTOXMAOC3zFumcxczjggS8zlEapRDiWOfauJHyFSt4j2Fw8emnj/ZwjkqjNhNVUVGBpml0dAxsltHR0UFNTc2gP1NZWckTTzxBMplkx44dbNiwAb/fz+TJk4vHNDY28vzzz5NIJGhqamLVqlVks9kBx+xu8uTJVFRUsHlzvqprTU3NHsntuVyOnp6eIccG4HK5KCkpGXATR5/Bpr8L24sBtmzaSDraTUdriyRnCiFGje+f/+Sjd93FTT/+MadmMgPSEGT33cgYtSBK13Xmzp3LsmXLivdZlsWyZctYsGDBXn/W7XZTX19PLpfj8ccf58Mf/vAex/h8Pmpra+nt7eXpp58e9JiC5uZmuru7qa2tBWDBggVEIpEBs1fPPvsslmUxf/78/X2q4hjg8/lY9PLLXPE//4PqdlNZWUlDQwPBYHC0hyaEOEa5Nr/b7qVt+XJWrFhBZ2cnXV1dcoE3QkZ1OW/x4sVceeWVnHLKKcybN4977rmHZDLJVVddBcAVV1xBfX09d955JwArV66kpaWFOXPm0NLSwu23345lWdx6663Fcz799NPYts20adPYvHkzX/rSl5g+fXrxnIlEgm9+85tcfPHF1NTUsGXLFm699VamTJnCokWLAJgxYwYf+MAHuPbaa3nggQfIZrPccMMNXHbZZcPemSeOLZqm8csrrqB20yb+96c/RZ86VbqhCyFGTS6XQ3/nHSBfI+rDwSC2beNwONA0TS7wRsioBlGXXnopXV1dfP3rX6e9vZ05c+awdOnSYrL5zp07B3wIpdNpbrvtNrZu3Yrf7+eCCy7gkUceGfDLEI1GWbJkCc3NzYRCIS6++GK+853v4HTmc1M0TeOtt97if/7nf4hEItTV1XHeeefxrW99C5fLVTzPr371K2644QbOPfdcVFXl4osv5sc//vHheWHEmGPkLPomN8KmTST2svlACCGG62DKD0R6eght3Qrkg6hoayu2bRMIBCgtLZXddyNkVOtEHe2kTtSxoaknyZ9WrOf4X/0XZ/365zz06U9z2pe/zHHHHSczUUKIAxYOhwfti1deXk5FRUXxuMHqRBkbNqDPmEFG1/loNMr3du1qLwRghePE4Ib7+S2hqBAHIZ01WbW1h0TGIjshv3lhxvr1JFL5JM7+b1LHevE6IcT+CQaD6LpOX18fkC8BpKoqmqaRy+X2+n7i2LgRgA3Tp3PxrnYvlmWhKMphGfuxQt7RhTgIfYZJIpOlzKMRb5wCwMz16/l7SzvRnjCKogx59SiEEHvjcDhIp9P09vbS09NDb28v9fX1w3s/Wb8eyCeVny4LToeMBFFCHASvruF3OWlPmShV9RhOJ4FEghKHQmVlJYqiSLd0IcQBCwaDVFRUYJpmcdfvsN5PbrqJkxctwtB1VgPbD8dgj0GyICrEQXA7NeZNDuF3qXRnoWlyvv1LsqWpeEyhrpQEUUKI/eVwONB1vfjfYbdl8Xh4/eSTWXfCCUjPhENH3tWFOEj1QQ9nTvTT0R3h9c9dx7/NnE7VtGlctWtnTHV19R5thIQQ4lBKj/YAjhESRAkxAnSHSk0oAOeey99OPAGfbXNrPA4g9ViEEIdEoQSCZVkYhoFpmkSjUfS2NhI/+hHXzp/PxssuI6froz3Uo5YEUUKMkO6UzcbOFJwISUUhYihU+Z2yjCeEOCQikQjhcJiWlhZ6enpwu92Ew2GCzz7LKQ8+yGfffJP/e+97iZaXj/ZQj1ry7i7ECDByFms6UvT1GVzy2GMcv24db51yAWc2lo720IQQR6lgMIjX6yWTyQxIPM/83/8BsGbWLBbYNi6XC8MwUBRFLupGmLyaQoyAVM6mL2tR6nPyy49fhTeV4u5fzCU9QYqsCiEODYfDgaqq6LqOrWgYio7b60fp1zPvMw4H7e3tdHV14fP5KC2VC7uRJEGUECPA41DwOlV6MxbNjVM5bu1buMPNqPYkKbophDhohbyn3d9PVFWlM5HjlQ4TPZGgKdfO+Vu2AfkgavKECViWRTabRVEUjJxF2oRM1sTjkg36B0veyYUYAbpDZVa1h7WdKbrHTYK1b+ENNxHp7mLFii4puimEOCjpdJrOzk66uga+n3gDpazpSJHM2lS6VWLRBJ6dO4B8EOV2u7EsC13XaY8ZrO1M0Je1acq2c9qUCuqDnlF+ZmPbAQVR6XQat9s96Pfa2tqora09qEEJMRZV+R2c4fHjmTkVloJvxzYqKipQFEWKbgohDorb7S4W8O3/fhJJ5fKpBLqCy6EyIdyCapn0BoOc2u+zuJC3mTAsQh4H0ZTByq3dXDCrFrdTKkkdqAOayzv55JN544039rj/8ccf58QTTzzYMQkxZukOFc/04wCYsW4diSwY5sCWC0N1ZhdCiKGoqopzVw+8/kU3S70uvE6VqGGTyVmY77wD5GehPtbv5wt5m2UeDZdDpTLgIpHOkTLM0XlCR4kDCqLOOussTjvtNL7//e8DkEwm+fSnP82nPvUp/v3f/31EByjEWJOZku+hN23jRp5d38lf17Sz4q2NrFixgu3bt7Njxw4ikcjoDlIIcVRwOTVmVXvwORWiaYvI+R9kTmsbVzz8MKf1O66Yt5kyyeQsuuIZ/G4HHl1moQ7GAa0r/PSnP+XCCy/kmmuu4S9/+QttbW34/X5WrVrFCSecMNJjFOKIlcvlMAwDwzCKHdKTwRDxQIBAPE5lNko4UEN72uLkUIUs6QkhRlyV38Gp1RpllX6On1bDxz0uACZaVvGY/nmb0YzJ5Eqd+ZPLZSnvIB3wO/n555/PRz/6UX72s5/hcDj485//LAGUOOZEIhG6u7vzW4xtm9bWVuKGzWMP/A+Pzz+R86Mms9oi7OxTsZR8D73+O2uEEGIkODWFEreGq19QtPs7TSFvM2PCCdNr8Lich3eQR6EDCqK2bNnCv/7rv9Le3s7TTz/N888/z4c+9CG+8IUv8J3vfAenU/7HiGNDMBjE7/cDFLcRl5o2/vEz2NpYx8rWbuq3deNxKLgdyiiPVghxNFOSSezzzuOeWbO49Qc/gEFmvHWHisupDAi2xIE7oEviOXPmMGnSJN58803e//738+1vf5t//OMf/P73v2fevHkjPUYhjlgOh6OY4Ol2u9F1Hb/HxUdrAgCsrg3h1zWmlanoDpmBEkIcOq4tW3D+4x9c+thjvD89sAWxkbOIpk2MnDXET4sDccA5UZ/61KcG3Hf66afz+uuvc/PNN4/EuIQY06YbCb767XupCIc54zPX0NOVGO0hCSHGKMO0iBs2IdPCvZd0ANemTUB+Z94H4nHYNUveEknxwvYEScPEp6ucWONl6mEZ+dHvgIKo3QOogkAgwC9+8YuDGpAQRwXT5Ntf+xqmqrL+iitGezRCiDGqJZLixe1J2sI5dmb7mF3roTqgD3qsq1+7lzm7ZqLSWZNVW3tIZCyCbpXetMVb7SlOkYrlI+KAgqiHH354yO8pijJkkCXE0ar/Lj2AdF0duVCIYE8P4R07iXsCMo0uhNgvhQAonjHxaNCVzPJ6m805nsE/uvX+M1G7atH1GSaJTJYyj4ZTgzKPQixj0Zc1JbF8BBxQEPWFL3xhwNfZbJa+vj50Xcfr9UoQJY45/XfpATS3tKA2NhLs6WHDuq00jzueZjNBWV2K8SHfKI9WCDEWFAIgTYFtcRscWVriOaaWezh+kOP7L+cVtrF4dQ2/y0l7yiToVuhNWwRcGl5JLB8RBzSX19vbO+CWSCTYuHEj733ve/n1r3890mMU4ogXDAaZMGFC8dbQ0ABT81kHWsdOAk6FeMZi1dYe0lmpECyE2DevruFyaLzdlSGRtTEVsG2bTeE0md3eRxyxGM7OTgBapk0r3u92asybHMLvUolmLAIulRNrPLI7b4SMWMW/qVOn8r3vfY9PfvKTbNiwYaROK8SY4HA4BhTQtCwLZVK+cnnt9i1EFoDTodDblyFlmFLgTgixT26nxvH1JTzzJqjYBHSN+hInhmXvsRzn6uoiVV5Oh9/Pmbudpz7o4cyJfvoME49TlQBqBI1o2WSHw0Fra+tInlKIMUudmg+iTli7lj/0mBjRPsZn3fT2GZT5Bk8MFUKI/qZU+jmxxsOOjgyTy3UShk1AV/dYjks2NnLVpk08pWn8OBrd4zy6Q8Wh5vOWxcg5oCDqT3/604Cvbdumra2N++67j/e85z0jMjAhxjprWn45r661lXg6Q02Fj8qAizeaItQFPXvMRg3VmHj3WS4hxLHD5dSYU+slHovSZ+TzmYZajnuypISEpjGjo2MURnpsOqB35osuumjA14qiUFlZyTnnnMOPfvSjkRiXEGOeVVbGv65cxf/Nmc2Vf1vNbIeT6io/vX25QZf0IpEI4XC4OJtbV1eHoiiUl5dTUVExGk9BCHEEKPTGKy335/OkdnvvKNSRSmj5+4OW7AQ+XA4oiLLkf5AQQ+pf7mB6VRVZXWdjTYi57RG64hmCPtegndODwSBer5dsNgsgzYqFEEWF3ni7995siaR4cVuCiz9/LX+ZNYPP/OIXGDmLVM4mI7WgDjl5dxZihPUvdzDfzC/PrZ9cS9emNmbWDN053eFwoKpqsUyCNCsWQuxNoY6U0tJKbdM2zmtrwuv08uyWnRiWTVO2ndOmVFBb4hrtoR61hh1ELV68eNgnvfvuuw9oMEIcDfo3JR7/1ls8+O1vEw8EOPXT1zDneOmcLoQ4cEbOIm1CJmuSytkkMlka27YCsH7mTOqa4kTSJrUBJ9GUwcqt3Zx/fPUoj/roNewg6vXXXx/WcZL5L451/RPBrWyWqx56iJa6OmL/9m+ytVgIccA6EznWdaXpy+ZnmU6aWIbf5cS7cSMAb86ezcT2GFVeDZdDJRRw0duXo09q0x0yww6i/vGPf7B161YmTpwoSwxCDNfx+brC9a2tbE+824R4qJ148rclhBhM1rR5pyNNMmsR8jiIpgze2BlhzvhS7KZ8z7w35szhPV4nsbCNplnFHEypTn7o7Nc79tSpUwmHw8WvL730UjpkK6UQQyspoauhAYCurVuLd0ciEbZv387y5ctZvnw527dvZ8eOHUQikVEaqBDiSJY2IZU1KfPkZ5kqAy4S6RxBn874XUHUm7Nnc+HM6l3VyU1KPfkcTJkBP3T2K4iybXvA10899RTJZHJEByTE0aZvxgwAwrv6WkE+b6qhoYHKykoqKytpaGhgwoQJBIPBURqlEOJI5tbA49ToTZlkcvlZJr/bgZ6I4WpqAvJBVMitcFq9izMavFwwq4b6oGeUR350G/W1g/vvv5+JEyfidruZP38+q1atGvLYbDbLHXfcQWNjI263m9mzZ7N06dIBx8TjcW6++WYmTJiAx+Ph9NNP55VXXhlwji9/+cvMmjULn89HXV0dV1xxxR6V1idOnIiiKANu3/ve90b2yYtjgrqrj5WrXzskh8OB2+1G13V0XS/mUPUvj5BOpwdd8hNCHHucmsKsajeB3WaZMk07aJk9m/UzZnC600lzczPRnjCamZYZqMNgv0ocFIKJ3e87UI899hiLFy/mgQceYP78+dxzzz0sWrSIjRs3UlVVtcfxt912G48++ij//d//zfTp03n66af5yEc+wvLlyznppJMAuOaaa1i7di2PPPIIdXV1PProoyxcuJD169dTX19PX18fr732Gl/72teYPXs2vb29fOELX+BDH/oQr7766oDHu+OOO7j22muLXwcCgQN+ruLYUwiIslPy7V9Ofu010un0gKCpIBKJ0NPTQ0tLCz09PYRCIZxOJxUVFVJoUwgB5Ituhrx+MiacMD2/09eYPZur//53flVezuOZDA0NDWSzWTRNAqjDQbF3X6PbC1VVOf/883G58jUn/vznP3POOefg8/kGHPf73/9+WOebP38+p556Kvfddx+QL+I5fvx4brzxRr7yla/scXxdXR1f/epX+fznP1+87+KLL8bj8fDoo4+SSqUIBAL88Y9/5MILLyweM3fuXM4//3y+/e1vDzqOV155hXnz5rFjxw4aduWvTJw4kZtvvpmbb755WM8FIJPJkMlkil/HYjHGjx9PNBqlpKRk2OcRR4dwOEx3dzdaRweTzzqLt2fMIP3b3zKhupqKigosy2LTriW+SZMmkcvl2LRpEx0dHdTU1DBlypRBAy4hxLHDsiw2btxIW1sbNTU1qKqKoihMnToVVVWxLIugbRPXNDosiwoovq/0P2bDhg1ks9niZEhjY2OxmK+8x+wpFotRWlq6z8/v/VrOu/LKK6mqqqK0tJTS0lI++clPUldXV/y6cBsOwzBYvXo1CxcufHcwqsrChQtZsWLFoD+TyWRwu90D7vN4PLz00ktA/srfNM29HjOYaDSKoih75KN873vfo7y8nJNOOokf/OAH+1xaufPOOwe8DuPHj9/r8eLoFgwGmTBhAnVz5/LBnTs5Yd06usaPx+12k06nSafTGIaBaZoDlvdsRSNlaSiaU97chBB7l8kQ3zXrtLc562QyWSwCrOs6TU1NspllBOzXO/Qvf/nLEXvgcDiMaZpUVw8sAlZdXc2Gfrkj/S1atIi7776bM888k8bGRpYtW8bvf/97TDNfAyMQCLBgwQK+9a1vMWPGDKqrq/n1r3/NihUrmLJrSWV36XSaL3/5y1x++eUDos2bbrqJk08+mVAoxPLly1myZAltbW17LSS6ZMmSAUVJCzNR4thUCIAMy+Ic0+Qp4HepFOqbb6KqKnV1dXR1dQ1YJu5M5Hilw0RPJGjO5asNS2KoEGJQpolSVcWGujre9/zzMEgaTIHP58PtdhfbSRXIhdrBGVOv3r333su1117L9OnTi9ORV111FQ8++GDxmEceeYSrr76a+vp6NE3j5JNP5vLLL2f16tV7nC+bzXLJJZdg2zY/+9nPBnyvfzB04oknous6n/vc57jzzjuLy5m7c7lcQ35PHJsKLWDm7nqjeiIU4lLA6/XS0NCAaZrF3IVM1mRNR4pk1qbSrRarDV8wq3bQNjFCiGPcO++gJBKMa25m0m5pNbvTNA1N06Sd1AgbtVeyoqICTdP2qDNVyAcZTGVlJU888QTJZJIdO3awYcMG/H4/kydPLh7T2NjI888/TyKRoKmpiVWrVpHNZgccA+8GUDt27OCZZ57ZZ87S/PnzyeVybN++/cCesDgmFZb0TguHeeGMM/jtBz5AbW0twWCwuHxXCKKShklf1qJUVwbUgUkZUm1YiMMpl8sVl9z734643bK7dp6/dvLJfCgWG5AmIDt8D49Rm4nSdZ25c+eybNkyLrroIiCfQLds2TJuuOGGvf6s2+2mvr6ebDbL448/ziWXXLLHMT6fD5/PR29vL08//TR33XVX8XuFAGrTpk384x//oLy8fJ/jfeONN1BVddBdg0IMpZi0WV7OGS+9RNrlYpOqDrpzxqdreJ0qLYZNWe7dasMeXWahhDicIpEI4XC4WPqmrq4ORVEoLy8/snbL7gqiXjn1VI4Ph9kejdLW1rbHDt9QKDTKAz16jepy3uLFi7nyyis55ZRTmDdvHvfccw/JZJKrrroKgCuuuIL6+nruvPNOAFauXElLSwtz5syhpaWF22+/HcuyuPXWW4vnfPrpp7Ftm2nTprF582a+9KUvMX369OI5s9ksH/vYx3jttdf4y1/+gmmatLe3AxAKhdB1nRUrVrBy5UrOPvtsAoEAK1as4JZbbuGTn/wkZWVlh/lVEkeDXEMDmUAAXzxOy7Zt1E+YQDqdHrCc53JqzKr2EIlEiKYtGivzdWBkKU+IwysYDOL1eslmswDFPKLDnT/Uv25cLpcr7q4rjqNfELXI6SyWNzBNs1jEV9f1wzrmY82oBlGXXnopXV1dfP3rX6e9vZ05c+awdOnSYrL5zp07B6zdptNpbrvtNrZu3Yrf7+eCCy7gkUceGbCrLhqNsmTJEpqbmwmFQlx88cV85zvfwel0AtDS0sKf/vQnAObMmTNgPP/4xz8466yzcLlc/OY3v+H2228nk8kwadIkbrnllgF5UkLsj0gsRmrmTHwrV7LlzTdxejxomkZvLIHT4yeTNXE5Nar8Dk6t1iir9DNrRr4OjBDi8HI4HKiqWgxARiuPqJBT6XK5cDgcxbZrJSUlYBjYb7yBArx6yik4LKuYIuBwONB1HbfbjWVZxSU+yH+OSmmDkbNfdaLE/hlunQlx9MvlcsS++EVC997LL6+5hhOvuw5XqJZlb24nZcLE+hpOm1xOqruVtrY26urqOO644yQBVIhR0r+OW6He0uFWyM3KZrNs27YNy7KKM1Ez02mcp51GbzDIuS0t/LqpicbGRjZt2jTgPaSnp4fu7u49zn3ELU0eYYb7+S1hqBCHgcPhoPQ974F77+XkVato/dglvLouTDjWR02Zl+2tKul0muPLTOKGjZGzRnvIQojDIJfLDZr8XZgpSqfTdHd34/P5sG27mKcVczhovvJKXna5uDQaHfL8wWAQv98/6PnFwZNXUYjDRFmwAIAT1q6l2+1B8yhUKRaVZUHKKqpoiqR5bmuSSDRHs5mgrC7F+NDety0LIUbXvoKgfdlXEnv/IMiyrGKeVmDaNM4780w6gee2bBny/LJsd2jJKyvE4VJXxztz5rBx3Dj6VAi4nbQmVCoUle6+HB1xA59tEXAqxDMWq7b2UBlwS2K5EEewg93Jt68k9v5BkGVZxTwth8NB565z1EgZg1EjQZQQh9Gzf/wj1zc08MFwDzdu3kk0qhBNW1SXOKgp9eA2MiRzCj6PRiKTJWWYEkQJcQQ72J18B5LErvT10bd6NerJJ2NJo+FRJVmrQhxG48NxAP5cEWJDl8HkUoWzJvn58OxaxgU99KRMDNOmN2XidzmlRpQQR6D+xTj7L+UVKoK73e59BlG7F/TsX8pgXzyrV+OfN4/Vc+dypewNG1UyEyXEYZLJmmxrTcLJMK6piXgmRzRtc8IkhRKvzrzJIdra22iL29QFVeZNDskslBBHoN2X8Gpqavbog7k/5yhsklcUherq6n0Wdfbuqg/1+kkncbUEUaNKgighDpOkYdKXybF5yhQat2zhZw/9gWbbQzqXfxOsD3o4Y6KPHY44E8f5pfGwEEeo3Zfw6urqSKfTaJpWrMMEe0/q7n+OQukCRVEG1D0ciufVVwF44cwzuQzYOSLPShwICaKEOEx8uobX5SBeWg5sIbdpLZ7p83A7FCA/vY+Zw62aYOWkKJ4QR6jd85gymQy9vb309PQQDoepr6/fZ3J5/3P0D6L29beupNO416wB8kGUvVshTcMwsCwpkXK4SE6UEIeJy6kxvdJF89RZAIxbt5ppZSq6I/9nWKhOXKg23NTUxI4dO4hEIqM4aiHEvpSWllJRUUFpaWmx3cqECROGNau0vzxvvIGazdJSV8f0+nqamprQdR1d19mxYwft7e0kk8liA2JpQnxoyeWtEIdJSyTFhq4M7Aqiznn2WV69/vri94PBIJWVlcC7O3xAiuIJcaQrXPj0b7dyMBXOB6s9lcvlsCwLz9/+BsDfzjuPL1gW9fX1xfeIcDhMS0sLPp+veCEGUp38UJJ3ZyEOg3TWZNXWHuIZE/W44whXVFARDhNfsxajpoZ0Oj3g+MKbsRDi0DjYIpkj8diWZRWX3/ov5Q1Weyoej4NtM+e55wD4w0c+wp1NTaT7BUhVVVX09vYCciF2uMgrK8Rh0GeYJDJZQh6NZNbB2nMv4KzHHkZ/4QVaTphFV1dX8djh7tARQhy4QqDS3NyMZVnU1NSgKAqhUIjy8nJUVcXIWaRyNpmsicc1ctkvhcduaWmhp6eHsrIyFEUp9mgbrPaUZVnkslk2PPoof37mGV5euJBx2SyappHL5YrB32g3TT7WSBAlxGHg1TX8LietKRPFtHlzztmc9djDLPzrUzz40WuZelwtFV5tv3boCCEOXCFQ6enpIRaL0dbWhqIoqKpKIpEgo3l5cXuCvqxFU7ad06ZUjNiO2cJjZzIZTNOksrISy7JQVXXA7j54t/aUqqqEw2E+O28eL599Nt9Ys4Y2p3O/qqOLkSdBlBCHgdupFetANUcttpVP5D+vv5H/vfRiQp5aMq3dnN7gwetyyG48IQ6Dwu64YDCIz+crXsBMmjSJrGnzt7e7SGQsyjwa0ZTByq3dXDCrdkRqt/XfmedwOHA6nSQSCeLxOOFwGEVR9qw9Zds4gkFe3vXe8CFF2e/q6GLkySsvxGFSqAO1zoqxIW6z5byLeeF97wNgxkNP0+pKUlteQmlp6SiPVIhjh6a9OwOsKAput5t0KkdfNh9AuRwqoYCL3r7csNswFfKddre3CySfz4fL5SqOo6GhAdM00QptXb74RVra2pj51a8yafx4fE6nLNkdASSIEuIw0jWVco9Cue0mkbHwZHOknA4ik2uodBnourO4Nbl/jajRTIIVYizb29/OUAFIYfm9PWVS5oGueIagzzXsNkyRSISenp79akqsaRqqqg4I5oqbS1pbse+/n+MzGWqvvpovut3DGoc49OTdV4jDzKkpzK71sa4rzQ1/e5Wqf/wfH/nDH2i+917cU6agKMoeW5MPtlO8EMeqvf3thEKhQX/G7dSY21BCc0szPX0mE8sU5tT5wcySU+x9XrgEg0H8fv8BNyXenfLDH6JkMvzz9NPpPeccajdtOqDziJEnQZQQo6DK7yDk9TMvk6P0T3+icetWIsuW0XDOOQOujgtvugfbKV6IY9WB/u14yTDNk6S9u5dgrA8jYrAjOrwLlwPdKWeaZrHcQaH6uCMchv/8TwBuv/12Ht3HOQ7VjkIxOHkHFmKU6A4Vl9OFffvt8IlPMPUXv8C1ZAnaIKUNdm8zIbkQQgzP3v529tYeJRgMUltdiYpFTU3VPoMvw7SIGzZG7sBbriSTSeLxOL29vXR0dKAoCtPuvRclnWb5ggV0LVzINNtmqHmolkiKFw7RjkIxOHkXFuIwyeVyGIZBLpcjm81iGAaGYTDhoot4Y84cSuJxtn7/+wd87kKLh/43afcgxIEZrAq52+0eNIhqjaR4cXuSVe05XtyRoCWS2u/HM3IWOc1Naejd9jHj4nHqn3oKgK9873v8TlGG/PlCQd9ExqLU9e6OwnTW3O+xiOGTIEqIw6R/bzyn00k4HKarq4toPE76ppsAGH///eS2bTugc2/fvp3ly5ezfPlytm/fLn33hDgMjJzFqu35bgQBp0I8Y7Fqaw+Z/QheOhP54OufTSlebjGIZlWcTifVDz+MYpo88eEP4zrzTKbu5RyFgr6FHYWVAReJdH5HoTh0ZDlPiMNk9954ppl/cystLcV36nxWvO99LHj+ed754hc57vHH9/vcx1LOlOxWFEcCI2fRkczRmy50I1DweTQSmSx9wwyisqbNOx1pklmLMrdKT8pkY8piaoPF+m98g7+edBK/veQSntvHeQ52R6E4MPJuI8RhsnuiaeHfnYksL+xIkrvs85z60kvUL11KbOdOShoa9uvcx1LOlOxWFKOtkH8Uy5jEbAs1kyVg2xgpk6mVTrzDLMqZNiGVNSnzONA1hZAbdsZt0lmbxdOmsPJrX+NG26Z2H+cpFPRt72gnmjGZXKkzf3L5iBQHFUOTIEqIw6CQD2UYBkBx542Jwprt+TyGsgmT+P5//JQHLjqfE+rH8ddRHvOR7FibeRNHlv75R+UeB7qmszliYtgWVT6Y3VCKa5jBi4YNQDiZo8Kr0ZM2mdS8mS0LJrHS5wPgu7YNe8mHKqgPejhzop90zuaE6TV4XM4Df5JiWOQdR4jDoJAPVZgpam5upqurC1v3EcdbzGOYduYFNI8fRzPwcibDHNsunqPQ8R0Y0F/rWFzCOtZm3sSRobCM3Js06E2mKNFtNEwmhTx0h1WyKYWcafPmzigux76DqM5EjjfCFhnNpDtlkc7ZNCY6+eS3/x9vPHEC5UuX8u+GgbemZthj1B0quoNhB3Hi4Bxb77xCjJJC8b0Cy7LIZrOYKPRmNLZ05vMYzFiGG9c285MTxvG1F17g9tZWyufPR9l1FdrZ2UlPTw+dnZ3U19fLEpYQh1FhGXlHUwtt7TmSOQjqClHLTW/KIgCEvA6iKYNVW3s4zmOhOwYP7jNZkzUdKZJZm4llOi6niUuFix7+DxyZDAm/n2wwyAVbtsB+BFHi8JIgSojDoP9sUWFpD/JT+bNrfbS0WERSFo2VOl+sKaXk3nv59s03s3nePOouvhjV4cCyLGLJFJFUjtJQBXV1ddi2jaZppNPp4kxVsdfWCJAEbnG0M3IWScPE61T3OXvTfxl5gc9gXadByrQJBrxUxJP4TAWXQ6U84KInaZB22uhD/JkkDZO+rEWprqA7VCp9CrV/f5rgiy9gOJ1c/7Of8bsdO9j3Ip4YTfIuKMRhtvvSnhkPM93bh9PjZ8GsfB7DDR/+MPHbbmPKqlV0/fKXVN54I009SVa2GrSFoV3JoAei6LlkMbl6j67vIzRWSeAWR6tCcnjSMHE5FKaWu2mYOHSl7/7LyPVlDqpKPGRMaJxcz//GemnpsinLWXTFM5R6dNyOzJCP7dM1vE6VFiP/M0Z7J+//7x8AcOeSJZxVUUFDd/ewcqHE6JEgSojDbKilPU3TilfCVQ0NPPnVr/LBJUvwLFlC6tz3s6rPN6AWzcYek4XT6wckVw/o+j5CY5UEbnE06p8crmDzZluat9rSxBytnHFcFbUlrn2eI991QKHEozOr2kMkEiGazs8oz5scoq+rb8ifdTm1fj+T45IH7sQTj7H65JP5zle/yqubN4Pk+R3x5P+QEIeZw+EoVj8u3HRdHxD85HI5Jpx/Ps+fdRb+ZJLOT32SaCRK0KWiawplHo2+rIWlOtF1vVhReffzjNRY+z/GUFWbhRhLCsUpAy6V1kQOVVHQNAgnMqzc2l0slllYJu/fCcAwjGKdt4Iqv4NTqzXOmuTnglk1w2q3EvSoTC9Tuej1p5n46nLSLhdXPPwwD7z2Gg7yS43RtLlfhTvF4SXvhEIcgSKRCF3hMB2f+hQ9b77JhNdWM/mX/8FzF3wSN0PXopHmo0IMT6E45bZEjr6MCSj4nBp1pW4S6VyxWGY6naazs5Ouri4URSkum/t8PkpLSwecU1Ns3KqJbWZJm9li7mMulysu3xe07GoV0xY2SdafQOTUU/ntJZdwTmUlEzs66FS9rOtK05e1pQ/eEUyCKCGOQMFgkIqKCkzT5IU77+Si667jzF//ki1nnMdWd5C6oMq8yaEBibCtuzUfPXVikCr/nnViJCn86CBJ//tn9wuMQnHK5rY2mmJg2zZ1JU4ifVmCPlfxAsXtdlNZWYmiKCiKUlw2VwbJVeofcBUoikJ1dTVV/RqLF5YSC8vzP3nf+3jj2o/gsSye3/gOW1MWzfE+0iaEPI5iH7wLZtWia4pcLB1B5C9NiCNQ/+an09/3Ph774hf53fz5rL3wQr7//HImjfMPuCo1cta7RTs9+eaj/1jXwknlFuHOdkCSwo82kvQ/fC27XWAUZnXqgx7OmRxgSpnO5h4Dw7Ip9eic0lCKvWsmKZM1iWVMPE4Nr+vd5W3LsvZ4nP4Bl23bZC1I52w8voGbPQpLiY0d2/nb8dNZPSkfYN23ah3/7Ohje0eOiJVmeqUbl0MlFHDR25fvg9eVyQ76XMToGPUQ9v7772fixIm43W7mz5/PqlWrhjw2m81yxx130NjYiNvtZvbs2SxdunTAMfF4nJtvvpkJEybg8Xg4/fTTeeWVVwYcY9s2X//616mtrcXj8bBw4UI2bdo04Jienh4+8YlPUFJSQjAY5DOf+QyJRGLknrgQ++GD3/8+j3/sY2z0eFja2FCsPVMolxDty9AbTxeL/4W8TixNp6KmnsrKSiorK2loaGDChAkEg8HRfTIj6FjOGQkGgzQ0NBzV/39HQv8E8lKXVpzVSe/6ndEdKpPLXZw92c9ZkwJcMKsGLxmampqIZlVe71ZYuq6Lv65tZ3tXbK+Ppar5xsG6rhMxVFa2ZljRkmHpug62tkeKOVWalWX6X/+Pj93wCeqf+xMAn125gUh7goRhUuZSsGx4uytNXyZHVzyD3+1AVdjrcxGH36gGUY899hiLFy/mG9/4Bq+99hqzZ89m0aJFdHZ2Dnr8bbfdxn/+53/yk5/8hPXr13PdddfxkY98hNdff714zDXXXMMzzzzDI488wpo1azjvvPNYuHAhLS0txWPuuusufvzjH/PAAw+wcuVKfD4fixYtIp1OF4/5xCc+wbp163jmmWf4y1/+wgsvvMBnP/vZQ/diCLEXbmDjrivfP/p8pH/1KyA/G9HZ2cnOrZtob9rOjq4oXT1RmrqilHp1ygLeozYpvDC78Py2OE+taaclkhrtIR1WkvQ/PIVZn0JXgMqAi0Q6P6vTn+5QKXHnd8gGg0Fq6sbRmvOhuHzUVZSguvxsianDCtiNnMWajhTxXcFOe0+cv65+h+df/CfLly+n529LOeWH30C1bXIOB2ds6+BDuTQZ0ybkzpc+mFHhQlEUwimTUk++D55pM6znIg6fUQ2i7r77bq699lquuuoqZs6cyQMPPIDX6+XBBx8c9PhHHnmEf//3f+eCCy5g8uTJXH/99VxwwQX86Ec/AiCVSvH4449z1113ceaZZzJlyhRuv/12pkyZws9+9jMgPwt1zz33cNttt/HhD3+YE088kYcffpjW1laeeOIJAN5++22WLl3Kz3/+c+bPn8973/tefvKTn/Cb3/ymOHUuxOE2BfjJ22/zyqmnMufb36bnv39RzJ2qKCtlwZQKastKwO2nJhRg/uTyo7b1w75mF4QoKCSQ96ZMMrtqOPndDjz6nn8bpmmSTqfJ5XK7gq8cIY+G26lREdBJm3Yx4XxvUjmbvqxVDHbGV5bi8gfxl5VTC0y46Sa0TJqnzj+fny5ezH8kuhhfquN1qvSkTQzTxgROrHFzTmOguNtvf56LODxGLYgyDIPVq1ezcOHCdwejqixcuJAVK1YM+jOZTAa32z3gPo/Hw0svvQTklzZM09zrMdu2baO9vX3A45aWljJ//vzi465YsYJgMMgpp5xSPGbhwoWoqsrKlSuHfE6ZTIZYLDbgJsTe5HK54pbp/tuoc7kchmkRN2yM3Lu5F7MSOf708csBKLnx87T++d3l7OqAztlTSjl3SpB/mV1/VOdJDHd2QYhCArnfpRLNvDur4x7kAiOZTLJ9+3aWL1/OW6+9QioWYWdXlHgyRW8qX9W8kHBumuaAv1vDMIqfQR6HgtepFoOdnr4sZT4PpYrNxJtvRm1tZf2MGVz+61/z0Cuv4NFUdIfKrGoPfl0jkrFQFYXjqzxU+JzFi6H9eS7i8Bi1ed9wOIxpmlRXVw+4v7q6mg0bNgz6M4sWLeLuu+/mzDPPpLGxkWXLlvH73/++WK8jEAiwYMECvvWtbzFjxgyqq6v59a9/zYoVK5gyZQoA7e3txcfZ/XEL32tvbx+wkwLyU+ehUKh4zGDuvPNOvvnNb+7HqyCOdbtXL29qagIgo3l5cXuS1q4s29NRvOURyn1O3miJs2Pqe/nDR7bykT/8geBnrmDL939Ia0kpHn8JlaEgLqdy2GagRmuHWOGKvD2V7znYFc8Q9LnkilwMqj7o4cyJftI5mxOm57sCDMbn8xV33wFMDtXy1KubSOVsAi6VE2s8xb+tZDJJPB6nt7eXjo4OAKLRKKWlpZSWljKr2sPazhTRjMnkSp15k8ooveI6PGvW0B0K8cE//5lHw2F8/f5+qvwOplfqdHQrmLbFxnAal0Nl6gE8F3F4jKnF83vvvZdrr72W6dOnoygKjY2NXHXVVQOW/x555BGuvvpq6uvr0TSNk08+mcsvv5zVq1cf8vEtWbKExYsXF7+OxWKMHz/+kD+uGLt2r14O+cakf3u7i3jGxE2Otp4ov/77K8woU+noNXFrObZfeh0r2tpY8PLLTP/2t1jx/75H1Gtzkp6lOqAP8WgHbqgt1aO1Q6xwRd7e0V78kJIr8qPHUMH5UIYTtOsOFd3BXi8wNE0r5pkBTKoOcs6UIH2GiWe33no+nw+3241lWVRWVgL5wpxerxfIB0RnePxkTDhheg2uF59Hfeopsg4HFz/+OPdMmsSUjRtp6/f4hmmxocvAtKHc7aA3Y/FWe4pTdvu7G85zEYfHqAVRFRUVaJpWjOALOjo6qBmiY3VlZSVPPPEE6XSa7u5u6urq+MpXvsLkyZOLxzQ2NvL888+TTCaJxWLU1tZy6aWXFo8pnLujo4Pa2toBjztnzpziMbsnt+dyOXp6eoYcG4DL5cLl2nerACEKBnvz7zMN+rIWIY9G3HBS7i8hlrEoK3dTncvQ2m3j9pXwzA13UNV5HY1bt/Lxn9/Jn7/yH6zp0ChxKaTTaVRVLVZbhncL/g1n9qj/Mc29fTy7OUIqZ7Mj08Lpx1UXlwpHsy2MXJEfvYYKzlVVxTTNwxq06w4Vh8oedaE0TSv+rjud+d89h8MxoGNAoS2My6mx9Zxz+OHPfoah61xw5plcCGzc7bFSWZtU1iw2JS5TFWIZi76sKb/fR6hRC6J0XWfu3LksW7aMiy66CMhH8cuWLeOGG27Y68+63W7q6/M9wx5//HEuueSSPY7x+Xz4fD56e3t5+umnueuuuwCYNGkSNTU1LFu2rBg0xWIxVq5cyfXXXw/AggULiEQirF69mrlz5wLw7LPPYlkW8+fPH6FXQIjBFZaqWlMmZg5iSYtyn4OKgJvZmpN4IkHcyNeeefjLP+SmJdeQcqi01/ipitv0RPN5He3t7di2DQws+Dec2aPCMTuaWljVniOZg6Cu0N4TZ+VWBxfMqsXt1AY0ZIX836Z6GPt9yRX50al/cF5I+1BVFdu2sW2bvr4+NE07Ino5FnpfQv7iI5vNFgM+h8MBtk0HMFVV4brruCga5YtDnMvjVPA4NVqj+abEvRmLgEvbozOBOHKM6nLe4sWLufLKKznllFOYN28e99xzD8lkkquuugqAK664gvr6eu68804AVq5cSUtLC3PmzKGlpYXbb78dy7K49dZbi+d8+umnsW2badOmsXnzZr70pS8xffr04jkVReHmm2/m29/+NlOnTmXSpEl87Wtfo66urhjMzZgxgw984ANce+21PPDAA2SzWW644QYuu+wy6urqDu+LJI45haWqjdubWddj4fVk8ThVIimr2J+rtNyPQ1N42VHPT37wX9z7kXOIlJVx08tvc57PLOZ1WJZVrLRcqB80nNmjwjHheBotkqTBreFyKJRXlhLblcAtS2fiUOkfnMdiMdra2or5qDU1NUQiEQKBwGEL2vv/LaXTaRKpDH1GDq/uIJ1OEw6Hqa2txeFwEA6HAfD7/dS99hqlv/gFk55+GsrLObmvj++2t0MgMOjj6JrKrGo30ahCNGMScGkD8rDEkWdUg6hLL72Urq4uvv71r9Pe3s6cOXNYunRpMel7586dA/5A0uk0t912G1u3bsXv93PBBRfwyCOPDCguF41GWbJkCc3NzYRCIS6++GK+853vFKdbAW699VaSySSf/exniUQivPe972Xp0qUDdvX96le/4oYbbuDcc89FVVUuvvhifvzjHx/6F0UIoMKn49NVar0qk2s9xNImb7TEOb3Bi2KbeLT8G/rMSp119njOfmMHfzi7jB+fNoMPPvwwUxrezcUzUchaGqadX44YavaosFOwP49Txe/SiGUh5NDo2dUSY6QTuKWFiRjK7snehX8P1mh7qN+jgw20+ieRr9/Rzjs9JomsRZnPTYNbozYYpLq6unhhoigKpS++SP0tt6Bms3zxhz/k59/9Lv/T1LTPLfH9L5S8uiYB1BFu1N+dbrjhhiGX75577rkBX7/vfe9j/fr1ez3fJZdcMujyXn+KonDHHXdwxx13DHlMKBTif//3f/d6HiEOlaRhkjFtqrz5pqg5I0NnJIXZENjjaveMiT4mtHQwdfMW+v76FAtvuol3Fi2ia/FiwobKzpSO7XTts0XE7st8NTU1RHvCNAbcbO9zHNIEbmlhcuBM0yzWN+ofLIx2ADpSgfHuyd79/727oX6PysrKDuAZvKuQRJ7JmmzO+DCUFCW6gam52JrIUd4TwePpwDAM/H4//uefLwZQv/34x/mPb36TDakULYaBuVvwV1gOLLSKAVBsE58TnI7hB3+F7gWFHMjC78No/x4c7eSVFeII5NPzVYtbjHxuRJ/loKqshKmTJ9DaRHFpQVVVVFXFpcEHe+Ns1d3kNI3jnn4a3YZ11yzBUBxU9CtIWWhiurvBlvkKjVbHoxZ3GR1sgutgH65ut5u6urpRSVAf63pjCbp6Y7S0daA71CMmAB2NwHiopWpVVent7T3g8xaSyHOKg4ylUF/mx6lBMFTBpuYO/GVeGhoa2LlzZz6Auumm/9/eecdJUd5//D0z23fvdq8fd9xxHF2kqQEhUTSSiC22/DTGxBrUqFFjYjSJ3RiTWGJJTLFHTTT5BfWXqFiDFbEEBGnCcXDHcb1tbzPP749lh91rHOU4wOf9eu0LbnbKM8/M7nz3Wz5f1ESCf3zzm1zwxBM8+957NJWU0NraSk6PUF46HFheXg5AQ0NDllTCYOlPLmW474MDHfkNJZHsg9itGlNKnHR1dW0T1bMwtdSF1+OibVvz0/Qv1+ZAgg8bk2hdIdwlk3nw7nu5+Cc/ourVV5jrj/Dhdbdj7dHE1ObM/uj35zXQNA1FUbAoyh7TnxrIWzBcCer7Kw1dEf7bCoGoE7dV5eBSxz5jgO5u5WbaswIQDAYJhUJAKrTWs+I0TX+h6r6aBe8KDg2cVo2uuEG+00JnXJDjsOK2p87J/fLLlF93HWoymTKgnnySv773HhXbehv2FYZMNy2urKwEUqLNuq6bUgmDpS+5FGDY74MDHTm7Esk+ymByI+K6wcrmKN2RBAVakLCai14wnkcfeIDzrrySqR+8jXbbNSz92a9pdXj7zWdKGzYNDQ10dHSQn5+PpmmEQqE+v5h3h6HyFnzRSLe+CScEBW4rnVGDte1J5mhWHHZrnzlusPfCfLtbuZnuC9nR0UFtbW0qoTsYpKGhAZfLlVVxuitkhr8yCzD606eK6wZRHSYW2fi8PU53TGd0kZUSl5NENEJDTQ2j7r0XNZnk2TPO4NJHH+XfK1eiK4rZ2zDT4Esfv6eBp2laL6mEwSDDdsODnHGJZB/GqinkOrQ+Hz7xpEFzMEkgniTfbaEoz0deQSHrtwgOHn8Yzz3+OCd973tM/uQDnD+/lGUP/ZPpZQWgJ4gmsvWj0oZN+ldw+pdxXV3dHj+nofYWfFHIbH1j1SDPma0ptL/nmaX7Quq6TmFhIYZh0NLSQmlpKRaLJavidFdIh780TUMIYVb/eb1e4vF4lhHTEkyyoilCU3uS0kScScUOvA4LB40vZUtdFF1XSY4ezbTXX+eCRx/ljzfdxMsbNuB0OGgNBAY8vsViwWazUV9fjxDC9LhJ9g+kESWR7AfEk6lfwekO8i3BZKqlRFSnviuJTYeCAtUML+S67BwybRqvPfUUX1mwgEfP/hbtB5cyrm4zb69IPSzSobr0r/m0YZP+Unc4HGiaNijjpj9F8x2RmRDdlzBof8gk2uzWNz6HQmc0W1NoOIVQ9wTp+9BisZiV0w6HwzS6FUUZ8Fx2dG+lw1/t7e10dnaa8jWBQCArdymeNFjZHCEY18mxKgTjOuvaohxZlYNdETg/+YSP5szhm04nTJjAy7/6FQtXryWmq+gDTLXP5zOVztPXxjAMNm7cKA2p/Yj949MkkXyBaQkmWdUaJZwQ1CWayDPirGmJEIwbFDg1gjGdhg5BRzjJuG3hBZuWMmTKS0t58fHHuf2440BRWKlW8fOGBnJycsjNzd3tX/OQyst5e1OQcMLoVQG4o5LzdMPX/oRBM8ncV3t7Ox0dHUDKGByKJNr08dJNZdOkwy3DbbD1bH3Ts7fbUAmh7i9yFDu6t9LjLSkpoaCgwNzOMAwMwzA9UZGkSHUQcGiEEgpuh0Z3XJDo6Ea98kTK33qLc199FaqquBC4sTPMvzYFCcV1nBaVUtWgL3XBtJEI2d7YnQ3jSYaXfeeOl0gkvUjogs+bo4QSBnl2lTZ/hA0dfhK6oMBlQcWgIteCEVWYOdLN4ZNT4QXDMIgnDZKag4NLy3ji3Xc594gjWKZpFN14I/nHH0/wf84komPqR/VFPGkQiqe61/eVk5XOywnGDPKc2RWADqu2w5LzTA2gvoRBM8ncl2EYpvfM6/WaD8E9+RBPH2/Dhg2Ew2Eg9RAeNWqUecyhCIvtjJGSbn3TV2+3oWJ/CROm761EIkE0GkUIYd5f3d3dpnRCz3k1DCPLC+q0KLisKh1RHUUXxKI6FR1bOehH16DW1hJyufAEg9xpGFyuC17c9nnwOVQ6IjrrIgYTkjJUfaAijSiJZB8jM1QVjCUJRBP4HBp6IoqmKghVw2lRqG/rItcGMWx4bCpFbov5EE2H+0JxA6dFpViJ8s6qVTz75psc9vHH8PHHfPTxZ7xzzhXUJ3I4fGwhI3Kz+z5u3eZhCsV13DaVqaUuxpH9kO8MxekMRci1CawqFGZUADqs2g6TyDM1gDKNKKBXUnRPGYQxY8YMaQgvPfZoNEoymTTHNnbsWDPMNBTsrJHSX2+3oaK/liyappnXbGevSV+Go2EYWR7AnSV9b8XjcVpbW3E4HHR2dlJXV0d+fj65ubmMHj16h4afzaIypcSZyokKCA7dtIwT7/wZtu5u6keO5KR//YtLCwv5HtDVI08t3wF1AUE0mfKEZYa9pYjmgYE0oiSSfYx0wqndbsdjt6B3BqkLQkmOA1duLtX5NqaUeXj1k88JRHVybSojLHEwUtVYkXhiWw6HQd62X8OtXTFyrVs5YdIk7r7+en54++186aWF+Oo38sEN9/OunuTrkwrNaqF40uCzTdt/UXdGt3eTDwW6zYd8QhdEojlsbeum1OtCBGJZFYDpkJKmaVkPxLSh2F/ooquri46OjmGVQUiP3el0kkgkTCMvs0lzer09yb6eyzRQS5Zd9Ur1ZTgC/eYGZeYI7igHz+12M3LkSCoqKti4cSOGYTBq1CisVit2u51oNNrL6Ms0diBVKXtEpQPbc/9g0hOPoRgGS2fO5JTnn+fhaJSx28bZM0+tI6rjtCg4LIr5oyScMNgca2BGRW6vnL70/ZwpwJluNZO+B6T0x77FvvGplEgkJumE1/QX6Wx3nFUtcWIGFOa6TK9RZ4OV9q4oleUldLTGaWtrw2Kx0NQRpD1sUOSyYLOo5Dtgs2rBk1dArl0jNOsr3PC7R7nmZ1cxbuVy8i47nefO/xHrzjyeUGdbyhBLCgJRHZ9dQcUg1wr+aILOQJjcHh6h6vwRvPTxemI6jHT2rWgeCoXw+/20tLSgKAqlpaV9Cg+mH45l7hwqPZ59RgYhs+1HS0sL5eXlQxbCGsqmzns6n6mvliwDGXz9Hd/j8fQyHAHWrq8h0BkkXzfMPL/MHMEdqfBDyiPldDpN4cpgMMiqVatQFKVPoy+d4xeKJdkQ2kKJGqbQqeL9z38Y/dgjADxxzjn8/He/Y4XTSdO69XSbRRXWrDw1j02j1JEa94ebtoe9mzoCvNLaypFVHmwW1czpS4e5MwU4FUXJyvnLz88f7OWR7AWkESWR7GOkH2jp3IzyPAvFuc4sxXDDMMjL9ZDrdjJ6dBW1pMIFVm8xa9YHqOuOs7krzsRCB7oQuKwqOU4bVk3FY7dQWnEQdz3wFN/69XUcvGoVF975UxqrvLTNmc3WphbiuoHDolDXHcEuYuDMJcdhpb15KwGLmuURGl3i46tjfUSTol9Fc7fbjc1mM39Z9yU8mA5Bph6Obcyszt9nZBDSbT8MwzDlH/Yl79Bg2dP5TH21ZBnI4Bvo+Pn52de7oSvC+/URGtuS1CXCTCi0448YbAmEieqQ77T0ysHbEX3dh5nXMTPHz0GSuqZWOu0ac0a5+eFpp3HK8uW8+5WvEDntNF7bupVIQVmfRRVfrnQSiMRxWFQ62wz84RidIQ2fXcFuUSnO99IeclA4opQ8V+rzkkwmzSpCi8WCb1s/PqvVao5vf7vfvgjIKyKR7IP0JQToUBU0RZjraJqW9RCLJw0+bQwR12FCgZ21bTHWtUWZUuKgPE81f8lbNYUpJQ5UtZh/3vwHlrzyF055/nm+dPI3uKw7hN6cxB4Mkl/kwGK1gWqlqqyYmVX5lPlSpeY9PUI2i4rNQr95Hmk5hfSrp/Dg9jJyw3w4frixg/FOA9tO9A8bKtJtPzLlH/bHsEp/oULonYMGe77ibrChytg2YyYQS8kKNAbirG6J4jCS+EWUiUUO7D1U+AdjRPV1H2Zex0ztLZuwcdRr/+Kt477JIQcfBMALjz/O72tr+WpLCwldZHmX0gbdcZNLSEQjJIIBCkpLCVgshLo7iEYTdAQijMhz0xFOkOdxkpfjMsfd1tZmhvFtNhvd3d00NzdTWFiYZeBKPbV9C2lESST7IJl9sIQQ5i/3gRSa0yG4VFKrhtuu0R5KckiZi2QgnLVuscdCvstDS4dO9JtncOUFF9BYVsb1ZVBlc3Pr3xYSKzoWj0PjsHIXh0yuyPIw9fVF3lcTXKBfYyMz7yRdRp7n1MyHY0coTkhNgkEvvZ99rQy8rzDVzuZM7a7BMpg8of5ChW1tbb08RIZhmFWImTIPaYNyV67DQKHKzHsqtM2YyXdqdMcgEDUIxJIUOKErDmtao3isKnqPHLzdJZ3TFKmtY/7vbqF0zQrWNG6Ar/0NBfjbe+8xJT8fVDXr85Zp0IUTuum5zAx1VuePYNF/N/bbyLtnGB9SRmZfKudfZH20fQ056xLJPkhmH6zML9WBNJ2cFoUch0ZNSyqpNRAzyHdZyHWodPQhmmyzqJTm56DrLs5rbubg/67h54dMYtrKD/nuDT9gzZHzeP27V8CICoSeIJkcWNwwU5cHessZZJKZZJvSvkrJKHRGdPKdCq2BGF6nDT0eoaUzsMNcquEmHabasmULhmFQWlpKMBg0FahVVWXkyJFm02hd1/eoREB2KLR3ntBghCd7eog6Ozvp6upi3bp1hMNhs7rN6XRSXV09qOuQTCYJRmJEEgbFwRBOm9WsuhvIAHNvM2a2RnSiCUFnVMfntJBrT5Kba2ddR5y2iM5BpX3n4O0qDovK0e//C/d112CPhPHn5PDS8cfzQyG4YN06WrbNG2R/3vKc0LrNoHNZtV5eYkiFvY+qzuk37N0zjA+9w6OyyfC+hzSiJJJ9kMxflplfqgMZMTaLysyqfJqbW+iO6bgtChPzNRRDJ5lMmg/IzF/8aa+CUDSc9X6+vfwdypvWE7damfT264z49GNqLr2UOvd3KCwqGvCLur8k456hv3jSYGVGGKQrkqDZH2VikZ11bTHzl/rM6nwCTQESTvuAuVT7AmkjpKOjA7/fT0NDA7quU1xcTDKZxO12Z+W39PQ27E5+VV+h0HSekE1LyR4MRniyp4eopKSEvLw80+ipqKhg8+bNaJo26Ouwtq6Zl1Y20uEP8Z+1zcydVEaxx0ooFCI3N7ff7ezbhEQbmxrp7hbk2DVy7RqGAAFMLXUwY4SDKeN9OG1KVihSVdVe1XWDYsMGuPhi8t98E4C3jziCc/7yF/5eVcVhhsE6Urpt3VEdt23bGDM+b2nv0kDSBTsKe+8I2WR430POvERyAFGWIb6YiIaIR7qx+koRikbt1lbsqiAai5kPAuu2h2xUh4RuMM1r4fPIwVz6u2e49I+/4JBlyzj0jl/Stuy/+O6/HzKMKF3XTQ9HPOMXek/SIYi0PEDPMIjPY2d1q44QMGukC4HKwRNLsVs11rcOnEs1GPaGwnbaCPH5fLjdboLBIIFAwDSqrFZrVn7LQN6GnaWvUGg6T8jmtJiiqyVlIwclatrznNLj9Hq9uN1uc8w7ug7RhM66Dh3F7qYw1wC7h61JN1PKijC21O/wvMp9To6ocrPZEsDpy2Vta5ymdkGxBw4utGKJh6ir3Uhzc3Nq/fJyLBYLMc3FOxlezhIlQbGnd7FDFq++ijj5ZJRolLDTyU233MKa732Pz7xePIBBytv3UbOOLRDEbdeYWupi9pjU5y3TuzSUOUsybLfvIa+GRLIf09OIiUajYCRxWxUUmwfD48LqLWbt+m5CcQPdEASDOgXJ1IPg4GInRW4NhwZOq0YwrlOVq5KwlfDKzQ/yztJ/8f0776Rw0SJiU6cSu+8+3BddBGyXLWhubqa9vR2fz2c2iU2HqzRNo6ysjNbWVtxuN16vt1cYZENrkPquBEIIvI7Uw2lPChHuTYXtdOJypsdAVVVKSkp65bfsKdKK2pmh0HSeUGZLngajkxJFodC1vTptKB/I4bhOOGFQ5LERMiy4c2zEdDBU66A9iTZNxa6Bx6Yxq8JJverH6RLE/e20dXXg9XpRFAUhBA6HgxxfPq+vbaMrHCffqdERjNEcinBkVf/HM4A/z5zJN/LyWH3QQVz8pz9xm9XK91pacG2TRYgldFY2RwglBEV2jc5YSjftkIP03fYuZSJznvY/5FWRSPZjQqEQW7ZsMR/OW7ZsyTJYDFQ+bQwR1VW8TpWPGyJEIoKKEpVALBUG+sool1mxt7I5SlMASl1WppQ4MI45hhfmzaPgttv46n/+wykVFZwAXML2cvH0OIQQNDY20tXVZXo4XC4XlZWVROJJoklBPGlkhUHaI0n8Ik6+S6PAqWWJevb3UNrZZse7K16Zbn2jKoJAPHUOO8IMkwqxUxV9aa9ZZt5SNBrtUyE9/cDFSDIxX2NVi05HOM6YAo1Z1ak2OJkteVJh09T1tlv2bDg00yuZPkdtW57b1kiqXUo8ojOuyGo2SB4Mmd6fhAEBv47PC07NTbHTYMSIUhRFIRgMEolE+Gz9f1nVmMRjg4iuUpLrZWvCMBXD02gtLfgWLuSTu+9mJoDPxy8/+IBvVFSwUgjq16/PWj+0zSD02hRsFpU8VcEfMwgPIly4M6FFmfO0/yGNKIlkPyPz16rVas1qu6Gqqql0DNkVewndwKpAQhEokCrLjqYSd2GbKrPTRZ01QGW5C5um0hSEKSNGUPHaa9z17rssmjuXRcAPVJX/vPU2vuIyGF+N2+02O9KnPS9pT0dHVPBBQ2xb+5hYVhikJZRkY9SJCCWwapDn3P5w6suI2tpHs+MSj3XAcN3uiFemPTlNgThtIR2HnmCLHiSvLEJFvnsXrt7ApL1mDQ0NNLd14MrNQygaZaXFvR6imQ/ckflW9FAXMR1mjHRQ7nPSEYrjj8TItQk0dHw2hfXRBF2BCF6nxWzTkp6LnQ0pZhoHPcVU096+Cfkumls0GgOCMp/KzOp8NEX08rT0dfxM70+eVeXjrREiEYOvFGsEYgY1QYVJqobdmtJUqqysJJY02BQNEowLnC6NkKHhsqo4LKnPgxKPk//EExT+8Y9ooRBXzpwJ3/42CrCospKDAENkG1yQSnR3WVW2xAxy4gm6IgYeu4pqDKy837OAYkehRZnztP8hr4xEsg/Tl3u/s7OT7u5u0yhoaWkByBIsTOdlZIbOPDaIGSKV/2QIAnEdj01FVSEQF6YqtMemmJpSaZyKwo/nzuVU4DDA0trKIdf+BFc4zLLjTiX8rTOwbmvVYbFYsFqtKYMuQ0sn16bQEUrw3y0BDhoTBiOJzybIFRqb2lIVhZ1Rgxy7ZnorMhsgK4qSlZCeTqCeVWYj0NW7Rczu/npPCy92RfTUK5bEYQi6IqnlRTmOPVYVlibtNdvSEWJDLI415CQadODD3ue6fVVwFvhyiUajaIaOEQtT29iBlgxhbO3AY1Npb4njV1P3Uqb6el9VlP3R0zgoFHYKCwt7iViqqoqI+tlsCVA10kO5z0lbWxstLS10dHQMePxM7w8oWT8A8h1aqiddQuCwbhf99DjtTC9X+KwlQjAhGO2xk+dyEInrJJ96mlE33oB9m3fng1mz+Hz8eB4Hvp1MoieTRLfNZc/qRbtVY0qJk5bmJFvb/JQV5zG11EVr09Z+qxT7LqAYOLQow3b7H/JqSST7MH2593VdN/V7MunryzezYq8pEEdBQQhY2RRlbIGdshwrS+sjNLWnVKGnlDj6HEc6xFQObEro/P6zOt445hhOff55vvTv/yW4eBGN555H9KxvmZpCag8tnWQsjB4Nsa4pwpvvBsh3pvKHJlb4aGtT6Y7p5NhVJhfZEXqCjR0B3tzQRShu4LaqVBc4CCj2rATqtmAcoaYq38LhlBZWugrO4ej7XPo7v57erM5tnhy3TUUXUOKy0BlI/R2MJQYt8LgzWCwWErpgbYeeCke5bYQTgo/ruin2urKO118FZzAYNPsOuiNJXFboiKqU5dn50igfedvssba2tiz19cG21OnLOGjoinLICAdehwWbVctSmDcN822iqT6fj8LCQnRdH/D4ae9PQ1yQgyAhICkUBGzvSWft3XQ55VH1ENPBV+xl3Z8WMuWJB3Fs2gBAY2kp1/761+gnnMCbeXnkAm0ZeXN9VS+m9zt7pJ2c/EImTxhryjUkEok+PVF9FVB83t47tCjZv5FGlESyDzOQe78vo6mvyqAyn5PDK1y8WaMzpkBBccdI2KzYLAr13XHCCYMcq0IwrrOyOcp4hzCruNKesEzPQSipYAm7WP0/l/LR8ady6p8f4Esff8y43/8O/9NPETvhBKIXXIC1rCzLE4ZhoSZkJ2YYbI67yS9wUuSxMq6iGDUeIhzXcVpVYpEQn9ds5F/LG2jrDlPic9IYVIjEE4yq9NES2a7LoxkJOloaWdfcSEdHB/n5+djtdnw+HxaLxTSM0mX6QC9B0GQySUdHB11dXabGVWlpKYaiougqobiBpkBzOIkVQXsoSWmJtscEHnuS6YGxW1QKdlKVO33PJBIJCgoMxpQL6hubGVVeiNuREm/tK1drsFVlPY0DQ1FY2RShO5KkwG1haqmLcQNsnz5uz/Bdz6bUae9PV1cXoYTB2AI7AX+McNwwe9L19JimsVlUFEWwbEsXhz37KMWbNtDl9fKbn/yE/3zve9zh9zOirQ3PNu9XZt7cQNWLdqtGYY4Tr8e93Ujsp1igl45UMJYVWpQcGEgjSiLZh9kV976u6706wEdiCXTDoNhlIZCEPJdKczABCEo8VvwRHZsqCMSSxKwQDocJBoPmA8/v9wOpRPE8l4dQ2E1tg0F56Tj+fe29vFz/KWf86X4mrlvHtGef5aof/YjvqCr5imBmVT4Njc2saIqjqipjfRoJobK2I0lxrjN1DIuKRU39+re43eQUjkBzdFOMQVG+D58OwYTg4HIvHe1tpi7Pl6qKKXRpCD1heja8Xq8pEgmp8B6kkt+BXoKggUCAZDKJ3++ns7PTDCsV5edxVImHFz8KEU2m8nACEdgaSDAqnqQ9FB+w8e2ukumByUsaWdV2gyF9z6TDulYh8DmtOG07/3VvJq+DWQWqCYHLqrApopNjF6xt68IQUOBKzVG6MGBHSf/pcGJra6sppLq1qQWL08PobTlxxR4LXyrR8BZ4cFgVmpvC5v87WoO9dyoE7nfeIXDwwfyzpIxbJlfx1d/dy9dffZWHrrqaE1Zu5daNjeR7rNDDq5fOm8s0onYntNZTt210kZUSl3OfaGMk2XNII0oiOcAIhUIEAgEzN2jLli2EutrRDAsdUYVENEFb1M+IQh8IhbWNHbQHYuiWIPkeB6PtApfLhdPpzMpvMQyDTZs2oWkaXxlZTGdnB6G4TrHTytQjjyT/0gu574knaGtu5sEZM3gQ+EZ3N4/+7985fOQYur028l0a8WACt0OjOy76DG1omkZ+jotcp5WGoEqhUPEnDHLsFqoL3dCHLk+6es1ms1FcXEx+fr7pWamsrARSxlP670xBUMMwMAyD2tpa82E+duxY01tyZJWHrkiSpVuCbG2NMXaECxV2qvHtzpDpgemOGozpo0XI7hLXDQJxQSSeGFDJvKury/RCNjc3m8ZFOgTbFk6iKXYmFTtw2TQsmjALA/pqRJ15/IRqpyS/ELslle+WluKIBQy6VjYxszofSGmZ5Tq0Xv/PwjBQFi6k8pZbcK5ezQ233sovbrgBgHe/ciQT4y7O+M96WgIxPip0mVIaA3nM0mTmJab/n66Y3FEyflq3LZoUHDS+lC11vfsTSvZvpBElkRwgpL/grVar2QFeVVMPqEQigTVXZ1VLnEYsjMjL5YTDxhFPGqxeFCKKTqnHhs+pUdNtMAkFVdWI6KBoVhzbjJV0qCVT1NNpVbFbNfI1jekzZrNoUxtfqm3mo9ElbNiyhYLvfY8cmw113gks+/r/ECwsIBbVyXVoWaGNTCFIoSeYmK/R0WHQHopjt6iUeyxEYzEwkjhUspoxZ5LpiQHM3Kj02DOFIrNydzIMsazlFhWrpmAYUOxScNm1fkNsmYnwaSHTXSHtgckr8jBlUu8WIbtDSzDJiqZUHtz6QCfd0Q0YwTaEECR0QcxQ8BUUUVFW2it/KW1EpUOw/phOXdxN3dYW4kmjV2FAXzR0RXhnU4jGNoMtepxpI5zkOS2mFEe6aODDjR2MdQwcYlRDIXz/93/4nnoKbdMmnEDI5QLAl0xy2+r1dCzfhOLIoVtzUZyjUODUaA3rfFAfYsqEOD7PwLlz6bxEu92OxWKhra0Nm81GYWEh+fn5O5zvPakjJdn3kEaURHKAkP6ydzpTIaZ01V5eXh42m40RllQvvTprgKqRXqpLfHSE4ozKdzDCFqe00IluGGxp1altj1DXlSSiCzbHGpgzvoQRudkVYpkhONhekk4wzoWrN3P8yjpa9Xbenz2bOUuW8KWXnuNLLz3Hf2d+mS1fPxXficeYoQ1d1+nq6iIYDNLV1UVDQwMAY2wB4lYLm/06bzWGWbm5nQn5GoUutVcz5rQnJd0CJNOrsrsVT06rgtOqsbU7FWJr7o6S49BQjQTRaOpBv6UzzOKNASJJA7dNNYVM061Ceupa7UjvSlMEDlVH6Ami0e0aQ7tTwbW9RYxOjlUhrljYmnQzIR86wwnWtcSJ6IL4liiqK5K65pqFiKEhVA1FUYnooItUonihRaWistAMsbotCuN9CtFwkHg0ZYSGQiHi8Ti6npqDDzd2EIjpGXl4EaaVuno18+0IxYlq/SdhVz/8MOX/+hfWYCqs1+X18sAPfsD/XXIJP4/HeX/9eoRFUD/ChpabS23MhQilvGTNwSTdUZ3/W9HIMQeVDhiWHUxj4DR9VdPuiw2zJXsOaURJJAcI/SWhZ1Y99ayUcttSPcka/Kkv/CZ/FIdFZXO3TnOnH69NoakjwNKNFo6bXDLg8XsKEhZhoMa8FP/7FR5+bzEFjz7KyS+8wCEfvschH75Hx+Mjqfvzn2HMGEKhENFolBEjRpgilUII7HY7rYoLi1NQqAp0q5MtcYXKEhcOh4NoNGomjWfm2KRJV1jtrlChTVOZUuKgu1uhO2pQ7IwzQtP55KNaAAqLS3lnc5COQIRSn5PWsM7SLSHGF9r4uCGJs7ub2mg9M6vyKfM52NIZ5s0NKV2nvhoGQ++coT0h3eCP6rSHkxS4NOIJBbfbSsxQiBpqqiLQUMh3WQnEdJZubGdaee42r1GSz4IBVAUsmpqledSz1VBnWyOvvbaRYDBo3o/xeJz8/HxCcZ1gLEG+UyOUUMywrqLQq5mv12nDYVUIpQefTIIQ6MC7Hg8eu53vBoOsGz+e+6+4grbvfIcL29v5pt+f8mZu28yqKRS6LXRpVta1JGkKxGmP6BS4LEQTeq8+gz0ZqDFwz2T8ntW0afHbfa1htmTPIY0oieQAYWcq9tKk8286OzoJJRWKvS5GeW20GB7KSIWqioq8+KPJftWZ40mDqA5FKtg1hc1hgRGIs6EjJanw0edtTCgbTf4vf8kzP/whrc8/z3eeeAI9FmPWV7/KdEXhgvx85mzdSsX06VkPp40NLcSjKkVujZBhQbUKWrrDrI01EfJ3UV5eDqTywBwOhxlyEkL0qrDapaa0GWSG2CaNG42mCGpqUu/ll5Zhb2+hlFT1WnMwyVZ/jMUbQdN1ymIRQvFGNmzYwPRCldpELo3t3RTl2Gnzh3l3XRPzDyrGbtXMPJvM88nMTdtVL1RLMMmnzRHquuNs6oRyu07cpjO2SEMIevXfawnEea+mnUBMx6nBhvYYCMGMMidt/ggNgQBfGeVOaVIpglyHhmHz4NoW+m1paTE9hY3NrSQ1BxYFPHarqWKeDuvm2jUqSvJpbGymIxynMtdgUpGVcGsEtaaG/CefxPfiizz15z9zxzHHADD+uuv46xlnMGbaNL7j9/Mlt5uapib6utvTSd61W5rojCTx2VWqvJaUSn4wQmcgTIGntxbXztLzh8xAEgiSAwNpREkkX3CKPRYO9iVQrRqjK1LejqZNAbZ2BCn1uugIJ/C57X3mubQEk3zWEiGcEHza3UBzIEFDSGetP4zXqXJImZtQQmdFe6rdyPTCQrYefzyLvvlNFgeDxO12PgQ+Gj2amnnzUMNhck88Ef2EE4hOmIDLquLUNTqiqYeurlkoyculyK6YGkMAGzduJBQKmSKfmUaUxWLJ6iE36Ka0fZBObHY7Uw9cm82Gruu4bBoeu4V1TXGag0naQ0miiVRjYJcqMBQNw+oEAZYcB464h6JoCD0WpW1LDZuSCuVqF15HSn07rbOVPp908+VdbVSc0AWfN0eJJAQTCuysaY1R0y04PD9lXHQ3h3v137NaNBIJnXynRltkm9ilniTQ3Y3i76K1O0yVLRenzUIoFMLj8aBpGk6n0+xl53K5UsZbp4YtHqFRtDKq0EVjU0rFvDQ3ZcTbLCplPieHFEFbZxh108eEnnqb6vffp2DFiu336uLFcMopeJNJvhuNMtNmQ1uzBktu7g7noMzn5KvVHqKRCP5QlM6WDlq7/FQU59HWmEQrKuizsjVtuA5m7nv+kBlIAkFyYCCNKIlEQo7LQXFxMWOrq1BVFWd+mBc/XEdMh5HOVHVYz3YdwUiM5Q1BQknwOa2sbPATDCapzlHYGE4lCOc7NArTIoMJgdWeejAVC8HlJSWc9MYbLC4p4Tm3G08wSG5bG7mPPgqPPkrzxImII47A9/UT+dBeSlNAUJq7radfMGomgAMD/tJP5+HsjHL0zhAKhWjcUo/atpWutm5aYk7smsBrtWK3aHSHklgtCp1RncIcK0U5DoJxB20dDqw2QXd3FBIhulqbyR1Zht/vN+UYBkNfeTiQyjNL56tFdYgkdPKcFmyagtuqUtsS5dByJ2U+J5F2lSklTj5riZjyETOq8li2qZPPW/VU0rkAVAueXDuBmIHXbVBckCpg2LJlC/F4HEVRTOFMSFXhrWyOEowbVHoFbf4wiWSCGSVWyhQYVe7A7dhuzBYaSSb/6jZylixB25Z/pKsqrxx7LI9ceCHKwQfzwsqVfLmsjC0AhYUkDEgIdVAeRo/dwperfaxsDNPUIRiRl8uxh4xlZJ4LVVXZvHlzVmVrZu+6wSSRS754SCNKIjmAyXzApoUEo9Go+QJMr0dmVVp1iY2vjvVlSQm0tLRklbsHE9DSqVPkdQI2bJqKRVNwWFWK3RY6ozrBhIFIiwxuU5d2OFIGW3V1NaqqMkrXOS8QYMk771C3bh0lTz3FN/7v/yhZu5aStWvhoYcI/PgavMedyNSi7T39epJO4HbbyKqMS+fhDJVytNvtprKykkQigU1JsibsIZwQdEQMGkMJbBp0RQ1GeW3MKFPx2C3MLEvpBwWiDsqLHBSrGpUjRzB27FgA1q6vIdAZJF83cPQhSpmprt7e3k5HR4dpSNbU1CCEIBgM4nan+vvZFAOnVaMzopPnUPHHDXx2lVz7dkMyU+k7fc2tqkJjUyONARhbYEdVIGYoeJ0WvKpByN/FsmXLTH0tRVHweDxmDlAkIYgkdFxKknCwm4S/m7o4OEpU9LAf0ariaGsjeMghvKEo/HbyZB6uqcGXSPDp1Kk8861v8cFpp3FsJMLNNhut2woOmjWNYCRGZ9JGTUecuCFoMFIexkLXwMbxiFx7qsDCETELLNIhZLfbjcPhMEOnafoKofZlvKa9Vj3XT+fsDWZdyf6FvHoSyQFMZqJrJBJh8+bNQCrRt76+HiFEv16PnqXZPp+P3LwCuiJJvPmF+BSFzbEQoSTYEMR1g6QusCiQ41DRgUjcoNy5TWRQS4XZdKEQMTQUzYqmaWb+0+hEgq8ecwyfV1fz1PXX0/L228x48UWOeeMNbjvxBN6eeyS5us4vXn2VY/7yF1xf+xqMGgV2Oy3BJB8169gCQdx2jYOLnZTkpDwcbpuGx26lKTI0ytHpvm02m41cp43ZRbmsao2CmsBAwWpLUFnq5OTDqzC6t4l8ZiRj2y3Q0brds9bQFeH9+giNbalWPNNGOCnJ2R4S6spoUQKYzZ69Xi+QMqq2bt2K3+83vSfRWIyqPCsbOxN0x1KK33lW8IdjdAfDxONxU17CbbWY17zc5+SIKjebLQEqy3NQFZVIwsBugbZmh9l02jAMioqKSBgQ01MeKMMwsKBjVwVtSRWfw00oZjA2vJVDXv8I1xuvk79qFd0+H2OamzE0Dbxevvfww3SVlfGNoiJ+XFRE8+efo2saoysrYZu+l9VbzIfrA3zW0oUQMKnYua39TNhsPzOQxETPAovMa5m+nj3DdztKIs/0WvVM/A+FQmzZsgVN09B1nZptyXT5+fkUFBRIY2o/Rl41ieQAJjPRNR6Pm1/UaTFJwzDMfKId0RxMsHRrnMY22CpS+j7Ty3P4rCVCKGEwpdxHqzVOKBhjhM/GUaNtuK0wcWweW+v9xONxWkNJPmxMYg8GqU824Qr5cejhLGHQrtZWShUH4apZvHn2RF78yS8IT0l5aPyaBi+9xEHPPAPPPEPsiivoOupo4pUHISoOwjXFSyCWKuPPc2rYranXzOp8mpqbTOXoQrsdPRGju7vb9EKEQiFCkRgdoXi/sgODodhjId/lIZIwUBTB1q0xRo5wMsKjUdu63RORTsZO92oD+pUAyHNu/6rObFECMHr06KyE87y8PFPzSXXmEowbfNoRxxYLY9cUJham1M/fWRVndXsz/1nbQokWoLrEh6Io5PbIL8psSq2qKf0rIYSZswUpT01nTGFVa5RQ3MBpUfHGoihKO9PKivB98gHj/v42Y9Yso6ShLmv/DaWllG3dSnDkSK5qbuaY6moKDQPF78dbVERbhmFjs9mIJw0+bQzRHTXQAENR2OpPkJcnstrPpCUmhoqBWjL1JO2t7OzspL293VTMV1WVYDC4282yJcOHNKIkkgOYzF+4NpvNDO94PB7TeBhM5VA04+Hutgi6I3GWbdGZU+lkVpmdmC44eEIZmzbH2bwlTGW5i3gkTFdHFx990ERXVxfuHC+ftAr8kSTj86ErkqDRrzKnojBLFT0UjfNZXZhQQidfFYjOBOe89zk32P1sGVtNyxFH8GgoxPxFiyhrbKTkxX/zNf7N14CtZSN54HdPQ8KGP6Zj01OGSXkP5ejlnzazZmMzq9Z+TiycKsXvjCus7zLw+p00ipTswIhcu5lsDClDNBQK0d3djaZpWVpUmaQFOoUQWIwYXe2tfNDeSnt7Oz6fzzTa0tcj7eXoTwIgFEv26vkH9Ok1UVWVrrjKR0068aYOunFh01VKrUFa4xBPxHE6HMQVCxWFXjojOk1Rgxnb1MN3xSOSTlwPJQyKiOP470q2lJZRPGE09ePGoP3vU8x5/YXUuhYLb82dy79OOokPjjqG8bj4Q3uQ+SN0arq7U3Oh9O9FSvfuK/ZY6IolCcYM/LEkn9Rlt59Z2ZwqZhgqdsZ7lL5OJSUlZtgTehvAkv2PYb9yv//977nzzjtpampi2rRpPPDAA8ycObPPdROJBHfccQdPPPEEDQ0NTJgwgV//+tfMnz/fXEfXdW6++WaeeuopmpqaKCsr47zzzuP66683b1ylnw/ob37zG6655hoAqqqqzNBHmjvuuIPrrrtuT5y2RLJX6St/I93uZDDtLMIZD/eOYBItESJm9SFUK4GO5tQ+w8Esr4XV7TaNjvz8fJy+QqJNzTiUOIYep8hj5/N2gaFYsnR3dMVCVId8R4YhEdMJJ6NMqK3lqIMPprGwkJcuuoiOYIjQBx9wzKuvMOf99zEUwa9OOQIUhbLuMH+++GJqQhGK536FnKqR2CZMoD0U57+t4E94cVh9lPj8jCwvZlNdlITFT57HQXckzpINLRwzPt8UAS0pKSEWi7F+/XpqampwOp24XC4URckS/exJWqoAUmEdIQSNjY3Z4bZt+Wnp0GNPCQA9Hsnq+VdaWtqv/lBa9DSuWCj05dLu11Aw8HnteIVCcyhJPJrKiXLZrFhUjbqwio6GzWbt9/uxPyxNTeT/ZzGzV3xO2YZVFNesw5JMcvLzz3PdlMkAHPY//0MwEOCNY47Bfthh5DbFcH9exwVbwnTGgmy2a8Qm9J8YnplTpAmBXRVsDccZ4dJYF9VJ6ODWVKoK7dhUQa41ZaQHIql7O93mZ7jJ7NEH7FbFpWTfYFiNqGeffZarr76aP/7xj8yaNYt7772XY489lnXr1vX5pXT99dfz1FNP8dBDDzFx4kReeeUVTj31VN5//31mzJgBwK9//Wv+8Ic/8MQTTzB58mQ+/vhjzj//fLxeL1dccQUAjY2NWft9+eWXufDCCzn99NOzlt96660sWLDA/FsKpkn2V/rK30g3Fc7JydlhOwtXxsNdaBaE1cPoEUWMqy5ii5byoni9Xjo6OsxtNE1L5VHl5qbEIitG8d+tUba2g6rZ+s1N0hSBMAyaAgksiSThUJwcm4rbqlFQUGD2visG8sdO5FX7KN6aMo97roiDFjO9GI05Dg5/7SUKOjrg3/8EIGGz0XDQFGZUjiVy0FQ+PuxoNoWtuKIq6zp1YjEFtTPB9AKFls4AG2pD+Hw+cnJyTPFPr9dLTk4OqqqiaZqZj5R57plkhr3cbrdpUKmqav4/LRBqt2ocWpnLli2CpphOqVswMd+C26FSXl6e1fNP1/U+vYhp0VOfXcXrslGiWNnUFCamq0R1QZ7LCkLQ3JFSX++I6jgtipn43xcJXdAdSeJWBVZH6h6yrFlD5Xe/i2dbblYmDWVl5G0TeD1SCOZVVDD2Rz/i6GSSrs4gb28NYGgCm0UlT1XMfnuZZBpO6SbRqqritGmMTIbZGAsRU21MG+GkymcnbPXy+cY62iMxcObidVkJdXUQ6O42tcJ2RH8q8juTRC75YjGsV/+ee+5hwYIFnH/++QD88Y9/5MUXX+TRRx/t0+Pz5JNP8vOf/5zjjz8egO9///u8/vrr3H333Tz11FMAvP/++5x88smccMIJQMqj9Le//Y0PP/zQ3E9paWnWfl944QWOPvpoqqurs5bn5OT0Wlci2R/pK38jHYJSVXWH7Swc2/KKUpVaCmV5Vr48vgSvx0nLtvX7ephommaqPdstKpOL7XT7oTOaZFS+wtgie1Zyb0NXhA/qw7QHojQHYuTbFap9NkoUP4FgkLZAlHGa1Rxjfo6bXGcAS9LgsEiYhM3D4QuXELBa6CjN5Y4H/kTOupXMWrqUmR9+SH5nJ1XLP6Fq+Se81dXIXTf+iNEbG1keTnDOC3cSsLhpGzWe2q6DmXDYRMZXl5pJ1unE67T2VE8tqsHQM48o/f9Mb4SLGBPdEUY7bFSW59LR2kJHBEaMGJHlwci8TpkVe5pIYFcMtkZ1fEmdPLebDruFcNLA60gl3QsheDfgpzum47FpFNgUIgmBqhip821rg88/h9Wrcb/1HlWrVjNicw3/vPAS7r/hpyz35jDWamX95ZeT1DQ+nTaN9+fM4f05c2gcdzClVjeHdzZx7dq1jBs7NitM17OFTmtEx25R6ZkHnk7GttlspnaWEAKv10tVVR5uiyCmCzx2K3arhrOgkLbWVkJxK1VlxRw2ykeopR4VwwybDkSmllhPFfmdSSKXfLEYNiMqHo/zySef8NOf/tRcpqoq8+bNY8mSJX1uE4vFTF2YNE6nk3fffdf8e86cOfz5z3/m888/Z/z48Xz66ae8++673HPPPX3us7m5mRdffJEnnnii13u/+tWvuO2226isrOTb3/42P/zhDwf8sozFYsRiMfPv9C99iWS46e8Xc/oXds9lfYUYMiu1qkZ6Buw31pP0A3FkvptZI2zE9CiVORES0RiQEq6MZug5jS5043bYsFsUTp89ntWf1/B+R4L6FkHXqu1imfYs4w5KXVbGFthZ2RzBtbkDj6OE8NRy3pt4BO9eo5EQBrGNmxm1ZiWfjx9Ph9NOx+QqPvf7+d+Xns0ac8JuJ1hdTXDsWJSvfx37BRcAKQ+JCIUwHA4MRSUhtF1WQU+T2ffP4XBQVJAHQFXFSLRtDUy8Xi9dXV19bp9ZsSeEoNRi0JgI0xpwMmlcKdN9PjxWBee2xsgikeAIpY3Czq347S7ewMcGEcEe7eQHl5yFus2LpAKVGcdxbtnIcm/KI18zZgzfeP11csvKKOns5CiHg7k2R6p6Tw3TYUTpy7eV2UJniz9Oe8Sg0G3hzXWtWRIF6WTsnvdiOiTmcdpxbTNsIVXxeFR1zjZZjgrsVo11Xc1YLJYd5v1Fe2iJdUfiZjsYh1XbqSRyyReLYbsD2tra0HWdkpLsflwlJSWsXbu2z22OPfZY7rnnHo488kjGjBnDG2+8wcKFC7Pi3ddddx1+v5+JEyea5aS33347Z599dp/7fOKJJ8jJyeG0007LWn7FFVdwyCGHkJ+fz/vvv89Pf/pTGhsb+zXGIJUzdcsttwx2CiSSYae/X9h5eXl9rt9faThsN8iSyaSp+iyEwGKxmA9EIKOqrIoNtZvM5ryRpDD1nKwalHpV/DEDQ9VSfd10lRKXxSxlP7TMReW2pPG0cef02fi8PUYgptMeTqltHzSqmGK6MILtlJaW4pw0jUUjDqZQ07h46TravRp1mpWf3X47U1auZMrKlUxYtw5rLEbemjWwZg1/Li3lYpcLpkxhTnMz75WWEszNpbOwBH9hMbVlI7EW5lHutGKbOZPYYYelJkUItFAIhBgwWbq/vn+xWAwdhWA0SSiaHU7KDOf5vF5cioJoagK/nxEWC55RHvJL8pla4SHyw5+jd3SgtLXhaGzE3djIQdu+N5/6zne44cknU9c3FuNH3/ZjKAqbR41i7cSJrJswgdUHHcSWCZNQi8o588PPOcmZZDI6VYceyoYNG2jp6kp57Y0kDlWgMnCeT7HHwvRCldVhLdVayG01RVC/MsqF3dK/1AD038qopyxHXDcIxAXxZP+tj2B7zl9m25vOcJJIPNX6SIbtJP2xX90V9913HwsWLGDixIkoisKYMWM4//zzefTRR811/v73v/P000/z17/+lcmTJ7N8+XKuuuoqysrKOPfcc3vt89FHH+Xss8/u5eG6+uqrzf9PnToVm83GxRdfzB133IHd3nePpZ/+9KdZ2/n9fioqKnb3tCWSIWMwTYsHS3d3N+3t7WaYqqmpCSEEOTk5eL1e8zOWNtg6ooL36iJm+GRGVZ6p5+RzKHRGDdxWlWg0jj+SwGMx0IQBySQrGsP4ozrNoomZ1fnYNBW7Bmtb44QSBmUeCxYEdgscNb6A1oYgzcFUeHF0iY+jqnO2aTQl6NjagOopZOWUeSyv+BIrLh1B+ZQqEh0tdG/YQHtNDasmTDDPs22bN8jj9+Px+2Hj+qx5+MMll3DNWWdRFY8zsbmZ//3GN0haLMQ8HkbY7SRdbgyngxyrlabjjmPtRRfRXVxMqc3GrJ/9LGVsqSqoKrrVAa2duGNR3pxyCB9/8xuUFHrxbtnCSaefji0cJh4MYvX7cSWTTNo2hkXf+hbnP/YYrQ4H1nic+NNP97pecauV+ooKWrblZQHE7Xa+9s4HTJ40nsm+XKrjSSKLV1DQ0MqhQTud7S14bCpTqjzYrTZisRh+vx+Hw4HD4TCvuc3ppiNiYAsmqOjHS6dv81MVOFQ0dHw2hfXRBP5wDK9j942WurYAizd009QRZ1O0G2deV5aqeiaunlpigRg+d0oKYlfpL49KJpIfWAybEVVYWIimaTQ3N2ctb25u7jcPqaioiOeff55oNEp7eztlZWVcd911WblM11xzDddddx3f+ta3AJgyZQqbN2/mjjvu6GVEvfPOO6xbt45nn8124/fFrFmzSCaTbNq0iQkZX6iZ2O32fg0siWRfpK9f2Lv65e/1es1E6XTis2EYfT4M40mDlZuywyfL67qYXuE19Zxy7CqjPQbhjma8LitbgiqivYuacIRkMkmh00V3JM6HGzsY6zCyWpvosQjWZJjm9jAffhjGY1PozkgwtllULCqmRlNKrdtFXUOAqjyVg3NdqL5q2PbdIoBmYCNQM3YsP1rzOVs3b8Xl70Dr7qC4qZGRW7ZQ2NbGx4cdRkjTWOV0Et2Wp2RJJrF0ddEzM+ffs2dz6ejRMHo0eR0ddLz8cq+5Ktv276qxlfzm2K+mxh+LcWE/HvuAx0OrxULrNqM1YbNxw6230u310lJcjCgpwVFUhG6zMcruoHNLgIv/8RZT3S78UZ0cu8YFTidOwLCoOPKsvNOibLsmqZwqgO6oTqnL0+uaNwfiLN4SYXVjAldDO2tC9Uz09FYSd2jgtGo0+cPYRYz1jZ0QDxH05BK3qL30qvojfZ9lKoJ3B0O8+VkdTZ0BvHaNiKHw6vKNjLUF8OV6ehUJOXpoiVUXpVodOfroFzlYdtbLK9k/GTYjymazceihh/LGG29wyimnACkX7RtvvMHll18+4LYOh4Py8nISiQT//Oc/OeOMM8z3wuFwn1oqfbl/H3nkEQ499FCmTZu2w/EuX74cVVUHLGWWSA4EdvTln26vEkvoZtgEUgZZz8RnIyNnJZO01k/P8InPbTOVvJ3WlKFTVVWFqyDKix+uoyOi4/E4GOlM4rJbyM+x0xGKE9WE+VDujOh4bXYMm0pejqC8tAibppBMJrHZbObDNv2dkP53oFClApRuex2uKEzXk7yVcBLURpBfXkF3+eF8UtqK1WlQMCKfX69ej+G00G2zsWDFCpxJnZaOIIlQCIdioCfiqLEotWO3/wCMOJ1c/sADqIaBpuuohoEiBDG7nbjNxufjxwOgCYHHauW7//oXak4OOYWFaF4v1pwcwvE4OYaBN5nk9k8/ZYzXyyEjRxI680zsuk4gECAYDFKqqjRt2YIQgraIwSp/jKBmI8euMbXUmXVdiz0WvlSi4S3w4LKl5vedzUHCCUFdoo0SRaHYY015GlULn7WF2diZRCEVkvxsazdht85R1W4syvaCBkXoTCrQWJm0EoypFHkVShSdooKUjpKmaeY1G4hQKEQgEKC5uZnOzk7y8/MJ6yqhuEFlkRebpuArKKYzksDjtuF29P3Yy9QSS7e92R32pJdXsu8yrOG8q6++mnPPPZfDDjuMmTNncu+99xIKhcxqvXPOOYfy8nLuuOMOAJYuXUpDQwPTp0+noaGBm2++GcMw+MlPfmLu86STTuL222+nsrKSyZMns2zZMu655x4u2JYUmsbv9/OPf/yDu+++u9e4lixZwtKlSzn66KPJyclhyZIl/PCHP+Q73/mO/BUhOeAZ6Mt/zebmVHuVYJC6eAMzKnKzPFY9/59Z0ZZMJk2vlNOikOPQqGnJDp+4rJrpJUpv53A4qHY4+OpYH/6YTl3cTd3WFmJJg9ZADK/ThsOqYNUUppQ4WNUaJRA38DptlLqtuLeV5CeTSdra2mhrazN7vaXHurPYLNsb9rZHkjSHQ7iMKCUCjLYg4bqtTHRHsKqp4hd3fjEvbfJjSUTI9+UQ1x10x+wcvDnBqPdeJhmP4Xa7CNsOZlqpk6Orc1AUhXURFzV1TfgcClUdOsc89SrfmD6SgyaOp2bcOADGjRtnamytX78ewzAQQtDU3k6Z3c5ooEYIDFLJ2k6nM8tTWAh4tCZyC+w4rRp2i+jlfbRqCrkOjaQBK5sjBOMG+c7s/LSR2/LauqM6VgXsNgWPQ0NoKv5YnGhCoCTCKSOutDRV4RjpYpJbEHOAXQObJaW9Vd/QSFSHguIOKsoGrpB2u91mBCDdfqaiqpK6eDsbt0TJc6YMP4/dgsOious6uq73qR/VM6dqd+gvj6q/fC7J/smwGlFnnnkmra2t3HjjjTQ1NTF9+nQWLVpkJpvX1dVleZWi0SjXX389GzduxOPxcPzxx/Pkk09maYA88MAD3HDDDVx66aW0tLRQVlbGxRdfzI033ph17GeeeQYhBGeddVavcdntdp555hluvvlmYrEYo0eP5oc//GFWvtOeIl2VI5HsKlardVCq44Olvy//SCzByuYIoYSgyKHS1BHgldZWjqzyoCmCjRs30tTUZCaUp3V00iH7kpISsxzcZlGZWZVqwpsZPhno4WWzqBRaVCoqC+lobzO3m1mdT7A51ZE4s+VKqiddMCusmP6uiMfj5Ofno2laVjL3zpBu2Nsa1tkQsmOEDJLxKJrVQmvCicWh4Lam8m+MeBSXRaE7bsXu8hCNCnx2sLpzcbtiaDZBjttBIJEyQqJJgdepZc2Rx6ZR6lBNT1l/mkbQO6E6rbqeNkzTaJqGqqoIPUE80El+aSmGYVBTU4NhGHg8HkKhENFolHA4TCAu6A7HyHNa0dBBGKxsiuCP6jSJJvIMHa9DY5OAWFyQjOq4LQa5bg2HVcFi623Epe+X9Nis3mLWru8mkhTEt0RRXZEBK0HNc9hWxGCz2fB63Bw+VqWltZXumE6RM0651cDjtCOEoKGhgbbOblRnLtW70eJHIhn2xPLLL7+83/Dd4sWLs/6eO3cuq1evHnB/OTk53Hvvvdx7770DrnfRRRdx0UUX9fneIYccwgcffDDg9nuCeDxObW2t/GUi2W18Ph+lpaU7rTa9M6RFHL02BbtFpSTfS3vIQeGIUoyIn87OTsrKysw8o7SmTzShE0kYON3ZeShlfYRPBvNZ6Lmd3aqxLiO1MrPlCqRC/MFgEJvNhsvlorGxkVAoRCKRQLXa6IqBLZQg17HzhqjNolLsVuhU7dR0KvjsLnB6GVdQxJET8rFvM3gURUG3rGfJhjbCSQWf28LEIictws1ndW1EEgp63EAI8Do0U4C0Z6PituZUD8La5i7e3NBFJCnYGKlnztgiRuanMq5agklWNEVoak+yRQ/iK42YIa/MHoWtra0pL47LTUK1U5pfaIqGNjU1EYlEcLlcqKpKOBymtraWHG8edsVGfVs3bgtsaTYwBBQ6tW3VdVEOLnEQiht81hBBCMHBZV4meqLYNJWELohuaz6dGe5NG1EJXfBpY4iorpLv0gjE9CypgZ0hMzw3cexorNtCuolEgtqWbtaFo2xqTNK2LHv+JJKdYdiNqC8q6dYPmqZRUVEhKzYku4QQgnA4TEtLC5ASZBwq3DYNl1WlIb5N6TqcIM/jJC/HhSXXSUFBQa9tmvwxPmhoIpwwaFbamFmdrYS+q+GTndnO5XLhdDpRFIXKykoSiQS6rhMUNl5fF+CzhgSuhk6q8+yMdxlmIveOyPSkTBvhpqHBoDMqGFNkZ874EoozvCeGYVCU62BSgUZxiQufI6VxNa6gkNr6JlY2REDAuAI700e4svKyMpPgo9EoDY3NfLy8kTZ/mNI8F5u2qsRicc44fEwqYb85QjCeamAciBl8uKmDsQ4nRQ5HVo/CRCJBa1jnw01hmtoNtooYJ5TnMHZsPoqiYBiGKUuxceNGFEVh9OjRjA4mWPTfGjoiOnbNxhifistuweex83m7QY5N44QJOUx0higs9nHwuGK21m+moTPMqpY4EV1QG91KmaV3snl/uXJpqYGdJX2fuJ12VFWlra2NxuZWNgYU4lhwJsJs2tpizp9EsrNII2qYSCaThMOp7vUu19A1yZQc+DidqYd1S0sLxcXFezS0lyaZTCL0BBPzNTo6DDpCcUbnKRxW6TUfbj1DgNGEzid1rVkVeB9u7GC80+gzeXt3xtaXPlX6h0k63JPOr7LZbAhFY0VznA3tsVShvQIbOmIkIzoTRu3YGxZPGjR1BEhGggT9XeTlNTPBCXFDYcZIR6/wU0NXhHc2hWhs0yk1YkwqVsh1wEi3jRMm5jLBGaKoJA+fw4q1p3R3BprVjnDlgT1KsdegKM9HXmEx/rggvC0nKZwwtvcddGoEojoJq4rToWX1KES1sLo12+D6pM7P8VNKzWRur9cLYObIeb1evF6I+9t756el2/hYFayqQp5TxSnitDZtBdXCus4ITZ1+vDaF5o4AbUbM1IRK01+u3O5IDWTi8/lIKDbsbU1UCsNMOk/Pn0Sys0gjaphIJzTuqPJEIhkMaUM8kUgMiRGVrtjLVByv8kRxEQP67inZU8DQ67LSFozgJ0auXdveULbHeHvm76QTv/vrFZceW099qr6S49NEdfBHk9sToO0a/phOIAHRpBhwLtLtQQJRgVNzU2xPJTOnx1tSmO1tS6thB2IpY6UxEGdNa5RKr426RBNFwiDPqVLosiKEIB7PPve0tlFb2OCTVoHqiLM1aGDTFQoVle6YYSblOy0KLqtKRzTVwDge0RlbpPXqTwj0aXAFY4lBGRN95aeNLrJS4nJi01QzlJoWWe2OJLMMl7yiXGq2NBNNpLS8MvfbV67c7kgNZGKxWMjLdZPndrKhXUkZ9xnzJ5HsLNKIGmaGModF8sVhqO+jdMVeOgwEMKa6asAfAT0FDOtbu1H1KLmFHmwW1czL6anZ0zN/p76+HiEEoVCol3ZQMpnE4XCYCeMlJSVEo1Gzn10oFAJSnqOojtmexaFBrsPCpq4EsbggYdExDMixg8OSyp3pKz9LF0pGexALHRGdmqDCJFXDbrX02UcvbUzmOzW6YxCIGvhjOk6bSlckQVN3hHF2YZ57MBjslbtkdbhY2a4SSgiq8iwE4wYNHYKOcJLxGUn56arBFU0RmgKC0pxUqDHa4SceTxXnGIaBYRhoIoldMWgNJVESSaKhBBOKrDtlTGTmpx00vpQtddGseTNVx60iy3DpiCRNr9VA+9wTUgM96U8Tak9U5Em+eEgjSiKR7JB0xZ5hGFlaUAPl8vV8WFWV5XBoZQVlvpQIZNog6+ldcrvdODLyd9Lrbtq0qdcxurq66OzsNBvMtra20tXVlVX23hJMsqo1SjiRysUp0MMoQmdKkYVg1MKqrQa6bjAmz8pYJ2AkaWlpoaOjg5aWFlRVNY0azZmb1Zom3wF1AUE0IXD086xPG5NbIzrRhKAzqpPn0vBYVQo9dta1GcS2fRNbHU5sio2SsnKcNqs5R/6YQSQRxrtNx2qU14YRVZg50s2cKduT8uNJA4ticEiplWYV8nISRNq3mnIF9fX1Zk/P3NxcZoxUeGvNVtr9EcodbmZW5+9Sfpqm6KkKvwz9rUwJgZ73QqbXqr999pfzlg7fRiIp0dXM8G1fsgV90Zcm1N4s8BmoslKyfyGNKMlOcdRRRzF9+vQdVj/uaYQQXHzxxfzv//4vnZ2dLFu2jKuuumpYxrIzKIrCc889ZwrK7ojzzjuPrq4unn/++SEd194i+2FVnuVVyDTIMtG03n3TDMPoM5Tn8/myvFNp5WohBIlEgkgswQZ/kGBcUOi20twRYH17O18q0SjzOflSsJOSeJDcXBWPNW7marW3tyOEwOVykZOTYxp0ulDwtLSYrWk6ojpOi9KnRyVN2oBobGqku1uQY9fw2jV0gZlHZNeyjb1mpYvDxxYyIjeVw+VRkjitGlu7tyX1R3U8NpUit8U0NNJhxvbuEIoeY2K+RnFBnqkb5fV6KSgoMMUuLRYLFYaBU9Wpb2xmdEXeTjWVziTdYNpms5kSApkK8bD9XgjFkoyrzmNrvd8MVablCQbT6iUdvk0kEgQCAWB7gUU0Gs065kDsSU2onSF9ndLtjg4fW7jL8y4ZfqQRJdmnWLx4MUcffTSdnZ1ZX4aLFi3i8ccfZ/HixVRXV1NYWMjChQuxWrc/lKuqqrjqqqu46qqr9v7AJf0y2IdVf+1mIFtPLTOXymKxZHnD0p6bQCBAaWkpUUOjrs1Pvh0Mu4eR5cV8Hg7iyXOZlXqxSAiHQ2XEiBFmWFRRFHw+HzabrZdBl+lRMbWb+vGopMlukpzL5+1x0yNT5HAS7QqwsjlKKJESseyOxFm6sZ3jJqc082yaysQiG83t0B5NkmOzZGlGpfOugjGDolwnHWErW5Mq8yoqcdpSn5G+jBTDSGkn+ZxWc71dIZ37lE5aj8Vi6LpuegjT2Cwq0XCU1qatpsG1devWrB6LOyIdWs70OqXlYtra2kxVeug/j264yLxO6WKLXZVwkOwbSCNKsl9QU1PDiBEjmDNnjrksPz9/gC0k+xv9tZtJP5jTy/vLpUqTDgdavcVsinfRnozSloCD3BaskSQ5Diu5TrtZqed2uykuLmbs2LFZBllaH6kn5T20mzpag4M6v3RbmdJcGyUeGzEdDhpfSt2mMJ+3b+/7l1nan07ybgkmWdsaJ2kILIrKhEI7lsj2sWYm8Vs1KNRU/DEDQ7X2aq6+MySTSdO4Bfo1TjINzfS1slgsfRowPQ2uRCLRb4/FvujLGGxpaSEYDJqNkAfKoxtOehZb7K6Eg2T4kcHYfY1QqP9Xz/YUA60biQxu3V0gmUxy+eWX4/V6KSws5IYbbjCrcQBisRg//vGPKS8vx+12M2vWrCzh1M2bN3PSSSeRl5eH2+1m8uTJvPTSS2zatImjjz4aSPVpUxSF8847j/POO48f/OAH1NXVoSgKVVVVQCq0mPY6HXXUUWzevJkf/vCHvVSZe6IoCn/605848cQTcblcTJo0iSVLlrBhwwaOOuoo3G43c+bMoaamJmu7P/zhD4wZMwabzcaECRN48skns95fv349Rx55JA6Hg4MOOojXXnut17Hr6+s544wz8Pl85Ofnc/LJJ/eZ6/NFxOfzMWrUqF6vioqKrL8rKyspKirq5eVIJpNEo1F0XSeuCz7a3E00KZhU6EDTVD5vi+G2akwscpj5KJAylmw2m/kATr8GeqjbLCq5Dm2HHqgdbZ/2zmX2/Uu3s/E4LLisWpb2k8+uogvBurYYCX37Zy6dd9UZ0YknDTojOi6rusMk8Ux5iHg8TjQaNecQUoZtfX09NpsNm81GfX09dXV1ZsL+rpA2uNKv9L51oZg9GXcWn89HUVERRUVFVFZWmvdJz3tkuMm8TpnXeU9JOEj2PtITta8xQFk2xx8PL764/e/iYujjlzIAc+dCpuJ7VRW0tfVeTwxczt0XTzzxBBdeeCEffvghH3/8MRdddBGVlZUsWLAASKnQr169mmeeeYaysjKee+455s+fz8qVKxk3bhyXXXYZ8Xict99+G7fbzerVq/F4PFRUVPDPf/6T008/nXXr1pGbm2tqII0ZM4Y///nPfPTRR33+ul24cCHTpk3joosuMscxELfddhv33HMP99xzD9deey3f/va3qa6u5qc//SmVlZVccMEFXH755bz88ssAPPfcc1x55ZXce++9zJs3j3//+9+cf/75jBw5kqOPPhrDMDjttNMoKSlh6dKldHd39worJhIJjj32WGbPns0777yDxWLhF7/4BfPnz2fFihVfKLmL/kJ3O8qLyfSK6LqetV2mJysS1dnS3IYWD5HjdnBouYuOsM64Ug9LV7URThjb5AWSuzT+tAxDekxpSYbBelN6ktn3L10xdlilF6En6A7H8EcSeB0q4ZiBx64QiOvEMqJvPRO3c+xqr0bCfZEpD5E2kjI9OD1zzqD/JP+dJfMeaA7EewlxFnsGH17s2fw67eXal0J50H9loPRC7b9II0qy01RUVPDb3/4WRVGYMGECK1eu5Le//S0LFiygrq6Oxx57jLq6OsrKUtrPP/7xj1m0aBGPPfYYv/zlL6mrq+P0009nypQpAFRXb+9knw7RFRcXZ+VE5eTkoGkapaV9NyNN90HLycnpd51Mzj//fM444wwArr32WmbPns0NN9zAscceC8CVV15pNsIGuOuuuzjvvPO49NJLgVTz7A8++IC77rqLo48+mtdff521a9fyyiuvmOf9y1/+kuOOO87cx7PPPothGDz88MOmp+yxxx7D5/OxePFivv71r+9w3AcK/YXuCgoKzP56O7tdZuPkWEJnY6SZmvokisWCP2aQ69BY3xQ081F6ygvA9vAVZOdhJZPJLCM3LcOQbqTbtu0HSn+ho74EQdNNmdOk+/7FdDh4YimhQDf19e14XXa8rjj1LZ1Y4mFCwk5Brht7j+duZpjRaVUHlTCd9uAAWSG2tJHUM+csPS97wjhJX8v+hDiPrDowDYu+KgMl+y/SiNrXCA6QX9Hzi2tbq48+6Vl6vgdDRocffnhWuGz27Nncfffd6LrOypUr0XWd8ePHZ20Ti8XMtiBXXHEF3//+93n11VeZN28ep59+OlOnTt1j4xsMmcdLN7xOG3XpZdFoFL/fT25uLmvWrOnVa/HLX/4y9913HwBr1qyhoqLCNKAgNS+ZfPrpp2zYsKFXLk80Gu0VOtwX2VXvUV9kGjyZ7Gg/A22XOQ6HA748voT29nYC8ZRnZnSeneakMPNRfD3kBSD1YG9razOTnSEV/i0pKaG4uNhcL1OGIbP9S3/j70sQ1DAMvF5vL+PKbU1V3FkzztWZH+bFpWtp6jAo8jiYUuLA6OO7It0iZrC6Yf15cHShENwWWhuqEvz0tewMxfsW4tyB6GlPdkc2YE/e24NhuCoDJXseaUTta+xMDH+o1t0NgsEgmqbxySef9Pq1mn4gfO973+PYY4/lxRdf5NVXX+WOO+7g7rvv5gc/+MFeGSOQVdWXfuD0tWxPascEg0EOPfRQnn766V7vpb0B+zK76j3qi119OO3Mdj09M4qiEI5ktBTJkBdI4/P5cLlcZrJz2mPUs2w+U4ZBRyEQ03FaNRRF7/MB3NPjo+s6gUCArq4u815ramoCUl7XtOcrvX11iY2jxnrZvCVCZXnKCN/cIYgn97y20e6U4KfbWYVCIaLRKKFQiO7ubqxWa69wdXp+8jRr30KcfaisD3bMX6ryUejSBm0U7cl7W/LFQhpRkp1m6dKlWX9/8MEHjBs3Dk3TmDFjBrqu09LSwhFHHNHvPioqKrjkkku45JJL+OlPf8pDDz3ED37wA/NLbDCCeT2x2Wy7tN1gmDRpEu+99x7nnnuuuey9997joIMOMt+vr6+nsbHRbAL8wQcfZO3jkEMO4dlnn6W4uHifqhgaLLvqPRpOMj0ziqJktRRJywvoge0enXT4ymazZRlR/Z3j1q4Ir6/rpDMYpqwoj6mlrj4fwD09Pjabzcw36urqoqysDMMwaGpqIhwO09XVleX5gu3VfV0Rg5XNUZrak2zRg+SVRajI3zM/knZUgt+XxyazdU9XVxe1tbUEAgEcDgfd3d0sW7aMnJwcRo0a1ecx+xXiHGR/xb7G/J9VDRxSKAZtFO2P97Zk30DeIZKdpq6ujquvvpqLL76Y//73vzzwwAPcfffdAIwfP56zzz6bc845h7vvvpsZM2bQ2trKG2+8wdSpUznhhBO46qqrOO644xg/fjydnZ385z//YdKkSQCMGjUKRVH497//zfHHH4/T6RywB1omVVVVvP3223zrW9/Cbrfv0V+Q11xzDWeccQYzZsxg3rx5/Otf/2LhwoW8/vrrAMybN4/x48dz7rnncuedd+L3+/n5z3+etY+zzz6bO++8k5NPPplbb72VkSNHsnnzZhYuXMhPfvITRo4cucfGOxTsrPdob4dIBkPPNiV1m8I0BnZtX/GkwcpNHSQUCyMLvahOL1uTNqaWFWO3ajs8R03TKC4uNu/TtNEG9CsYmdAFnzdHs5oGf7ixg6IcB7YBGhcPlh2V4Pf02PSUm/D5fEyaNKnXjxlN07DZbHR2dvZ53PI+2sfszpjbggqFI4rIc2XnG/V3TYbznpTs38i7RrLTnHPOOUQiEWbOnImmaVx55ZVZ+UKPPfYYv/jFL/jRj35EQ0MDhYWFHH744Zx44olAyst02WWXsWXLFnJzc5k/fz6//e1vASgvL+eWW27huuuu4/zzz+ecc87h8ccfH9S4br31Vi6++GLGjBlDLBbLkl3YXU455RTuu+8+7rrrLq688kpGjx7NY489xlFHHQWkyuSfe+45LrzwQmbOnElVVRX3338/8+fPN/fhcrl4++23ufbaaznttNMIBAKUl5dzzDHH7JeeqR2xr4ZIerYpySzvt9lsWYnUmT33eubZRJKCQFSnwGVNPbzz3XSGk9u0mQZXaZmZuJ2phdXfAz2qQyieJNemEI4ZuK3QGYrQGQhT4LH32bx5ZwzXnv0OWwMxfG67WYKf6bFJ53GFw2E0TTOP1Z88xI5C4z2vCwzO8O5vzHk5Lln1JhlyFLEnnzSSLPx+P16vl+7u7l4PyWg0Sm1tLaNHj94tMTyJBPbN+ymz0i2TvfWr3zAM1q9fnxWWGzNmDDU1Nfj9flwuF7qum7lIpaWlFBQUUFRURG1tLU3+OJ+1RAgnBNUjy8zcoPR+40mDdREXNXVN5Dk1LJ48fG57L/XptJGWLh4YPXo0tbW1aJrGxIkTs4yo9evXAzBu3LheSuzr1q2jbstWVnRZaA9G8dkUcOaSY9c4sspDSVEBmzdvzmrenKYvw7XnuMaMGYOqqjT5Y7z40eeEE0bWefekra0tVV3Xg/6M5B2d3/r16/H7/eTk5PRKjN+R4V3fEeL/lqze4ZgHM5ahZjiPLRk8Az2/M5GeKIlEMiTsyyESt9udlY+UJp0EvV3gMrsNy7GTilCEbnpKpo1w09Bg0BUxGNOP5s+OQmA7g1VTOKQil8+abER0QVVZMTOr8inzpSrr2traejVvhr49W/15CvPy8gZVgr8zeUSDDe1mqpnvaJ+ZSNkAyXCxb37DSSQSyRDSMx8pE1VV2dSYEuTsmRvU2NaBHvZvL4AItDHRFcbq9DB7St8P78GEwPrSY8okU2eqxKny5VEuYrpg6qQR5LhTHpe0flPPXn/90Z8RpKoqnZ2dOyzB3xkjebCh3cGOvS92t0fjvmz0S/Zd5B0jkUgOWPrKEeqveXEawzBwWhRcVpXOiE6+UzHzbEYU5qMpeVnrJhIJNE3r9+Gd+XBOh8DS7UgyjYmBekH21Jlq3xaCjIQCphG1s/RnNOxJWY80+1L1276aqyfZP5FGlEQiOWBJK4unc4QGG0qzWVSmlDj5rCWS1Z7D7bRnrZeZDD4YdkdktKfOVHr5/sC+5OXZlww6yf6PvGskEskBS6ayeFqNO+052hHFHgtHOLe3YdkTeTb9GRPp5sn9hZj60plK7y+9vQxRDQ45J5I9ibyTJBLJAUfaqOipV5RpjAwGm0XFblWGvD3HjnoCDiRwuaPtZYhKIhk6pBElkUgOOAaqPBsM8aRBKK6n2sLsBa2hgUJMg6nu25MhqrQBCts9Wul9SQ+ORJKN/ERIJJIDjr6MimQyiWEYOwx5pfuwheI6bpvK1FIX44Z4vAMZKD3Ppa+Q5J40cLq6umhpaaGjo4OWlhbKy8tRFEV6tSSSPpBGlEQiOeDoy6hIV8YNFPLK7MPmc6h0Rg1WNEU4rA/F8r1Fz3PZ2WT2ncXn81FYWIiu6xQVFZn5ZNILJZH0Rn4q9jHqgLa9eLxCoHIvHu+oo45i+vTp3HvvvXvxqPseN998M88//zzLly8f1PqbNm1i9OjRLFu2jOnTpw/p2A5UBhPyyuzDZtUgz6ngjxmEE/oXRsAxnTeW/ndXdZskki8C0ojah6gDJgCDb725+ziAdQzekHr77be58847+eSTT2hsbOS5557jlFNOGfTxFi5ciNX6xXgYSfYtBhPyyuzD5nModEYNcuwaLtmDbcj4IlUWfpHO9YuC/HmxD9HG3jWg2Ha8nfF8hUIhpk2bxu9///tdOl5+fv4utbuQSPYGDqvGzOp8PHaV7phBjl1laqlzrySXf1Hp6uqivr4em82GzWajvr6ezZs309XVNdxD2+N8kc71i4I0oiQ7xXHHHccvfvELTj311H7XefDBBxk3bhwOh4OSkhK++c1vmu8dddRRXHXVVebfjY2NnHDCCTidTkaPHs1f//pXqqqqssJ9iqLwpz/9iRNPPBGXy8WkSZNYsmQJGzZs4KijjsLtdjNnzhyzkSpATU0NJ598MiUlJXg8Hr70pS/x+uuvD3huN998M9OnT+fRRx+lsrISj8fDpZdeiq7r/OY3v6G0tJTi4mJuv/32rO3q6uo4+eST8Xg85ObmcsYZZ9Dc3Jy1zq9+9StKSkrIycnhwgsvJBrtbS4//PDDTJo0CYfDwcSJE3nwwQcHHK9kaEj3YZtb5eGIUR6KPX17TjO1neLxONFolGg02mfT5T3FUB8zc/9pr8lQn5PP52PUqFG9XvuLkOjO8EU61y8K0n8o2aN8/PHHXHHFFTz55JPMmTOHjo4O3nnnnX7XP+ecc2hra2Px4sVYrVauvvpqWlpaeq132223cc8993DPPfdw7bXX8u1vf5vq6mp++tOfUllZyQUXXMDll1/Oyy+/DEAwGOT444/n9ttvx26385e//IWTTjqJdevWUVnZf/CypqaGl19+mUWLFlFTU8M3v/lNNm7cyPjx43nrrbd4//33ueCCC5g3bx6zZs3CMAzTgHrrrbdIJpNcdtllnHnmmSxevBiAv//979x88838/ve/5ytf+QpPPvkk999/P9XV1eZxn376aW688UZ+97vfMWPGDJYtW8aCBQtwu92ce+65u3g1JLuKzaJiUVMGfH8MhzbTUB8zvX+73Y7FYqGtrQ2bzUZhYeGQndPuhrL2pxDZvjgmyW4iJENGd3e3AER3d3ev9yKRiFi9erWIRCLmsk+EEAzD65NdPD9APPfcc1nL/vnPf4rc3Fzh9/v73Gbu3LniyiuvFEIIsWbNGgGIjz76yHx//fr1AhC//e1vs45z/fXXm38vWbJEAOKRRx4xl/3tb38TDodjwPFOnjxZPPDAA/2+f9NNNwmXy5U19mOPPVZUVVUJXdfNZRMmTBB33HGHEEKIV199VWiaJurq6sz3V61aJQDx4YcfCiGEmD17trj00kuzjjVr1iwxbdo08+8xY8aIv/71r1nr3HbbbWL27NlCCCFqa2sFIJYtW9bn2Pu6nyS7hq7rYtWqVWL58uXi008/FStWrBChUEhEIhGRSCTM9RKJhIhEIr1emevsaYb6mOn9h0IhsWLFCvPch/KcdpfW1laxdu3aXq/W1tbhHppkP2ag53cm0iSW7FG+9rWvMWrUKKqrq5k/fz7z58/n1FNPxeVy9Vp33bp1WCwWDjnkEHPZ2LFj+xREnDp1qvn/kpISAKZMmZK1LBqN4vf7yc3NJRgMcvPNN/Piiy/S2NhIMpkkEolQV1c34PirqqqycrZKSkrQNC2rOqmkpMT0lq1Zs4aKigoqKirM9w866CB8Ph9r1qzhS1/6EmvWrOGSSy7JOs7s2bP5z3/+A6TyzGpqarjwwgtZsGCBuU4ymcTr9Q44XsnQ0LPnXl8en+HwKgz1MdP7z5RR2Ner82QvPMlwIu8yyR4lJyeH//73vyxevJhXX32VG2+8kZtvvpmPPvpot+L+mRV96RBLX8vSHeh//OMf89prr3HXXXcxduxYnE4n3/zmN02X/2COk95vX8v2ZKf7YDAIwEMPPcSsWbOy3htMjzfJnqdnz7008sG87yFDZJLhZNh/Xvz+97+nqqoKh8PBrFmz+PDDD/tdN5FIcOuttzJmzBgcDgfTpk1j0aJFWevous4NN9zA6NGjcTqdjBkzhttuuw0hhLnOeeedh6IoWa/58+dn7aejo4Ozzz6b3NxcfD4fF154ofmwkwyMxWJh3rx5/OY3v2HFihVs2rSJN998s9d6EyZMIJlMsmzZMnPZhg0b6Ozs3O0xvPfee5x33nmceuqpTJkyhdLSUjZt2rTb++3JpEmTqK+vNz0VAKtXr6arq4uDDjrIXGfp0qVZ233wwQfm/0tKSigrK2Pjxo2MHTs26zV69Og9PmbJjtE0zdRIynzJh7VEIslkWL8Rnn32Wa6++mr++Mc/MmvWLO69916OPfZY1q1bR3Fxca/1r7/+ep566ikeeughJk6cyCuvvMKpp57K+++/z4wZMwD49a9/zR/+8AeeeOIJJk+ezMcff8z555+P1+vliiuuMPc1f/58HnvsMfNvu92edayzzz6bxsZGXnvtNRKJBOeffz4XXXQRf/3rX4doNvYPgsEgGzZsMP+ura1l+fLl5OfnU1lZyb///W82btzIkUceSV5eHi+99BKGYTBhwoRe+5o4cSLz5s3joosu4g9/+ANWq5Uf/ehHOJ3OARN6B8O4ceNYuHAhJ510EoqicMMNN+xR71GaefPmMWXKFM4++2zuvfdekskkl156KXPnzuWwww4D4Morr+S8887jsMMO48tf/jJPP/00q1atykosv+WWW7jiiivwer3Mnz+fWCzGxx9/TGdnJ1dfffUeH7dEIpFIdp9h9UTdc889LFiwgPPPP5+DDjqIP/7xj7hcLh599NE+13/yySf52c9+xvHHH091dTXf//73Of7447n77rvNdd5//31OPvlkTjjhBKqqqvjmN7/J17/+9V4eLrvdTmlpqfnKzMNZs2YNixYt4uGHH2bWrFl85Stf4YEHHuCZZ55h69at/Z5PLBbD7/dnvXaGQlLil3sTx7bjDpaPP/6YGTNmmEbr1VdfzYwZM7jxxhuBVH7CwoUL+epXv8qkSZP44x//yN/+9jcmT57c5/7+8pe/UFJSwpFHHsmpp57KggULyMnJweHYvZm45557yMvLY86cOZx00kkce+yxWblXewpFUXjhhRfIy8vjyCOPZN68eVRXV/Pss8+a65x55pnccMMN/OQnP+HQQw9l8+bNfP/738/az/e+9z0efvhhHnvsMaZMmcLcuXN5/PHHpSdKIpFI9mX2Tp57b2KxmNA0rVd11znnnCO+8Y1v9LlNfn6+ePjhh7OWnX322WLUqFHm37fffrsYNWqUWLdunRBCiOXLl4vi4mLx1FNPmeuce+65wuv1iqKiIjF+/HhxySWXiLa2NvP9Rx55RPh8vqzjJBIJoWmaWLhwYb/ndNNNNwmg12uw1XlCCLFZpKrl9tZrc79nMzzU19cLQLz++uvDPZT9Clmdt+fQdd2s8Mqsyvwioeu6WPHZarF0+SoRjsaHezgSyV5nn6/Oa2trQ9d1s9IqTUlJCWvXru1zm2OPPZZ77rmHI488kjFjxvDGG2+wcOFCdF0317nuuuvw+/1MnDgRTdPQdZ3bb7+ds88+21xn/vz5nHbaaYwePZqamhp+9rOfcdxxx7FkyRI0TaOpqalXONFisZCfn09TU1O/5/TTn/40K/Ti9/uzqrYGQyV7t5fdcPPmm28SDAaZMmUKjY2N/OQnP6GqqoojjzxyuIcmkXxhaeiK8PamIOGEQX2iicPHFlLucw73sCSSfY79KkvyvvvuY8GCBUycOBFFURgzZgznn39+Vvjv73//O08//TR//etfmTx5MsuXL+eqq66irKzMFC381re+Za4/ZcoUpk6dypgxY1i8eDHHHHPMLo/Pbrf3yq2SDEwikeBnP/sZGzduJCcnhzlz5vD000/L/noSyTARTeh8uLGDYMwgz6nRHYmzdGM7x08ZgUO2v5FIshg2I6qwsBBN03q1x2hubqa0tLTPbYqKinj++eeJRqO0t7dTVlbGddddl5Wge80113DdddeZhtKUKVPYvHkzd9xxR7/Kz9XV1RQWFrJhwwaOOeYYSktLe6lmJ5NJOjo6+h2bZNc49thjOfbYY4d7GBIJsH+pXw8V4bhOMJYgz6lht6jk59jpDCeJxHVpREkkPRi2xHKbzcahhx7KG2+8YS4zDIM33niD2bNnD7itw+GgvLycZDLJP//5T04++WTzvXA43EsYTtO0ASuztmzZQnt7OyNGjABSQohdXV188skn5jpvvvkmhmH00vGRSCQHDrJBLLhsGh67lc6ITixp0BqI4XFYcNqkASWR9GRYf1pdffXVnHvuuRx22GHMnDmTe++9l1AoxPnnnw+k+qqVl5dzxx13ALB06VIaGhqYPn06DQ0N3HzzzRiGwU9+8hNznyeddBK33347lZWVTJ48mWXLlnHPPfdwwQUXAKkS/VtuuYXTTz+d0tJSampq+MlPfsLYsWNNj8ikSZOYP38+CxYs4I9//COJRILLL7+cb33rW5SVle3lWZJIJHsLqX4NDqvGzOp8mpqb6I7pVBfZmFVdIL1QEkkfDOs3w5lnnklrays33ngjTU1NTJ8+nUWLFpnJ5nV1dVlepWg0yvXXX8/GjRvxeDwcf/zxPPnkk1lK2A888AA33HADl156KS0tLZSVlXHxxRebJfiaprFixQqeeOIJurq6KCsr4+tf/zq33XZbVj7T008/zeWXX84xxxyDqqqcfvrp3H///XtnYiQSybDwRQrbDUS5z8mRVR6iScHBE0tx2mWOokTSF4oQGVLekj2K3+/H6/XS3d1Nbm5u1nvRaJTa2lpGjx69y5pIyWSSZDLZa7l8EHzx2BP3k0SSxjAM1q9fD6SEa/fl3nkSyVAw0PM7E/mk3Y/p6uqira3NFABNN0vNbJIqkUgkEolkaJBG1H6Mz+fD5XKRSCQAzGap0gslkUgkEsnQI320+zEWiwWHw2FWEu2NJqlHHXUUV1111ZDtvz8UReH555/f68fdHR5//PGsfL1dZX88d4lEIvkiII0oyZByxRVXcOihh2K325k+ffpeO+55553HKaecsteOJ5FIJJIvHtKIOgCIJw26ozqxhL7jlYeBCy64gDPPPHO4h9En6VCoRCKRSCQ7izSi9nPSPa7eqg3w0somGroie/X4sViMa6+9loqKCux2O2PHjuWRRx4x37///vu57LLLslTld8T69es58sgjcTgcHHTQQbz22mu91qmvr+eMM87A5/ORn5/PySefzKZNmwC4+eabeeKJJ3jhhRdQFAVFUVi8eDGbNm1CURSeffZZ5s6di8Ph4Omnnwbg4YcfZtKkSTgcDiZOnMiDDz5oHiu93cKFCzn66KNxuVxMmzaNJUuWZI3p8ccfp7KyEpfLxamnnkp7e3uvcb/wwgsccsghOBwOqqurueWWW7IqLAdz7hKJRCLZN5AZyPsx+0KPq3POOYclS5Zw//33M23aNGpra2lra9vl/RmGwWmnnUZJSQlLly6lu7u7Vw5WIpHg2GOPZfbs2bzzzjtYLBZ+8YtfMH/+fFasWMGPf/xj1qxZg9/v57HHHgMgPz/frGK87rrruPvuu5kxY4ZpSN1444387ne/Y8aMGSxbtowFCxbgdruzWgX9/Oc/56677mLcuHH8/Oc/56yzzmLDhg1YLBaWLl3KhRdeyB133MEpp5zCokWLuOmmm7LG/c4773DOOedw//33c8QRR1BTU8NFF10EwE033TSoc5dIJBLJPoSQDBnd3d0CEN3d3b3ei0QiYvXq1SISiezy/tuDMfH4uzXiTy99JB5/9RPxf8vqxRPv1YqOYGx3hj0gc+fOFVdeeaUQQoh169YJQLz22ms73O6mm24S06ZN2+F6r7zyirBYLKKhocFc9vLLLwtAPPfcc0IIIZ588kkxYcIEYRiGuU4sFhNOp1O88sorQgghzj33XHHyySdn7bu2tlYA4t57781aPmbMGPHXv/41a9ltt90mZs+enbXdww8/bL6/atUqAYg1a9YIIYQ466yzxPHHH5+1jzPPPFN4vV7z72OOOUb88pe/zFrnySefFCNGjBj0uffHnrifJJI0uq6LtWvXirVr1wpd14d7OBLJXmeg53cm0hO1H5PucdUU0clzQmsghs9t32s9rpYvX46macydO3eP7XPNmjVUVFRktdfp2Uvx008/ZcOGDeTk5GQtj0aj1NTU7PAYhx12mPn/UChETU0NF154IQsWLDCXJ5NJvF5v1nZTp041/5/us9jS0sLEiRNZs2YNp556atb6s2fPZtGiRVnjfu+997j99tvNZbquE41GCYfDgzp3iUQikew7SCNqP2a4e1w5nc69cpyeBINBDj30UDOfKZOioqIdbu92u7P2BfDQQw/1ai6tadnzaLVub32hKArAgI2t+xr3LbfcwmmnndbrPakyLpFIJPsf0ojazxnOHldTpkzBMAzeeust5s2bt0f2OWnSJOrr62lsbDS9PR988EHWOocccgjPPvssxcXF/crx22w2dH3H1YolJSWUlZWxceNGzj777N0a99KlS7OW9TXudevWMXbs2H73saNzl0iGmmQySTweJx6PAykPb1rEVwr5SiTZyOq8AwCbRSXXoWHfy13Wq6qqOPfcc7ngggt4/vnnqa2tZfHixfz9738319mwYQPLly+nqamJSCTC8uXLWb58ufkF3ZN58+Yxfvx4zj33XD799FPeeecdfv7zn2etc/bZZ1NYWMjJJ5/MO++8Yx73iiuuYMuWLebYVqxYwbp162hraxtQyuCWW27hjjvu4P777+fzzz9n5cqVPPbYY9xzzz2DnosrrriCRYsWcdddd7F+/Xp+97vfZYXyAG688Ub+8pe/cMstt7Bq1SrWrFnDM888w/XXXz/oc5dIhpquri7q6+tNEd/6+no2b95MV1fXcA9NItn32Es5Wl9IhjqxXIi9nwCamVguROo8fvjDH4oRI0YIm80mxo4dKx599NGs9YFer9ra2n6PsW7dOvGVr3xF2Gw2MX78eLFo0aJeydWNjY3inHPOEYWFhcJut4vq6mqxYMECc65bWlrE1772NeHxeAQg/vOf/5gJ4suWLet1zKefflpMnz5d2Gw2kZeXJ4488kixcOFCIYToc7vOzk5zv2keeeQRMXLkSOF0OsVJJ50k7rrrrqzEciGEWLRokZgzZ45wOp0iNzdXzJw5U/z5z3/eqXPvC5lYLtlTJBIJEYlEer0SicRwD00i2WsMNrFcEUKIYbHevgAM1AU6Go1SW1vL6NGjdzkfJu12TydTjxkzRrrdv6DsiftJIpFIJCkGen5nIp+0+zFdXV20t7djs9mAlAAlQEFBAYWFhcM5NIlEIpFIDnikEbUf4/P58Hg8vZZLL5REIpFIJEOPfNrux8iwnUQikUgkw4eszpNIJBKJRCLZBaQRNczIvH7JnkDeRxKJRLL3kUbUMJFWw+5PL0ki2RnC4TCQraoukUgkkqFFJtQMExaLBZfLRWtrK1arFVWV9qxk5xFCEA6HaWlpwefz9WpVI5FIJJKhQxpRw4SiKIwYMYLa2lo2b9483MOR7Of4fD5KS0uHexgSiUTyhUIaUcOIzWZj3LhxMqQn2S2sVqv0QEkkEskwII2oYUZVVakwLZFIJBLJfohMxJFIJBKJRCLZBaQRJZFIJBKJRLILSCNKIpFIJBKJZBeQOVFDSFoA0e/3D/NIJBKJRCKRDJb0c3tHQsbSiBpCAoEAABUVFcM8EolEIpFIJDtLIBDA6/X2+74iZL+IIcMwDLZu3UpOTg6Kogz3cEz8fj8VFRXU19eTm5s73MPZb5DztvPIOds15LztPHLOdg05b30jhCAQCFBWVjagGLb0RA0hqqoycuTI4R5Gv+Tm5soPzS4g523nkXO2a8h523nknO0act56M5AHKo1MLJdIJBKJRCLZBaQRJZFIJBKJRLILSCPqC4jdbuemm27CbrcP91D2K+S87TxyznYNOW87j5yzXUPO2+4hE8slEolEIpFIdgHpiZJIJBKJRCLZBaQRJZFIJBKJRLILSCNKIpFIJBKJZBeQRpREIpFIJBLJLiCNqAOUjo4Ozj77bHJzc/H5fFx44YUEg8EBt4lGo1x22WUUFBTg8Xg4/fTTaW5uNt9vb29n/vz5lJWVYbfbqaio4PLLLz9gegMOxZx9+umnnHXWWVRUVOB0Opk0aRL33XffUJ/KXmMo5gzgiiuu4NBDD8VutzN9+vQhPIO9w+9//3uqqqpwOBzMmjWLDz/8cMD1//GPfzBx4kQcDgdTpkzhpZdeynpfCMGNN97IiBEjcDqdzJs3j/Xr1w/lKQwLe3reFi5cyNe//nUKCgpQFIXly5cP4eiHhz05Z4lEgmuvvZYpU6bgdrspKyvjnHPOYevWrUN9GvsPQnJAMn/+fDFt2jTxwQcfiHfeeUeMHTtWnHXWWQNuc8kll4iKigrxxhtviI8//lgcfvjhYs6cOeb7HR0d4sEHHxQfffSR2LRpk3j99dfFhAkTdrjf/YWhmLNHHnlEXHHFFWLx4sWipqZGPPnkk8LpdIoHHnhgqE9nrzAUcyaEED/4wQ/E7373O/Hd735XTJs2bQjPYOh55plnhM1mE48++qhYtWqVWLBggfD5fKK5ubnP9d977z2haZr4zW9+I1avXi2uv/56YbVaxcqVK811fvWrXwmv1yuef/558emnn4pvfOMbYvTo0SISieyt0xpyhmLe/vKXv4hbbrlFPPTQQwIQy5Yt20tns3fY03PW1dUl5s2bJ5599lmxdu1asWTJEjFz5kxx6KGH7s3T2qeRRtQByOrVqwUgPvroI3PZyy+/LBRFEQ0NDX1u09XVJaxWq/jHP/5hLluzZo0AxJIlS/o91n333SdGjhy55wY/TOzNObv00kvF0UcfvecGP0zsjTm76aab9nsjaubMmeKyyy4z/9Z1XZSVlYk77rijz/XPOOMMccIJJ2QtmzVrlrj44ouFEEIYhiFKS0vFnXfeab7f1dUl7Ha7+Nvf/jYEZzA87Ol5y6S2tvaANKKGcs7SfPjhhwIQmzdv3jOD3s+R4bwDkCVLluDz+TjssMPMZfPmzUNVVZYuXdrnNp988gmJRIJ58+aZyyZOnEhlZSVLlizpc5utW7eycOFC5s6du2dPYBjYW3MG0N3dTX5+/p4b/DCxN+dsfyUej/PJJ59kna+qqsybN6/f812yZEnW+gDHHnusuX5tbS1NTU1Z63i9XmbNmnXAzOFQzNuBzt6as+7ubhRFwefz7ZFx7+9II+oApKmpieLi4qxlFouF/Px8mpqa+t3GZrP1+mCUlJT02uass87C5XJRXl5Obm4uDz/88B4d/3Aw1HOW5v333+fZZ5/loosu2iPjHk721pztz7S1taHrOiUlJVnLBzrfpqamAddP/7sz+9zfGIp5O9DZG3MWjUa59tprOeuss2Sz4m1II2o/4rrrrkNRlAFfa9euHfJx/Pa3v+W///0vL7zwAjU1NVx99dVDfsxdZV+ZM4DPPvuMk08+mZtuuomvf/3re+WYu8K+NGcSiWTfIJFIcMYZZyCE4A9/+MNwD2efwTLcA5AMnh/96Eecd955A65TXV1NaWkpLS0tWcuTySQdHR2Ulpb2uV1paSnxeJyurq4sL0Fzc3OvbUpLSyktLWXixInk5+dzxBFHcMMNNzBixIhdOq+hZF+Zs9WrV3PMMcdw0UUXcf311+/Suewt9pU5OxAoLCxE07Re1YcDnW9paemA66f/bW5uzvrMNTc3HxCVjDA083agM5RzljagNm/ezJtvvim9UJkMd1KWZM+TTvj9+OOPzWWvvPLKoBJ+//d//9dctnbt2h0mSb/11lsCELW1tXts/MPBUM7ZZ599JoqLi8U111wzdCcwDOyN++xASSy//PLLzb91XRfl5eUDJvueeOKJWctmz57dK7H8rrvuMt/v7u4+IBPL9+S8ZXIgJ5bv6TmLx+PilFNOEZMnTxYtLS1DM/D9GGlEHaDMnz9fzJgxQyxdulS8++67Yty4cVml51u2bBETJkwQS5cuNZddcsk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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "plt.errorbar(lc1data[\"phase\"],lc1data[\"det_flux\"],lc1data[\"error\"],\n", + " fmt=\"o\",ms=3,ecolor=\"gray\",alpha=0.3,capsize=2,label=\"lc1 detrended\")\n", + "\n", + "plt.plot(phases, lcmod.planet_model,\"r--\",zorder=4, label=\"bestfit model\")\n", + "plt.fill_between(phases[srt],lcmod.sigma_low[srt], lcmod.sigma_high[srt], color=\"cyan\",\n", + " zorder=3,label=\"1sigma model\")\n", + "\n", + "plt.xlabel(\"Phase\")\n", + "plt.ylabel(\"Flux\")\n", + "plt.legend();" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.16" + }, + "toc": { + "base_numbering": 1, + "nav_menu": {}, + "number_sections": true, + "sideBar": true, + "skip_h1_title": false, + "title_cell": "Table of Contents", + "title_sidebar": "Contents", + "toc_cell": false, + "toc_position": { + "height": "calc(100% - 180px)", + "left": "10px", + "top": "150px", + "width": "290.469px" + }, + "toc_section_display": true, + "toc_window_display": true + }, + "varInspector": { + "cols": { + "lenName": 16, + "lenType": 16, + "lenVar": 40 + }, + "kernels_config": { + "python": { + "delete_cmd_postfix": "", + "delete_cmd_prefix": "del ", + "library": "var_list.py", + "varRefreshCmd": "print(var_dic_list())" + }, + "r": { + "delete_cmd_postfix": ") ", + "delete_cmd_prefix": "rm(", + "library": "var_list.r", + "varRefreshCmd": "cat(var_dic_list()) " + } + }, + "types_to_exclude": [ + "module", + "function", + "builtin_function_or_method", + "instance", + "_Feature" + ], + "window_display": false + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Notebooks/WASP-127/WASP-127_EULER_LC/WASP-127b_sysparams.pkl b/Notebooks/WASP-127/WASP-127_EULER_LC/WASP-127b_sysparams.pkl new file mode 100644 index 0000000..467cb32 Binary files /dev/null and b/Notebooks/WASP-127/WASP-127_EULER_LC/WASP-127b_sysparams.pkl differ diff --git a/Notebooks/WASP-127/WASP-127_EULER_LC/wasp127_euler_config.dat b/Notebooks/WASP-127/WASP-127_EULER_LC/wasp127_euler_config.dat new file mode 100644 index 0000000..c8d210f --- /dev/null +++ b/Notebooks/WASP-127/WASP-127_EULER_LC/wasp127_euler_config.dat @@ -0,0 +1,87 @@ +# ========================================== CONAN configuration file ============================================= +# *********** KEYS ***************************************************************************************** +# PRIORS: *Fixed - F(val), *Normal - N(mu,std), *Uniform - U(min,start,max), *LogUniform - LU(min,start,max) +# s_samp: supersampling - x{exp_time(mins)} +# clip: clip outliers - W{window_width}C{clip_sigma} +# scl_col: scale data columns – ['med_sub','rs0to1','rs-1to1','None'] +# spline_config: spline - c{column_no}:d{degree}K{knot_spacing} +# *********************************************************************************************************** +# ----------------------------------------------------------------------------------------------------------------------- + LC_filepath: ../data/ + RV_filepath: ../data/ + n_planet: 1 +# ----------------------------------------------------------------------------------------------------------------------- + LC_auto_decorr: False # automatically determine baseline function for the LCs + exclude_cols: [] # list of column numbers (e.g. [3,4]) to exclude from decorrelation. + enforce_pars: [] # list of decorr params (e.g. [B3, A5]) to enforce in decorrelation +# ============ Input lightcurves, filters baseline function ======================================================= + name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config + lc1bjd.dat R 0.6 |None W11C4 med_sub | 0 0 1 2 1 1| 0 1 n None + lc2bjd.dat R 0.6 |None W11C4 med_sub | 1 0 0 2 1 1| 0 2 n None + lc3bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 0 1 1| 0 3 n None + lc4bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 0 1 0| 0 4 n None + lc5bjd.dat R 0.6 |None W11C4 med_sub | 2 2 0 2 1 0| 0 5 n None + lc6bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 2 1 0| 0 6 n None + lc7bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 2 1 0| 0 7 n None +# ==================== Photometry GP properties ================================================================== + name par1 kern1 Amplitude1_ppm length_scale |op| par2 kern2 Amplitude2_ppm length_scale2 +# ----------------------------------------------------------------------------------------------------------------------- + RV_auto_decorr: False # automatically determine baseline function for the RVs + exclude_cols: [] # list of column numbers (e.g. [3,4]) to exclude from decorrelation. + enforce_pars: [] # list of decorr params (e.g. [B3, A5]) to enforce in decorrelation +# ============ Input RV curves, baseline function, GP, spline, gamma ============================================ + name scl_col |col0 col3 col4 col5| sin GP spline_config | gamma_km/s +# ==================== RV GP properties ========================================================================== + name par1 kern1 Amplitude1 length_scale |op| par2 kern2 Amplitude2 length_scale2 +# ----------------------------------------------------------------------------------------------------------------------- +# ============ Planet parameters (Transit and RV) setup ========================================================== + name fit prior + rho_star y N(0.565,0.035) + ------------ + RpRs y U(0.05,0.102,0.17) + Impact_para y U(0,0.29,1) + T_0 y N(6776.621239999775,0.001) + Period n F(4.17806203) + Eccentricity n F(0) + omega n F(90) + K n F(0) +# ============ Limb darkening setup ============================================================================= + filters fit q_1 q_2 + R y N(0.4215,0.0238) N(0.3961,0.0154) +# ============ ddF setup ======================================================================================== + Fit_ddFs dRpRs div_white + n U(-0.5,0,0.5) n +# ============ Phase curve setup ================================================================================ + filt param fit prior + R D_occ n F(0) + ------- + R A_pc n F(0) + ------- + R ph_off n F(0) +# ----------------------------------------------------------------------------------------------------------------------- +# ============ contamination setup (give contamination as flux ratio) ======================================== + filters contam_factor + R F(0) +# ============ Stellar input properties ====================================================================== + # parameter value + Radius_[Rsun] N(1.330,0.030) + Mass_[Msun] N(0.950,0.020) + Input_method:[R+rho(Rrho), M+rho(Mrho)]: Rrho +# ----------------------------------------------------------------------------------------------------------------------- +# ============ FIT setup ===================================================================================== + Number_steps 2000 + Number_chains 64 + Number_of_processes 10 + Burnin_length 500 + n_live 300 + force_nlive False + d_logz 0.1 + Sampler[emcee/dynesty] dynesty + emcee_move[stretch/demc/snooker] stretch + leastsq_for_basepar n + apply_LCjitter y + apply_RVjitter y + LCjitter_loglims [-15, -4] + RVjitter_lims [0, 5] + LCbasecoeff_lims [-1, 1] + RVbasecoeff_lims [-5, 5] diff --git a/Notebooks/WASP-127/WASP127_LC_RV/CONAN_WASP-127_LC_RV_tutorial.ipynb b/Notebooks/WASP-127/WASP127_LC_RV/CONAN_WASP-127_LC_RV_tutorial.ipynb new file mode 100755 index 0000000..df331bd --- /dev/null +++ b/Notebooks/WASP-127/WASP127_LC_RV/CONAN_WASP-127_LC_RV_tutorial.ipynb @@ -0,0 +1,3134 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "dee9d1ad", + "metadata": {}, + "source": [ + "# WASP-127b: Fitting LCs and RVs" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "9c226ecc", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'3.1.0'" + ] + }, + "execution_count": 1, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from glob import glob\n", + "from os.path import basename\n", + "\n", + "import numpy as np\n", + "import CONAN3\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "CONAN3.__version__" + ] + }, + { + "cell_type": "markdown", + "id": "d1dafdc7", + "metadata": {}, + "source": [ + "We start by getting the data for the analysis. `TESS` has observed transits of **WASP-127b** in many sectors. There are also transits observations by the `EULER` on the Swiss telescope and RVs by `??" + ] + }, + { + "cell_type": "markdown", + "id": "bb6022f4", + "metadata": { + "heading_collapsed": true + }, + "source": [ + "## download TESS data" + ] + }, + { + "cell_type": "markdown", + "id": "bad374f5", + "metadata": { + "hidden": true + }, + "source": [ + "using the `lightkurve` package, `CONAN` allows you to query the MAST database and download TESS data" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "5401beae", + "metadata": { + "deletable": false, + "editable": false, + "hidden": true, + "run_control": { + "frozen": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "SearchResult containing 19 data products.\n", + "\n", + " # mission year author exptime target_name distance\n", + " s arcsec \n", + "--- -------------- ---- ----------------- ------- ----------- --------\n", + " 0 TESS Sector 09 2019 SPOC 120 169226822 0.0\n", + " 1 TESS Sector 35 2021 SPOC 20 169226822 0.0\n", + " 2 TESS Sector 46 2021 SPOC 120 169226822 0.0\n", + " 3 TESS Sector 35 2021 SPOC 120 169226822 0.0\n", + " 4 TESS Sector 62 2023 SPOC 20 169226822 0.0\n", + " 5 TESS Sector 72 2023 SPOC 20 169226822 0.0\n", + "... ... ... ... ... ... ...\n", + " 12 TESS Sector 09 2019 QLP 1800 169226822 0.0\n", + " 13 TESS Sector 46 2021 QLP 600 169226822 0.0\n", + " 14 TESS Sector 35 2021 QLP 600 169226822 0.0\n", + " 15 TESS Sector 62 2023 QLP 200 169226822 0.0\n", + " 16 TESS Sector 09 2019 GSFC-ELEANOR-LITE 1800 169226822 0.0\n", + " 17 TESS Sector 46 2021 CDIPS 1800 169226822 0.0\n", + " 18 TESS Sector 35 2021 CDIPS 1800 169226822 0.0\n", + "Length = 19 rows\n" + ] + } + ], + "source": [ + "from CONAN3.get_files import get_TESS_data\n", + "\n", + "df = get_TESS_data(\"WASP-127\")\n", + "df.search() " + ] + }, + { + "cell_type": "markdown", + "id": "b66b40f5", + "metadata": { + "hidden": true + }, + "source": [ + "Let's go with long cadence (600s) data so we can try **supersampling** with `CONAN`" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "7e01e034", + "metadata": { + "deletable": false, + "editable": false, + "hidden": true, + "run_control": { + "frozen": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "downloaded lightcurve for sector 9\n" + ] + } + ], + "source": [ + "df.download(sectors=[9],author=\"TESS-SPOC\", exptime=1800, \n", + " select_flux=\"pdcsap_flux\",quality_bitmask='hardest')" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "aca049be", + "metadata": { + "deletable": false, + "editable": false, + "hidden": true, + "run_control": { + "frozen": true + } + }, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "df.scatter()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c08fa5f2", + "metadata": { + "deletable": false, + "editable": false, + "hidden": true, + "run_control": { + "frozen": true + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "saved file as: ../data/WASP-127_S9.dat\n" + ] + } + ], + "source": [ + "df.save_CONAN_lcfile(bjd_ref = 2450000, folder=\"../data\")" + ] + }, + { + "cell_type": "markdown", + "id": "ba05d5da", + "metadata": { + "heading_collapsed": true + }, + "source": [ + "## Brief" + ] + }, + { + "cell_type": "markdown", + "id": "159d8083", + "metadata": { + "hidden": true + }, + "source": [ + "The CONAN3 has 3 major classes that are used to store information about the input files and also perform computations.\n", + "\n", + "They are:\n", + "- `load_lightcurves` : ingest lightcurve files and creates an object that is used to configure baseline and model parameters. It contains methods to configure the LCs for fitting such as:\n", + "\n", + " - `lc_baseline()`\n", + " - `get_decorr()`\n", + " - `add_GP()`\n", + " - `add_spline()`\n", + " - `supersample()`\n", + " - `planet_parameters()`\n", + " - `setup_phasecurve()`\n", + " - `transit_depth_variation()`\n", + " - `transit_timing_variation()`\n", + " - `limb_darkening()`\n", + " - ...\n", + " \n", + " \n", + "- `load_rvs` : similar to above but for rvs\n", + "- `fit_setup` : object to setup sampling of the parameter space\n", + "\n", + "These objects are then given as input to the `run_fit()` function to perform sampling. " + ] + }, + { + "cell_type": "markdown", + "id": "490e00e8", + "metadata": {}, + "source": [ + "# Analysis :\n" + ] + }, + { + "cell_type": "markdown", + "id": "c9ee38f4", + "metadata": {}, + "source": [ + "## Setup light curve object" + ] + }, + { + "cell_type": "markdown", + "id": "dc816bf9", + "metadata": {}, + "source": [ + "We will fit one Euler lightcurve and the tess sector 9 lightcurve" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "452a1c12", + "metadata": {}, + "outputs": [], + "source": [ + "path = \"../data/\" #path to the lightcurve files\n", + "lc_list = [\"lc6bjd.dat\", \"WASP-127_S9.dat\"]" + ] + }, + { + "cell_type": "markdown", + "id": "372a6c44", + "metadata": {}, + "source": [ + "### load light curve into CONAN and visualize" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "99233921", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Input lightcurves, filters baseline function =======================================================\n", + "name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config \n", + "lc6bjd.dat R 0.6 |None None None | 0 0 0 0 0 0| 0 1 n None \n", + "WASP-127_S9.dat T 0.8 |None None None | 0 0 0 0 0 0| 0 2 n None \n" + ] + }, + { + "data": { + "text/plain": [ + "lightcurves from filepath: ../data/\n", + "1 transiting planet(s)\n", + "Order of unique filters: ['R', 'T']" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lc_obj = CONAN3.load_lightcurves( file_list = lc_list,\n", + " data_filepath = path,\n", + " filters = [\"R\",\"T\"],\n", + " lamdas = [0.6, 0.8],\n", + " nplanet = 1)\n", + "lc_obj" + ] + }, + { + "cell_type": "markdown", + "id": "2e0a220f", + "metadata": {}, + "source": [ + "- **The lightcurve object** `lc_obj` holds information about the light curves (data and settings):\n", + "\n", + "`s_samp`: supersampling (for long cadence data)\n", + "\n", + "`clip`: outlier clipping\n", + "\n", + "`scl_col`: scaling the arrays in the columns of the data\n", + "\n", + "`col{x}`: polynomial order in the columns x={0,3,4,5,6,7} of the data to use for decorrelation\n", + "\n", + "`sin`: include a sinusoid in the baseline model\n", + "\n", + "`id`: light curve number \n", + "\n", + "`GP`: defined GP to model the baseline\n", + "\n", + "`spline_config`: fit a spline to the baseline\n", + "\n", + "**By default they are all deactivated**. We will define these different options in the following steps\n" + ] + }, + { + "cell_type": "markdown", + "id": "a4747fd7", + "metadata": {}, + "source": [ + "We can inspect the light curve files which are stored as dictionary in `lc_obj._input_lc`. \n", + "\n", + "Use `pandas` just for nice print-out of the first 5 lines and see the assigned column names" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "8f4bfc39", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "5086f2a1", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lc_obj.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "49c61763", + "metadata": {}, + "source": [ + "- **correlations** between the flux and other columns in the lightcurve file can be visualized by specifying the columns to plot. e.g. to plot column5 against column 1 (flux)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "52e3841c", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lc_obj.plot(plot_cols=(5,1))" + ] + }, + { + "cell_type": "markdown", + "id": "a1efc611", + "metadata": {}, + "source": [ + "### some data processing" + ] + }, + { + "cell_type": "markdown", + "id": "8ecf0834", + "metadata": {}, + "source": [ + "##### clipping outlier points" + ] + }, + { + "cell_type": "markdown", + "id": "ebfc93f5", + "metadata": {}, + "source": [ + " we can remove outliers from all or specific lcs. This uses a sliding median of specified `width` to discard points greater than `clip`$\\times$ the M.A.D (median absoulte deviation). The clipped data is saved to the `lc_obj` further analysis is performed on the clipped data" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "98e75635", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "lc6bjd.dat: Rejected 7 points more than 5.0 x MAD from the median\n" + ] + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "WASP-127_S9.dat: Rejected 17 points more than 4.0 x MAD from the median\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lc_obj.clip_outliers(lc_list=\"all\", width=[11,5], clip=[5,4])" + ] + }, + { + "cell_type": "markdown", + "id": "411b556e", + "metadata": {}, + "source": [ + "##### rescaling data columns. \n", + "\n", + "This is useful for decorrelating the flux against the different columns. It is only performed on columns 3 and above whose values do not span zero. There are 3 methods to rescale the data: **\"med_sub\"**, **\"rs0to1\"**, **\"rs-1to1\"** which subtracts the median, rescales to [0-1], or rescales to [-1,1] respectively\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "fe87a220", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Rescaled data columns of lc6bjd.dat with method:med_sub\n", + "No rescaling for WASP-127_S9.dat\n" + ] + } + ], + "source": [ + "lc_obj.rescale_data_columns(method=[\"med_sub\",\"None\"])" + ] + }, + { + "cell_type": "markdown", + "id": "e7028c51", + "metadata": {}, + "source": [ + "We can confirm that these operations have been written into `lc_obj`" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "3942bac3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Input lightcurves, filters baseline function =======================================================\n", + "name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config \n", + "lc6bjd.dat R 0.6 |None W11C5 med_sub | 0 0 0 0 0 0| 0 1 n None \n", + "WASP-127_S9.dat T 0.8 |None W5C4 None | 0 0 0 0 0 0| 0 2 n None \n" + ] + }, + { + "data": { + "text/plain": [ + "lightcurves from filepath: ../data/\n", + "1 transiting planet(s)\n", + "Order of unique filters: ['R', 'T']" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lc_obj" + ] + }, + { + "cell_type": "markdown", + "id": "d477756c", + "metadata": {}, + "source": [ + "showing the **med_sub** has been used to scale the relevant columns of *lc6bjd.dat*, and the data have been clipped using **W{`width`}C{`clip`}**" + ] + }, + { + "cell_type": "markdown", + "id": "302efd6a", + "metadata": {}, + "source": [ + "### Setup Transit " + ] + }, + { + "cell_type": "markdown", + "id": "18b5eae4", + "metadata": {}, + "source": [ + "Parameters are defined in `CONAN` in 3 formats:\n", + "- **Fixed**: int/float e.g `q1` = 0.5\n", + "- **Uniform prior**: tuple of length 3 --> (min, start, max) e.g. `Period` = (0, 0.5, 1) \n", + "- **Normal prior**: tuple of length 2 --> (mean, sigma) e.g. `rho_star` = (0.5, 0.03)\n" + ] + }, + { + "cell_type": "markdown", + "id": "a7167056", + "metadata": {}, + "source": [ + "##### system parameters" + ] + }, + { + "cell_type": "markdown", + "id": "9e88d525", + "metadata": {}, + "source": [ + "We can get **system parameters** from the [NASA exoplanet archive](https://exoplanetarchive.ipac.caltech.edu/)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "7bf1f4c5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loading parameters from cache ...\n" + ] + }, + { + "data": { + "text/plain": [ + "{'star': {'Teff': (5620.0, 85.0),\n", + " 'logg': (4.18, 0.01),\n", + " 'FeH': (-0.193, 0.014),\n", + " 'radius': (1.33, 0.03),\n", + " 'mass': (0.95, 0.02),\n", + " 'density': (0.565, 0.035)},\n", + " 'planet': {'period': (4.17806203, 8.8e-07),\n", + " 'rprs': (0.10103, 0.00026),\n", + " 'mass': (0.1647, 0.0214),\n", + " 'ecc': (0.0, nan),\n", + " 'w': (nan, nan),\n", + " 'T0': (2456776.62124, 0.00023),\n", + " 'b': (0.29, 0.04),\n", + " 'T14': (4.35288, 0.0084),\n", + " 'aR': (7.81, 0.11),\n", + " 'K[m/s]': (22.0, 3.0)}}" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from CONAN3.get_files import get_parameters\n", + "\n", + "sys_params = get_parameters(planet_name=\"WASP-127b\") #result cached in the current working directory\n", + "sys_params" + ] + }, + { + "cell_type": "markdown", + "id": "de10c14f", + "metadata": {}, + "source": [ + "##### Transit and RV" + ] + }, + { + "cell_type": "markdown", + "id": "7b73e434", + "metadata": {}, + "source": [ + "The `sys_params` can be used to specify the priors for the planet's **transit and RV** parameters" + ] + }, + { + "cell_type": "markdown", + "id": "5a3fc203", + "metadata": { + "code_folding": [] + }, + "source": [ + "Let's put the relevant planet parameters in a dictionary for convenience. The parameters are defined for **transit/occultation/phasecurve/rv**\n" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "b6b6ad02", + "metadata": { + "code_folding": [] + }, + "outputs": [], + "source": [ + "t0 = sys_params[\"planet\"][\"T0\"][0] - 2450000\n", + "\n", + "planet_pars = dict( T_0 = (t0, 0.001), #normal prior\n", + " Period = sys_params[\"planet\"][\"period\"][0], #fixed\n", + " rho_star = sys_params[\"star\"][\"density\"], #normal pripr\n", + " Impact_para = (0, sys_params[\"planet\"][\"b\"][0], 1), #uniform prior\n", + " RpRs = (0.05, 0.108, 0.17), #uniform prior\n", + " Eccentricity = 0,\n", + " omega = 90,\n", + " K = 0)" + ] + }, + { + "cell_type": "markdown", + "id": "a1402cd2", + "metadata": {}, + "source": [ + "The `.planet_parameters()` method of `lc_obj` is called to define the parameters in `CONAN`. \n", + "This method takes in the same parameter names as defined in `planet_pars` dictionary so we can load this directly" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "57d08746", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Planet parameters (Transit and RV) setup ========================================================== \n", + "name \tfit\tprior\n", + "rho_star \ty \tN(0.565,0.035)\n", + "------------\n", + "RpRs \ty \tU(0.05,0.108,0.17)\n", + "Impact_para \ty \tU(0,0.29,1)\n", + "T_0 \ty \tN(6776.621239999775,0.001)\n", + "Period \tn \tF(4.17806203)\n", + "Eccentricity\tn \tF(0)\n", + "omega \tn \tF(90)\n", + "K \tn \tF(0)\n" + ] + } + ], + "source": [ + "lc_obj.planet_parameters(**planet_pars)" + ] + }, + { + "cell_type": "markdown", + "id": "590b03bb", + "metadata": {}, + "source": [ + "##### Limb darkening" + ] + }, + { + "cell_type": "markdown", + "id": "27dc4ea0", + "metadata": {}, + "source": [ + "- The `sys_params` can also be used to obtain priors on the **stellar limb darkening** from the phoenix stellar library.\n", + "`CONAN` uses the Kipping parameterization of the quadratic law defined as $q_1$ and $q_2$.\n", + "\n", + "\n", + "Filter names can be obtained from the [SVO filter service](http://svo2.cab.inta-csic.es/theory/fps/) with names such as `Spitzer/IRAC.I1` or a name shortcut such as `TESS`, `CHEOPS`,`kepler`. \n", + "\n", + "\n", + "List of filter shortcut names can be obtained using:" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "0420abf6", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "{'kepler': 'Kepler/Kepler.k',\n", + " 'tess': 'TESS/TESS.Red',\n", + " 'cheops': 'CHEOPS/CHEOPS.band',\n", + " 'wfc3_g141': 'HST/WFC3_IR.G141',\n", + " 'wfc3_g102': 'HST/WFC3_IR.G102',\n", + " 'sp36': 'Spitzer/IRAC.I1',\n", + " 'sp45': 'Spitzer/IRAC.I2',\n", + " 'ug': 'Geneva/Geneva.U',\n", + " 'b1': 'Geneva/Geneva.B1',\n", + " 'b2': 'Geneva/Geneva.B2',\n", + " 'bg': 'Geneva/Geneva.B',\n", + " 'gg': 'Geneva/Geneva.G',\n", + " 'v1': 'Geneva/Geneva.V2',\n", + " 'vg': 'Geneva/Geneva.V',\n", + " 'sdss_g': 'SLOAN/SDSS.g',\n", + " 'sdss_r': 'SLOAN/SDSS.r',\n", + " 'sdss_i': 'SLOAN/SDSS.i',\n", + " 'sdss_z': 'SLOAN/SDSS.z'}" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lc_obj._filter_shortcuts" + ] + }, + { + "cell_type": "markdown", + "id": "17036e5c", + "metadata": {}, + "source": [ + "we specify filters for the EULER and TESS data" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "7f66c1db", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array(['R', 'T'], dtype=' [c0:d3k2]\n", + "# ============ Input lightcurves, filters baseline function =======================================================\n", + "name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config \n", + "lc6bjd.dat R 0.6 |None W11C5 med_sub | 1 0 0 2 0 0| 0 1 n None \n", + "WASP-127_S9.dat T 0.8 |None W5C4 None | 1 0 0 0 0 0| 0 2 ce c0:d3k2 \n" + ] + } + ], + "source": [ + "lc_obj.add_spline(lc_list = [\"WASP-127_S9.dat\"], \n", + " par = [\"col0\"], \n", + " degree = [3], \n", + " knot_spacing = [2])" + ] + }, + { + "cell_type": "markdown", + "id": "1027fa0d", + "metadata": {}, + "source": [ + " - Let's also **supersample** the long cadence TESS data by subdividing its exp_time of 30minutes (`x30.0`). `CONAN` automatically subdivides the exposure time to attain a sampling of ~1 minute." + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "e91df898", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Supersampling WASP-127_S9.dat with exp_time=30.00mins each divided into 30 subexposures\n", + "# ============ Input lightcurves, filters baseline function =======================================================\n", + "name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config \n", + "lc6bjd.dat R 0.6 |None W11C5 med_sub | 1 0 0 2 0 0| 0 1 n None \n", + "WASP-127_S9.dat T 0.8 |x30.0 W5C4 None | 1 0 0 0 0 0| 0 2 ce c0:d3k2 \n" + ] + } + ], + "source": [ + "lc_obj.supersample(lc_list = [\"WASP-127_S9.dat\"], \n", + " exp_time = [30])" + ] + }, + { + "cell_type": "markdown", + "id": "df83afdc", + "metadata": {}, + "source": [ + "##### automagically define baseline model:" + ] + }, + { + "cell_type": "markdown", + "id": "62f093bd", + "metadata": {}, + "source": [ + "\n", + "\n", + "\n", + "knowing the best combination of decorrelation parameters for each lightcurve can be quite difficult requiring to perform several fits to the data and somehow select the fit with the best decorrelation. `CONAN` implements a method to determine the best baseline model for each input lightcurve" + ] + }, + { + "cell_type": "markdown", + "id": "3718763a", + "metadata": {}, + "source": [ + "The `.get_decorr()` function of the `lc_obj` can be used to automatically determine the best decorrelation parameters to use. This is a least-squares fit (using `lmfit` package) to the data and comparing the Bayesian Information Criterion, **BIC**, when adding decorrelation parameters (see [forward selection regression method](https://www.statisticshowto.com/forward-selection/) )" + ] + }, + { + "cell_type": "markdown", + "id": "c18a8c96", + "metadata": {}, + "source": [ + "To do this, we would like take into account the transit/occultation/phasecurve when peforming the least-squares fit. So defined parameter priors in `planet_pars` are also used" + ] + }, + { + "cell_type": "markdown", + "id": "83c8a306", + "metadata": {}, + "source": [ + "Now run `.get_decorr()` to get decorrelation parameters by loading the `planet_pars` dictionary and limb darkening priors `q1`,`q2`.\n", + "\n", + "The function uses columns 0,3,4,5,6,7 to construct a polynomial trend model. The decorr parameters are labelled `Ai`,`Bi` for 1st & 2nd order coefficients in column **i**. \n", + "\n", + "The defined `spline` and `supersampling` configurations are also used for decorrelation, but `GP` is not used here\n", + "\n", + "By default, decorrelation parameters that reduce the BIC by 5 (i.e delta_BIC = -5) are iteratively selected. This implies bayes_factor = $e^{(-0.5 \\times -5)}$ = 12 or more is required for a parameter to be selected." + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "cdcf6668", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\n", + "getting decorrelation parameters for lc: lc6bjd.dat (spline=False,s_samp=False)\u001b[0m\n", + "BEST BIC:719.95, pars:['offset', 'A6', 'B5', 'A5']\n", + "\u001b[1m\n", + "getting decorrelation parameters for lc: WASP-127_S9.dat (spline=True,s_samp=True)\u001b[0m\n", + "BEST BIC:2495.83, pars:[]\n" + ] + }, + { + "data": { + "image/png": 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//feEh4fndTEkDwghISF4eXkRGRlJhQoVKFOmDBUrVqRixYrZnrI8p3nsscfYsGEDZcqU4fjx47zwwgv4+PhQokQJChUqREBAAK+//nq2nuvx48dTunRpEhISePnll/H29qZo0aJUrlyZZcuW8emnn1KrVi2n+y9evJjq1atz+/ZtQkND8fX1pVixYgQGBrJixQpmzJhhnnbdy8vLZt8RI0ZQvXp1UlNT6d+/P97e3hQrVoxy5coRHh5O//796dixY5bP6V65desW06dPp3Xr1ubz8fHxoXz58syYMQOwFUlM9OvXD0VR2LlzJyVLlqRcuXLme+l+Mn36dIoUKcKlS5d45pln8PHxwcfHhwYNGnD69GmWLFmiuV9KSgo9evQgMTGRunXrMmHCBJv11apVY9q0aQBMnjyZP/74I9fPRfJgs3LlShRF0bROq127Noqi2MxYaKJChQo0a9bMJq1Ro0YoisKsWbOcHu/ff/+lS5cuBAUF4eXlRfny5XnmmWeYPn26zXYVK1ZEURTzUqpUKZo3b65ZTi0+/fRTOnfuTOnSpTMUPdasWUP37t2pXLkyhQoVolq1aowYMcLBatD0Qc7Z8umnn7pULhPXrl3jnXfeoXr16nh7e1OqVCkaNWrE+++/T2Jios22y5cvp169enh5eVGyZEl69+7tNK5bbnP06FHGjh0rPwJKCgxSCJJIJLnG2LFj6dGjB4GBgUyePJnx48dTq1atbFs+zJ07lxMnTuRwKXMWKQRJskLVqlWJiIigc+fOlCxZkhs3bhAVFUVUVJTT2DZ5wRNPPMHJkyf58ssvadGiBUWLFuXWrVvo9Xpq1KjBa6+9xtKlS7N87wcFBfHPP//Qu3dv8zTwXl5edOzYkd9//52wsLAM9y9Tpgx79+7lo48+olq1auh0Otzc3Gjfvj1btmyhb9++Zne2okWL2uxbtGhRdu7cydChQ6lYsSJ6vR43NzdatWrFsmXLmD17dpbOJadYvnw548aN4+mnn6ZSpUoYDAZSUlIICgqie/fubN68mcmTJzvs16JFC9avX0+bNm0oWrQoV65cMd9L95M6deqwe/duXnnlFUqVKoXRaKREiRK8/fbbHDx4kJo1a2ru98EHH/DPP/9QuHBhli1bZnaBs+bNN9+kW7duCCF4/fXXM7QukkhM1ml//fWXTXp8fDz//fcfbm5u7Nixw2ZddHQ00dHR5n0BTp06xd69e6lYsSJLly7VPNbOnTtp0KABhw4dom/fvsyYMYM+ffqg0+mYOnWqw/Z16tRhyZIlLFmyhHfffZeLFy/y0ksvudTujBo1ir179zqNb2aiX79+HDt2jNdee41p06bx7LPPMmPGDJo2bcqdO3fM29WoUcNcFuulbdu2AOa/rhAbG0uDBg1YvHgxHTp0YNq0aQwfPpwqVaowa9YsG5Fn1qxZ9OjRA39/fyZPnkzfvn1Zvnw5Tz/9dIYB53OLo0ePMm7cOCkESQoOQiKRSDJhwYIFAhBnz551eZ9du3YJRVHE5MmTM9wuIiJCAOKHH364x1JaOHv2rADEggULsrV/ds7XRIcOHURQUFC2jiuRSHKWkydPCkAA4vz583ldHIlEcp+pVKmSaNSokU3ahg0bhKIookePHqJdu3Y2677//nsBiLVr15rTRo8eLUqVKiVWr14tFEXR7Bu0b99elCxZUty8edNh3ZUrV2x+BwUFiQ4dOtikXbp0SRQuXFg88sgjmZ6T6fjXrl0TgBgzZozmdhEREQ5pixYtEoCYO3dupsepUqWKqFq1aqbbWfPFF18IQOzYscNhXVxcnLhz544QQojk5GRRtGhR0aJFC2E0Gs3brFu3TgBi2rRpWTquNRnVSUb88MMPAtCsN4nkYURaBEkkkmzx22+/0bJlS3x9fSlSpAgNGza0CdgaHh5OmTJleOeddxBCOJgD25OWlsYHH3xAmTJlKFy4MJ07dzbP6mNCK0bQrVu3eOONN/Dz86No0aKEhIRkKVjqkSNHeOqpp/D29iYgIIDx48djNBodtlu7di0dOnSgXLlyeHp6EhwczCeffGKOfwHQqlUr1q9fT1RUlNmk+n67ZUgkEgsm96KaNWsSGBiYx6WRSCT3myeffJIDBw7YWMDs2LGDRx99lOeee46///7b5p2/Y8cOFEUxz5gIqqVvly5d6NixI35+fprB6U+fPs2jjz7qYHkIUKpUqUzLWaZMGWrUqMHZs2cz3dbVfoUp0L81L774IgDHjh3LcN89e/YQGRnJq6++6tKxTJw+fRq9Xk+TJk0c1hUpUsTsovvff/9x69YtunfvjqIo5m06duyIj48Py5cvz/RYycnJDBs2jJIlS+Lr60vnzp01XaqjoqJ46623qFatGt7e3hQvXpyuXbvaWP4sXLiQrl27AtC6dWtzH27r1q1ZOn+J5EFCCkESiSTLLFy4kA4dOhAbG0tYWBgTJ06kTp06bNiwwbzN5s2badiwIdOmTTO/pMuWLWuOcWHPp59+yvr163n//fcZMmQIGzdupE2bNjadN3uEEDz//PMsWbKE1157jfHjxxMTE0NISIhL53H58mVat27NwYMHGTlyJEOHDmXx4sWaZtwLFy7Ex8eH4cOHM3XqVOrXr8/o0aNtZjX68MMPqVOnDiVKlDCbVks3MYkk9zh+/Dh9+vRh+/btNjN8HT9+nNDQUBYsWABkPPuYRCJ5eHnyySdJSUlh9+7d5rQdO3bQrFkzmjVrRlxcHP/995/NuurVq5sDxe/evZvIyEh69OiBh4cHL730kqZ7WFBQEPv27bPJKyukpKQQHR2d6wHqL1++DGCOneYM0zlmVQgKCgoiLS3NaSwwE6bA/t7e3g7rvL29OXDggOZHOWv69OlDeHg4bdu2ZeLEibi7u9OhQweH7fbu3cvOnTt55ZVXmDZtGgMGDGDz5s20atWK27dvA6pr7ZAhQwDVTdXUh6tRo4ZL5y2RPJDktUmSRCLJ/1i7St26dUv4+vqKxo0bm018TZjMe2NjYwUgihcvLnx8fMSkSZPEihUrxLPPPisAMXv2bPM+Jtew8uXLi/j4eHP6ypUrBSCmTp1qTgsJCbFxu/rpp58EIL744gtzWmpqqmjevLlLrmFDhw4VgNi9e7c57erVq8LPz8/BNez27dsO+/fv318UKlRI3L1715wmXcMkkvvHgQMHzK5fgPDz8xOFChWySRsyZEheF1MikeQRR44cEYD45JNPhBBCpKSkiMKFC4tFixYJIYQoXbq0mDlzphBCiPj4eKHX60Xfvn3N+w8aNEgEBgaa+zd//PGHAMSBAwdsjvPHH38IvV4v9Hq9aNq0qXjvvffE77//LgwGg0OZgoKCRNu2bcW1a9fEtWvXxKFDh8Qrr7wiADF48GCXzy0z1zAtevfuLfR6vTh58qTTbVJTU0Xp0qUdXOpc4fLly6JkyZICENWrVxcDBgwQ33//vbh165ZD2RVFEb1797ZJP378uLntvn79utPjHDx4UADirbfesknv2bOnQ51o9d927dolALF48WJzmnQNkxQ0pEWQRCLJEhs3biQhIYGRI0c6zMJjMu81uYHduHGDefPm8e6779KtWzfWr19PzZo1GT9+vEO+r7/+Or6+vubfXbp0oWzZsvz6669Oy/Lrr7/i5ubGwIEDzWl6vZ7Bgwe7dC6//vorTZo0oVGjRua0kiVLan4Bs/5qlZCQwPXr12nevDm3b9/m+PHjLh1PIpHkLMHBwXz55Zc8++yzVKpUidTUVNLS0ggMDKRbt25s2rRJ08JPIpEUDGrUqEHx4sXNAaMPHTpEUlKSeVawZs2amQNG79q1i7S0NHOg6NTUVFasWGHjvvTUU09RqlQpB6ugZ555hl27dtG5c2cOHTrEF198Qbt27Shfvjw///yzQ7n++OMPSpYsScmSJalduzY//PADvXr14vPPP8+1uvj++++ZP38+I0aMoGrVqk6327x5M1euXMmyNRBA6dKlOXToEAMGDODmzZvMnj2bnj17UqpUKT755BOEEIBqkdStWzcWLVrEV199xZkzZ/jzzz/p3r077u7uABlahJv6hiYrHhNDhw512Na6/5aSksKNGzeoUqUKRYsWZf/+/Vk+R4nkYUEKQRKJJEucPn0aUKeUdobppevu7k6XLl3M6Tqdju7duxMTE8P58+dt9rHvlCiKQpUqVTKcvSEqKoqyZcvi4+Njk16tWjWXziUqKkqzM6S1/5EjR3jxxRfx8/OjSJEilCxZktdeew3APCuRRCK5v/j6+jJixAh+++03zpw5Q2JiInfv3uX8+fOsWLGCp59+Oq+LKJFI8hBFUWjWrJk5FtCOHTsoVaoUVapUAWyFINNfkxD0xx9/cO3aNRo1akRkZCSRkZGcPXuW1q1bs2zZMgfXpYYNG7JmzRpu3rzJnj17CAsLIyEhgS5dunD06FGbbRs3bszGjRvZtGkTO3fu5Pr16yxevNjcf7p8+bLNkpEo4gp//vknvXv3pl27dplOB7906VL0ej3du3fP1rHKli3LrFmzuHTpEidOnDCHCBg9ejTz5883bzdnzhzat2/Pu+++S3BwMC1atODxxx+nU6dOAA59O2uioqLQ6XQEBwfbpGv13+7cucPo0aMJDAzE09OTEiVKULJkSW7duiX7b5ICjVteF0AikTx8+Pv74+XlRdGiRdHr9TbrTEETb968SYUKFfKieFnm1q1btGzZkiJFivDxxx8THByMl5cX+/fv5/3338/Uj10ikUgkEkne8OSTT7Ju3Tr+/fdfc3wgE82aNeN///sfFy5c4K+//qJcuXJUrlwZsMTJ6datm2a+27Zto3Xr1g7pHh4eNGzYkIYNG/LII48QGhrKDz/8wJgxY8zblChRgjZt2jgtc9myZW1+L1iwgDfeeMPlc7bm0KFDdO7cmccee4xVq1bh5uZ8+Hfnzh1+/PFH2rRpQ+nSpbN1PBOKovDII4/wyCOP0KFDB6pWrcrSpUvp06cPAH5+fqxdu5bz589z7tw5goKCCAoKolmzZpQsWVIz8HZ2GDx4MAsWLGDo0KE0bdoUPz8/FEXhlVdekf03SYFGCkESiSRLmL6+/Pfff+YvavbodDrq1KnD3r17MRgMeHh4mNddvHgRUF2wrDl16pTNbyEEkZGR1KpVy2lZgoKC2Lx5M4mJiTZfjk6cOOHSuQQFBTkcV2v/rVu3cuPGDdasWUOLFi3M6Vqze1jPfiGRSCQSiSRvMVn4/PXXX+zYscPGfah+/fp4enqydetWdu/eTfv27QFISkpi7dq1dO/e3cay2cSQIUNYunSpphBkTYMGDQC4dOlSlsq8ceNGm9+PPvpolvY3cfr0aZ599llKlSrFr7/+mqGVDcDPP/9MQkJCttzCMqJy5coUK1ZMsx4qVKhg/jB469Yt9u3bx8svv5xhfkFBQRiNRk6fPm1jBaTV/1u1ahUhISF89dVX5rS7d+86zDAr+2+SgoZ0DZNIJFmibdu2+Pr6MmHCBO7evWuzzuT7DdC9e3fS0tJYtGiROe3u3bssXbqUmjVrUq5cOZt9Fy9ebDPrz6pVq7h06RLPPfec07K0b9+e1NRUZs2aZU5LS0tj+vTpDtvGxcVx/PhxGzPg9u3b8/fff7Nnzx5z2rVr1xx8/01WTdbnZzAY+Prrrx2OU7hwYWlqLJFIJBJJPqFBgwZ4eXmxdOlSLly4YGMR5OnpSb169Zg5cyZJSUlm0ejHH38kKSmJt99+my5dujgsHTt2ZPXq1ebZryIiImz6CCZMsWxcdVk30aZNG5vF3kLIFS5fvkzbtm3R6XT8/vvvDh/gtPj+++8pVKiQeZr5rLJ7926SkpIc0vfs2cONGzcyrYewsDBSU1MZNmyYTfrx48dtQgqY+obTpk2z2U5rpla9Xu9wbaZPn05aWppNWuHChQEcBCKJ5GFFWgRJJJIsUaRIEaZMmUKfPn1o2LAhPXv2pFixYhw6dIjbt2+bhZ/+/fszb9483n77bU6ePEmFChVYsmQJUVFRrFu3ziFff39/nnzySUJDQ7ly5Qrh4eFUqVKFvn37Oi1Lp06deOKJJxg5ciTnzp2jZs2arFmzRlOI+fHHH83TSZvMq9977z2WLFnCs88+yzvvvEPhwoX55ptvCAoK4vDhw+Z9mzVrRrFixQgJCWHIkCEoisKSJUs0O33169dnxYoVDB8+nIYNG+Lj42P2d5dIJBKJRHJ/Mblq/fnnn3h6elK/fn2b9c2aNTNbi5iEoKVLl1K8eHEb0ciazp07M3fuXNavX89LL73E4MGDuX37Ni+++CLVq1fHYDCwc+dOVqxYQcWKFQkNDc2x8zH1pUxTn2/fvt08CUevXr0ICgoC4Nlnn+XMmTO89957/PXXX+aA2aAGdX7mmWds8o2NjeW3337j5ZdfztRyKKOyLV26lBdffJH69evj4eHBsWPH+Pbbb/Hy8uKDDz4wbztx4kT+++8/GjdujJubGz/99BN//PEH48ePp2HDhjb51qhRg5YtW7J161YA6tSpQ48ePfj666+Ji4ujWbNmbN68mcjISIcydezYkSVLluDn50fNmjXZtWsXmzZtonjx4jbb1alTB71ez+eff05cXByenp7m4OASyUNJHs5YJpFIHhCsp4838fPPP4tmzZoJb29vUaRIEdGoUSOxbNkym/2uXLkiQkJChL+/v/D09BSNGzcWGzZssNnGNH38smXLRFhYmChVqpTw9vYWHTp0EFFRUTbb2k8fL4QQN27cEL169RJFihQRfn5+olevXuYppa2njzedg/2U8ocPHxYtW7YUXl5eonz58uKTTz4R8+fPdzjfHTt2iCZNmghvb29Rrlw589Sw2E01mpiYKHr27CmKFi0qADmVvEQikUgkeUxYWJgARLNmzRzWrVmzRgDC19dXpKamiitXrgg3NzfRq1cvp/ndvn1bFCpUSLz44otCCCF+++038eabb4rq1asLHx8f4eHhIapUqSIGDx4srly5YrNvUFCQ6NChQ7bPpWXLluYp1u0X6/6Is20A0bJlS4d8Z8+eLQDx888/Z7tshw8fFv/73/9EvXr1hL+/v3BzcxNly5YVXbt2Ffv377fZ9pdffhGNGjUSvr6+olChQqJJkyZi5cqVmvlqlfnOnTtiyJAhonjx4qJw4cKiU6dOIjo62mH6+Js3b4rQ0FBRokQJ4ePjI9q1ayeOHz8ugoKCREhIiE2ec+fOFZUrVxZ6vV5OJS956FGE0PikLZFIJPmQXr16sWvXLs0vPhKJRCKRSCQSiUQiyRwZI0gikTwwXLp0iRIlSuR1MSQSiUQikUgkEonkgUXGCJJIJPmew4cP89NPP7F9+3b+97//5XVxJBKJRCKRSAoMBoOB2NjYDLfx8/PD29v7PpVIIpHcK1IIkkgk+Z41a9Ywffp0XnnlFcLCwvK6OBKJRCKRSCQFhp07d9K6desMt7GejEMikeR/ZIwgiUQikUgkEolEIpFocvPmTfbt25fhNo8++mi2prmXSCR5gxSCJBKJRCKRSCQSiUQikUgKCDJYtEQikUgkEolEIpFIJBJJAaHAxAgyGo1cvHgRX19fFEXJ6+JIJBKJRCLJACEECQkJlCtXDp1OfrfKK2T/SSKRSCSSB4Os9J0KjBB08eJFAgMD87oYEolEIpFIskB0dDQBAQF5XYwCi+w/SSQSiUTyYOFK36nACEG+vr6AWilFihTJ49JIJBKJRCLJiPj4eAIDA83vb0neIPtPEolEIpE8GGSl71RghCCTOXORIkVkR0YikUgkkgcE6Y6Ut8j+k0QikUgkDxau9J2k071EIpFIJBKJRCKRSCQSSQFBCkESiUQikUgkEolEIpFIJAUEKQRJJBKJRCKRSCQSiUQikRQQpBAkkUgkEolEIpFIJBKJRFJAkEKQRCKRSCQSiUQikUgkEkkBQQpBEolEIpFIJBKJRCKRSCQFBCkESSQSiUQikUgkEolEIpEUEKQQJJFIJBKJRCKRSCQSiURSQJBCkEQikUgkEolEIpFIJBJJAUEKQRKJRCKRPKQYDAbGjRvHuHHjMBgMeV0ciUTygGMwGBg+fDJvvLGIM2dkmyKRSCQPKm55XQCJRCKRSCQ5g8FgYMKECQCEhYXlcWkkEsnDxoIFOsLDhyKEjiVLBN98A71753WpJBKJRJJVpEWQRCKRSCQSiUQiyZCYGHjrLT1CqMMHo1Ghf381XSIp6OQ3a7n8Vh5J/kMKQRKJRCKRSCQSyT3ysA+8Tp1SxR9r0tIgMjKPCiSR5CNM1nKLFoVQtao78+c//OV52Nu8hx0pBEkkEolEIpFIJNnAeiA0aZLI84Fgbg7MqlYFnU7YpOn1UKVKjh5GUsB4GMQELWu5Pn2MdO36Q46eU2Z1ZVrftesPDuXp109kaL1nn7fWsezTsiM2PQzX+6FBZJFt27aJjh07irJlywpA/Pjjj5nuExERIerWrSs8PDxEcHCwWLBgQZbzNBqN4qOPPhJlypQRXl5e4umnnxYnT550udxxcXECEHFxcS7vI5FIJBLJg0RycrIYO3asGDt2rEhOTnb4/SAh39v5A3kdMmb27BShKGkChABj+l910emEiI5Wn8thw74SISELxenT6nNoSuvSZaXo0mWlOT1ny5MmPvnkjsOxM0KrrM7y1+uNYt68HCn2Q09m9VqQsK6LYcO+EjNm3LG5Z999905eFzHLbNkibJ5923Yg554T++e7WbO/bO4n27p0XN5917W8dTqjqFnzP5vf8+Y5Ht++zYM08ddfGd/f9seZPTslV9rCgkpW3tlZFoJ+/fVX8eGHH4o1a9a4JASdOXNGFCpUSAwfPlwcPXpUTJ8+Xej1erFhw4Ys5Tlx4kTh5+cnfvrpJ3Ho0CHRuXNnUalSJXHnjmuNhezI5E8e5EGKRCKR5CQ50R5KIUiS08jr4JzoaHUg42zQBUL06ZPiMPAxDajUgZS6naLc+2BRuzxG82Ato2OYBufNmv3lUFbr9SEhC8VffyWLiAj1ePmR/Ci6aN0DBRV7MUFRHO/Zrl1z7nj3437IrC3Q6+/9eXF2DNP9FB0tNOoy43KY6qZ9+3Uaoo7tb0UxZigyuSJ8aZ2DWmbX28L8+HznJ3JVCLLZ2QUh6L333hOPPvqoTVr37t1Fu3btXM7TaDSKMmXKiEmTJpnTbt26JTw9PcWyZctcKqvsyNw/sjLwkA+zRCKRqEghyBb53s4fyOugotVfycgKwHowZT840+m0B2z3Olh0pTyKon0Me2HKvkxZFTLysn+X30QX7QF8mo31Q3S0ev3yq7iWU7ginpqemz17cuaYuXk/WN/n48ffzVAoiYi4t2P9/rshg/pKE82abXOhXm3LMWPGHc3n/l4XZ22Za22m2j46exby2/Od38jKOzvXYwTt2rWLNm3a2KS1a9eOXbt2uZzH2bNnuXz5sk0+fn5+NG7c2Gk+ycnJxMfH2yyS+0dcnC9nz1Y0+6IaDAbGjRvHuHHjMBgs/qD5LbCaRCKR5Aes20z7dlMikdx/tPorWjFzHFEQwjbAstGIQxpkHnjZOrZG377fOMTYqFoVFCXj8ggB9l1nU3wTrdChaWnQpcvOTOONxMRARIRlBrG86t85m9nszBnX45LkdAwTrSDboGPVqq5UrerO66+nUaGCkaeegqAg8VD3hbXrQgs1xk52sL5+O3YYcnWmO+v7fPRoD5588k9atozQaBeMuLvf2720f78COHu+dezc2TzTPKxjesXEwKBBnuRGyGBnbZlrbabaPo4bl+qQfuaMgYEDdbl2PQsabrl9gMuXL1O6dGmbtNKlSxMfH8+dO3fw9vZ2KQ/Tfvb5mNbZM2HCBMaNG5fNUkvuBVOjKISOJUsE33wDvXqp4lBsbHFiYqByZeuXtfpCMD3M7dpBQEAen4REIpFIJJKHFoPBwMiRM4iNLc7o0T2oXNnD6bbq4MPNbvAhCA2dS5Mmj7JzZ1OyNpgyAkr6YsF+kHbqlDpwMvWJrPtX6oBQMfezevdWt/vsszTCwvQOeVuzZQt07Wr5ffRoCkaju9Ptd+9u5ngGRoWnnz5OrVr/UqdOZz76yB0hdOh0gokTFUaO1O7fgeN5aWF9fdzdk0lJ8cz0Opny1prZrFu3Q+zfr9bdokVGJkxIZeRIN83jVK36ikM/tnfvDA+b4TlERwei03XRFECMRoUlS3SYrtfD3hc2iZVaQqg9hw8rjBoF48dn7Rhz5xrN12/xYsdjmUQKV+o3o3ZCaxzz558tUK+lScQyHVvHk0+6U7/+XpYurcmcOXOydG/HxMCHH2b8XGe8ThVg5sxRzOe9c2fm+2QfIzdvpmIw4FB/X3+dZiXmaLeFAPPm6TlwYC8rV9Y2182MGRZRz0RWrqfEllwXgvKKsLAwhg8fbv4dHx9PYGBgHpaoYOBM3Ll2zVEcqlzZ+TSk8mGWSCQPAgaDgQkTJgDqe8fDI+NBikQiyXsMBgMdO25l0ybXBvvagw+F+fP7mEWZzAe3qnCjYhJybNdPnKgO0mbOvMugQR7p2xmZMMHIa6+52fSvrIWDPn2MVK+eyhNPePDaa26EhWX8xX3OHMGHH1oGhBZLg6wNCk+erM7Jk9VZtcqyr9GoMHKkdv9u8uRUwsN1ZsHo66/TOHFiGrGxxQkN7cqMGesB+Pzz59m4MWPRyxprweXGjWLA03bnIti3rwHW9R8WpgCpbNliuQ8sdWB7PtkVZqyFO0URKIrR4T5SKRh9YYPBwOTJM6hXr7nd9XCGwmefwYABrtdFTAwMHuxpfk7Uv7b3dlZmutP6uN27t3ouw4atxWjsareH9TPueD779jWkenUBDMP6XrPP2148cd2SSousPttZbwsc0fHSS+40bpzG7t1DAVWUmzsX+vd3o0MH6/bA2bHU+goONvLJJ3eJilrMvHl9HLaSMxdmn1wXgsqUKcOVK1ds0q5cuUKRIkVcsgYy5WHar2zZsjb51KlTR3MfT09PPD09s1doSbZx9iXmgw8czfh27VLVaevt5cMskUgk94a19WVAgKM1pkTyIJMVSx5n+6xcqWPjxmewHuz36ydo105xGHDGxEB4uNagTlgN6tUBnWWgL6zS0fhf+3eDBpaBrL1osWDBcYzG6k7OUEfz5u60afMHyckeQCsn26WXPN3tYu5cN86cMfDBB24a5ckKjq5v9sKYosDUqbYfCgcO1AMmKx0BqIPqVasEioJT0WvDhtV8/vnz5mu/YIGOKVOGYjv4th7Map2bkm459YzGdlkTZrTuSfsPoyZBYty4FMaMybi+H9a+sKNFW+aCgxBZE8V27tRyu1TMz6ZeL3jqqY2MGnUpW5aAJtH1v/90rFr1smuFcsCxXbC+tytU6MCUKapQZBKIatWC7As0Cp7cpYTxOtP7XKVxwhWqlU8kftYG+tKIwtymELfx4q7m3nfxIonC5iURH2Lx5wqluUop4inipFwKu3dbrJiEUOjbF1q3NjBhwkIrIT0zdHz0kSfQV/M4w4ZBqVIGhg9XxWDApn2QOCfXhaCmTZvy66+/2qRt3LiRpk2bupxHpUqVKFOmDJs3bzYLP/Hx8ezevZuBAwfmZHELHDn9Ndvk+2krBjl+AUlLg6QkbMwD9Xpbk0WJRCJ5WMlq2+vq9vZfL1991ch33927i4NEkl+wvsdNLj6vveaWobuR9T6qqwg4ihcKU6fCpEmWtJgYWLlSO56P/f5CKISH3+Wvv9Zx9Woptm9vlaXz0uuhQgUD/fv/gRAdHY518mR1MhoICqHYiFuZMW+enuDgVFatOoQQDbNU1swxOtSZEI59QXUbLfFFSb9GWqixdVatslx7VVDKTGjTwtVBtRF391TA0u5aiz/WrmSLFhlp3nwb3t53MRrbOZR9zJjMj9asWRoBAXoXy/ZgYC+MWaxhMkOwaZNCq1bqr+wIwQCtWm3G3T2N2rVb8+WXbTJ9JyYmJvLCC6cRorbdGtXFS1FM55CTqPe2vUVav36wbJmz4wlKco0KnKcC5wkk2uZvaa5Qguv4kmjZZZj6pw/Qh2/vudR38eQqpYgmkNMEc4bKnCaY0wRzhEeJx89SWgEvvHCUf//VFnWco72togjeeUdxEINXr1atj0zXNrv3zcNOloWgxMREIq2iP509e5aDBw/i7+9PhQoVCAsL48KFCyxevBiAAQMGMGPGDN577z3efPNNtmzZwsqVK1m/fr3LeSqKwtChQxk/fjxVq1alUqVKfPTRR5QrV44XXnjhHk4/b8ioQ58XbgY5+bU4IMBR3Klc+RSnTj2Clllms2bGdLNgf/z9Y4mJScBgkO4VEolEklW0XHMLUuwJycOP42BStZZRXaEUdDrBN98oNgM7bcsMbaZMgXfeUZ+POXNSreJYaAkwjmnDhnkhRFfs3YsyR3UL27hRx6+/tndY60YKZblEADEEEk1JruFHnHkpQjyeJKMnDTdSzX9TcSMZTwx4kIwnyXhyB2/i8OMWRTkT5ktlilGcWG5RlFsU5SbFuEkxUnEeMyizc9F2i3FWj9lFvfbnzmV8TXPqWC1auNuIBlrxmkzbWuLEaJ1v5hYQf/6po0ED29goDzrark2uiXWffmrkzJlleHikZhq/qVkzrRhEgq1bn0YIHX/8oe32V6qUrVAwYoQn//5by2mZnAuVOYGjhd3sr36nNiWpxike4STVOMEjnOQRTlKUOJdyTcGN65TgBsWJw4/bFDJb+dzGm2S8EHbHVhB4cdfKHigJHxIpzg1KcZUiJOBFMhWIpgLRPMFOh+OeI4hD1OYwtThEbfb+2yD7VWOHEPDdd6mEhemwfraEsO3vOHPxK+hkWQj6559/aN26tfm3KQ5PSEgICxcu5NKlS5w/f968vlKlSqxfv55hw4YxdepUAgICmDdvHu3atXM5T4D33nuPpKQk+vXrx61bt3jyySfZsGEDXl5eWT2FfI9JmBk5cgYTJw7KVVHkXh4MZ6JVaKhF3ClVqgeTJtmKQNZ+8ODB5MnDzUqtaaYx6b4gkUgeJuzbS2eY2v8LF5x3kJ21va50tB/W2BOSgkFm97hpYNe6tYEZM9RB3TPP9MwwELI11jPdaFsv2Lt02KbZDj6z9rU7KAhe7S6oyTFqcZhaHKY2h3icfynPBXQuWU/kHPH4coPixOJvs2ilmdJvUowUMuqzZjVOSWb7KHzzjevBh+8F+4DXWvGarMtl+Zsd8UuNjVK1quDpp/+gXLnM3ZjyO9oeA66iY9mynrgSvykgAGbNSmPAAHthwNqN04LpmV+/3trS0JV7LzcQlOMiNThGdY6b/z7CSQL3OJ8Wy4jCJcoSTSDnqWDz9xJluUZJrlOCOPzI6XPy5jaluEpprhBEFMGcpjJnCOY0VTlFIDFUJIqKRPE8P5v3u0hZdtGUXTTlb5qwj3rcpVA2SqA4iEAmnLXn9nHVCrK1UJaFoFatWiEykEFNwo39PgcOHMh2ngCKovDxxx/z8ccfu1zW/IwzKxzbwHJGqlUz0r9/7pQhJ2ftsh+YTJ48nJgYqFBB6wWoULt2Clh9bZJKrUQiKaiY2s4SJd63aQc7dqxLvXqO786vvvpKMx/tjnb2g2RKXGf79u1MmjSJffv2cenSJX788cdMLZa3bt3K8OHDOXLkCIGBgYwaNYo33njDZpuZM2cyadIkLl++TO3atZk+fTqNGjUyr7979y4jRoxg+fLlJCcn065dO77++mubWVbPnz/PwIEDiYiIwMfHh5CQECZMmICb24M3X4grMw6lpcGMGbauYI7xakR6v9N28GB6Ply3Xsj+oKo4181iTy0O0+a9Q8SLo3iRrLm9AXdiCCCGAK5SilsUNdsExVOEu3iRhp409KTiRhp63EjBg5R0WyB18eaO2ZKoaLodkPX/JuuCIiRQhAQqcS5L55WQHj/EmWhknXaTYtymEHfwNi8GPLDMIuTKNNMwbFgaU6ZoDwZzEtPAUoisBO7NrhikHsPk7veg940DAmDatGSrIOhZxfX4TR06uKW/C+331UJ1PZswISNhz/m+2bmuelKpzBkbwcf0vx/xTve7TnFOUI2TPGLz9zTBJJM3hhF3KJQu81RkD40d1hcjlsf519zO1eUAtThMOS7xMmt4mTWA2r7toRFbaUUErdlFU+64LAxp30+KIqhSRXHSnlus/FJTC+4Y9MHrBTwEOBM9HM2Xdbz1lkKHDq5PcZgVlzNngZ2z8rXY+uu1/40blLl8mQmffkpY9+6culwDIRTcMTCPPpTnAs+zliQKUaiQ5eUup5GXSCQPMll1r50wYQIjRoxwyOPjjz1t2sGff+5IaqqOQoXuZGghZELLNbdnTyPffafIOGy5TFJSErVr1+bNN9/kpZdeynT7s2fP0qFDBwYMGMDSpUvZvHkzffr0oWzZsmaL6RUrVjB8+HBmz55N48aNCQ8Pp127dpw4cYJSpUoBMGzYMNavX88PP/yAn58fgwYN4qWXXmLHjh0ApKWl0aFDB8qUKcPOnTu5dOkSr7/+Ou7u7nz22We5VyG5hCvTo+t0tkGJhVDsZmwyUq/ePqZOrc3q1TrzLFb2z0dmoqqruJFCNU7YiD61OUQ5LtlueE79k4BPuj1QLQ5Ri3+pRSRVuEZJRC4LHQA60ijKLRv5pjg3NGyAbNOLcRMdAl8S8SWRIM5nfjANjCjcxctGHLIWuayFLtNS/Hs3eldQuHDeiA6jeY3pf62/CsJm0UpLQ28uy128uIsXnt3iiTf6Mp2qXKckNyjODYpzjZJEEcR5KmgMyu/FCuPh6Ru7Jj5n9TkzMnPmaipUUIMDO5/NyxkKEyZkfUYunQ7eey+NiRO1BUhP7lKJs2brGNNf0+KJQTPfVPScJphj1OA41TlGDU5QjVNUJZbiWSihfT06n6Y9N7mJP9tpyXZaYhJ2vblDffal2wOpSxmu8CQ7eJIdjOJTkvFgN43NwtDfNOEurk0yZc3vv6vPjJY1mtGoBq9WlII7BlVEZqY4Dwnx8fH4+fkRFxdHkSJF8qwcMTEQFOQ4U9a5c+oXqKeectzn3Xdtgxc6Q8u0zVoAMg1WwsK6sHz5l8TF+TJ16jDNsmQ0M4L11+vBgz1U6yXSOFM4mIpJUVzwLUf5hIvsrdGAxsf+5jt60ZNlAIxlNOMYZ+PHHxGhfd4REdCqleWY5WJiCK1QAbewMHgAv2TmGw4cUEerfn6ZbyvJHXbuhCVL4PPPwVl7dOkSzJ4Nffs+PG+jGzdg7lx47jmobR+A8cHEOo6Idbtm3VZqMWLECBvLnrNnK7JoUYjT7RVF0KnTOgcLIS3RX30P+DN6dE8CAjD/DgvryvLlX2rulx/JL+/trKIoSqYWQe+//z7r16/nv//+M6e98sor3Lp1iw0bNgDQuHFjGjZsyIwZMwAwGo0EBgYyePBgRo4cSVxcHCVLluT777+nS5cuABw/fpwaNWqwa9cumjRpwm+//UbHjh25ePGi2Upo9uzZvP/++1y7dk3zHkhOTiY52WKVEh8fT2BgYI5fh28uXuTz81kTC1JTISUFEhIgMUF7G+9CcOe2Y3qhwoLbSbYDAU+vuygKFC7sSeHCik3XIj4erl/HtXi26biRigcGPDDgjgHP9L+Kk0xScEe5q+Op8GhC2wTQbVd1rgy4A+5Gze3zOzqM6EhDb/PXUYSx3kaXLrpkqaLTaffPP3wdHk6KXs8L48dzPDAw508qG6ThRgpupOJOsvmO8CSNew8AXa483GtUDD83NxZUr05tHx+WX7nC2HPnSMnl4WBqKpw/T4aXuYgf+PpCcjJcv6beT+6kWEl/qen3kEm4M9q4TLq5gzHNiNGoM8t5RiupL6M0oSgYhV2aXVgLBSixFerMT6R/vzhGNhRc8CqOHqNNGd1IQ0dahvUh0JGCu7m1SDH/dSfHxRpX43LnJvHuML4mw7q7M+XUFegeA4rVtSMFb+7izR28uIMbqTa7CxSSzQKxl2Y8I00UqFABbt9W7ylX8fK+Q6lSXri5Keb3jru78+GnEILY2HjS0nT4+/sASqb7AHjodByzsvLNCbLSd5Kj6RzElUDPGVnhODN5tg5emNFx9++vy7p1Fkujr79O5fLlCcTF+bJ7d2N27WqabiZtpFMn1eVg2rRks5jj6tfiuDhfoqMDWbPG8vX6MY5QMSkKgPIJFwFoeOwfjhR+jBpJx837vsckihLHSmM3FvUTPNu8DlWrFs50Gvm4OF/eXLUBt1sxEBwMPXtmXEiJNn/+CS1aQPfusHy59jZXrkCxYnA/BolpaeqSzwek98TZsxAUpH4+Arh5E554Qv3/kUfUeS+1CA+HL76AW7dg6tT7UdLcZ+xYmDEDwsJgwQKwc4N50MjImjHdYMNl/P1vZBg/QQiFdes6EhwciZ+fZQSs9c7x80vAzy/B3Jabfpcvb+l05cXEBBILu3btok2bNjZp7dq1Y+jQoYB6ffbt22cTT0qn09GmTRt27doFwL59+0hJSbHJp3r16lSoUMEsBO3atYvHH3/cxlWsXbt2DBw4kCNHjlC3bl2Hsk2YMIFx48bl5OlqEpeaypm72tMVZ4gCFElfNLgDUMwx/TZAUds0k9x1l2RupILN2MMDKJe1oqlZ6LiNF2TBVWNR28dxi6/ClWePQ0UNFesBwZi+qNWY+65as8qX5+o3jUkKVNjQpHTmO+QpKenLvXERcDLLd5b44epVavv48M2lS5y4c+feM3SFTJ6neCBeoD575dV7SX1G9enL/XxPaYuTV7ulsG5eR37f35Cjr3yRw8e0nPFDR/m7KE9cZ/jwQFYfu8h5d9t7LhVIwJ0E3HHauNvgej2dN034V9714t5F4XxqsuWdoGBq4J1T2BOAxNRkl/fxUO53HCpbpBB0nwkKMqAobjZTaJpEj4AAGDrUyJQptl8M0tLg2LEU5s9Xzbi1Ou1xcb6sW9fRnK/RqPD223qeeqopGze2wT5gmupyoDB5chpDh4abvx5nFiDLdpYEC91Yaf4/FT2/0p7OrDOLQLNL9KPK9dO0YTNDmcpQpoIR/mrfjDoHf6djxy3m8tsLUgsW6Fgy5TUmo7pS/P7BIlp36SIHLtlh2zb176ZNqpO7fQO0Ywe0bKn6Ks6Zk/vlee45+PdfdSlRIvePd7/57Tdo314VLpcuVdM+/NCy/uhR5/ua1h08mGvFuy9Y32em+w9g2jTnQtD581C/vlp3ixZl/9hXr6qfY4ppjApzgIyEfVeEIJOVpr//Dfz8EmyEeS2E0BEb628jBEkeTC5fvmwjzgCULl2a+Ph47ty5w82bN0lLS9Pc5vjx4+Y8PDw8KFq0qMM2ly9fzvA4pnVahIWFmSftAItFUE7zaunSNHfRMnXxkjRmfZ25NUUhkmjJNlrwJ3XZn2G8jYxIQ0cynrgpaehEGm6ZfN03kYIbUVTkNJU5SyVOE0wkVbhMGTS/8re4Dq9EU65GKvP76WBC+nEWB8Hf/tkqe46TH6wJtAg/CB6C1b7PQ6E7wGG44AWf1sjTYhUhjrJcpiwXCSKKKpymCpEEch49tpZeyXhyiFrsoim7acxZMvYtbt8BPhp1b+Wbe+kS316+zK1UdXQal/53cnAwTXPR8vLqNXjhBRDpVVCRszRiDw34h8f51+nMV1cpyRVKc4MSXE+PL5VEYSu3QW/S7ARHBeEQG8t2ueuQVrLINcr5e3DjUgIkk27HlWK2O7rj6ckrUz4gxd2dHR6N+cunIQBBJ6/zUvi/XEt3E7xOSa5TnBuUIN4lQSObKAAChIJODwMHwtdfW+oXQKeHcePu/Z5xRqtWRrZuUyCzQO2vREOL63R+JY2AAEg5l6qKIxOrwXnHOEBVHzmBh4eBI/89bk4LIJr67KMuB6jHfkpy3WYfA+4cpSb7qcd+6vEfj5OMKsyULHmVa9dKkjOWVoLZc9KoXcsiodjf267sY0KRQtDDRWaxIgICoE2bTWza1EZT9Bg0KI3wcMVBKAoOFuxMn5FP6ytudHSgw+AhLc0SZM4RHb/+2onffhPMnTvcpaBYjtO2mhBmIagH3/Mr7YnHj4/5iI8YTwzlee/Gl6Qo7rQX6+nKD7zCCgBqXjjGte0naOy/C4+XkwHB55+/YBakTMfsZDUdYVBUFHv3WowqJFngyBH1740bEB2t2ktaM3++OpJdvhxmzszYnvHMGXWA7+enups9/XTWynL5MmzcqP6/ZAn4+MDrr4OnZ9byyc+sWqX+/f576NJF9XX89lvL+tOnne976pT697//tEW7vOLSJdWaZ+DAjAUWgwFeegm2bIFKlWDWLPVcTBw8CHFx2i6KixerPhlLlsDEiVC2rGXdlSuqgPTmm9DVSQyA69fh7bfV+i9eHPbuVa2ychCDwcC6dTNQlKGawn5mvPrqFrMFp6IY6dTpF5YuTeX06a+Jjg5g1aouOH5NN5KUVJi4OF8pBklyDU9PTzzvQztcztOTcpkcx2Aw8PbbC5k3rw8ZWZeUJ4Z3+ZLezMeXRMv+uHOSR8wz5xjwQKDgRqpNgORi3MSXBIoQn+HsXIkUNk+/HEMAZ6lkXiKpwimqpk+7borPYR+nw+53oPpV/EJsqjqY8k4Xgk4XhmMZiWQ5OQ27JU9FsZ35TKfDKuCuK2XIjXI5yT/RDfxToHAqFaqnqhGJ4tzT603wxhsKCxfmdnkcicePeCpwwi7dizvU5hBP8Fd6LJS/KMl1WnKQISwGIIby/E47NvAsf9CWeGzvgd9PwpwMPARc4a84VXCJS1PvtYT0vw18fWmSGyEDjEYMN28ycWI478UXonr0CZ5hI+VV2yYzyXiwj/oEdmnCH9dqM2vboxynOkn45HyZHDDdJxnE0VEEGLeBDpoX3gaFbwAnibpWjSnHumjmqiiqVZHaR9BqCyDjYOLO07t2VZg8Wf3wZDImeFyfahMjcM4chXaNYPTxe51VT7scY76GJR+oZShcGJo0cbRqVhRB/fLe/ANUra3ea0ki3UTmvyJwobBDvpHHGziMaWPwI4bHWEsIIKhCJK3YSku20YqtBHCBFhwGVG+HFNzUqeppyJ5jjdhDI45THWMOuGe+1UoNA9Crl+qKf+TIo4gj7VzaJ78FoZZC0D1iHzPHWdRxa/etTZtMljtGxo830ru35TIEBECnTr/YWMd06LCOJUsOOHw9NrFggY5Vq17WKF3mL0AhbINiOXMXMBgMjBq1DKPRMYZFMKd5hFMYcOcXOpKILwCj+ZjNPM1JHiFB+DJsWCrh4S+yRrxMH74hnqL4372Jf4cG9MefYE7zHL8SlzAKvnsPSpQwf3Fvzp/m41XnBGWbxzJ+bpl890DlO65fV12RqlZVf5uEIIBvvoGXX1bXxaS73P30k7ouPh727FGFmv371YG/v9XXyfHjYcwY1VG9ZEmIioING6BtWzWPRo3g779Vy6Ny5dRBub/d180/LdcU09fnO3dgyJCcroW849w5y//Dh6s+nlaxNzh2THu/1FRVaAOIjVXFl3JZ9FHISVJT1RGBTqcKMBs2qFZcy5bZbmcwwObN8OSTsGYNrF+vph89qlqagaqQ63Rqz2HHDtXqJzISTpxQ/1cU+OEHdVshVDHH01MVc776SnWX27BBXW7dchSSrl6FJk1UlzyAa9fg+edVIapp04zP02BQhavGjV2yIvLzS3Bor03CvkEjDqSpDXd3T7ax4BRCx7p1Hblw4U66G9cxDIZf+PnnjpgGvya34VWrupqFI60ZxTLC2WxjkvtPmTJluHLlik3alStXKFKkCN7e3uj1evR6veY2ZcqUMedhMBi4deuWjVWQ/TZ79uxxyMO0Lr+zYIEuQxHIHQPDmcxHfEJh1fmLY1RnJd34lfYcpA4GsiJqCQqThC8JeHOHVNzMSzxFrIIAZ9a/0p59SBVajJbzMVo20+kERq90ISj53gcrjrhSZktQbb1eMGGCwvvvaw8in3nGyMaNCrbXxtp8KJcFmPQBZ4NGsO9q+jENall0OoVGjWDhwnzyAQW4ize7aYJo1JDJe4YDCtU5Tlv+oB2/mwezvfmW3nxLCm5spwW/0JFf6EgkVbM8oYsWbukfldLSYwLdTVf6PE3u60KofbGEBO0lMdH5Oq0lKQkPIRhtV447eLGdFmzkGbbTgkPUJk3vya73oE+j+y3gmY6VgSujUCBVAQ8BbgLc0h/eVK1nXP0oNGeOQrt2CpGR8PffaXzwga1IU6sWTJqUxg8/OAvi7EwkUlizBiZPVr8vmujf340OHUzikNoXiXE+67z9CWqWQacTjBypMHGidgiPgADL/Wg9WYVOJxg+XOGddxTmpOj4J8pyr5nuvR9X63ipqX37IpxaRVuffyRViaQq8+gLCII5bRaFWrGVQGJowD4asI+BzAbUQPyqtdBj/MdjHOFRjvBoJkG4HevFFAbg8mVh5SWT8T2bX4NQSyEoh4iL82XcOItJv9YFt3ffAh2jRul47TVbEaZePQgOjrQK7nkgPf6PRUBq1mwXvXoBGBg40A3txsu1RtT+xeLMqsndPdlq1g2VIM7SmZ8B2METZhHI9EBso5X5d6lSMHRoONHRAaxe3YVjogaPorq/FCeWa5TEnVT4HVKeWI/7Y9VpWKQcNZS3aCmsXEqAp8Um+vd/Ld89ULnCiROQlAT16mVtv6QkVZC5cEHNIyBA/Wvi00/VgXWtWqroU6GCKhqZWLpUtTMF6NgRtm5VY/ls3QoffaSm376tikAA69apAlK3blC0qDpItz5W5cqqUPTBB6rfzPbtjmXesAEGDFDdp2rXhtdec9wmLU11W1MUdductpS5eVP9BFq8uDqa//tvNZZPVgdNQsChQ5bf585Z4gGNHw+jRqlWUZGRqutYgwZqQDBPT9U1KsUqlsB//6lCUEwM3L3r+vzfQqjX8NFHbXsLWixYoJblk08s8YxAFVZat1YFrI8+Uq8RWGJMXbqkxp0aMwbee0+NZ2Td++jXT73vTG5hDRqo1l+RkdChA/TqpUaGj4lRRZ527eDwYcvxrYXBkiVt75tp0yz3otGo5rl2rSUu05Qp0KePeh2aNVOFoJdfVus3LU0tx1NPQfPmqnA1caJa1/7+6j3WpYsqbI4erVrQ/fEH1KwJq1ebn8d69Q6Y22t//1h69RqEwYBDoGj7Nty+zRZCx5kzljRTvtHRAdy+7c2GDR1tZpTUihd0P5CxhXKGpk2b8uuvv9qkbdy4kabpYqWHhwf169dn8+bN5qDTRqORzZs3M2jQIADq16+Pu7s7mzdv5uWX1Y9BJ06c4Pz58+Z8mjZtyqeffsrVq1fNM41t3LiRIkWKULNmzftxqtnGZBHsrC9TiTOspBsN2AfADpoxjjFsxJkltCsoJOHjghVC9vIXQqFHjzSWLUsf+JkGQDr49NM0wkzBUzONFe3cikAr1qROJ3j1VcsMgs72FUJh5UqFkiUtA8m0NMdZ2nQ6+PZbPTt3qiEH7cvWt28qc+c6ixFkir1yL1OIY9ab+vSDf8anpxlN8drU12t+ZN8+PXv2wDffpDJvnjp5+DTewZO7NOdPnmUD7fmVGhznabbwNFuYwnBO8Ai/0IES/z4LT7RW3Z5NJCe7LNzoSpeGunUx/vknDBmCGDQIihZF17Gj+u5NTFTfjzlMKnr+5XH+oC0beYa/eDJdWFXvRVUcUQ+fNeuY+4+ihzZtjWwEG7conU7tMiYlWUQSUP+2auXGa685ijSrV+twTVS2xZkoaC3MgGpc7po1kGObop6PQsOGUKFCmoO1kf2xtYQoAF36dznT/FQmqbh2LZg1y1Y8yursbaayn053wvyW3oAgiCgaspdG7KEhe2nAP/iSmD5/me344zKlzeLQfzzGvzzOER5Nfw84r/+PPvKwqtvMy50TQm6OIwoIcXFxAhBxcXE5mm9ycrIYNvRL8ewz64U66rJd/vjDIJKTk8XYsWNFly4rNbcJCVkgxo4dKxISEsSwYV+JkJCF4vTpZHP+ffrMEYqS5rCfTmcUw4alauaptfRnlujDNw7per0Q0dHq+cyenWI+lk5nFPPmOaaDUYAQz7JepKIzZ/Q+EwQI8cgjx8T//nfXvJ39cUxlXkQvlwqe7OkjBIgU9GI+oUKAuEBZUYKrIiJC46JERgrRoYMQu3bl6LXOE1JTLXVx7lzm29+9a/n/ww8t+86ZI8Tx467dKIGB2ulffKHm262b+rtNGyF8fCzrGzUSolMn232aNRPiscds0xo2FMJgEKJWLcdjPPusEB99ZPmdmGh7fnfu2B5j6dKcq2sh1HJVrixEqVJC3LolxHvvqcdRFCEmT85aXjExlhv/k08sZS5WTIjr14UICFB/m+rTVKepqUJs2GBbL19+KUR4uBAeHkIUKiTE2bOulWHVKnX/IkWEiI9X0xYtEqJcOSHef1+Iq1eFuH3bUla10bLsn5wsRKtWjtfJ09MxrX17tWzWaT4+Qty8KcSNG0K4u6tp8+YJsXCh8/vPlHfDhtrHsW0Ehfj8cyFWrhSiZUvbdeHh6jmcOiVEaKhad87yqVzZNk8QwstLiGXLLOU2LaVKCQHC6OsrosuXF+cDAsTXAwaIsWPHirFjx4rk5GRzm29qz7XbcKPd7zTRp88ccz7WS0jIQs1it237mxg27CvzcdVLlqxZFvslISHBZjtXsc8/N8mt93ZukJCQIA4cOCAOHDggADF58mRx4MABERUVJYQQYuTIkaJXr17m7c+cOSMKFSok/ve//4ljx46JmTNnCr1eLzZs2GDeZvny5cLT01MsXLhQHD16VPTr108ULVpUXL582bzNgAEDRIUKFcSWLVvEP//8I5o2bSqaNm1qXp+amioee+wx0bZtW3Hw4EGxYcMGUbJkSREWFubyueXFdUhOTnbaZwIhWrBV3MRPCBDX8Re9WKTxTDl71rK63tV9Ms9Hp1P7Vua01pcFERGiytoDQgghau7YI4iIENN23hB9+qRkmOfgwY7H1OuFmDRJ/Ws63rvvWvp40dFCREQIsW6dEIrimLd1f9CaCRMsfUC93tI3jI62Ox+rPPbscVwHRjFpkrp+5UohZs3S3sal+lyxUxARIX45FSeUNpcEERGCrw6Yy7BnT2Z5GNPryKhZF7m5mPqu1vVqX9ZgTokhhIs/aCOSsX0PJXsXESIoSAh/f8d3VCbL9BdeEEREiK5jxggBovzKlYKICPHPI484bu/jI0TZskI88ogQ9eur/YFOnYTo2VOI/v3Vm2vcOCG++kqIb75R35m//CLEtm1C7N8vxKlT4s9Vl4U3SU6fmS5d1Pqwvke17onnnksV4DgWyupz26hRWvbz+W2bICJCTFx4W0yLjlbvuTH/OjwXrrJlS/bPxdmzao92fWZcR87Ox9R+uHJca8aePSuIiBADT5wQQgjhvU2tx7O3b9vkq9Vm6HRqO9G3b4oL1835eepIFY/yr+jFIjGR98Q6OoizBGVYGaepJNbSSYznA/EyP4iyXDCvVpTsXbes1l12yMo7m9wvTv4gtzoy3487KjbTWnzEOPEHbcTfNBLFuZZ+k6SJ48cTxdjRo8W02oPEU/yh8SAbzR35GTPumF8IbkqKWDn+hJg9y+Bw4xfhlqjDfqubXrtxbcwu0Zu5wp/r4gXWmFcGEiWCOCtGM1Y8wjHRufNakZyc7NBYlOKymKiMFMdmRTg8mJ7cFqcItjloHfYLnc4ooqOF+P13g+YDsHKlpfPxLl84bLCSLmKsMlb93aSJEI8+al73DX1EIRLFUaoLAeIEVcWlzUccL0r//uo+LVsKMXWqEOvX5+g1z3E2bxZi9WpVhDhidT6nT6tilql+5s/X3n/RIiE++0yI5cvVFnPcOCG2b7ftHPToIcTrr6v/+/pqt05BQap4dPq0Ogg2pZs6B8WKCbFxoyXfAweE+OcfVSDRyq9rVyFSUoRIS1MH42vWCFG0qLpu2DBLK9qjh2UfLy/bY69ebXuun35qe4yiRVWRwRqjUYjXXhPiuefUOv3hByEqVhTaqqEdGzda8l60SD1n0293dyEOHlTFqtatbUU3LX79Vd2vZk0hEhKEaN5ciKefFuLoUXX9M89o19vnnwsxfXrGb5IPP1TzOHJEiOrVVaFIiyeesOwzfboq+pQoYUnTepNVrChEnTpCfP+9EK+8oqb5+FiEu4YN1Xp47z0hxo9XBUJrkaV8efW569pVzcPEuXPq29xgUOvj5Zdtj+/nZ/m/SRMhoqKE2LdPFfsOHhSiQQPL+lq11OubUR0dsWsbLl0SYuJEdb8hQ1TB0VpULFFCiFGj1O3atbPNy/rYpvvU6neKXi82tmkjPv3gA7PA8kLHNUJHigAhXmKlWEFXUZP/bLKZyQARRaCoyGnzO6Nz57UOos2wYV85HSyZ9rkfQpB9XlIIshARESEAhyUkJEQIIURISIho2bKlwz516tQRHh4eonLlymLBggUO+U6fPl1UqFBBeHh4iEaNGom///7bZv2dO3fEW2+9JYoVKyYKFSokXnzxRXHp0iWbbc6dOyeee+454e3tLUqUKCFGjBghUlJSXD63vLgOs2c77/Q/z4/iDqpIvJMmIoDzGTYFJUtezHB9xYqpIitikKIYRePGtiKNohhFr16pTgf1psVa9wchaHVFEBEh6kQcEEIIUWuPKgT9kf5emzBBqx6MIv22EpMmWbRrvV7YCDQZDdicDUDffdf5NXGWp/WHQvvBo/3HRdP3pIz2/+IL9ThvvWUvhNnV6XJVCNoTFydCv7+gDsonHbQpwxdfOL8Ws2ZZzsf2Y2fuLvYDeFO9al9rdfElTrzEKvEtb4grlHSeube3+rEiOFh9jzdvrr7zunUTondvIYYOFTNnzxZERIiX164V4rvvRLnNmwUREWLf33+rHwwvXFA/HKWlOb8ZskBGgpyiaN+jzu6bzMU9rcUiLHbpouazYkXWr5uiGIX7RlXAOH37tpiaLgR13PtftsQRIbRFGkUxZtCOOBdpMkK9t1yvtylTclawGJcuBPU/flwIIYRXuhB07s4dh23t24PZs1PMH9X++ivZLCDbf3fO7uJDvGjIbhHKfPEVw8TvPCMuUsbpDmcJEt/RU4z0H5/pu0frXsyqWJgdpBCkQW50ZKKjhXhNWeJwpf+imfDjhni/2mfi/IJ1YkuNlkKASEUnnuF3MYyvxGEeE5WV0+YbvEuXlebGoARXxXaeFALEYl4Vv/OM+Jz/iZJcESDErzwrBIiWRAgQwo+b4iC1xHf0ND/oYVgGzGvpJC5R2vy7H7PFIR5Xy6ToRKx3URFRr4XNV+fHOWTe57beS1QmUjzNRrGVFuI/aoo59BUCzF/kzlFB6JXUTL8SWTe+T/Cn+UcUgSIVnain7BPz5hrVQVxKivpFQa8XwstLLPnsjFCUNFGT/0QU6VYr1aqpVgt9+wpRu7YQhw+rgob905eQcO8XPCFBiEOH7j0fa27eFMLNTS2jyXLmt9+E+Osvyyc90/LCC6qlSGqqZf+1ay3rtb4K+fs7poWGql9utmxRxbLSpVWLEGumTbNsf/y4jSAnQLX0MWE0qoN/07pHH1XTtFi0yDafatXU9NOntVvNbt0s+8bGWsSCb79V9wVbsUEIVXAw7f/tt5b/69Z1LE9qqipomco7aJBle9N1CQzUFh1KllTPOzBQtbwxYTCo5xMSom7Xo4d2Xfzvf7b5ffyx4zFatbL08sFiuVKmjHoc61HFwoWqaNKkiSo+TZqU8RupTh3X3lxubuo9mZJisSqyZ84cy/bORCkt0tKEGDhQrSODQYgrV9TroTVIPXFCiMaN1WNMnaoKgPXrC1Ghgq1Fj2lxdg9ak5oqxJtvClGvnhDHjlnSL1603PNly6ri0Lx5qmXV//4nRHy8SP3wQ7Hx6afFMdN9CCLZ3V2kPPus+KNRG3GVEuJfHhU/8rx5/W4amtvoAM6bLSq/oY+52IqSZv44YL1Yfyiw79ApSpqNFakUgiQ5yf2+Dhl9wX6ajWbriNW8KLy47VIzltFANGtfyy2D1z17hBgzRh2UaFncaH3Zdvji3UIVghrv2i+EEOLxdCFoo9UHDpP1zGefqcfbs8exvrI6ENWqY50u+4O/jMrgSvmcbWM695UrHa2SSvyxSxARIf6OixOLL6kWQQ0iDjrkMXKk4yBYy5rCdKyM7weTAJ+xFZHjOtcG8NpWVHZ5kybqsF9s+vRvta98/rzal3RR3P06JkYQESFe/PdfIYQQZXfsEEREiP3O3u/3SGZWL86+0Tm7J7Sup7Nr9e676rM4ZYrtcxMd7bxNcLasWyeE7/btgogIcSopSYSnC0Hd//vvnupHS0i1FgetBbEPPsieRU7G1yDzZ+Ne+SRdCOqXLgR5bN0qiIgQ5zWEICFsr70zTxVnlmNZuaYZLcW5JloSId5muphNP7GfOjZeMKblILXEZ4wUtTjoUr65Ub/2SCFIg9zoyKgPllFsoK3Dlb6OxgDcbtlSY4DmV4if6Ky5fTLu4nteMf9eSRcBQgzga3Pao/wrwCh20zDLd33Hx34SLYgQq3nRYd1uGooECjuk92KRqM9eUZFI8ddftoMCZ42b9YPblRWiDvtFRc6IuuwTS5caHCt6714hDh5U3fCGfSVCQhaIs3tizC4aNi5QzpYlS1RriAsXhDh5UojOnYXYuTNrF7xz+nV58011EDp0qBCbNqmiSni4awNPexYvdizrm2+qA1xn59K7t3qsLVscrXusLSwaN1Zdf6zX9+kjxJkzluOnpqpCmj1paarFxOefq78PHRKiaVNVbHrhBUfh6LXXLMdYvNj5+SYl2br79O2rpqek2ApfHTta/u/QQRXhTMLG44+r5Rs+3DYPE99/r11viqKKSdaMHGlbp1pucaNHq9Yp1mKX/eLhoV63IUMs96X1vafF5csWYatZM/X4b71lK/ysXKlaRRUurFoQ3b6tCnegWkeZxCpwbh7eq5dj2adMUcsQE6NanVWoYHFVs14qVhTi55+dX08TRqMqoj35pNohzS3S0tQy2z9rRqN6D738cnrD0jVnjnXlinrPWh8nHXN79PoC8X3b7uKGtfWY3WLATdxGtSK6RRExlMliNGNt2vbaHDDvYnIXtl/69JkjnH0x/uMPg7lcWvu6IgRl5vYlhaCCyf2+Ds4GLfXZa+6HrKSL0OG6a7y62LscpYlHH/03i3moiysGps4sZWwGNi1VIejJ/aoQ9Fi6ELTJ/l2VC2RkyZNfsR4gVt6lCkE7b90Si9KFoLYHD2ru58y1TQtn1mg6nSoGmI5vEo769nXM25mVkysDQK1QDFrLypXZqUEhZl9QraeeP3xYCCFEmXQh6EAuCUEZiS7ZFR8bNEjJ9FkfOTLFIdyGK2XK6Jkvki4EnUhKElPOnxdERIhX7K2Ps1lH9yKkupK/lvCrJbDmRjvw6blzgogI0SddCHJPF4KinQhBGZXbWTgTvV61yrx390Hniw/x4ik2idGMFTtoKtKwtao/xOPiXb4QJbiaYT5duqzQvC9zCikEaZBbFkE6nVFU4rS4RnGxj7riJVbZXO2TVBG7aCzeZJ7YTGubdRcoK9wUW2W7GDeEAXVwN4O3RCo6sY4O4m8aOdxJu2koFMUodtLEnPYlw8QHQ2PNeSThbV5nLSIJED2VpSKA82IbzYUA8SGf2Lh7RREo6vKPiMMiNlzF4lbyL48KHalOGw5r4cb6Znf2krV2k3Ppa/W8eVl7gkuUUFsQ64H2pElCbN2q5rdpkzqQnzNHjUUjhDoI79bNYt1hWipUUP+aXJ1A9Y3W4p9/hPjzT+111oJHVpYaNSzn0bq1agWi06nuVyNHqpYwhnRRrUULdbuMbL5dxZnYdeGC+rkyvWORIW2thFNrkaRSJUv6li2qG5Xp95QpavwcUK1BhFD90E3rhwyxHPvttzOuu9KlVXcq1cbYsnTtqv4tVMhiSVWlihrPRwhVVBs4UPWFr1dPre/wcNvzMS1eXuoxli7NWCA8f14Vf/butaRFRakWRps3W0yzb9+25PPll7bHatLE1kY2NFR1XwNVPLp7VxXSdu1S3cM++8xyb5gwGFRR8KWXVMHsl19Uq6YsuI/kCxISVFfFK1dy/VDWHRBFSROdO/0kZvfrJ+5+/LE4VOVxMZLPxCpeEht5WjzOIfER4zTvxxuoAlIKevESq4Qnt8V/5WuIXRUbi2FDv3QpVpC1RZAJa9HGuj3NjhDkTFySQlDB4H5dB1OfoX37dcJ+kFaCqyIaVdD+gzbCg7tOmnhn7vKWV8mePUIMG+bKYFs7r6x80c3I0iUiQoi5x64KIiJEs337hBBC1Ny9WxARIbbcByEoo/I9CFT5+29BRIT469YtsTBdCGrnRAgSImvnGh2tdplM36es3e5czfte6jY62rnXvdrmZ/+afZMuBHVO7zOV/usvQUSEOJgTlvNO6NNHW7QdMCB7+bki5Fi7WFlbkgiR9dg8pme+6J9/CiIixLHERDE5XQjqmQNC0P0gI+E3t9uBz9KFoDfTLa/d0oWgmExCLDi7TtZCvH3ZT59OFvXr7xGuCUL3ZkFUnGuiJ9+JVbwk7mIJkXAHTzGX3g7hAOzfK/b3ZU4hhSANcqsjY/K7LESiuWPyGSPFJUqLdvxmc/G9uC0W0Uvso645cRwfiUuUFn/QRhzHEqjtMI+JXr1SRSHizfuPwtF15GIhWz/Gq5QQXZWV6gCjUDFxrq86+IilqChKrFm9PNMyxLxbCAsc8o2gpajHXgFCvM5Cc/qYBh+JqQ0HCUO5QDGj61sOIo8rmDp7zZr95dQP9PjxRKdKvpmUFNVFxnwiIRbXkU8/VS14xo7N/EkuXFiNdWJtTTNhghpbKCstgr+/GmOmQwfVKsVoVIP6enmpee/bp1ohtWihutpYW/0sXOgY/8Z6adhQLedbb9lazvTqpYpWiYnqwF2LyEghvvvO1qUsL/nqK0v50wOpCiEssYjAEiR65kz1d+nSFusXU4yduDjbOnJ3d7TGAVU4sQ7WnNnSt68a32f0aOcuhUlJFrHBYFCv9/jxauwjaxEuN0hOVgUqUEWrrVtVC7VWrVTRMjlZvdZ792ZdyElMVC3mJBmibZKcJrp0WanGhRs7VnTuvFZYd0T0pIhX+F6MZoy5Hd7OkyKIs+JnVEE4ikAxqqxFMOrAWvHMM7/bxArSCjpdv/4el4Ug6zZWCkESV7hf18HxI1G6Gw5pZsvrY1QTPlb9IvtnYfBg7SDIpvUffphVlwI1uGxufTFfe+2aICJCNEkXgmqkC0ER90kIepB5JF0I2n7zplhw8aIgIkI8m8Pu+3kplEVHO7uX1YDb2WVeel11TBeCSqULQYdyUQjSju1jdHBzzAoZxRHTWqwF3KwEULYerPunC0FHExPFl+lC0KsPiBAkRN7dzxOjogQREeKNdCFIHxEhiIgQFzIRgjKzCNLC0aLu/gSCL0qs6MscB4+cZXQXVTjp0n2ZU0ghSIPc6sg4C4qc2Y03nYytFjY9MUojQPMd8R81RSKFHLb/kc7iBFVt0pI6dhPb18aKlXQR3VkmQIhuLBef8KH44ftkc/6+xIlbFDHv9xXDHM7lA8aLcXxkbnTvRcW0HlRYWwzZfmG3PLyKkiZmzLijOahJNbkHgWpFkZSkWvZYix7ffKO6cc2enfmTbAoCW6uWanVjv37yZFWUyWx/UOPKmAbsoA7UGzWyPPmm9DZtLNYe1tZKERGqsGFyhTK9pC9cUIWHB+jlY8OpU6orVa1atulFLPegGfvgxuXL21rYNGumpmu5RW3aJMRPP6nbJyWp4l54uGrbbXKVKlJEFeesYyDdo7/3feHoUdV1z5WZ5CQ5TkZfE3U6o+jcea059lv9+nusOiVpAoyiFgdFPf4xt3Ge3DFbO9gvf9FMhNUdLya+/76YNGKE2F+yjvgfn9vkp9UmawlBnTuvtbViSg9MLYUgSUbcj+vgfNArxMj0mIdJeItHOazZ11IU1f0msy/9Ol1GgWKdxxHasyd3BlDr0oWgRv/8I4QQonq6ELQ1N11sHxKs6+rbdHHjuZyO45jHaImjWgG3s4Kprtqn11XJdCHocC4KQa5YdmSH6Gg1RtewYa4JO9bHc0VIMsX1MlEiva7+S0wUk9LFjddMHyclTvkiva5C0utKly4EXcxs0hWRNRdWZ8G3Ldc5N0Uhi+txM/6yCbOSgl7Mor8oxo1ceQ7syco72y23p6d/2KlZ0x2dTmA0KuY0RRGAQAgFEIBitYf6+yPdpzxf/SSBRzdyiTL8SXMAOvMz7qTwzs5XMArr/SAZL5qyEx+SGM8o3mQBV/xL8Xnwe8zcO4jKnGEXTSlKHAAXKj5BpXrFaKVbaS7fSrqzWt+dc83h669TGTBARwJFaMfvzKUvpbnCNIbYlBUUPuNDm7IYjQr9+0O7dhAQkLU68/DwYMyYMTZpMTHw1lumOsP8V/1fx5Ahnrz5ZllSUjy5cEEhLs6X2NjiXHylNoGTJ6sbtmwJhQrB00/bHrBvX8v/N27Ahx/Cjz9ChQpw+DCEhqrr3noLxoyBsmXVdIDixeHECXj5ZTh6FHr2hCeegDfegMGDYcIEePRRaNQIPv4Y7t5V93N3h99+U/9XFPX31q2WcqSlqX/Dw2HIEHUbgHr14J9/wNMTWrWC48fBwwN0OvDxUbcpVw569MhSnecrqlSBQ4egWDHb9I8/hqFDba+Xtzd8/jn07q3+btHCUlcAc+bA779D//4QHQ1Hjqj/V69uex8UKgQjR1p+79sHx45B/frg6wvffqvWd8eO6vXM79SoodaXJE+oWhWHdt+E0ajw888dMbWdimKkTZtNlCt3kaSkwqxa1ZXD1LbZJxkvfq7fibf2zQYgBTcMeFCY2zzBTp44sBMOWLavy0Hi2vsy97f+5rYyszY5Ls6Xdes6IoQOUNvVn3/uiIdHMjExULlyjlSNRJItTp2yfe+bqMZxxjIOgLeZyREex9Q30esFEyYoNGwIVaooBASofQlnzyaA0ai+Quy30evhp58UOnWy77OpXfVz56Br1xw6WSt06e8zo/lYAhxKINFCl/7XKAQi/f+Hrd7693ejQwfYtUv93bSpkuU+tz0O95xdem6g9c7U69Xu4L0QEAADBqj/V6uWxsCBOoTQodMJkwzg9Hj16rlhOXtHdDrBN9+o7Ys5Lf3vw3zP5QbO7jlX6s70DERGWtp5Z5w6hUPbL4TCypUKJUtCYqLC8887fz/cG5Yx/06150YtDvEpH9KR9QxgDi+xhuFMZimvYjp7Rbn35+Be0GW+iSQjAgLg66/TUBT19tbrBbNmpdG797z0NOubzUiPHt8TErKQfae8Kb33J6Z3fZu2VTbQnZV0ZyVViKQxuzkiHkWns2+gBAn4cYlyhDGBAcykWuxxpuwdgQEPjlODJvzNfN7kd9pRuN+rmuWbM0ctd2iokWHDwmnWbAd7lEbU4l/KcYEoKqaLWRmTlqY+mDmB1sNrjdGoMG9eXxYtCqFGjUJMmTKMRYtCqNihNlv7fAc//AAlSmR+oLAwSEiAF15QRZeQEFUAGjAApk6FUqVshYAvv1TFoM2b4eJFKF1aFX2OHoWBA+H8eVXw6dzZsk/NmqqQ1KuXmj53Lnz1lWNZypZVj2398p07F559FnbvVn8XKwaFC2d+Xg8a1aurdWnNoEGwfTvMmGGb/uabMG0aVKyobmPNY4/BiBGqSFajBnTpAhcuqPlkROnSqvDj66v+btQILl+G77+/l7OSFBDs21VHdJjafiF0bNrUBn//WAIDo7F0hSwoipHI5lWY07oPf/IkoxjP02ymN/OYxQAScWwDXjy31izqmMioTY6ODnTYHnSsWtWVqlXdmT8/43PWYsKECYwbNw6DwZD1nSUSK6pWBftBmYKRufTFEwPrac9C3jCvmTIFzp1T+N//1KbcNDhwfDZt89TroWlT7X5Rx47Qv//9HdZZDywhawOkgo6pjow83PUWEADPP29g167JDBv2Ax06/ELXrj9w5kz22l1zvaXfc8b7ID5mNBbJKfr3d+P8eR0RERAVpTBrVsbH+/NP0D5rwbvvqnmYvkGaKCj3XE5jf8+Z685F8TEgwLadd4ZJcLTG1OabvvV+/XUaWv0wELz2muP+6njYWV/P9jgjR6Zh/c45TG1e0P/CwJqbOUJNSnGN7+jFr7SnJFczzfN+IC2CcoDQUCMnTkwjNtafsLCuLF/+JSkpFTU73f36vUqrVuqvOXN0DPlhGtZ63AUCuEAAej2MH5/GBx9Y1G1roeQqpZnDW1Z5q0rkCarTXz+POXMU2j3uWL7Ro3tSubIHoFrmTJ48HIPBwMiR4cTG+uPubuDWraKsWdNV8+ucNTmh5pvI6Au77TnaKvxGo0KbBa9ybgy49D5RFItljen3zJm22wweDP36qVZAISFqml6fcb716qmWOhcvqiJT9eqweLHtNkajmvbBB6pV0gcfqJZC1tSpY7EkKmjo9dC8ufa6wYPVxRW8vLJ3/CJFsrefpEBialejowNYs6Zrhm2XEDpiY/2pVCmKzp1/SbcYUtt9RTHSqdMvnD5TlfCtwxDoMH1V2k0TvqU3g/Vf80X34Tx1JILbhQvTbOdOWp+MIJhTnKaq+TjO2uRFi9xYteplp+UzWRO1bp3NypBI7pGAABgyJIVp0zzMaX2YR3P+IpHCDGQWpj6AXq9q/s4GBdZfkH//PY3PP1f7UepgUP2i7Owr86hR8M03wqafoSjqQCI3UO7hS3lBx2xlIITFkioXrVrykgULdEyZMhTr8cLq1YK5c3EQKzLDlIOw+5vbNZcVy47sEhBgaRcyO57a3XS0AFy3TqFjR+38TfeckBZBWcL+njOR03VnEhxNlmHWbb6J/v3dKFYMune331sV/p580nb/nj2NLFmiLRia9jMdp3dvN/z8Us1jd5PV6siRrZnPAUbwFaP5mOfYwCFq04slbBZtiIzMWVE0K0ghKAcwCSoABoOBuDhfkpIKZWgGqbpC6XH2GAwbBsOHG7l6VRVw+vbtSYsW7pkKJe3abeDrr58yiz325cus/AAREbBqVcbnrNM5Plz3gv3Dq9U4O8P0FTzHHqI+faBWLdVtyNVOhaLA2LGqq1K/ftrbDBmiLgAvvZQjRZVIJLmPwWBgwoQJAISFheHhobavfn4J+Pkdo1WrZAYP9tAQ/1UUxYi/fywA9eodIDg4kuhotcEKDIwBIDx8qNX+FhNjvV4wc2Yaly8XZe0jL4IQlLtwgYpRUaz1f4FasYcw4oZeL+jQYR3z5x8gLCzMfOy4OF8+/tiTzNrTtDQ4fVp2aSV5R9mylne/DwmMZxQAoxhPNBUA1/sepgFhq1ZuvP229mDQetBonTZrVhoDBugAndk9JLc66U4tgh5SQSMnsR5cPsyD8pgYGDjQcbwgRPZCNFgLaHB/607rmcur4zVsCD17pvL9926Y3rkhIc5FILB6XuGhFx9zEmvXMFO9Qe64JbkiODZr5txVsVUry/6FCys0aWKx8LYg+OILhR49HI8zcqQbr71mSTd5vBjxYCJhrKMTy3mFxzjCH7RlvDKaKpVH51JtZI4UgnKYBQt05g69oggUxaipSmbkCqXTCd55R3EQaEwxfZzdLIpipGbNowQEPHVP5+CKdc6SJan07OnudH12sLZcCg3tRqtWXrjyYOSkZRKgijqNG2d9v759bePbSCSSAkFISCqnT3/txDpI0KbNJvz8EhgxYgRfffWVWUAycfaslgWpRdgPCFDDkanJCj+98AIDZ83i0dijzOvUl389HuMjz5Os8UolJn3AbCI2triTttxWbNfrIThYsHOn+tta+JJIcpsTJ5L44ANvTPfk/5hEKa5xgkeYydvm7T76yNFdIzOyOvi8H5YLJswWBum/ZYwg17EWNEwWVQ9jvAtn8bMgex9CrcUMKNiCxtKl7gwdCjt2wBNP2MYD0sLGCi09reDVWtYxpsdF/Xv3WSI9g83puXXPZdbmZ2Y5ZNo/IkJ7rL5ypWKOGad1HPvjW4+pj/AYjdjDFIbRn28IUybifvsVoHo2z/beeBjbzDzDZOVjCcapIAR06bKSkydTbDovWn6MQIZfn0JDjfTpM08zLoVOJ5g7V8fkycPNX6uziys+9i1a5KwIBBbLpIUL36Bly0IMG6Ydp8gksKllyXk/Y4lEIskqfn4JPPbYMaZNS7ZqO40888xGnnhiV4b7+vvfcGjXLcK++jsuzpezZyvyyivvElesGLvTxeq2+/5gyD/TKfb9N/T+9ltqHTrkkLejz7taLlfa0QkTJphFIYkkNzAYDLRrd9XcdyrDJUagxtULYwKpWPobHTrcnzK5GpPiXpExgrJPQbHOqFrVFKfEEUURWf4QmpcWQfmRhg3VeUoyE4HA7p6zS5M4Z/ff6t11Lqoi1apb2vO8vOesY0qdO6f9gSGjmEOuojWmvkMhBjCHEBbSW8wjxidvRCCQFkE5iraVj4633+7mMCOLoyuUkWbNdrFkSUMbty5rPDw8mDu3Hw0apDJwIC7v5wr2rg+hoZitc6pW7cFHH7k79bfMLQYNSiM8XLH7Um4kIuIua9fOtol55Mx1QyKRSO4F67bFFUzWQbGx/vj7xzJx4iA8PNqa14eFhTnk5+eXwPTpBrN7mSlukJ9fAmBrabpkiaBjx7oUapxI0127KH/xok1endeuJXnLFibt3q3OrnjDn1lv7efzGX6cIRhFEXTq9Av16h3gscf+s2tH76GiJJJsMmaMjqioiubfH/IphbnNTpryIy+mp6puG64M1h4k7mU2nYJOQbHOsHdXtOf337MWJ8jBIij978NYdzmNonXPPYTiY04SEwMrlulhKKCos7mZyOuac8Vy6JtvVBfMtDRVBMqO8UH//m7cvJmKamBteYYXEwIC3nyQYgRt376dSZMmsW/fPi5dusSPP/7ICy+8kOE+W7duZfjw4Rw5coTAwEBGjRrFG2+8YbPNzJkzmTRpEpcvX6Z27dpMnz6dRo0amde3atWKbdu22ezTv39/Zs+endVTyDWyOj2itSuUv38sfn4JBARk3stxDP78RI6U3zQluzqVsG3coxs3wh2CTecW1gOv6dPfNw+OVBFKR8uWhWjZ0jHmkW35c7WIEolEYuYru1kBVdevBJf2NQnXBoOB06fDbd4HYG1papkmft26jgQPjWRj27a027ABvdHIthYtKH7jBo8dOYL3a68RU3cC8zf3ZoiYRj8a0A/YVrUFazs+b87bVM6sdkBMba2//w2Xz1Mi0SImBiZOtMQ/KcUVeqNOYfcBnwEKjRunMX26/qETgcDRIsj4EFu25DRa1hkPa6116OCWPr6wTc9OnCBFWgRlG+u4VPdjtrWHgVOnQJjGxQo2FfYg1F3v3urzpboKZ0+wiYmBDz90FhfYiLt7KpA3BgxZFoKSkpKoXbs2b775Ji+5EPD27NmzdOjQgQEDBrB06VI2b95Mnz59KFu2LO3atQNgxYoVDB8+nNmzZ9O4cWPCw8Np164dJ06coFSpUua8+vbty8cff2z+XahQoawWP1dxJVq5NZkFcXZGdvfLCPsvzt98Y/nCkBvHywzTQOOVV9IYOtRRhLK3AMqo/BKJRHKv2AvNHh4emtY994KWgBQZqThYmppmIWuxYgVTx4yhzOXLnKpSBbfUVPxjYyl36RKDN03nMLXMAXcBnjz9F//oGpKIb7bLuH9/Xdat62hjuSSRZJdTp8C6czyUcLy5yy6asI2WAOzdq+PwYddcNx40nFkESXeTzCkoFkGQcVzRrMYJcpg1TIqPLmMT9Dg9TdZaxlStCopIry+dsBWCHpB77l6DnDt/fgWgo0UL9zwbt2b5XfPcc88xfvx4Xnzxxcw3BmbPnk2lSpX46quvqFGjBoMGDaJLly5MmTLFvM3kyZPp27cvoaGh1KxZk9mzZ1OoUCG+/fZbm7wKFSpEmTJlzEuRDKZ7Tk5OJj4+3ma5H4SGGhk6NJyQkIUOcYHyK/axjUxTCcfE5E15TKLOokUh1KxZiEcfVeMG2VsimWJm7N2bv8ovkUgeLvbvr2tuk6pUceP553/GcJ/8qKpUEZoxfkaP7omHhwcJRYpw6pFHQKcj1cODFa+8QnLRUtTiX3bTBB+S+JMn2UlT9EYjdQ8cyPB4pnY1Ls5RLIqL8zWLQKAKUuvWdZRtrSTbWMdgKEIcb/E1ABMIwzRieJjf6aZOeJq0zsgyBSVGEGQcJyirE6ZId8TsY23BJ+vNNQIC4NVX0+82BXR6y31cUOpOOy6wZcKOvHzH5fpHh127dtGmTRubtHbt2rFrlxo802AwsG/fPpttdDodbdq0MW9jYunSpZQoUYLHHnuMsLAwbt++7fS4EyZMwM/Pz7wEBgbm4FlljJ9fApUqRT0wAYy1lErTF4b7jauilLVY1Ly5e74pv0QiebiIicEl8SMsLIwxY8ZkGp/MZEnkKvaBBk1WOM7eL/F+flxY9jsneASAvTQghEXMpj8A9fbtI/5mYU2xx7pdDQ8fyv79dW3W797d2GF2MyF0ctp5Sbaxvr/7Mwc/4jnvW5NfsJ3D+WF9p5ueHGH392EVNHISzXgteVecXCUgAIYOdZwoBmDYsGzOGmYnPkortMwx3V8FQXzMSVq31APQ9Ak4fsKSXlBqTnsSpvwxbs31YNGXL1+mdOnSNmmlS5cmPj6eO3fucPPmTdLS0jS3OX78uPl3z549CQoKoly5chw+fJj333+fEydOsGbNGs3jhoWFMXy4xZ0pPj7+vohBHh4ejBkzJtePk5NkNbZRbpKRKGV60dnHzFD/2j5UimLk55/DadZskAwcLZFIsk1kpH3Aeov4ERCg/YXWhLPA9Zm9J0zTzJvQiicHzzrdv9STVQhtP56Tv1blMLXR6+HOs/u4vcWbonFx9Js6l8uUoReLqdtZnWXMsV1VBa/g4Ej8/BKIi/Nl507HqTIUxUhwcMb1IJFkRP/+bnR4No3iTWbBZfAZ8y7KewrCatybV32S3EaR08dnG2sR7WEXggCGD9cTHi5sppJXFHjnnazlYy1mQO7HpTIYDIwcOYPY2OKMHt0j1+OM5iYmaypRAMTHnMTUgyrmLyhfHjij/i5Idde/vxsdOsAvv8DAgdrbFC58f8sED9CsYf369TP///jjj1O2bFmefvppTp8+TXBwsMP2np6eeHp63s8iPrBkNbZRbuKKKKXta2kRg/R6wVNPbZKBoyUSyT2zf7+20Jyb4oe9UGQwGBziBxkMBocg1aY4RhcuKDzW6CiB1aKpG3uQsLCuLF9+lD2XGtFq/zaqcZJqnOQnXqTVzxHExEBUlGO7aopF5OeXQHR0IFrfjJs23eXSJAcSSUaUPrAO98vnSPQoTNxzL/G1T/7ok+Q2ZjFDuoZlmYImBOUUipWYAblfdw9TDE8biyC7NIlzFCt3RKPVtGG6AmZNFRAAqjOT9nknJd3X4gD3wRKwTJkyXLlyxSbtypUrFClSBG9vb0qUKIFer9fcpkyZMk7zbdy4MQCRD6OtcB6QX2Ib2ZvPqR1AW7PXjH0tjXTqlMqmTW1YtCiEqlXdmT//fpVeIpHkRwwGA+PGjWPcuHFZiu2jPdODoE2bTeY2yRRTx+QqZhJxXHETyylGjBhhE8eoZs1C7N9f1+ymXL682l7+VuE58z5JFKIeB9hGK87/c02zXVUUI/7+sezfX5dVq17WOLKRxo135+apSQoIF0fPBWCOoT9VHi+Cm5sb58/riIiAc+eUB3bgmBlOXcPyoCwPGjZCUAFw0zl1ChtrIAAhsu5Ocj/vufwWg/Re0VlZ8Mln1XW0YitBway75s0BHD8k6nR5Y/Wa60JQ06ZN2bx5s03axo0badpUNTH38PCgfv36NtsYjUY2b95s3kaLgwcPAlC2bNmcL3QBxDQzmFZQ5vtNZqJUxr6WOn76ye2heelIJJL7j0k4GjVqkab1YblyFwHbmDp5KTpfuKDYxDEyTTFvHwMopZI7r7OQvnxDC7ZzhVLU5SB11oxm/vxxdOy4ziEWEagxkuy7C4pipHPnX+T08ZJ75tLOswT++xsAsxlgfm8DtGp1b7O15HdkjKDso2i46TzMcW60xPrsuEw6zBqW/jc37rj8FIM0JzBbBAlhFh8LmlVLdtCy3rNOL0g0bAg9e6ZiXROKolrK5cW7LsuuYYmJiTZWOGfPnuXgwYP4+/tToUIFwsLCuHDhAosXLwZgwIABzJgxg/fee48333yTLVu2sHLlStavX2/OY/jw4YSEhNCgQQMaNWpEeHg4SUlJhIaGAnD69Gm+//572rdvT/HixTl8+DDDhg2jRYsW1KpV617rQJLPcGW6elPMjCNHavLHH/axMjKOMSSRSCQmDAaDeQp4+5g+/v43UBSjXYwgI0lJha1mK7Sd9aFdu+y1NfcSX+70aZ1mHCOTW5cJP78Egme8xeDBHgihoydL2cwz+K1fiUflwdSrd4Dg4EibWERnz1Z0yBvg5ZdX8dhjxwB1cgZn8ZAkksxI/no+OgR/8AyRVAUKzntbxgjKPtaChumz4MNcbzkVxsE6yDbkrjVVfopBmhNId8TsoWhYUlmnFzSWLnVn6FBYvx7KlIGOHfPO9TnLQtA///xD69atzb9NAZlDQkJYuHAhly5d4vz58+b1lSpVYv369QwbNoypU6cSEBDAvHnzaNeunXmb7t27c+3aNUaPHs3ly5epU6cOGzZsMAeQ9vDwYNOmTWaBKDAwkJdffplRo0Zl+8QlDzYmsejMGQNVqtgP1GzjeTzILx2JRJJ3+Pkl0KnTL1bWNkZAYdWqrqxeLRzM9O/H4NU6DpAJrThGJsHK3iooJCSV06e/VsWeYje49l0JSl6/zhM7dhDRqpVDLCItMUxRjAQGxpjL4u9/I5fOVvLQYzQSsHUJAPOxmP8WlPe2jBGUfQriDE6mgLORkVClSvYGj/fTNSw/xSDNCazrriCIjzmFdTsnrGIEFeS6a9hQXfKaLAtBrVq1srmI9ixcuFBznwMHDmSY76BBgxg0aJDmusDAQLZt25alckoKBhs36rC9HY0EB5/mzJngh+KlI5FIcgaTaJFRAHlr6yATJiuZ6OgAVq/ukuFshbk9eN2/v65ZlFqyRNCxY12CgyOZOtUT2y6VWq5Vq7qmB7a2jYtkLfbsadSIDr/+Sovt2wk6d461zz/PzeLFbUQeazHM5DJ2+nQVm7Rq1Yxmdx6JxFVStmzB/cJ5EvWFWZemThlfkN7b9m46cnDpOlquYQWh3gIC7u1jw/2OS2U96+Xo0T3zPPzEvWBzzxUQ8TEnkK5h+ZeH2Z1W8pBz5oyBgQN12N7GCqdPV0UIaNZsR54GvpZIJPmDe43l4+eXQOHCdzRcpJQMA9vnJHFxvppxgKKjA53MomiZBv6ddzzp3Vs7gPUzq1eT+tlnGNzdCTp/noGzZlFm9UXCp7zDokUhhIcPBTDHbRs6NJzg4Eibsgih4+239QU+FtvMmTOpWLEiXl5eNG7cmD179jjdNiUlhY8//pjg4GC8vLyoXbs2GzZssNkmISGBoUOHEhQUhLe3N82aNWPv3r022yiKorlMmjTJvE3FihUd1k+cODFnTz4bGAwGNoWoM9+tSOvOXaUQ7777cAeHtsd6Nh0oOJYtOYF008ke91sIyk8xSO8Vec9lDykE5V+kECR5YImMVDQHZio6du9+QsaskEgKONmdtcQ0G5jJtcrkImWNXi/o3Xters+26OHhQadOwzXjAIHQmEXRlrQ0xXlwTp0O44gRfP3WW5ypVAn31FT6//sNo/nEfIyff+5IQoIPlSpF4eeXQGxscYeyZHiMAsCKFSsYPnw4Y8aMYf/+/dSuXZt27dpx9epVze1HjRrFnDlzmD59OkePHmXAgAG8+OKLNtbTffr0YePGjSxZsoR///2Xtm3b0qZNGy5cuGDe5tKlSzbLt99+i6IovPyy7SxvH3/8sc12gwcPzp2KyAJTPzfQ7OJOAJbQCyEUpkzJ40LdZ5y5hsnOeebIQXn20LJqsU6XOEfec9lDxgjKv8h3jeSBxRIXQ5sHeWYCiUSSM7gya4lJ9DHF3bGeij08fKh5Kvbp0w02FkAzZ6YREHCJSpWict2Nxdn07oGBMUyblmwlUhlRFPuZZUSmLmtxxYqxpFcvfqjXBYCxjKMVEelrdcyf34f9++sCzkWxghDTxRmTJ0+mb9++hIaGUrNmTWbPnk2hQoX49ttvNbdfsmQJH3zwAe3bt6dy5coMHDiQ9u3b89VXqoXMnTt3WL16NV988QUtWrSgSpUqjB07lipVqjBr1ixzPmXKlLFZ1q5dS+vWrals5//o6+trs13hwoWdnktycjLx8fE2S04TEwN7R/+KH/FEUYHttAAK3ntbTh+ffQra9PE5hTPrDDkgzBwpBGUPGSMo/yKfe8kDSUwMfPihHse4GBYKSrBJiUTinMym3LV2G6tZsxA7djR1cHv6+eeOxMSUJSQk1ewidfJkCqGhRvvD5RqmoJvWQlSbNpuIjS1OmzZp5nINGxbO9OkWYUhRjOmClQsH0enY1bIp89KD9g5ihnmVqR7i4nzx80ugTZtN2TvGQ4jBYGDfvn20adPGnKbT6WjTpg27du3S3Cc5ORkvLy+bNG9vb/766y8AUlNTSUtLy3Abe65cucL69evprWGaNnHiRIoXL07dunWZNGkSqampTs9nwoQJ+Pn5mZfAwECn22aXU6egNocAWMqrCKtoOf/8k+OHy7fI6eOzT0GNEXSvSDed7CNjBGUPrSDb1umSvCPLwaIlkvyA1ld+U7wOU5DomTPTmD//U8BxWmiJRFIwyGjWEovbmGUK+I0b2+D4jUS1iKlTx2AOtLxkyQSHY+U21kE3q1btwUcftbEKHF2FevVUtyKbmcH8YwkN1Z6IAVQRw2SFAmo8pEOtasNWeJ61VCCK8wSlr9Wxe3djSpS4waZNbcwzqbVps4nQ0Fa5ddr5nuvXr5OWlmae6dRE6dKlOX78uOY+7dq1Y/LkybRo0YLg4GA2b97MmjVrSEtLA1QLnqZNm/LJJ59Qo0YNSpcuzbJly9i1axdVnHzhWLRoEb6+vrz00ks26UOGDKFevXr4+/uzc+dOwsLCuHTpEpMnT9bMJywszDwjLEB8fHyOi0FVq0Ib3Xi+MfYjGU+rNQrvvQevvPLwTx0Pcvr4e0FaZ2QPLUsqkIKGK2jdc9KiInN0VrHQpGtY/kLev5IHEu2v/LbxOkJDjWaXj4IexFQiKciEhhptLHlMBhPagrL2a9EUdNl+Ovb7jZ9fAv7+sYwe7eEQONq6bH5+CVSqFMXEiYOyLIKXaBXLiTJVcSONP2lOfSwmGjt32lpMgY5Nm9rINjaLTJ06lapVq1K9enU8PDwYNGgQoaGh6HSW+2/JkiUIIShfvjyenp5MmzaNHj162Gxjzbfffsurr77qYEU0fPhwWrVqRa1atRgwYABfffUV06dPJzk5WTMfT09PihQpYrPkNCaB9jyBXKGMzTohwIkh1UOHnD4++0ghKHvoNCypQNadK1jP8ifvOdfRcg2T9ZY/kEKQ5IFEy01izhyFuXP7sXDhGwQEQNeuG+5ppiCJRPLwYBJGTFYGBoOBdesmO8S6yYi0NIXYWH+btLCwMM3ZuHKT2NjiDgKWEDqHst0Lf3R9lvNeAVQgmr94kk78nL5Gpxm0+vTpgtutK1GiBHq9nitXrtikX7lyhTJlymjuU7JkSX766SeSkpKIiori+PHj+Pj42MT2CQ4OZtu2bSQmJhIdHc2ePXtISUlxiP8D8Oeff3LixAn69OmTaXkbN25Mamoq586dy9qJ5jChoUaqVz+Wp2XIa1JSUgBITEzmzBmDHFxmARkjKHtI17DsY57lz9odUd5zmSJF2/yLFIIkDyzOvvKD6vJhP9WyKzMFSSSSgoOfXwKdOv3ishik1wv8/WNzuVSZ4+9/QzNwdE6VLS7Ol33x9fmy27v8TEe8SGYywzF5+NvXl6IYCQ7OeOayhxkPDw/q16/P5s2bzWlGo5HNmzfTtGnTDPf18vKifPnypKamsnr1ap5//nmHbQoXLkzZsmW5efMmv//+u+Y28+fPp379+tSuXTvT8h48eBCdTkepUqVcOLvcY/JkHceP13RIVxTIpNoeGn76Ue2jJBs8qVrVHYOqC8nBpQtYW7aYWiQ5qMkcKQRlH5tYN9KyxWWkEJR/kTGCJA8sHh4eTJ48XHPdjBl6h6/WaWkwatRCvvmmp4wXJJEUUCZMUGP7jBgxAoB69Q4QHBxJdHQAq1d3sWs3jCgKNnHHLl9OyINS2+Lnl8C0ackMHuxhLluHDr/g55f9ssXF+RIbW5yLF8ua4/8oipE9jzWi9X9bqcJpmrOdYp3jAIvQrihGOnX6hYCAZ3Pq9B5Ihg8fTkhICA0aNKBRo0aEh4eTlJREaGgoAK+//jrly5c333+7d+/mwoUL1KlThwsXLjB27FiMRiPvvfeeOc/ff/8dIQTVqlUjMjKS//3vf1SvXt2cp4n4+Hh++OEHm1hPJnbt2sXu3btp3bo1vr6+7Nq1i2HDhvHaa69RrFixXKyRjImJgQ8+sJ/wQWXEiIIRHygmBsaN1cMiQFE/WCUnC/CWgyRXkIPL7GFj1SJjBGUJec9lD63p4+X9lj+QQpDkoSMmBsLDtb4LGUlKKkxMDGhY1kskkgKKGgD6GAbDLw4CR3BwJLGx/owe3ZPKlT2AMRgMBvOAPq+wDggdFtaV5csPuLSfh4cHYWFhjBw5g9jY4ly4oLB/f10rC0qBqWsrhI49Rxpz6JFaPHlyJ5MefY8N9doDmOvF3z82XYAq2EJQ9+7duXbtGqNHj+by5cvUqVOHDRs2mANInz9/3ia2z927dxk1ahRnzpzBx8eH9u3bs2TJEooWLWreJi4ujrCwMGJiYvD39+fll1/m008/xd3d3ebYy5cvRwhBjx49HMrl6enJ8uXLGTt2LMnJyVSqVIlhw4bZBIPOC06dwhyk3RpFgXfeyYMC5QGnToEwuXgq6cMjxeaPJANMdWREuoZlBWkRlH2kEJQ9ZIyg/IsUgiQPHc46mKCwalVX1qwRfPMNaMywK5FIHkI8PDwYMyZzAcdkHWQrcKhCkXVsoQkTJpgtaPJSWDbNYFa+vKU7HxYWlul+CxboCA8fihA6Fi8WCNEJS7fMMfbQ9sotefLkTuqcOshmQxtSPDzMx5ZYGDRoEIMGac/QtnXrVpvfLVu25OjRoxnm161bN7p165bpcfv160e/fv0019WrV4+///470zzuN6YJH2xjXQm++EIpENZAoNaBotgG7JVCkOvI6eOzhxSCso+cPj57SAEt/yLdaSUPHVozill/5ZbxgiQSCWCeVVBrtq2MRI79++s+sIHoY2LgrbcsrrOqaO68S6YoRq5XL05ssWJ4GgyM3LuXMCeig0TiKvYTPuh0qgj07rt5XLD7SEAAfDw2PbqNosYgc3OXg0tXkYPL7CGFoOwj77nsoVVvOtnG5QukRZDkocPUwRw4UOfg6mAiLQ0iIwtGHAKJROLIokVuZqsYkxtYvXoW9yqTZY29BZGzQPTt2uV+e2KybALVMkkr3X6dPadO4TDjmCNqm2mqF7+iiWxq04aX1qzBbeNG9B9+CEFB93IqEgn9+7vRoYP6Lq5SpeBYAlnTs4cbH+0Gr8KCU+cUgk8DQn6ldQU5KM8e1lYtRqsYQXJgnjmagkYeleVBwjpGkAyynb+QQpDkoSQ01Mg//3zL/Pl9HIJGA+j1UKVKHhRMIpHkKXFxvkRHB7JmjafZhVQIHT//3BEPj2QCA6MztAaKjFQ0A9E/KMKytkuObVDsp57aSLlyF23c4449+ijLvLzotWQJupUrcR8yhBRPz3zhIid5cAkIeDCem9zC9BTqdGo9iNO26RLnyOnjs4e0CMo+muKjvOcyxdRjMko3znyHFIIkDyUeHh707NmPefMc1+l0gjlzCubXR4mkIGMdG8cRHatWdTVbwUyYMIGwsDAbSxuAKlUEimK0ySO/Ccv2FkLW2FtMmmYcM8VGUgNP79Lct/vcufD33yinTvHBhAn8UqkDnc/9jBA6liyRsdckWcNgMJiDlo8e3SM9GHvBwnpgaf1XDi4zR8YIyh5SCMo+mjGC8rJADwjSei//Ii3aJA8t2rGCjGzfniIHKxJJAcM+No4zhNCxbl1Hm7hB1gQEQJs2m8yxTfR6wZw5D5ZVQ2iokaFDwwkJWciRI7epV++AOTaSdeBpBxTFRunpeHY9JcU1QMZek2QdkzD7IMbayimsXSYAObjMAnJwmT101lN5y+njs4Sp9yDvuawhp4/Pv0ghSPLQYh+MUlGMzJ5tpGFDGDduHOPGjcswloZEInl4cC02jooQOmJj/TXXLVigY9OmNumCkpHx49MeSGHZWvjRCprtlKFDSZ040fyzOyvM/5tc5CSSzLAXZguqkGg9rTLIwWVWkEJQ9rCZylsjXeIcUx0ZkfdcVpDTx+dfpGuY5KEmNNTIiRPTzNNBh4aqU/vKuBYSyYOB9ZTvYWFheHhkz33EWWyc1q03ExHRButuiaIY8fePdcjDMng1R/Zg1CiF1157sCyCrLEPmh0cnIk47umJcdgw1mz4m5e2/sQIvsKHRBYRwhV9+XzlIifJv2gJsw9SrK2cwqlrWB6U5UFDpxGAVgY8zhzpGpZ9tAJtS8uWzJGibf5FWgRJHmo8PDyYOHEQ/v6xZuFHmqNLJPkbg8GQ41Z79haCer2gdu3DbN36NGqXRJjTO3X6BT+/BCZMmGBTBu3Bq5InVjCmOEBjxozJtjgWF+fLkCGeVlPJ63jnHU+zZdCIESOc7nu6QRXu6j0J4jyf8SGldNcfOBc5Sd6h5bqd32Jt3Q9kjKDso2XZImstc7SsWqzTJc6Rgkb2kPWWf5EWQZKHHusAsYsXp5tfp3/Rv59TP0skkpwnI4sh+3WhoZgtBENDu9G6dS2rmEEKYGTz5rusXRvJ2bMV8fe/YTODmJZVkV4vqFLlwezSxMYW1xS2YmP9M5w5DeC2jw9zB/Yl4N9oSkdfZfWGR6hcNTdLK3mY0ApaXhAncVCcxWvJo/I8SMjBZfbQCnhsnS5xjrznsoeMEZR/ybJF0Pbt2+nUqRPlypVDURR++umnTPfZunUr9erVw9PTkypVqrBw4UKHbWbOnEnFihXx8vKicePG7Nmzx2b93bt3efvttylevDg+Pj68/PLLXLlyJavFlxQw7OMQCKFYuXWoyLgWEkn+xhTDxpX4IdbWRCYRyBpTbJykJMdp4EHHjz+6mS0Gw8OHsn9/XfNarbhjM2emPbCDV3//GxpWGcLsFufh4UFYWJjT/WNLlOBw67psfL0dAUH6XC2r5OGjf383zp/XEREB584pD2SsrXtFxmvJPjaWLdJNx2Wka1j2kUJQ9tCKESRdkvIHWb4OSUlJ1K5dm5kzZ7q0/dmzZ+nQoQOtW7fm4MGDDB06lD59+vD777+bt1mxYgXDhw9nzJgx7N+/n9q1a9OuXTuuXr1q3mbYsGGsW7eOH374gW3btnHx4kVeeumlrBZfUsBwJUBsQTRHl0geFEwxbHLalbN6db3mrILTp7vbuEqtW9fRRoCynnFr6NBwQkONOVOgPMDPL4Fp05JthK2pU5MztQaSSHKKgABo1argWuTKQXn2kdPHZw95z2UfLWsqGZcqc6xFW6NdmiRvybJr2HPPPcdzzz3n8vazZ8+mUqVKfPXVV/B/9s48Lqqq/+OfOwPDLggIyCJ74pbiRmguKYmZVqaP6WNqpGiWlWKa5JKaRloiaqY+7mGW/dIsszAlLRdCRa0M9xUQEFF2mBnm3t8fw1zmztyBmQEE9Pt+veYF995zzz3nzJk793zmuwBo164djh07hpUrVyIyMhIAEB8fj+joaERFRfHn7N+/H1u2bMGcOXNQWFiIzZs3Y+fOnRgwYAAAYOvWrWjXrh3+/PNPPPXUU6Z2o964p1AgraREb7/uBK9tG9D/JUO0TG3bIjcko67dRNriIZPBx9pa5GrmIebKwTDqrz9tc3Q3NwUWLap7QFqCIIynJreuwkIHZGT4YM8eqwZx5UxMjMPq1e/j7bdlfKDk8PAUnDjRW1CO4yS4do0RBJV3dCyGo2NxrfcKluOQXlqKrCaWnVCpVOJqy5YAgM4v5eOlop9RXOwAB4dieL00BH/uVh/79cEDAODL/vrgASwtLQXnayhVqUB3TYIwDcGinNx0TIKsM8xDe9xYmnMmQXPOPETHjeZbk6DBYwSlpKQgIiJCsC8yMhLTp08HoF4IpKWlCczPJRIJIiIikJKSAgBIS0uDUqkU1BMSEoI2bdogJSVFVAiSy+WQy+X8dlFRUX12iyetpASD//67Qep+XBnu6oo1wcHwsrKqc11icQjWrlXxcUIWLPgvAgJkUCgokxhBNBW043rpIpZZSPuzqysQCT/Xalcnjfg0YUIlrl37gs8qCAB//tlLRzhmERioazlUO8cLCzH18mX8U1pq8rkPhSefBADsuHIFCNcE9/HA91euVB+7cEFYVrOttU/DbIUCLW1sGrTJBPGoIRGJnQGQ24Qx0KLcPMiSynxozpmHRMSSisatadDgQlBOTg7c3d0F+9zd3VFUVITy8nI8ePAAKpVKtMzFixf5OmQyGZycnPTK5OTkiF5Xk+2loXGQStHF3l6wT/tXHUD45W7KPt16jD5PrIwRdTV2m1QAsuRyfH/vHo4UFODHjh3xtM57bg7aKeSrhZ9piIuLQ2JiHGJjYwULz8REDv/7Hx7LeAUE0djop2gXouvKqfvZ/eILFS/+3LnTGocORQg+1+PGCevTte5p27aSF44BtZUQ0MOkPiRkZGDmtWtgAdhKJAiysWlS5uMcxyG36rvTzc1N4Iatve3u4VHjr3ba9Vg1of4RRHNB+1NDbjqmIWZNRVYGtaMRGUnMMB2ybDEPEtCaLo9s1rDY2FjExMTw20VFRfDx8an36/RydMTZ7t3rvd7HlX9LSzHhwgWklZQg4q+/8POTT2KAjguCqchkMsTHx+jt1ywWT50SLjwpkxhBNB41xfXSzSykKxqxLIOpU6UANNZEHDSPG5rP9TPP1Hx9jXCcmhqGlJRwnDjRG8HBxovDS27exPybNwEA49zdsSooCC0tLWs/8SGiUCgQ9/PPANQp4lckJfHHtLdrc33TrsevytWbIAjj0b7TkZuOaZBli3nQotx8yLLFPGjONV0aXAjy8PDQy+6Vm5uLFi1awMbGBlKpFFKpVLSMh4cHX4dCoUBBQYHAKki7jC5WVlawqgfXIuLh0sHODn+EhmJ0ejr25efjpfPn8XuXLgh1cKhz3drxSFxd3xeklDeUSYyEIIJoWHRdMsXiegEsRo78DsuWvYSAgGphQkw0Un+WNfv0P9fXrhn3+JGSEs67pmmLw25uhs/ZcOcOLwJ95OeHub6+TXJBJ5PJ8OGHHwJQ3xc11JQhjCCI+kf7/qAddr7p3TWaHrS4NA9BKm+ypDIJCnpsHpQ+vunS4G7I4eHhSE5OFuw7ePAgwsPDAagfSLt16yYow7IskpOT+TLdunWDpaWloMylS5dw+/Ztvgzx6GArleLb9u3R38kJxSoVhv3zD/LqKdhqYaEDzp9vj3fesRKklNd1XqNMYgTR8GjcurQzgummaJdKObzwwk/o2PGCnjCrEY2MRSoFAgM5Ph393btqQeTDDz8UWL7cv++iF59IIw5rRBTdc3578ABvXb4MAFjk54d5fn7N8kHHUP8Igqh/DFoEPfymNDvEXJyakgtuU0WQyltnH1EzJD6ah1j6eBq3poHJQlBJSQnOnTuHc+fOAVCnhz937hxu374NQP2L4vjx4/nyb7zxBq5fv47Zs2fj4sWL+OKLL/Dtt99ixowZfJmYmBhs3LgR27dvx4ULFzB16lSUlpbyWcQcHR0xceJExMTE4PDhw0hLS0NUVBTCw8MbNWMY0XBYS6XY27Ej2trYIEuhwLgLFwQPSeagWXR+991/RFxPGMHCc8MGsgYiiIak2q1LaHWTmSlM0f7vv2Xo2vWsaB26opFaFBK/T0gk6s/1wYP64pMuzs75fJ0aahKH7yoU+G96OlQAxrq5Yb6vr1FjQBDE4432k4jKwH5CHG0rA5YWl0ajbdVCYoZpiKWPb44/+DxsSEBrupjsGnb69Gk8oxVkQROHZ8KECdi2bRuys7N5UQgA/P39sX//fsyYMQOrVq2Ct7c3Nm3axKeOB4BXXnkFeXl5WLBgAXJyctClSxckJSUJAkivXLkSEokEI0aMgFwuR2RkJL744guzOk00DxwtLPBdhw7oeeYMDjx4gJWZmZhpZpyn2gLQAhyefvooAgJu8AGlCYKofzQumjdu+IFlJwiOaaxu3Nyqgzh7eXGi5wPqHx6ioiAIBv/ttxLExkqh81s7/vijEr6+Mvj61h4PzNGxGMOG/YR9+4by2Qa1YxNpw3EcJl66hFylEh1sbbGxbVt6MCQIwigoRpD5kGWLedCi3HzExo4y/NWO9rjJlUoAQMGDMly/rqD1ViNjshDUv39/0cxRGrZt2yZ6ztmz4r/oapg2bRqmTZtm8Li1tTXWrl2LtWvXGt1WovnT0d4eq4KCMPnyZcy7cQPDXFzwhK2tyfXUFIBWDYMTJ/ph585+ZAlEEA8BZ+d8vVhAYlY32vFsAGFMGw0a0SgxMQ4zZ87Eb7+d4LOFMQyLYcN+Qo8eg3H8uP59QDcemOZ6CoUCc+YkCLINirExOxs/5edDxjDY2b49bKRSM0eEIIjHDYoRZD4kaJgHWbWYD80589DML5bj8OOPDOAHlJXYITjYkrI0NzIkZBJNnkmtW+PZli1RwbKYeOmSWS5ixsQSUamACxeU5jaTIAgTcHQsxurV8jq5ZMbFxYkKQ717p/CuZdOnJ/CuZWL3gZpcvhwdi+Hvf8tgm3Lkcsy6dk3dloAAPGlvb3zjCYJ47KEYQeYjcHEiQcNoyKrFfCh9vHloRqhSBXyyvGq2ccKQAETjQJ99osnDMAw2tm0Le6kUxwoLsSk72+Q6xGKJMIyuMMTC1rZucYgIormgUCiwaNEiLFq0SFRMaUg0wZojIlS8YHP5spL/VchQwGJtt7Da0Ig4jo7F/D6xQNR1iQcWc+0ailQqdHdwwLtkSkgQhIkIHVjF9xPiUPp489AWMyjzlWmIWlM1ZoOaCRqxQamEwSzNRONAQhDRLPC1tsZHfn4AgHk3bqBAabrljnYA2itXlFi3TqUVEJYDIEHfvuLBYwmCqB+0M4W1a2eDa9eC4O9/C4mJ4tY9YmiEpMJCB6xYsQIzZ840+vra9wFt8clUDt6/j6/v3oUEwPonnoCUfhV87Fm7di38/PxgbW2NsLAwnDx50mBZpVKJxYsXIzAwENbW1ujcuTOSkpIEZYqLizF9+nT4+vrCxsYGvXr1wqlTpwRlXnvtNTAMI3gNHjxYUOb+/fsYO3YsWrRoAScnJ0ycOBElJSX113HCbChGkPmQm455CMaNLKlMguaceWjml9QSYDRW2VWCEGVpblxMjhFEEI3FW15e2JCdjYtlZVh86xbiTbxzyGQyxMfH8NtRUQqcPr0FmzZFQ3MrNxQ8liAeRQoLHXD/vgsyM4GAgIa/nm7Qdo6TYN++oQgMvCqw3KmJM2dC+SDOAItnnz2EmTOr+3L3rgyxsbGCgNK6adA1MYXM/YxXsixmVP2E9ZaXF7o5OJhXURNANwYTYR67du1CTEwM1q9fj7CwMCQkJCAyMhKXLl2Cm5ubXvl58+Zhx44d2LhxI0JCQnDgwAEMHz4cJ06cQGhoKABg0qRJOH/+PBITE+Hp6YkdO3YgIiIC6enp8PLy4usaPHgwtm7dym9bWVkJrjV27FhkZ2fj4MGDUCqViIqKwuTJk7Fz584GGg3CWLTTnau0hCD6lbZ2aFFuHhKypDIbmnPmoRkjiYTDrNkqLAcADjUm4iAeDiQEEc0GS4kECUFBGPz331iTlYXJrVsjxM7O7PpkMhkcHCZC9zauGzyWIJo7upm2ZDIZb5nDcRIkJnIPJWCfWNB2jpPg/n1nODoW1yjeAGohqVoEAgAJDh58FuPGVeKHH7T7wtRZ3KhJINmWk4N/y8rgbGGBRVWWio8jJCJVEx8fj+joaERFRQEA1q9fj/3792PLli2YM2eOXvnExETMnTsXQ4YMAQBMnToVhw4dwooVK7Bjxw6Ul5dj9+7d+OGHH9C3b18AwMKFC7Fv3z6sW7cOS5Ys4euysrKCh4eHaLsuXLiApKQknDp1Ct27dwcArFmzBkOGDMFnn30GT0/Peh0HwjTINcx8yLLFPEjMMB+JVtBjluac0WjPuZdekmL5WcDTE0i9SSJQY0M/OhDNikhnZwxzcUElx2H29et1qiszE0hI0P8IMAyL1q1LGy1+CkE0NNWWOer5b0zAvvqIKSQWrFki4WBpqeBdvQxdc9GiRVi8+GstEUgDg717LUzqS10oqazE/Js3AQDzfX3R0tKyYS5ENBsUCgXS0tIQERHB75NIJIiIiEBKSoroOXK5HNbW1oJ9NjY2OHbsGACgsrISKpWqxjIajhw5Ajc3N7Rt2xZTp05Ffn4+fywlJQVOTk68CAQAERERkEgkSE1NNdi2oqIiwYtoGMg1zHwoRpB5kBBkPjR25iE2bjbW9IN7U4CEIKLZ8WlgICQA9uXn48/CQrPruXJFP2gZALRvnw6gOg6J2ILSnEVxYwbnJQjt+SxmmfMwAvZpgjVr//bNssCmTdHYvn0CEhKm48yZUIPn37nTGtWPEdro9+XCBWWDfN4+y8hAjkKBQGtrvKnlnkM8vty7dw8qlQru7u6C/e7u7sjJyRE9JzIyEvHx8bhy5QpYlsXBgwexZ88eZFclQ3BwcEB4eDg++ugj3LlzByqVCjt27EBKSgpfBlC7hX355ZdITk7GsmXL8Pvvv+O5556DSqUCAOTk5Oi5pllYWMDZ2dlg2+Li4uDo6Mi/fHx8zB4bomYofbz5aBYwtCg3DV5AA1lSmQoJQeYhmHNV+yQ055oE5BpGNDva2tpigocHtubkYN6NGzjUpYtZ9WisE4QLYg7//tsRISEsgBkAGINuM+bEV9E9R8xlh3i8eBhzQNcNbOnSSjCMRGBd01AB+3QzfY0e/R4YxgbVP35Xf/44ToIffxyKU6cq0bu3sJ7CQgccOhQB8ccuTrBfKgUCAzmcOKFfsi7uTPcUCnyWkQEA+CQgADIJ/ZZCmMeqVasQHR2NkJAQMAyDwMBAREVFYcuWLXyZxMREvP766/Dy8oJUKkXXrl0xZswYpKWl8WVGjx7N/9+pUyc8+eSTCAwMxJEjRzBw4ECz2hYbG4uYmOp4ekVFRSQGNRDadzMVpY83CUH2q6qxo8Vl7fDjRpZUJiMmBNGcqx3NCAlc6hqvOYQW9BRLNEs+9PODJcMguaAAhx88MKsO3VTSwsWkhP9fzNVEO/NRcLBxmcYMnVOT5RFB1BUxN7B586SIiDhkchr1+pircXHfibh3aSNBnz4WePHFHwWWPPfvu9RwHgPNY5lYX+Li4urFMmhFZiZKWRZd7e0xolWrOtVFPDq4urpCKpUiNzdXsD83N9dg7J5WrVph7969KC0txa1bt3Dx4kXY29sjQOtXhcDAQPz+++8oKSlBRkYGTp48CaVSKSijS0BAAFxdXXG1yrzPw8MDd+/eFZSprKzE/fv3DbbNysoKLVq0ELyIhsFgjCBaXNaKmJUBjVrt8Ity0LiZCqWPNw+ypGq6kBBENEt8ra0xpSrI5dwbN/gbsqloUkkPGpSEmm5LGlcTQHxhHR3N4vp1w4tMQzFZ4uPFxSFDbmTkXvZoYozAYup7ryk/b952ETcwBo6OBRgxYjdGjvzWqDTq5oifYjg752uJr+JosollZTH82CgUFrWcxyAyMqlOKeFrIk+hwJqqN2ihnx8t1AgemUyGbt26ITk5md/HsiySk5MRHh5e47nW1tbw8vJCZWUldu/ejRdffFGvjJ2dHVq3bo0HDx7gwIEDomU0ZGZmIj8/H61btwYAhIeHo6CgQGBF9Ntvv4FlWYSFhZnaVaKeMRQjiKgdsmwxD1qUmw+NnXmIjhs9QzUJyDWMaLbMbdMGm7OzkVJUhF/u38cQFxeT69CklM/MBHx9dd3EtGFha6u+fRnKfPTnn4xBFzFDMVnmzq1Opa2dut7NrdqN7MYNJb75Ru1aM3PmzDql/CZXtKZHQ2fvcnbOF3GBZLF790hwnAQMwyIigsWUKYbnh27ad+FcNW5Oaeats3M+1qxR4O23ZXwKeDXC3yU4ToJ16yyxevX0qnIaiz3dv2oYhkX79unw9h4gek1j09MbYkVGBm8NNNSMew3xaBMTE4MJEyage/fu6NmzJxISElBaWspnERs/fjy8vLz4z0pqaiqysrLQpUsXZGVlYeHChWBZFrNnz+brPHDgADiOQ9u2bXH16lXMmjULISEhfJ0lJSVYtGgRRowYAQ8PD1y7dg2zZ89GUFAQIiMjAQDt2rXD4MGDER0djfXr10OpVGLatGkYPXo0ZQxrAojFCKLlkXHQotw8BHOOXOpMguaceUjIkqrJQkIQ0WzxsLLCW15e+CwjA0tu3cJzzs5mK8waN7E33pBA3FBOgr59LfG//6kXv/oLa2DcOAuUl4sv4sXiEUkkhgP27t8vFAcGDgyHp2c2Vq2yNCgaGCvy1EVIItSYIqjplgXAb48bF4s337QUFVjE3LRMfe805RcvVmD+fEst4YXhr8lxErz1FoPnn1cLkGLUFFza0DnaHD8ejkOHIvjrf/SRAtOnJyAjwxsAA0tLBb75ZoyO6xeLNWuqx6b6sYEBwKJPn6M4dqwPX2dExCGB2KMtsDEMi2HDfqq9oQbIUyjweVYWALIGIsR55ZVXkJeXhwULFiAnJwddunRBUlISH0D69u3bkGjFlKqoqMC8efNw/fp12NvbY8iQIUhMTISTkxNfprCwELGxscjMzISzszNGjBiBpUuXwrIqU51UKsXff/+N7du3o6CgAJ6enhg0aBA++ugjWFlZ8fV89dVXmDZtGgYOHAiJRIIRI0Zg9erVD2dgiBoRswiiu4txCFycKOix0QijYurvIwxDli3mQQJa04WEIKJZM9PbG2syM5FSVITfCwrQv2VLs+uKimJx+vQWbN48STQWiWaRfvOmuGhU0yJeIzRNnaoO0CuVcoiLYzBnjlAckkoBOzt964uDB5+FrhWE2PVqEwoa2vqEMI2rVxmDAovuHNJ97774ohI5OUsBiItR2uUlEg4REQfh6XkHeXku+PnnYTrXZGoUdcSETGODS8fHS7TmLwBIMH++Fdq3j8SFC+14oebJJ//G338/qWX9IwFr0BNMgoCAG7C2lvMC06FDEbCxqQCgb8GkcTXLzKw0S/zUWAN1I2sgogamTZuGadOmiR47cuSIYLtfv35IT0+vsb5Ro0Zh1KhRBo/b2NjgwIEDtbbL2dkZO3furLUc8fARixFECyTjoPTx5iH4uYXER5OgGEHmQUJQ04ViBBHNGg8rK0ysioWw9PbtOtUlk8mwceNkrFvHQhi2sRrNIj0qisXIkbsNHhdDE49owoRt+PffMpSVLcLQofv0AvaWlOhbXwitIcSvV1sMF0Nxiho6SPWjGtfIlMDJumU123Z2HCQSYVwIMYFF7L176y0pCgsdRK8nVv7QoQjcueOJn39+Xq+89jXF+qUbWF03ILOhscjMBD74QAr9r3wG6ent+fZxnAR///0kRo/+uuoaNT8iMAyLqKhRWlZG6jr2738Bd+/KanTfNJV8pZKsgQiCaBDE3HToHmMctLg0D1F3RJpzRqFZNHMg4dYURAO705xrEpBFENHsmd2mDf6XnY1DDx7gZFERetYxw0lUFItDh77Hd9/9R+8Yw7Bo06YSMpkMK1f+B3v2GG8loYlHBKjFkcJCB7Rs+QATJ26CUinDggX/RUCADJmZ4q5nYkilHIKCmBpjuGgW6zW599SWLYoQYopllW7ZsWNZ7Nihu83wlmIbNjB674f4e8cgI8Mb9++X61mApacrwbKWgvIcJ0FysrZljhqJhMPzz+/D5s1nceZMKPbtE+9XVBSLS5dW4/59Z36u1jYWV65Ay7VLF32hJj+/psxgams4jZtXaemzemU181nMggmo2X3TEF9kZaGUZdHF3h7PkzUQQRANhHi0NMIQJASZB7kjmg9lXDMPQWB3mnNNCvq+IZo9vtbWeLUqDsPHt27VuT6NyKNrqQFw6NjxH35LzEri+ed/xObN1ZYvhqxhtK13tmyJRp8+r/ELa/G09sJ2qGExYMBBbN68qGrhry/yzJu3jQ8oum9fvFHWJ/WFpu9xcXH1kna8qWCKZZVY2cREiWB7504JJk7chAkTthnMeKURNrRhGA67d48UtQALCuL0MmyJxaQCgG3bKtC161kUFjpg376hNfbL0bEY/v634Oamfm9jYuJ5d0exc8TaXY3uXOTQps1tkcxgLIYM2YdJkzZiwoRtuHq1Ej/88AJCQqR6ZTXzWfMZ0rXsM9UKrlylwuoqa6DZPj70CxZBEPWO5kFcRQskkxAIQWRNZTTkjmg+Yq5hFGi7dsREWxIgmgb0PhCPBHPatAED4If8fPxTUlLn+sTFGAb//NMZQUHVi25dd6/AwKt6goeuCCIuJHCCc7TrffbZgwKxqX379KptCQ4ejMCvv0aIuhgxDAtn5/t8GzRBgzV1MQyL55//EW5uprlraYtbtbl7FRY64NdfI+ol7fjDojZXtposq3QRE+j03fsYKJUy+PvfErXMUigU2LxZ6EaoeXzTnkPR0SyuX1e319sbGDbsJ8G8+eQTMTGJRc+e6jL37+tb49Tk6mjMOYZETamUw7hxrKB9a9eq4O2dLWi3JlbQL788j7t3PQRjFBAgw7p1wjq03dXMcd/UZWtODu4plfCztsZ/WrUy7iSCIAgT4K0MSMwwCQnFCDILsggyH7JCMw9tSypyR2xakGsY8UjQ1tYWI1u1wv/l5eHTjAx82a5dnevUBI/etGkStDVTjmMweTKHyEgG3t7V7l4bNlTqBfP9+eckPVebgABxNx9tFy2NG5lCocCcOZ/D0bEQAAcnpwJs2RKt5W4jwYkTvdG3r9DFCGDRtWsaMjJ88PLLJ3DokH7QYGfn+1VZlgabPDaFhQ7IyPABgBoDU69cOR3GBtRuLMSyetUUdNuYwMmaOgsLHcAw03XEEmHac6kUWLLkNX48tNujTdeuZ1Febs3HxeF0DG04ToJr1xi+vYGBVzFixG4AHHx8MlFWVozVq9/n07ZrXKy8vAagsNABeXkuom1r00aBRYuEGdI0ro2lpbZgGFbQP92x0HYps7RU8G6Q3t6Aq+vnOq5mH0KhUOCttzYJgrZrgj0HBgoVHEPuahp8fDJqbZ8hKlkWKzIyAKiD0ltI6HcTgiDqH4ZhAI6DSrPdqK1pPpCVgXloL8BVIvsIw5AQZB4UZLvpQkIQ8cgw28cH/5eXh6/v3sXH/v7wtrauU30ymQz//e9kbNqkf4xlGcybtw3/+99/IZPJRGP0qLf1XW1SUsRSyatj/eiiHX8FYNGhQ7qoe0+1i9FGpKd3wIkT4UhL64G0tB7QzTT222+DcPmyAp9//jlvqSQm5BhKka4r8OzezWHjRmHcFc14iN3qGzoukSmp3TVoCz8HD9Yc/0csA5wmxo7u9RwdixERcUiQOv2ll1T44QepaEwgQyKQRnjTDo6sDwuZTIlFiz4WxPrRCD5du57FhAmVuHbtCy3h5AVs2FCpI9ip54uheEWA/rys7RxHx2JBanfNcc1+3fJKpZVePzlOgvv3nfXaYqgOzbFhw37iXd5q6pMuu+/dw/WKCrhYWCCqKiA9QRBEfaNnEdR4TWlWaC/KyZrKeMgiyHwofbx5kIDWdCEhiHhk6N6iBfo5OuL3wkKsycrCssDAOtcZHKyOxaIf8JbD+fMdeBFFzF1Iva3vQlRQoMQXXzCC9PMcBxw4oBYctK1JqhfbACDBv/92hK7VRnXdDAYNmozNm3WP67fh88+rF/Jffsli3bpKTJliIRAiZs6cqWcZk5kJTJ0qFHg4rtrKx81Nff6NG35g2QmiY8owLH78MQG9ek0zSqQxB0271dZUxTUKQtqixpdfcnyfAMMWTNqWKLGx/8E335wVbUNqahhSUsIFKdF/+AGIiDgET887Ved+hkWLqq2RtNtvaSlHenoHrToMoa57wAAbDBwYrpdNS9uaRls4EXs/1f+z+P33SvTuLYOud5yu6Kmewxy6dTuFb7/trGeVYw7OzvmiljxLlrwGU6dM165nERh41aDVkBgcx2F5VRbCt729YSeVmnZRgiAII9F2m9DeJmpGNBNRo7Wm+aA9Rpq4VGRJZRymWLawLPtIZcqtC5xcDl+JBNYMA4lCAV+JBB4AKioqGrtpzRaZTAZJPViqkxBEPFK85+OD3wsLsf7OHcz19UULi7pNcW9vYN06lUC0UcMgLa0HgoJYDBv2I1auHAyJxFJHDBITbFjY2nJ49lkODFPt3qMWUzj8++9K3nJCLP6K5tpidUskasHKcJYmTTlg1arqhTzHSfDGG8ClS/FwdCzmRYhVqyz1LGMCAsSzQGmsfNzcYNBlCFCLQBERh3D/vgtu3FDim2+qrV+03Y5qsuip7bi2sKOxhjGErqhRU9+0hSCxDHDagpmYW5zm/eI4dWynGTMS4OWlH0j5+HFtIUdc9KtGk2q9Wrg6eDACuo91HCfBv/+2x927Mnz44Yf8fsNZvSQoK6ver92/W7fEgk4zOHOmG4BKvZpkMuE1tTG0vy6WPLrX1cwXQ1ZDYvxWUIAzJSWwkUjwlqen8RclCIIwEYoRZB6CTEQ6+wjDiAaLpjlnFMZatigUCty4cQMsq5v84vGkkuOw3sEBDIBW+flY7+AAmUSCGzduNHbTmi0SiQT+/v51/kHdrFXy2rVr8emnnyInJwedO3fGmjVr0LNnT9GySqUScXFx2L59O7KystC2bVssW7YMgwdXxyUpLi7G/Pnz8f333+Pu3bsIDQ3FqlWr0KNHD77Ma6+9hu3btwvqjoyMRFJSkjldIB5Rhri4IMTWFhfLyrA5OxszfHzqXGdN6eQ5ToIffxwKN7dNGDrUQyvrkjqYsz4S9OljiZkzGb0YL9rpwC0t5Th/vj0MCwH6YhDHqRfp4hZMVVeXcIiJYfDZZ7rHJfj110Fwds7HsWN99EQIbbc2sfoZRu3aZshlCGDRq1cKpNJKXuRITOQwdGholbWG2nrnk0+mAag5Rk9Nx/WFHfX7c+pUJXr31q9HzJJLl9piyuimT1+6tBIffKArHOoiQWpqGFasWCHoy7ffSnDwoHaKd8Ntk0o5hIWl4MQJ3Y6JCUgcfv11MIKDha5uhizeJBIOv/yyBidOFMPV9X1B/z75RPwcjpNg8eKdvLukuWgLOHPmJNRoyVOTyFQXllVZA01q3RquDWS1RhAEAVTHCCKLINMgdxPz0BZ9yDXMNIyZcxzHITs7G1KpFD4+PvVitdHcUbAs5OXlYAB4y2RgFQrYMAz8bW0bu2nNEpZlcefOHWRnZ6NNmzZ1EnJNFoJ27dqFmJgYrF+/HmFhYUhISEBkZCQuXboENzc3vfLz5s3Djh07sHHjRoSEhODAgQMYPnw4Tpw4gdDQUADApEmTcP78eSQmJsLT0xM7duxAREQE0tPT4eXlxdc1ePBgbN26ld+2srIyp8/EI4yEYTDT2xvRly8jITMT07y8YFnHm7AmnfyePZwB0UCCTZsmoVevFEycuImP0WMIjmMQH68fJ0iTDtw4SxD94xzHIDYW+PhjFWJjxYQIFn/8UQlfXxlWrNBfyOu7nem7lK1duw3Dhjnjxx+HCurnOOD1139FcvKzBl2Gvv02DLGx1W5ILMtU1aOxaGHh5saiZUvUGKNH6MpV7dYGGBJ2JOjTx0JQToNY4GeAhfq5vHZLFLHYUOJjr09KSjjs7Ep5YezLL7kqcbC2GzqLkSO/w7JlL0Em6w1fX932a95D3b/6rm5iFm8SCYcvvlAhJ0dtHbZokUwQ5+r991k8/fRRHD3aV9BW7Sx1GsyJ16RNTfF/GoqzxcU4+OABpABimkpEc4IgHlkoRpB5aLvUUfp449F+OiHx0TSMiUtVWVmJsrIyeHp6wpaEDgCAhGXViwgAsqr4rRKJBNZ1jOX6ONOqVSvcuXMHlZWVsLS0NLsek1fI8fHxiI6ORlRUFNq3b4/169fD1tYWW7ZsES2fmJiIDz74AEOGDEFAQACmTp2KIUOGYMWKFQCA8vJy7N69G8uXL0ffvn0RFBSEhQsXIigoCOvWrRPUZWVlBQ8PD/7VsmVLg+2Uy+UoKioSvIjHg1fd3eFmaYnbcjm+y8urlzo1AYKrvzZ1UWfv2rw5GikpvVDbR4tlgXff1U6rzYLjqtOB1/S1rE4BLn5cpQK6deMwY0YCunU7JUitvWmTBL17y+DtDUyfbqgfhq/LMCwsLRVo2fIBxoz5GtW/h6jPO3gwwqDLUFzcNnzwgVjwaInWPgliY6V44w2pXoDtzEx1iWrhpTr+zZtvSvnjGmFHF46T4K23qstp0E1vzjAsXnjhJ0yfnoAJE7bh8mUlH7dJLKW8IeFJODbiqF3EntXqi35MKV007evY8QIv5OinZ9cW8liICXra6dOjoljMmJGAkSO/xciR3+LKFSWiogynlOc4CQICbuDZZw8K5tewYT/B0bEYcXFxJvvFGxrf+kBjNfThhx8aJURpMoX9x80NfjY29doWgiAIXShGkHkwlD7eLChYtPlIjJhzKo3gQdbERAOimV+a+WYuJlkEKRQKpKWlCYKaSiQSREREICUlRfQcuVyup/jZ2Njg2LFjANTKqUqlqrGMhiNHjsDNzQ0tW7bEgAEDsGTJEri4uIheNy4uDosWLTKle8QjgrVUire9vDD/5k18lpGB0W5u9fIrkSZAcGpqWJXFj77YU1t8Hg1SKTBtGgtAHXA4L88FP/88rJaz1JYg06e/hL59deMRqZFIOLRrZ4lnn40x6FqjXmh/DmC6aB90egSNoBAQcI1P6c0wYmKUuCUTx0lw7lwXI8em5hg9hoJyv/LKcRw+3APe3jJ88YVYTCe16506jpHQSiUqCjrpzdWWhv7+t0QtUeLi4njrFnGLIn23rE6d/sL580/WmEZeHO0yHCIiDuH//m8wZLIX+BKaefnvv+3x66+Ddc6X6Llxabu6VcfPARwdLwAAvL1fAmA41pPG8sff/xY6djzPB8zesOEqbtzwg7Nzfi19arpkVFTgm7t3AajjjREEQTQ0FCPIPMg1zDwErmEi+wjDCKzQqv439BRNY6qP9meVqBv1Nb9Msgi6d+8eVCoV3N3dBfvd3d2Rk5Mjek5kZCTi4+Nx5coVsCyLgwcPYs+ePcjOzgYAODg4IDw8HB999BHu3LkDlUqFHTt2ICUlhS8DqN3CvvzySyQnJ2PZsmX4/fff8dxzzxlUwmJjY1FYWMi/Mqp+5SUeD6Z6ecFGIsGZkhIcKSiolzo1AYIPH+6BSZM2aVlhGEP1rU8i4bBhAxAQoK4vPPxV/Pzz8zWeLZGoLXr+7/9GoXdvmYgVSNV/VdnHNO395JNp8Pe/hcREfSuNDh3Sa21zp05/oVu3UwCAa9eCdaxXxG7nYvs5nD7d00D52tEWLjQxbXQ5cSIcp9TNxLPPGnpfOPz5Z6VoenZHx2I8eOCMzZsnYfv2CVi5cjqOHw8XWLcUFjrg/Pn2OH++PW9ZVLNFjgYGXbuew+LFCuhaUenDCqzEdOs5eDCC76du+zt0SNezhpJK1a6C2pY7GzZAVOCKjY3lrWY07nffffefKnc1jj9fE+y7sNABjo7F8Pe/hUOHpEhImI7t2ycgIWE6tm6t/mopLHTAjRt+etZYtWGqJQ9Qd8ui1VlZUAF4xskJ3RwcTD6fIAjCVDQP9Jo7PkUUMQ4SgsyDLILMR3TOkeBjFjRqTYMGzxq2atUqREdHIyQkBAzDIDAwEFFRUQJXssTERLz++uvw8vKCVCpF165dMWbMGKSlpfFlRo8ezf/fqVMnPPnkkwgMDMSRI0cwcOBAvetaWVlRDKHHGBdLS7zu4YG1d+7gs4wMPFODG6GpyGQybNw4Gd27V+KNNwD9xzZxMaBfv8No1SoPS5Y8z6cMHzcuFm++aSlSXhhkOTGxhyBYrsYKJCPDuyqukMZcVT/duVhGq+qAzvrWK9ouRf/808VAf6BVTrf/4vFphNvCbFeGxk8tmlXH6NG4ta1cqZvOW4K+fS2rMpsZEg0YfPCBBNOnqxf42gGqJ078EIsXa1vOaII2q9HNArZ7N4eNG9Wxi6KiWJw+vYW3ltJFk/Y8PV1poL/g+zp06E98qvPSUjuRAOXV/dS4rGmErU8+mYa2bVWYOlXCxzdau1aFnJylmD7dAffvO8PZ+T4yM4uhUFTH69GdH+Lp4QGAxbBhKvzwgzqmkbq9+xAYeBWLF1sJAnS/+SaD558H9u+X1BjvSZvaAoQ3NIWVldhw5w4AYCZZAxEE8ZDQ3GlVtCg3CYl2+niypjIaYURE/X2EYUxJH08QzQGTfnhwdXWFVCpFbm6uYH9ubi48PDxEz2nVqhX27t2L0tJS3Lp1CxcvXoS9vT0CtJ70AwMD8fvvv6OkpAQZGRk4efIklEqloIwuAQEBcHV1xVXtYBcEocUMHx8wAH6+fx//lpbWe/2a2Cq9eh0XWHG8955cz1pIKgV27HgG//d/o+Dvb8lbSaSkMKIuXkOG/IQJE7bh2rVKHD/eW0/c0FgnvfnmKD3xQTsGjEb02b59AoKDLTFo0K+8UKBG24KHRZ8+f2DkyG+h/q4TDxpd3ScOY8Z8rddXhmExadJGDBqUJHIug8jIJCxZooTQOobT+is8JzKy+n+1lccqUWssdTwhDjt3/s+gtRbHSfDTT0OwcuUM3vInPl5iINaP2gLntdf+D1OnSiEMjs0gOppFTEw84uLioFRaiYpAGusvb28gKIirwYqMxW+/lfMZ1Jyd72PZshdF4x3pxk3SHhu16FMd30gT60djuePoWCw4R3d+bN5cUyY1CfbutRDEb9q/fxgyMnxE3fVeeumUYK4ZarehdjxsNmVno1ilQjtbWzzn7PzwG0AQxGOJ5ptDRWKGSfDWGVrxWsiaqna0ZxeJj6bxOFqh9e/fH9OnT69THaJj1ED3uZs3b4JhGJw7d65B6jeXI0eOgGEYFJjgpeLn54eEhIQGaxNg4j1TJpOhW7duSE5O5vexLIvk5GSEhxvOkgQA1tbW8PLyQmVlJXbv3o0XX3xRr4ydnR1at26NBw8e4MCBA6JlNGRmZiI/Px+tW7c2pQvEY0SgjQ2Gu7oCAD5rANdAbVexiIhDVYt8CeLjrfDqq5xBdxztRe+4cRZ6rk5SKbBhwzBs2/ZaDdYtasSCI2tcqXQDK7OsWtjQFyzU4sy1a5X4449+iI4eLipqaKOx1Nm27T9afQcAFuHhKXjvvbHo0CFdVBD76KPBWLBABuHth0Pfvoeh+3XBsgzmzdsmcPNxdCzGsGE/QSxwt0rFQKmUGTwOcLhyJUTrOuoA1cnJ4i5ngARffz1GNL4Rx0mQkaF+U2NjR4qIPCz++EPJW8AEBMiwbh2r59KnCQB9/nz1vFi1agYOH5YZDFCuLfZpRMWsLIYfH+34Rprjo0e/J6hDbH5MmQLY24sH3FajG3haIyTqtzEtrVuNImVt7TDVlawuKFkWq6ouGOPtzf/STBAE0dDouobR3cc4BBmcdPYRhqEYQebzOApBprBt2zY4OTnVWIZiBDUtTBbPY2JisHHjRmzfvh0XLlzA1KlTUVpaiqioKADA+PHjBcGkU1NTsWfPHly/fh1Hjx7F4MGDwbIsZs+ezZc5cOAAkpKScOPGDRw8eBDPPPMMQkJC+DpLSkowa9Ys/Pnnn7h58yaSk5Px4osvIigoCJHa5gIEocOsKhePr3JzkSWXN8g17t6VVaVNr17I7twpwcSJmwSZpwCxrFfqrxDtrFVr11YanS5bN0aNtuhkOKOVEKkU2LRpMC86nTkjHudHDYtevY7j3XdXYtw4BbZulfDpzzXuXidO9Eb79rY4f74jwsNT9NpWUiLerilTnhYVU0pL7ZCZWe0GVVjoAJlM/L2USDg+s9mkSZt0rLUMu7jFxQHvv68S6bdmzMS/ur77biR+/TUC331nURVLp6rGKnGnRw9h+agolrfYmTRpIyZM2IarVyuxdu0LeOcdKz0x5NlnWdF4VBqxT1tUbN/eFmfOhAKoTtWue/z48XA+Xo/Y/FCpgNLSmjLk6YqOHHx8MtGrl1iyAInBdmtjqB3mGnuaE5Po//LykCGXw83SEq/qxMAjCIJoSPSCRTdeU5oVgkU5WVMZjZhFEFlSGQfFCKoflPWcHZYwH5M/+6+88go+++wzLFiwAF26dMG5c+eQlJTEB5C+ffu2IMhzRUUF5s2bh/bt22P48OHw8vLCsWPHBIphYWEh3nrrLYSEhGD8+PF4+umnceDAAVhaWgIApFIp/v77b7zwwgt44oknMHHiRHTr1g1Hjx6lOEBEjTzl6Ig+jo5Qchz/i399I76QZTB27GQ9qx6xshzHYMSI7zBy5LcYMWJ3DcGOxdEWF7RFJ0Op1LXRdl0C1ELV3Lm6ad7VQaNHjvwWM2YkICwsFffvu+DUKaGopZ0KXm199CxOnOgNjgN69TrOt82QFdNTT3F61kUAg++++w+Cgy2xdasEZ86E8kGMxW5f/v5X+YDPW7ZEY/z4MEycuImvyxAsCwwYwOHZZw9CXAAxFBxbghMnemPePKGFE8cBK1cOFg1yXG2xk81b7hgSQ65dY+DtnY1hw37SE9QAfUuaH38cygezFrcIe5Z3vzp92rA1mSG3x8DAq4J2rF2rDtbv6XlHVMTr2jWt1kDVNVm1mYo5LmYcx/EWg297ecFaqht/iiAIouHQzkSkvU3UDKMdI0izr9Fa03ygYNHmY1aMII5T/8LWGC/ONPub0tJSjB8/Hvb29mjdujVWrFghOC6Xy/Hee+/By8sLdnZ2CAsLw5EjRwCoXZ+ioqJQWFgIhmHAMAwWLlwIAAgOCMCmZcvw4eTJ8HVxwdJ33gED4NixY+jTpw9sbGzg4+ODd955B6VaoTz8/Pzw8ccf4/XXX4eDgwPatGmD//3vf4I2nTx5EqGhobC2tkb37t1x9uxZo/urcdc6cOAAQkNDYWNjgwEDBuDu3bv45Zdf0K5dO7Ro0QL//e9/UVZWJhiHd955B25ubrC2tsbTTz+NUzqZXH7++Wc88cQTsLGxwTPPPIObN2/qXb+2/j8UuMeEwsJCDgBXWFjY2E0hHjL78vI4HD7MtfjjD65Aqaz3+jMyOE4iYTn1HVf9kkrV+40tGxen5BhGxQHq45s2GX99uVzOLVy4kFu4cCEnl8sFx9avr65X7PXVVwpB+d9+Ey+nade4cZV8fQzDGiyr+9IeD7lczr3wwg98PVKpur/Ctqo4gNW7fk19AVR6x6VSjtu1y/j2yeVybtKkDVXX1y/35JNnjO7zr78Kx7Yuc0gul3MzZqzgJkzYyl27JjfqvXrvvdr7rD3vNO+D9pyaMWMFN3Lkt1y3bicF702vXse4a9fkeu+Z+PtXXd4Q2vVot8MUTPkcavPb/fscDh/mbH7/nbunMP49Ixoe+t5uGtD70LC4HD3K4fBhbmdODofDhzmP48cbu0nNgmW3bnE4fJibkJ7OPXvuHIfDh7kvs7Mbu1nNAhw+zOHwYe6rqjnX8eTJxm5Ss2DW1ascDh/mYq5c4bqeOsXh8GHu53v3BGXKy8u59PR0rry8XL2jpMS4h8aGeJWUmNS/qVOncm3atOEOHTrE/f3339zQoUM5BwcH7t133+U4juMmTZrE9erVi/vjjz+4q1evcp9++ilnZWXFXb58mZPL5VxCQgLXokULLjs7m8vOzuaKi4s5juM4X19fzq5FC+7dpUu5UxcucN+fO8f9+s8/nJ2dHbdy5Uru8uXL3PHjx7nQ0FDutdde49vj6+vLOTs7c2vXruWuXLnCxcXFcRKJhLt48SLHcRxXXFzMtWrVivvvf//LnT9/ntu3bx8XEBDAAeDOnj1ba38PHz7MAeCeeuop7tixY9yZM2e4oKAgrl+/ftygQYO4M2fOcH/88Qfn4uLCffLJJ/x577zzDufp6cn9/PPP3L///stNmDCBa9myJZefn89xHMfdvn2bs7Ky4mJiYriLFy9yO3bs4Nzd3TkA3IMHDziO47irV68a1f+VK1eKtl1vnmlhync2CUHEI4+KZbn2qakcDh/mlt+61SDXMGUhq1t2+XLzFrDGoBEQRo7cpXcNhlHpLc7FFtPCl+4x48Wgw4er26QRGTTCRu3XrfnFMCquW7eTose+/dZQ3axBAeTZZw/o9Y1hVFyfPkeM7LOKO3bMsPAh9j6JiWPaxzViX3FxMT9+NY2ZRFL7mP76q0JPYBJrj9hYHDsmF6lfxQ0Z8qOeICc218TmqW47TMGQMKaZd4YY8tdfHA4f5t68dMms6xINB31vNw3ofWhYXI8d43D4MLejalHemoQgo1heJQSNT0/nIqqEoEQSgoyCqRKCErOzORw+zHUiIcgoZlcJQTOuXOG6VAlBSVWLfw3NVQgqLi7mZDIZ9+233/L78vPzORsbG+7dd9/lbt26xUmlUi4rK0tw3sCBA7nY2FiO4zhu69atnKOjo17dvr6+XP+hQ7lTRUXcPYWCO1VUxI2cMIGbPHmyoNzRo0c5iUTCj52vry/36quv8sdZluXc3Ny4devWcRzHcRs2bOBcXFwEYsi6des4U4WgQ4cO8fvi4uI4ANy1a9f4fVOmTOEiIyM5juO4kpISztLSkvvqq6/44wqFgvP09OSWL1/OcRzHxcbGcu3btxdc6/333+e0haCJEyca1f+GFoIaPH08QTQ2EobBLB8fRF26hITMTLzj7Q0rSf16RGvSud+/74wFC/5bY5Bn3bK3bskMxkgxNlaQITQBrQFgw4ZKQWrxDRskeu3UxBwSZhbTRj+zFsOw4DhJVbBlDmJp6XVdfTSpwp2d8+HtDRw/bihTlTbCOtWwGDnyO3Tp8iLmzeumd4ZUCoSH6/aJRbduaQgNPQulUiZ4v2QyGT788EMoFAoMHXpQEP+oa9c0HD/eV6QNuu3joJvm3Ri6dj3Lp47XnUOadgHgA2c7OhZj9Wo53n5bJvpesSwwY4YKCQkSg+9JYCAHR8diODoWC+ba3bsy/PTTMFQHydZ1Z5TgxAmJaKynykpLvfZwnATXrjE1poUXa4cpaFzMtNtUm4tZemkpfr5/HwyAGXX9sBEEQZgBxQgyD22XOk4zdhSvxSh00zzQqBmHRNsd0djPq62tOjhmY2Bra3TRa9euQaFQICwsjN/n7OyMtm3bAgD++ecfqFQqPPHEE4Lz5HI5XFxcaq2/Xag6hiVXtX3xn39w+fx5fPXVV3wZjuPAsixu3LiBdu3aAQCefPJJ/jjDMPDw8MDdu3cBABcuXMCTTz4Ja2trvkxtyavE0L6Gu7s7bG1tBZnL3d3dcfLkSQDqcVIqlejduzd/3NLSEj179sSFCxf4dmmPo1i7/vrrL/z999+19r+hISGIeCz4r7s75t64gTsKBXbm5iKqnrPNaQsuppaVyUxfwJqDsWKVplxGhjf27PmPzmJfV0zgEBW1CUqlDLGx/8GGDRtw/74zgoPHYP58Sy3RidHLmsZxEkgkHDp0YBAZqT8GQsREIOC99yR4991R8PXVP67JbObtrd93b+/OiIv7GQCQmBiHmTNn8r7QmkDLP/3UH3PmJCA1NQwpKeFIS+uhe3nBOPTq9QeOHesD3YDPkZHGCXq64pgxZUePVmH69AT88UcfpKV1h67QM20aC2B1re+JLoZTyFfX3b+/hd57xjAsysttIDZP2rWzrH0Q6oCuiFlbHwFgRVVsoJdcXRFkwgMTQRBEfUExgsxDEK9Fs6/xmtOsIPHRPLTHzeg5xzCAnV3DNeohUVJSAqlUirS0NEh1Yina29vXer615hmras6VlZZiypQpeOedd/TKtmnThv9fEy9YA8MwYFnTYqnWhvY1GIZ5KNcsKSkxqv8NDQWKJx4LZBIJ/4v/pxkZ/JdfU6CmzF+molAosGjRIixatEiQch2oFqBqS0uvKfd//zdKr13jxrE67WSwcaM6KHbbtnZ8/bNmMaIBrA2lCgeEY8AwnE7QaH0kEg7vvmtYtEhMrBRY42inVZfJZIiNjRWkXjeUbSolJdyAdZS6bSNHfovLl5VYtKifXjljs19pBzletWoGEhMNvz+6mcDOn++IM2e6QTfA9yefqOeQpt/vvqvUe080lkYffvihILC1eKBx9bZmfvbooT9vly2TiFhNcZg1S1Vn6zZjMBQ4XYyMigok5uYCAN6ryi5IEHVh7dq18PPzg7W1NcLCwvhfEMVQKpVYvHgxAgMDYW1tjc6dOyMpKUlQpri4GNOnT4evry9sbGzQq1cvQUBKpVKJ999/H506dYKdnR08PT0xfvx43LlzR1CPn58fH7xT8/rkk0/qt/OE2egtysmqxSgolbf5aOYYpY83jUd5zgUGBsLS0hKpqan8vgcPHuDy5csAgNDQUKhUKty9exdBQUGCl4eHBwD1M6VKparxOppxa9+5M9LT0/XqCgoKEk20Ika7du3w999/o6Kigt/3559/mtBr0wkMDIRMJsPx48f5fUqlEqdOnUL79u35dul+/+u2q2vXrnXuf31AFkHEY8NkT098dOsWLpSVYX9+Poa5ujZ2k3hMcS2rDY21SGYmanTFMadd3t6Aq+vnRrVTzNWnplTh2tfSWBdlZHhj9+6RWi5KaiQSDv/7X7W1h741EYc7d6oVfW3XKg3alklffsmB42YAYJCYyFW5dMkwbFgMVq4U75/GvW7ixFFV1zDPsqtaHKvOuGbIkkisbHLyIOjrmgy6d9e/Vk3uVwqFAnFxcQDUVlFffCERWNcMGHAQnp53BO+7MW6OAIPly6UICjLsJif2/piLsS5mn2VkQMlx6O/khF6OjvVybeLxZdeuXYiJicH69esRFhaGhIQEREZG4tKlS3Bzc9MrP2/ePOzYsQMbN25ESEgIDhw4gOHDh+PEiRMIrTKhnzRpEs6fP4/ExER4enpix44diIiIQHp6Ory8vFBWVoYzZ85g/vz56Ny5Mx48eIB3330XL7zwAk6fPi243uLFixEdHc1vOzg4NOyAEEajWYRTKm/T0IzTo7gob2jIIsg8HuX08fb29pg4cSJmzZoFFxcXuLm5Ye7cuZBUhdJ44oknMHbsWIwfPx4rVqxAaGgo8vLykJycjCeffBLPP/88/Pz8UFJSguTkZHTu3Bm2trawNWBtHR0Tg9HPPINp06Zh0qRJsLOzQ3p6Og4ePIjPP//cqDb/97//xdy5cxEdHY3Y2FjcvHkTn332Wb2NiRh2dnaYOnUqZs2aBWdnZ7Rp0wbLly9HWVkZJlY95L7xxhtYsWIFZs2ahUmTJiEtLQ3btm0T1PP+++/jqaeeqlP/6wMSgojHhhYWFpjq6YllGRlYnpHRpIQgU1zLakJb3KgWNOq3Xca009DCvrY4LppFvL+/JeLjY/Drr0p8953+Y3FiYiX++1+10OPtDSxdqkJsrHbaewZz5gCjR4tbVukKKtpCk7YQI9ZeTVyiZcteEghh5rgmATWLY7rnipVlWbEx5RAUxOi9D6aILbrC3DffpPD91EZbeBETw9RtNM1NrqG5q1BgY3Y2AOCDh2iCSzy6xMfHIzo6GlFRUQCA9evXY//+/diyZQvmzJmjVz4xMRFz587FkCFDAABTp07FoUOHsGLFCuzYsQPl5eXYvXs3fvjhB/Tt2xcAsHDhQuzbtw/r1q3DkiVL4OjoiIMHDwrq/fzzz9GzZ0/cvn1bYF7u4ODA/2pLNC3INcw8eAGNZXH1agbg6oC8uyrAvZEb1gygOWceZqWPb0Z8+umnKCkpwbBhw+Dg4ICZM2eisLCQP75161YsWbIEM2fORFZWFlxdXfHUU09h6NChAIBevXrhjTfewCuvvIL8/Hx8+OGHfAp5XUI6dcLvv/+OuXPnok+fPuA4DoGBgXjllVeMbq+9vT327duHN954A6GhoWjfvj2WLVuGESNG1GkcauOTTz4By7IYN24ciouL0b17dxw4cAAtW7YEoHbt2r17N2bMmIE1a9agZ8+e+Pjjj/H666/zdTz55JN17n+9UGs46UcEynpBcBzHZVVUcLIjRzgcPsz9URW5/VHB3PTZDxtTMqzFxSn1MlaJ9enAAYVJGaNqSr2ue64p7TUn+5Up75uhsobSwJtCddu3cdeuyQWZyuRy4zN5rV+v5NTp403P4FVXjG3znGvXOBw+zPU4fZpjWbZhG0WYTXP53pbL5ZxUKuW+//57wf7x48dzL7zwgug5zs7O3CadD+rYsWM5X19fjuM4rqioSC+bCcdxXO/evbl+/foZbMvBgwc5hmEEY+br68u5u7tzzs7OXJcuXbjly5dzSqXSYB0VFRVcYWEh/8rIyGgW70Nzxev4cQ6HD3NfZGZyOHyY80tJaewmNQtWZWRwOHyY6/7DPxxWpXE4fJhj+uea9f33uGFV9RysmXPdTp1q7CY1C+Zfv85nGdVkI/7t/n1BmZqyOT2uVLIsd6qoiDtVVMTlyuXcqaIi7lJpaWM3q1lDWcMIwgw8rawQ5eGBDdnZ+PDmTfzWpUtjN6neMMWypDEx1g0uMxOYO1fbygdQx77Rt7Jp397SJLcscUufarTPNdVtz9TsV6ZYEhkqO24ci7t36+ZaqGtN9sUXNft5GyIqisXp01uwefMkQcykhgiArosxLmYFSiXWZmUBAOb6+j4yZt1E43Hv3j2oVCq4uwtNEdzd3XHx4kXRcyIjIxEfH4++ffsiMDAQycnJ2LNnDx9fwcHBAeHh4fjoo4/Qrl07uLu74+uvv0ZKSgqCDHyQKioq8P7772PMmDFo0aIFv/+dd95B165d4ezsjBMnTiA2NhbZ2dmIj48XrScuLg6LFi0yZygIM9CL19J4TWlWaMbpdBoDuFRZarBoUtanTRWGYQCOq3ZHpO9Bo3iUYwQ9bGjcmgYkBBGPHR/4+mJLTg4OFxTg94IC9HNyauwm1QvmpM9uDIx1gxMPAi0e+8ZUtyzd8gyj/lo3dK6x4o65sW5MEZvEyioUdUu/LhZ76K23LHDz5odm1eftnY1hw37Cvn1DTXKTexisyspCsUqFjnZ2GGZEylOCaAhWrVqF6OhohISEgGEYBAYGIioqClu2bOHLJCYm4vXXX4eXlxekUim6du2KMWPGIC0tTa8+pVKJUaNGgeM4rFu3TnAsJqb6fvvkk09CJpNhypQpiIuLg5WVlV5dsbGxgnOKiorgQwHVGwyK12IejPY/TPWyvCn+ANbUINcw8xATgkhEqx3d3MMPizfeeAM7duwQPfbqq69i/fr1D7E1TRMSgojHjjbW1ohu3Rpf3LmDBTdu4EiXLo+EVYC5MWqaKuLCljr2jRimWu6IBacWO7c+AxnXhClCjm7ZuraxIazJunY9i8DAq/USAL2+uKdQ8Cnj5/v60gMcUS+4urpCKpUityoLnYbc3FyDcXlatWqFvXv3oqKiAvn5+fD09MScOXMQoBXhPzAwEL///jtKS0tRVFSE1q1b45VXXhGUAapFoFu3buG3334TWAOJERYWhsrKSty8eRNt27bVO25lZSUqEBENAy3KzYN/bmM4wQq9Kf4A1tTQ2OqS+Gga2jGCaOyaPosXL8Z7770neqy278nHBRKCiMeS2DZtsCk7G38UFuK3ggIMrArw1dypz+xjjY2pwpY5Abc1goqXF1cni5q6YoqQ0xDCVH1ak2nap8lC1lhjKsYnt2+jWKVCqL09RrZq1djNIR4RZDIZunXrhuTkZLz00ksAAJZlkZycjGnTptV4rrW1Nby8vKBUKrF7926MGjVKr4ydnR3s7Ozw4MEDHDhwAMuXL+ePaUSgK1eu4PDhw3Axwsrt3LlzkEgkotnMiIcPpY83D80ohXblcPa2+n8JA2zYQNZAtUHp482DXMPqzsO0CHJzc6PvuVogIYh4LPG2tsYUT0+sycrCrGvXcKpbN0gfgS/C+so+1lRoSGGrLhm1HjUeNWsyMTIrKvB5VWygj/39yRqIqFdiYmIwYcIEdO/eHT179kRCQgJKS0v5LGLjx4+Hl5cX4uLiAACpqanIyspCly5dkJWVhYULF4JlWcyePZuv88CBA+A4Dm3btsXVq1cxa9YshISE8HUqlUqMHDkSZ86cwU8//QSVSoWcnBwAgLOzM2QyGVJSUpCamopnnnkGDg4OSElJwYwZM/Dqq6/yGU6IxoViBJmHZpz8/RkwrsAZuVoEmhjSqM1qFpA7onloLKkexfTxDw2ac00KEoKIx5b5vr74MicHZ0tKsDU7G5M8PRu7SYQOj5qw1ZSpb9HtYbnUGcv7169DznHo4+iISGfnxm4O8YjxyiuvIC8vDwsWLEBOTg66dOmCpKQkPoD07du3IZFUB0+vqKjAvHnzcP36ddjb22PIkCFITEyEk1bMusLCQsTGxiIzMxPOzs4YMWIEli5dCktLSwBAVlYWfvzxRwBAF53EB4cPH0b//v1hZWWFb775BgsXLoRcLoe/vz9mzJghiAFENC60KDcPbZc6SxkHyIFWrjR6xkDuiOahEX0qVSrk3XsA2Fnjzh0l4NjIDWtG8BZBJKA1CUgIIh5bWslkWOjnhxnXruGDGzfwHzc3OFrQR4J4fGlM97iG5PeCAuy8excMgJVBQfQLHtEgTJs2zaAr2JEjRwTb/fr1Q3p6eo31jRo1StRVTIOfnx84rmZD+65du+LPP/+ssQzRuNCi3Dy047WQm45paMZJReKjSWjG6dJlBoVlToBdBV75jyWKZgATJzZmy5o2NL+aLpLaixDEo8tbXl4IsbVFnlKJWdeuNXZzCIKoZ8pVKky9fBkA8IanJ7o5ODRyiwiCIKrRW5STUG0Uom46jdSW5oauOyK5ShuHZpROpDD8BqdiMGWKOvsqUTv0WW1akPkD8VhjKZFgXXAwBvz1FzZmZ2OwszNepiCyxGNIU3Plqi9irl3DhbIyuFtaYom/f2M3hyAIQgC/KCfrDJPQDtyrGbtHIdbjw0BXfCSrAOMQzC6mStLg6p5llSAaC/rsE489/Vu2REzV3fu/6en47u7dRm4RQRB1RcVxmHn1KtbfuQMASGzXDs5VsVUIgiCaCvyivOoviRnGwbuGQcuypdFa07zQE4JozhkFb60n4bSUSMbsLKvNCT8/PyQkJJh1rraV48PMGtbQvPbaa3ymUGM4cuQIGIZBQUFBg7XJVOieSRAA4gIC8JKrK+Qch/+kp2P2tWuoZNnaTyQIosmRq1Bg8N9/I77KVjs+MBDPUoBogiCaIGSdYR78Opzjqq2pSNAwCs0oVdKcMwnNuD31FKcWgwBIGA4bNpA1kKkY80m9efMmGIbBuXPnGro5jy302ScIqF3E/q99e8zy8QEAfJqRgf7nzuFqWVkjt4wgCFM4eP8+Qk+fxqEHD2ArkWBnu3aYUfW5JgiCaGporDEqyTrDJLRdwzRWBrSoMQ6JTowgEtCMQzNKwU8wcPNQ///LfgkFijaB2hIcEA8XumcSRBUWEgmWBwbi2/btYS+V4nhRETqfPo3PMzP5X5sIgmiaPFAq8frFixj099/IVijQ3tYWp7p1w5iq9N0EQRBNEbIIMg9BjKCq/0lEMw6ac+ahPeeYKosgj1oeMTiOQ6lK1SgvU0SX/v3785kvHR0d4erqivnz5xusIz4+Hp06dYKdnR18fHzw5ptvoqSkhD++bds2ODk54cCBA2jXrh36tm6Nt4cPR052tqCeTZs2oV27drC2tkZISAi++OIL/ph/VVzH0NBQMAyD/v3719oPjbvWxx9/DHd3dzg5OWHx4sWorKzErFmz4OzsDG9vb2zdulVw3j///IMBAwbAxsYGLi4umDx5sqA/KpUKMTExcHJygouLC2bPnq03NizLIi4uDv7+/rCxsUHnzp3x3Xff1drmxsSsYNFr167Fp59+ipycHHTu3Blr1qxBz549RcsqlUrExcVh+/btyMrKQtu2bbFs2TIMHjyYL1NcXIz58+fj+++/x927dxEaGopVq1ahR48efBmO4/Dhhx9i48aNKCgoQO/evbFu3ToEBweb0wWCMMh/3NzQw8EBr1+6hMMFBXj76lXsyM3F58HB6N6iRWM3jyAILTiOw7d5eZh+9SpyFAowAKZ5eSEuIAB2UmljN48gCKJGKF6LeQhiBJGgYRI058yDn3McZ7QVWhnLwv7o0QZtlyFK+vQx6Tlo+/btmDhxIk6ePInTp09j8uTJaNOmDaKjo/XKSiQSrF69Gv7+/rh+/TrefPNNzJ49WyDklJWV4bPPPkNiYiIulpdjQXQ0lsbGYu7GjWAAfPXVV1iwYAE+//xzhIaG4uzZs4iOjoadnR0mTJiAkydPomfPnjh06BA6dOgAmUxmVD9+++03eHt7448//sDx48cxceJEnDhxAn379kVqaip27dqFKVOm4Nlnn4W3tzdKS0sRGRmJ8PBwnDp1Cnfv3sWkSZMwbdo0bNu2DQCwYsUKbNu2DVu2bEG7du2wYsUKfP/99xgwYAB/3bi4OOzYsQPr169HcHAw/vjjD7z66qto1aoV+vXrZ/T78DAx+Z65a9cuxMTE4MMPP8SZM2fQuXNnREZG4q6BALvz5s3Dhg0bsGbNGqSnp+ONN97A8OHDcfbsWb7MpEmTcPDgQSQmJuKff/7BoEGDEBERgaysLL7M8uXLsXr1aqxfvx6pqamws7NDZGQkKioqzOg2QdSMn40NDnXujM+Dg+EglSK1uBg9z5xB9KVLyFUoGrt5BEEAOFlUhKfPnsXo9HTkKBRoa2ODo6GhWB0cTCIQQRDNAt1g0SRmGIcgRlDV/yRoGIdG0CCLINPQjBOLR9MKzcfHBytXrkTbtm0xduxYvP3221i5cqVo2enTp+OZZ56Bn58fBgwYgCVLluDbb78VlFEqlVi/fj26d++Odl264D+TJ+P4kSP88Q8//BArVqzAyy+/DH9/f7z88suYMWMGNmzYAABoVZXF2cXFBR4eHnA2Mtajs7MzVq9ejbZt2+L1119H27ZtUVZWhg8++ADBwcGIjY2FTCbDsWPHAAA7d+5ERUUFvvzyS3Ts2BEDBgzA559/jsTEROTm5gIAEhISEBsbi5dffhnt2rXD+vXr4ejoyF9TLpfj448/xpYtWxAZGYmAgAC89tprePXVV/n+NEVMtgiKj49HdHQ0oqKiAADr16/H/v37sWXLFsyZM0evfGJiIubOnYshQ4YAAKZOnYpDhw5hxYoV2LFjB8rLy7F792788MMP6Nu3LwBg4cKF2LdvH9atW4clS5aA4zgkJCRg3rx5ePHFFwEAX375Jdzd3bF3716MHj3a7AEgCENIGAZveXnhZVdXvH/9OhJzc7EpOxs7c3Mx3dsb7/n4oCVlISKIh86VsjIsvHkTO6t+gLCVSPB+mzaY7eMDaxKACIJoRlD6ePMQSx9PY2cceuLjIyRmNCRic642Ec1WIkFJnz4N2awar20KTz31lCBeVHh4OFasWAGVSqVX9tChQ4iLi8PFixdRVFSEyspKVFRUoKysDLa2turr29oiMDCQP8fVwwP3qp7byktLce3aNUycOFFgcVRZWSkQWMyhQ4cOkGj13d3dHR07duS3pVIpXFxceCOWCxcuoHPnzrCzs+PL9O7dGyzL4tKlS7C2tkZ2djbCwsL44xYWFujevTvvHnb16lWUlZXh2WefFbRFoVAgNDS0Tv1pSEwSghQKBdLS0hAbG8vvk0gkiIiIQEpKiug5crkc1tbWgn02Nja8CldZWQmVSlVjmRs3biAnJwcRERH8cUdHR4SFhSElJUVUCJLL5ZDL5fx2UVGRKV0lCJ7WVlb4sl07TPH0RMzVqzhZXIyPb9/GF3fuYKa3N97y8iJBiCAeAhdLS7H09m3szM3lf42b4O6OpQEB8LKyatS2EQRBmAO56ZiHZpRYULBoU+HHjgQ0k9B2DTM20DbDMI+chfLNmzcxdOhQTJ06FUuXLoWzszOOHTuGiRMnQqFQ8EKQpc7aiGEYXjgprYq/s3HjRoHAAqiFmrogdl2xfWw9ZofWxBPav38/vLy8BMesmvDzqUn3zHv37kGlUsFdJ/imu7s7cnJyRM+JjIxEfHw8rly5ApZlcfDgQezZswfZVcGiHBwcEB4ejo8++gh37tyBSqXCjh07kJKSwpfR1G3KdePi4uDo6Mi/fChrDFFHejs64s+uXbG3Y0d0sLVFQWUl5t+8CZ+UFMRcvYrb5KZIEA3CyaIijP73X7Q/dQo7qkSgoS4uSOvWDdvatSMRiCCIZgu5hpmHRHtRTiKaSVCwaPMQZKp7BMcuNTVVsP3nn38iODhYT5hJS0sDy7JYsWIFnnrqKTzxxBO4c+eOSddq5eEBT09PXL9+HUFBQYKXJki0JiaQmEVSfdKuXTv89ddfKC0t5fcdP34cEokEbdu2haOjI1q3bi0Yn8rKSqSlpfHb7du3h5WVFW7fvq3Xn6asQTT4/F21ahWCg4MREhICmUyGadOmISoqSmCylZiYCI7j4OXlBSsrK6xevRpjxowRlDGV2NhYFBYW8q+MjIz66A7xmMMwDF50dcVfPXrgq3bt0MnODqUsi5WZmQhMTcW4CxfwZ2EhpUckiDpSybL49u5d9DpzBmFnzmBXXh44AC+4uOB0t27Y16kTujo4NHYzCYIg6gRZBJmHaNawRmpLc4OPEVS1TXPOOB71THW3b99GTEwMLl26hK+//hpr1qzBu+++q1cuKCgISqUSa9aswfXr15GYmIj169fXWLfuKDEAFi1ahLi4OKxevRqXL1/GP//8g61btyI+Ph4A4ObmBhsbGyQlJSE3NxeFhYX11FMhY8eOhbW1NSZMmIDz58/j8OHDePvttzFu3DjeCOXdd9/FJ598gr179+LixYt48803UVBQwNfh4OCA9957DzNmzMD27dtx7do1nDlzBmvWrMH27dsbpN31gUn3TFdXV0ilUj5wkobc3Fx4eHiIntOqVSvs3bsXpaWluHXrFi5evAh7e3sEBATwZQIDA/H777+jpKQEGRkZOHnyJJRKJV9GU7cp17WyskKLFi0EL4KoL6QMg/+6u+Ov7t3xS6dOGODkhEqOw47cXISfPYvQ06exLisLRZWVjd1UgmhW3Cgvx4c3bsA/NRWvpKcjpagIlgyD8e7uONutG37o1AndSAAiCOIRgQL3modovJZHaFHekJBFkHk86nGpxo8fj/LycvTs2RNvvfUW3n33XUyePFmvXOfOnREfH49ly5ahY8eO+OqrrxAXF2fy9SZNmoRNmzZh69at6NSpE/r164dt27bxFkEWFhZYvXo1NmzYAE9PTz5OcH1ja2uLAwcO4P79++jRowdGjhyJgQMH4vPPP+fLzJw5E+PGjcOECRMQHh4OBwcHDB8+XFDPRx99hPnz5yMuLg7t2rXD4MGDsX//fr4/TRGGM9F0ISwsDD179sSaNWsAACzLok2bNpg2bZposGhdlEol2rVrh1GjRuHjjz8WLfPgwQP4+/tj+fLlmDx5MjiOg6enJ9577z3MnDkTgDrmj5ubG7Zt22ZUsOiioiI4OjqisLCQRCGiQThdVITPs7KwKy8PFVV+p3YSCUa7uWGsuzv6OTnRQwpBiFCuUmHPvXvYkp2N37R+YWllaYmpnp6Y6ukJD3L/euyg7+2mAb0PDUvX06dxtqQEE9zdsT03F884OeG3Ll0au1lNnl1372J0ejr6OznhWnk5MuRynOraFd1pjtaKX0oKbsnlGO/uji9zczGyVSv8X4cOjd2sJs/arCxMu3IFI1xd8cv9+yhjWdwIC4OfjQ1fpqKiAjdu3IC/v79e/NumTP/+/dGlSxckJCQ0SP1niovBAnCxsEB+ZSVaWVrCtxmNT1Ojpnlmyne2yVnDYmJiMGHCBHTv3h09e/ZEQkICSktL+Sxi48ePh5eXF68MpqamIisrC126dEFWVhYWLlwIlmUxe/Zsvs4DBw6A4zi0bdsWV69exaxZsxASEsLXyTAMpk+fjiVLliA4OBj+/v6YP38+PD098dJLL5naBYJoELq3aIFtLVogPigIX+bkYEN2Ni6WlWFzTg425+TA28oKY6pEoSft7GoNMEcQjzIKlsWhBw/w7d27+P7ePRRV+YAzAAa2bInXPTww3NWVsoARBPFIQzGCzEOQPl5jnUHPVUZBVmjm8ai7hj0MNNYnNGpNA5OFoFdeeQV5eXlYsGABcnJy0KVLFyQlJfE+dLdv3xbE9qmoqMC8efNw/fp12NvbY8iQIUhMTISTkxNfprCwELGxscjMzISzszNGjBiBpUuXCiJ8z549G6WlpZg8eTIKCgrw9NNPIykpqVmprcTjgbOlJab7+OBdb28cLSxEYm4uvsvLQ6Zcjk8zMvBpRgba2dpiuKsrXnJ1RTcHB/oiIR4LlCyL5AcP8G1eHr6/dw8FWq6TvlZWiGrdGhPc3QW/rhEEQTzKSHQW5SRmGIcgcG/V/yRoGAeljzcPc9LHE/WLvb29wWO//PIL+vTp8xBb0/wxWQgCgGnTpmHatGmix44cOSLY7tevH9LT02usb9SoURg1alSNZRiGweLFi7F48WKT2koQjQXDMOjr5IS+Tk74PDgYP+fn46vcXPyUn48LZWW4cPs2Pr59G14yGV50dcWLrq7o6+hIFhDEI0WuQoFf8vOx//59/Hr/Pm/5AwAeMhlGtmqF/7RqhacdHelhlCCIxw6K12IeZJ1hPjTnzIPPVAcYnT6+uaC7fq9vtD+vdeHcuXMGj+mmbSdqxywhiCAI07CSSDC8VSsMb9UKhZWV+Dk/H3vv3cPP9+8jS6HAF3fu4Is7d2AjkaCfkxMGtWyJQc7OaG9r+8h8yRCPB0qWxeniYvz64AH25+fjVHGx4LibpSVGtmqFUW5ueNrREVKa3wRBPMZQ1jDzYLQX5SRomIRmhj2KAY8bEu1xexTTxz8M6uoaFhQUVF9NIUBCEEE8dBwtLDDG3R1j3N0hZ1n89uAB9t67h335+chWKJB0/z6S7t8Hrl2Dp0yGQc7OeMbJCU87OsLf2pqEIaJJoeI4nC0uxuGCAhwuKMDRwkKUaFn9AEA3e3s87+KC511c0J1cIQmCIHgoRpB5CGIEVf1P3y3GQenjzcMUKzQTczERhEnU1/wiIYggGhEriQTPubjgORcXrOc4/Ftail8fPMCv9+/j98JC3FEosC0nB9tycgAAnjIZ+jg6ok+VMNTRzo4sKoiHSkllJU4XFyOlqAgpRUX4o6AAhTrCj7OFBZ5xcsJzLi4Y4uyM1pTxiyAIQhS9wL30nW4UvHUGyLLFVMg1zDyMiUslrQrvoFAoYEPxDvUggax+UCgUAKrnm7mQEEQQTQSGYdDR3h4d7e0R4+ODCpUKxwoLcejBA/xRWIjTxcW4o1BgV14eduXlAQBaSKXo7uDAv3o4OMCXrIaIekLFcbhSVobU4mL8WVSElMJC/FNayv8SpqGFVIp+Tk4Y4OSEZ1q2RCc7O1rMEARBGIFF1b1SwarvrLQoNw6ploBGwaJNQzNOlRSg3CR0RVtAX3y0sLCAra0t8vLyYGlpKUig9FhTJVyoJBKAZaFiWVQ0cpOaKyzLIi8vD7a2trCwqJuUQ0IQQTRRrKVSRDg7I8LZGQBQplLhZFERjhUW4mhhIU4UFaFIpcJvBQX4raCAP8/V0hLdHRzQzd4eT9rbo6OdHZ6wsYEFfRkRNVCmUuF8aSnOlZTgXEkJzpaU4O+SEpSxurIP4GNlhadatMBTLVqgr6MjQh0cyDKNIAjCDCyr7p0VVZaVZ89m4LpdWwQEyBqzWU0ezbgpOY6sqUzEsup5sKLq+92Cxs0o+M+q1nOR7tgxDIPWrVvjxo0buHXr1kNtX1MmTy4Hy3EokUhQwbJQWligvI4ixuOMRCJBmzZt6izi0jtAEM0EW6kU/Vu2RP+WLQEAlSyL86WlSCspwamiIpwuLsbfpaW4p1RWxxmqQsYwaGdri0729uhkZ4eOdnboYGcHHysrenB6zChTqXCprAwXy8rU2evKyvBvaSkulZXpWfoAgI1Egm4ODgivEn7CWrSAF7l6EQRB1AuaxeXtXA6wATKu+yI4yhL/+x8wcWIjN64Joy0EKauEIEt6njEKzTiVVYmPNG7GoTtuQLWopo1MJkNwcDDvvkMAr509i1ylEm4FpbjrZIdX7dwxL9i3sZvVbJHJZPVibUZCEEE0UywkEnRxcEAXBwdMbN0agPoXxX9KS3G6uBhnSkrwT0kJzpeWopRl8VdpKf4qLRXUYS2RINDaGk/Y2iLYxqb6r40N3GUyMhdupihYFrcqKnCjogLXy8txpbycF31uVVQYTN/ZytISofb2CLW3R5eqV7CtLVn7EIQRrF27Fp9++ilycnLQuXNnrFmzBj179hQtq1QqERcXh+3btyMrKwtt27bFsmXLMHjwYL5McXEx5s+fj++//x53795FaGgoVq1ahR49evBlOI7Dhx9+iI0bN6KgoAC9e/fGunXrEBwczJe5f/8+3n77bezbtw8SiQQjRozAqlWrYG9v33CDQRiNZnF5I5sFAgCoGLAsgylTgMhIwNu7cdvXVNEswJUsy7s4kaBhHJpxKieLIJPQHTfA8NhJJBJYW1s/lHY1B/IYBrdYFrfyXIEWpfh4tRX8+1qT2N3IkBBEEI8Q1lIperRogR4tWvD7WI7DrYoK/FNaivOlpfintBT/lJTgcnk5KlgW/5aV4d+yMr267CQS+FpbV7+srATbrWUysiZqJMpUKmTJ5ciSy5Epl+NmRQWuV4k+NyoqkCGXGxR7AMDFwgLt7OwQYmuLdlWvLvb28CDxjyDMYteuXYiJicH69esRFhaGhIQEREZG4tKlS3Bzc9MrP2/ePOzYsQMbN25ESEgIDhw4gOHDh+PEiRMIDQ0FAEyaNAnnz59HYmIiPD09sWPHDkRERCA9PR1eXl4AgOXLl2P16tXYvn07/P39MX/+fERGRiI9PZ1fhIwdOxbZ2dk4ePAglEoloqKiMHnyZOzcufPhDRBhEN6iQFa1uFRVxSFRAVevkhBkkMpKAEBWbhGULSwBkKBhLLqCBgloxqH5rBojBBFCmKr7GqzUY8dVktjdFCAhiCAecSQMA38bG/jb2OAFV1d+fyXL4rZcjivl5bhcVobL5eW4UvX3ZkUFSlkW6WVlSBcRiQD1g0NrmQweMln1XysrvX1uMhmsKD5RrbAch4LKSuQplchTKJCnVOKuUok7VYJPlkKBzKr/H1Q9ANeErUSCABsbBFhbI8DGhhd8Qmxt0UpGsScIoj6Jj49HdHQ0oqKiAADr16/H/v37sWXLFsyZM0evfGJiIubOnYshQ4YAAKZOnYpDhw5hxYoV2LFjB8rLy7F792788MMP6Nu3LwBg4cKF2LdvH9atW4clS5aA4zgkJCRg3rx5ePHFFwEAX375Jdzd3bF3716MHj0aFy5cQFJSEk6dOoXu3bsDANasWYMhQ4bgs88+g6enp17b5HI55HI5v11UVFS/g0UI4Bfh1lXuJlULJqkUCApqpEY1A5L2SwFfoERuB0DtgkOLcuPQCBoaFycaN+PQdQ1jALKYNhJWwagHzKrqPlfJkNjdBCAhiCAeUyw0QoGNDSKrAlJrkLMsblZU4HZFBW5VVOCWXK7+W/XKlMuh5DjclstxW2vBYAg7iQQulpZwtrSEi4WF+q/O/y2kUjhIpXCwsIB91f+av2I+2E2RSpZFKcuisLKy+qVSiW7nK5Vq0adK+LmnVEJV+yV4bCUSeFlZwcvKCv7W1rzg41/1183Skqx7COIhoFAokJaWhtjYWH6fRCJBREQEUlJSRM+Ry+V6bgM2NjY4duwYAKCyshIqlarGMjdu3EBOTg4iIiL4446OjggLC0NKSgpGjx6NlJQUODk58SIQAEREREAikSA1NRXDhw/Xa1tcXBwWLVpk4igQ5qJZXNq2ZFEGAJUMpFIOGzYwtEAyQGYmsGypBfA/8BYGAHA3WwJXCjtSK+QaZh4yGjezsbOSqPVaLctHErsbHxKCCILQw0oiQVtbW7S1tRU9XsmyuKNQIFuhQLZcjhzN/woF/39O1auS41DKsig1UjQSbQ/DqEUhCwvYSCSwkkhgxTDqvwa2LRkGDNQWUQzU6VIZhlH/1doPqFOo1vZScBzKVSqUsSzKWRZlKpXgbznL8gEr60ILqRStLC3RSiZDK0tLeMpkvODjZWUFbysreMlkcLSwIKGHIJoA9+7dg0qlgru7u2C/u7s7Ll68KHpOZGQk4uPj0bdvXwQGBiI5ORl79uyBquqXZgcHB4SHh+Ojjz5Cu3bt4O7ujq+//hopKSkIqnpyzsnJ4a+je13NsZycHD3XNAsLCzg7O/NldImNjUVMTAy/XVRUBB8fH2OHgzARzaJcZaECOODFYQw+n0EiUE1cuQJwyqofiLSEoFs3GLQnIahWeMsWcg0zCV3XMBKCjMfOilELQVWfV4ZjsGEDWQM1NiQEEQRhMhYSCdpYW6NNLYHwWI7jrV/u6/5VKpFfWan+q1SiSKVCiUqFYpUKxZWVKFGpIK8SVuQcB3llJfKNcIlqClgyDJwsLOBoYQFHqVT9V2fb2dJSLfhoXjIZXC0tyY2OIB4DVq1ahejoaISEhIBhGAQGBiIqKgpbtmzhyyQmJuL111+Hl5cXpFIpunbtijFjxiAtLa1B22ZlZQUrygz40NAsJjXfd35eJALVRnAwwLBQx8LTEoLaBtLC3Bh006CToGEcZEllPtUusOqxW7qYwcQOjdggAgAJQQRBNCAShkFLS0u0tLQ063wly6JYRyAqZ1nIWVYtDmn+F9mu5DhwAFioM+to/89C/QDJamUasah6SbX+135ZMgxspFLYSiSwkUhgK5UK/0ok/HFriYSsdQjiMcHV1RVSqRS5ubmC/bm5ufDw8BA9p1WrVti7dy8qKiqQn58PT09PzJkzBwEBAXyZwMBA/P777ygtLUVRURFat26NV155hS+jqTs3NxetqzJHara7dOnCl7l7967g2pWVlbh//77BthEPF13XZ1pc1o63N/DRhxzm6exnFUoAJGLWhu6cay7u942NruWUolSB69cVCAiguIu1oTvH3JxpzjUFSAgiCKLJYimRwFkigbOZQhJBEERDI5PJ0K1bNyQnJ+Oll14CALAsi+TkZEybNq3Gc62treHl5QWlUondu3dj1KhRemXs7OxgZ2eHBw8e4MCBA1i+fDkAwN/fHx4eHkhOTuaFn6KiIqSmpmLq1KkAgPDwcBQUFCAtLQ3dunUDAPz2229gWRZhYWH1NAJEXdBdXMpoUW4UE/5rgXl/au2oZND2CRn+9z9QSupa0J1zViQ+GoXuuMlLbBAcbElzzgh0x67wHgu0NlCYeGjQtw1BEARBEEQdiImJwcaNG7F9+3ZcuHABU6dORWlpKZ9FbPz48YJg0qmpqdizZw+uX7+Oo0ePYvDgwWBZFrNnz+bLHDhwAElJSbhx4wYOHjyIZ555BiEhIXydDMNg+vTpWLJkCX788Uf8888/GD9+PDw9PXlBql27dhg8eDCio6Nx8uRJHD9+HNOmTcPo0aNFM4YRDx/dBZI1CUFGoWfFomTAsuqU1JmZjdOm5oKeEERzzij055yE5pyRyHTm3HvvWGLz5kZqDMFDFkEEQRAEQRB14JVXXkFeXh4WLFiAnJwcdOnSBUlJSXwg59u3b0OitYioqKjAvHnzcP36ddjb22PIkCFITEyEk5MTX6awsBCxsbHIzMyEs7MzRowYgaVLl8JSy0Jy9uzZKC0txeTJk1FQUICnn34aSUlJgmxjX331FaZNm4aBAwdCIpFgxIgRWL16dcMPCmEUtCg3D70Axwr1uFFK6trRtTqjOWccumIGzTnjqZQL5xgnl2DKFCAyksatMSEhiCAIgiAIoo5MmzbNoCvYkSNHBNv9+vVDenp6jfWNGjVK1FVMG4ZhsHjxYixevNhgGWdnZ+zcubPGeojGQ9fKgCyCjMOQEEQpqWuHrNDMg9NNWKJUjyPNudqpKGEA7WmnlJCA1gSgTz5BEARBEARBNAK0KDcPMSFIKuUoJbURkBWaeez5P6lwh5LmnLG0dND5vColJKA1AcgiiCAIgiAIgiAaAd1FeGkBA1D4plrRdW/y9ZLg2E2GFuRGoOcaRsGiayUzE/hglgWwR2unUoKUFAY9ejRas5oFCoUCl9MvAG1c+H0SFUMCWhOAJGCCIAiCIAiCaASsOU6w/d47EgqiagQShoGNlqDR0l5Ci0ojsSN3RJO5cgXgynTsJxQSlJY2TnuaE1u3SpB+pqNg3/69Esq01gSgTz5BEARBEARBNALHDgkXl5ogqpSFqHbspNWuOiRmGI/2uAHkGmYMwcEAo2QAVmunUkKuTbWQmQm8+aYUKBfe56wYmnNNAbPehbVr18LPzw/W1tYICwvDyZMnDZZVKpVYvHgxAgMDYW1tjc6dOyMpKUlQRqVSYf78+fD394eNjQ0CAwPx0UcfgdP6leS1114DwzCC1+DBg81pPkEQBEEQBEE0KpmZwHc7LIU7FdVBxXuh8QAAhNJJREFUVIma0bZsIfcm4yEhyHS8vYExo1WAVvYr39bkilgbV64ALMsAFcI5l32b5lxTwOQYQbt27UJMTAzWr1+PsLAwJCQkIDIyEpcuXYKbm5te+Xnz5mHHjh3YuHEjQkJCcODAAQwfPhwnTpxAaGgoAGDZsmVYt24dtm/fjg4dOuD06dOIioqCo6Mj3nnnHb6uwYMHY+vWrfy2lZWVOX0mCIIgCIIgiEblyhUA5foBaCUSCqJqDPZkEWQW9iQEmUxmJvDNNxbACClgozYLun1NgsxMinNTE8HBgETCgdW5zwX70ZxrCpj8LsTHxyM6OhpRUVFo37491q9fD1tbW2zZskW0fGJiIj744AMMGTIEAQEBmDp1KoYMGYIVK1bwZU6cOIEXX3wRzz//PPz8/DBy5EgMGjRIz9LIysoKHh4e/Ktly5amNp8gCIIgCIIgGh17ewAVOo/icgbPPUeLy9pQKBTIz8rjt9kKsggyFl2LIN2YQYQ+vGWLlqDBlUvJcq8WvL2BL75QATqfz49iG6lBhACTPvkKhQJpaWmIiIiorkAiQUREBFJSUkTPkcvlsLa2FuyzsbHBsWPH+O1evXohOTkZly9fBgD89ddfOHbsGJ577jnBeUeOHIGbmxvatm2LqVOnIj8/32Bb5XI5ioqKBC+CIAiCIAiCaAqUlEAvdgZKLfHLLxQjqDa2bpUg50Z1erWD31tSkG0j0RV+WlhQEuna0Fi2aLs4MWVSstwzgq5dLfTuc/u+tcS8eY3UIILHJCHo3r17UKlUcHd3F+x3d3dHTk6O6DmRkZGIj4/HlStXwLIsDh48iD179iA7O5svM2fOHIwePRohISGwtLREaGgopk+fjrFjx/JlBg8ejC+//BLJyclYtmwZfv/9dzz33HNQqVSi142Li4OjoyP/8vHxMaWrBEEQBEEQBNFg2NsDKNd5FC+TgmUpRlBNZGYCU6dKgQqtxWWZBQXZNhJdi6AWOtuEPtWWLdVjFdHbgiz3jODoUQhdYMslACvBxx/T57WxaXBbwFWrViE4OBghISGQyWSYNm0aoqKiINFSo7/99lt89dVX2LlzJ86cOYPt27fjs88+w/bt2/kyo0ePxgsvvIBOnTrhpZdewk8//YRTp07hyJEjoteNjY1FYWEh/8rIyGjorhIEQRAEQRCEUZSUQC+IKsosKEZQLVy5AnAcI3SrK5NSkG0j0Y4RZMkwFCPISKZMsUCgV7WL06EfpGSFZgR9+kDns6oWcDmOPq+NjUmffFdXV0ilUuTm5gr25+bmwsPDQ/ScVq1aYe/evSgtLcWtW7dw8eJF2NvbIyAggC8za9Ys3iqoU6dOGDduHGbMmIG4uDiDbQkICICrqyuuGphBVlZWaNGiheBFEARBEARBEE2B4GCAUeg8ipdLsGwZxQiqieBggGGEbjootQDA4fTpRmtWs0HbIshBKgVDGdeMIjMTuHa+2gqNK7XA5Mlk1VIbPXoAfXto7ShVzz+plATvxsYkIUgmk6Fbt25ITk7m97Esi+TkZISHh9d4rrW1Nby8vFBZWYndu3fjxRdf5I+VlZUJLIQAQCqVgmVZg/VlZmYiPz8frVu3NqULBEEQBEEQBNHoeHsDny8T7lv+iQTvvdc47WkueHsD69ap+AUlAKBMCoDBnDm0MK8NbVcwXTcxwjAnToC3ZgEAlKjdOA2EySW0WPupVqbvUgtIpRw2bCDBu7Ex2RYwJiYGGzduxPbt23HhwgVMnToVpaWliIqKAgCMHz8esbHVocBTU1OxZ88eXL9+HUePHsXgwYPBsixmz57Nlxk2bBiWLl2K/fv34+bNm/j+++8RHx+P4cOHAwBKSkowa9Ys/Pnnn7h58yaSk5Px4osvIigoCJGRkXUdA4IgCIIgCIJ46Lw5RSbYnjWrkRrSzJgyxQLjBmslo8lTLzTJPax23GTVc05K1kCmkWcl/j9RI15W1WPVs50lbt5kMHFiIzaIAACYHCb+lVdeQV5eHhYsWICcnBx06dIFSUlJfADp27dvC6x7KioqMG/ePFy/fh329vYYMmQIEhMT4eTkxJdZs2YN5s+fjzfffBN3796Fp6cnpkyZggULFgBQWwf9/fff2L59OwoKCuDp6YlBgwbho48+gpUVfQgJgiAIgiCI5o0lLcpNIsxfisR7VRs5alGI3E1qR6I1zyh1vPH06gXgay3hNlc952pxiiEAOGllpvNylZAlUBPBrHyB06ZNw7Rp00SP6QZv7tevH9LT02usz8HBAQkJCUhISBA9bmNjgwMHDpjTVIIgCIIgCIJosszy8cGnGRlY5OfX2E1pVhSltgC8JOr4QJk2kEg4bNjA0CLTCKI8PLA1JwfTabBM4x9HoJIBsq2BBzKQjmYcDMNgmIsL9uXnY5xO9nGi8TBLCCIIgiAIgiAIou4s9ffHy66uCKPEJkaTmQnMm2wHeHQH5FJAKQUkAEWMMI4vgoPxhqcnejg4NHZTmg1XrgC45gC83h0otgQ4BmxV5ivS02pnZ7t2uFxejq4055oMpGMSBEEQBEEQRCNhKZHgKUdHyt5kAleuACzLAHdsgXx1mAiWpfhAxmItlaJnixY050wgOBiQSDggww4oULuIkSui8dhbWJAI1MQgIYggCIIgCIIgiGYDvyjXghblREPi7Q188YUKDKPOak2Zr4jmDglBBEEQBEEQBEE0G2hRTjQGU6ZY4PZtCQ4fBmW+Ipo9FCOIIAiCIAiCIIhmxZQpFnj+ebU7WFAQBYkmHg7e3iQ4Eo8GJAQRBEEQBEEQBNHsoEU5QRCEeZBrWBPmtddew0svvVRjmf79+2P69On1et2FCxeiS5cu9VonQRAEQRAEQRAEQRCNDwlBTZhVq1Zh27Ztjd0MgiAIgiBqYe3atfDz84O1tTXCwsJw8uRJg2WVSiUWL16MwMBAWFtbo3PnzkhKShKUUalUmD9/Pvz9/WFjY4PAwEB89NFH4LjqALkMw4i+Pv30U76Mn5+f3vFPPvmk/geAIAiCIIhmA7mGNSAKhQIymczs8x0dHeuxNQRBEARBNAS7du1CTEwM1q9fj7CwMCQkJCAyMhKXLl2Cm5ubXvl58+Zhx44d2LhxI0JCQnDgwAEMHz4cJ06cQGhoKABg2bJlWLduHbZv344OHTrg9OnTiIqKgqOjI9555x0AQHZ2tqDeX375BRMnTsSIESME+xcvXozo6Gh+24FS+BIEQRDEYw1ZBNUj/fv3x7Rp0zB9+nS4uroiMjIS58+fx3PPPQd7e3u4u7tj3LhxuHfvHn/Od999h06dOsHGxgYuLi6IiIhAaWkpAH3XsNLSUowfPx729vZo3bo1VqxYodcGhmGwd+9ewT4nJyeBZdH777+PJ554Ara2tggICMD8+fOhVCoN9uvIkSPo2bMn7Ozs4OTkhN69e+PWrVvmDRJBEARBPGLEx8cjOjoaUVFRaN++PdavXw9bW1ts2bJFtHxiYiI++OADDBkyBAEBAZg6dSqGDBki+F4/ceIEXnzxRTz//PPw8/PDyJEjMWjQIIGlkYeHh+D1ww8/4JlnnkFAQIDgeg4ODoJydnZ2DTMQBEEQBEE0C0gIqme2b98OmUyG48eP45NPPsGAAQMQGhqK06dPIykpCbm5uRg1ahQA9S95Y8aMweuvv44LFy7gyJEjePnllwVm39rMmjULv//+O3744Qf8+uuvOHLkCM6cOWNyGx0cHLBt2zakp6dj1apV2LhxI1auXClatrKyEi+99BL69euHv//+GykpKZg8eTIYhjH5ugRBEATxqKFQKJCWloaIiAh+n0QiQUREBFJSUkTPkcvlsLa2FuyzsbHBsWPH+O1evXohOTkZly9fBgD89ddfOHbsGJ577jnROnNzc7F//35MFMln/Mknn8DFxQWhoaH49NNPUVlZabA/crkcRUVFghdBEARBEI8W5BpWzwQHB2P58uUAgCVLliA0NBQff/wxf3zLli3w8fHB5cuXUVJSgsrKSrz88svw9fUFAHTq1Em03pKSEmzevBk7duzAwIEDAahFJ28zUiXMmzeP/9/Pzw/vvfcevvnmG8yePVuvbFFREQoLCzF06FAEBgYCANq1a2fyNQmCIAjiUeTevXtQqVRwd3cX7Hd3d8fFixdFz4mMjER8fDz69u2LwMBAJCcnY8+ePVCpVHyZOXPmoKioCCEhIZBKpVCpVFi6dCnGjh0rWuf27dvh4OCAl19+WbD/nXfeQdeuXeHs7IwTJ04gNjYW2dnZiI+PF60nLi4OixYtMmUICIIgCIJoZpAQVM9069aN//+vv/7C4cOHYW9vr1fu2rVrGDRoEAYOHIhOnTohMjISgwYNwsiRI9GyZUvR8gqFAmFhYfw+Z2dntG3b1uQ27tq1C6tXr8a1a9d4MapFixaiZZ2dnfHaa68hMjISzz77LCIiIjBq1Ci0bt3a5OsSBEEQBKFOBhEdHY2QkBAwDIPAwEBERUUJXMm+/fZbfPXVV9i5cyc6dOiAc+fOYfr06fD09MSECRP06tyyZQvGjh2rZ2kUExPD///kk09CJpNhypQpiIuLg5WVlV49sbGxgnOKiorg4+NTH90mCIIgCKKJQK5h9Yy2331JSQmGDRuGc+fOCV5XrlxB3759IZVKcfDgQfzyyy9o37491qxZg7Zt2+LGjRtmX59hGD3XMu34PykpKRg7diyGDBmCn376CWfPnsXcuXOhUCgM1rl161akpKSgV69e2LVrF5544gn8+eefZreRIAjiYVNUVIQbN26QmwtR77i6ukIqlSI3N1ewPzc3Fx4eHqLntGrVCnv37kVpaSlu3bqFixcvwt7eXhDbZ9asWZgzZw5Gjx6NTp06Ydy4cZgxYwbi4uL06jt69CguXbqESZMm1dresLAwVFZW4ubNm6LHrays0KJFC8GLIAiCIIhHCxKCGpCuXbvi33//hZ+fH4KCggQvjWDEMAx69+6NRYsW4ezZs5DJZPj+++/16goMDISlpSVSU1P5fQ8ePOBjB2ho1aqVIIvIlStXUFZWxm+fOHECvr6+mDt3Lrp3747g4GCjAj+HhoYiNjYWJ06cQMeOHbFz506Tx4MgCKIxOHPmDBISEvDll18iISHBrNhqzQld0YtEsIZFJpOhW7duSE5O5vexLIvk5GSEh4fXeK61tTW8vLxQWVmJ3bt348UXX+SPlZWVQSIRPqZJpVKwLKtXz+bNm9GtWzd07ty51vaeO3cOEolENJsZQRAEQRCPB+Qa1oC89dZb2LhxI8aMGYPZs2fD2dkZV69exTfffINNmzbh9OnTSE5OxqBBg+Dm5obU1FTk5eWJxuCxt7fHxIkTMWvWLLi4uMDNzQ1z587Ve0gcMGAAPv/8c4SHh0OlUuH999+HpaUlfzw4OBi3b9/GN998gx49emD//v2iwpOGGzdu4H//+x9eeOEFeHp64tKlS7hy5QrGjx9ffwNFEATRQBQVFeGnn37iLSU5jsNPP/2EoKCgR9LS4cyZM3x/GYbBk08+ib///pvfHjp0KLp27drYzXzkiImJwYQJE9C9e3f07NkTCQkJKC0tRVRUFABg/Pjx8PLy4q15UlNTkZWVhS5duiArKwsLFy4Ey7KCWH3Dhg3D0qVL0aZNG3To0AFnz55FfHw8Xn/9dcG1i4qK8H//93+imURTUlKQmpqKZ555Bg4ODkhJScGMGTPw6quvirqhEwRBEATxeEBCUAPi6emJ48eP4/3338egQYMgl8vh6+uLwYMHQyKRoEWLFvjjjz+QkJCAoqIi+Pr6YsWKFQYzgnz66ae8u5mDgwNmzpyJwsJCQZkVK1YgKioKffr0gaenJ1atWoW0tDT++AsvvIAZM2Zg2rRpkMvleP755zF//nwsXLhQ9Jq2tra4ePEitm/fjvz8fLRu3RpvvfUWpkyZUm/jRBAE0VDk5+fructyHIf79+8/ckKQmOj1119/8cfrSwQrKipCfn4+XFxcHrkxNJdXXnkFeXl5WLBgAXJyctClSxckJSXxAaRv374t+OGmoqIC8+bNw/Xr12Fvb48hQ4YgMTERTk5OfJk1a9Zg/vz5ePPNN3H37l14enpiypQpWLBggeDa33zzDTiOw5gxY/TaZWVlhW+++QYLFy6EXC6Hv78/ZsyYIYgBRBAEQRDE4wfDGcpV/ohRVFQER0dHFBYW0oMrQRDEY0JRURESEhIEYhDDMJg+ffoj911w48YNfPnll7WWmzBhAvz8/My6hq7FUUNaGNH3dtOA3geCIAiCaB6Y8p1NMYIIgiCIR5YWLVpg6NChYBgGAHjx4lFc0Lq4uPD9NATDMHB2djarfkNudhR7iCAIgiAIonlBrmEEQRDEI03Xrl0RFBSE+/fvw9nZ+ZEUgYBq0au2GEHm9v9xcrMjCIIgCIJ4lCEhiCAIgnjkeVzSYIuJXgMGDKgXEUxjcaTrZmeuhRFBEARBEATROJjlGrZ27Vr4+fnB2toaYWFhOHnypMGySqUSixcvRmBgIKytrdG5c2ckJSUJyqhUKsyfPx/+/v6wsbFBYGAgPvroI8HDJsdxWLBgAVq3bg0bGxtERETgypUr5jSfIAiCaCJQavP6p0WLFvDz8+NFH91tc7l69aqeCPSoutkRBEEQBEE8yphsEbRr1y7ExMRg/fr1CAsLQ0JCAiIjI3Hp0iW4ubnplZ83bx527NiBjRs3IiQkBAcOHMDw4cNx4sQJhIaGAgCWLVuGdevWYfv27ejQoQNOnz6NqKgoODo64p133gEALF++HKtXr8b27dvh7++P+fPnIzIyEunp6bC2tq7jMBAEQTzaiGV6auzsT8YGHm7sdhLV8YG04TgOVlZWKCoqoveFIAiCIAiiGWFy1rCwsDD06NEDn3/+OQCAZVn4+Pjg7bffxpw5c/TKe3p6Yu7cuXjrrbf4fSNGjICNjQ127NgBABg6dCjc3d2xefNm0TIcx8HT0xMzZ87Ee++9BwAoLCyEu7s7tm3bhtGjR+tdVy6XQy6X89tFRUXw8fGhrBcEQTx2iAkuAB5a9icxjM3m9TCzVBGGqSkjWUO9L5StqmlA7wNBEARBNA8aLGuYQqFAWloaIiIiqiuQSBAREYGUlBTRc+RyuZ7Fjo2NDY4dO8Zv9+rVC8nJybh8+TIA4K+//sKxY8fw3HPPAVA/gObk5Aiu6+joiLCwMIPXjYuLg6OjI//y8fExpasEQRCPBGKZnvbt29fo2Z9qCjxcU9spS1XjIJPJDGYko/eFIAiCIAiieWGSEHTv3j2oVCq4u7sL9ru7uyMnJ0f0nMjISMTHx+PKlStgWRYHDx7Enj17kJ2dzZeZM2cORo8ejZCQEFhaWiI0NBTTp0/H2LFjAYCv25TrxsbGorCwkH9lZGSY0lWCIIgaaS6xbcQEFwC1ijANjViqc+3Aw0VFRfj3338bvZ0Pm6Y4r86cOYPNmzeLziMNj/r7QjQvXnvtNbz00ks1lunfvz+mT59er9dduHAhunTpUq91EgRBEERD0OBZw1atWoXo6GiEhISAYRgEBgYiKioKW7Zs4ct8++23+Oqrr7Bz50506NAB586dw/Tp0+Hp6YkJEyaYdV0rKytYWVnVVzcIgiB46ttdqSFj4IhlegLQ6NmfxFKdawIPa4+vLmLtbOwYQvV1/YfhBmdqW3WtsjQ09vwhiJpYtWpVjcIlQRAEQTzumCQEubq6QiqVIjc3V7A/NzcXHh4eoue0atUKe/fuRUVFBfLz8+Hp6Yk5c+YgICCALzNr1izeKggAOnXqhFu3biEuLg4TJkzg687NzUXr1q0F122uv7w09sKlKWHKWNRUtq5jSu8JYQyG3JWCgoLMmjd1WfzXNmc1xyMiInDo0KFaYwQ97HkvlurckPAAiGepauwYQvV1fUMufCqVCra2tvDx8anz+6Pb1oEDB8LT07PGe54hi7Lw8HCkpKQ06vwhHl0UCgVkMpnZ5zs6OtZjawiCIAji0cMkIUgmk6Fbt25ITk7mTW5ZlkVycjKmTZtW47nW1tbw8vKCUqnE7t27MWrUKP5YWVkZJBKhl5pUKgXLsgAAf39/eHh4IDk5mRd+ioqKkJqaiqlTp5rShSZBQy5cmpuYYcpY1FS2rmPa2ItJU2hu73FzpKYxrim2janvh6mikna7rl69WuOcFVv0e3l5CQSXl19+GQzD1IvIYC4tWrQQXNuQ8BAZGYn27dsLypojytXn56c+RUFD/f7555/5/4cNG2b2fUmsrYcOHQJQc7BnMYsyhmEQFhaGsLAwgYhHEObSv39/dOzYERYWFtixYwc6deqENWvWYNasWTh69Cjs7OwwaNAgrFy5Eq6urgCA7777DosWLcLVq1dha2uL0NBQ/PDDD7Czs8Nrr72GgoIC7N27FwBQWlqKqVOnYs+ePXBwcOATj2jDMAy+//57gUuZk5MTEhIS8NprrwEA3n//fXz//ffIzMyEh4cHxo4diwULFsDS0lK0X0eOHMHs2bPx77//wtLSEh06dMDOnTvh6+tbr+NHEARBEKZismtYTEwMJkyYgO7du6Nnz55ISEhAaWkpoqKiAADjx4+Hl5cX4uLiAACpqanIyspCly5dkJWVhYULF4JlWcyePZuvc9iwYVi6dCnatGmDDh064OzZs4iPj8frr78OoDqTzJIlSxAcHMynj/f09KzVB7ypYczCwdyFirliRmMJC6YsomoqC8Coegz1s74tPGrrc13GujkJVs0JUwQWQwtjc9xiTBGVanKX0p2zYnM6OTmZz8hlyjxSqVRQKpUm981cHBwcYG9vrze+QUFBkMlkqKio4PffvXsXtra2enXk5eWJWhP8+++/OHLkCN/v/v37o0OHDma31dTr14RYv3U5fPgw2rRpA3t7+3pra211y2QyPP/883rjpumfxmJX+30xFktLS0ilUpPPIx5Ntm/fjqlTp+L48eMoKCjAgAEDMGnSJKxcuRLl5eV4//33MWrUKPz222/Izs7GmDFjsHz5cgwfPhzFxcU4evSowc/PrFmz8Pvvv+OHH36Am5sbPvjgA5w5c8Zkq3IHBwds27YNnp6e+OeffxAdHQ0HBwfBM62GyspKvPTSS4iOjsbXX38NhUKBkydPGgy6ThAEQRAPE5OFoFdeeQV5eXlYsGABcnJy0KVLFyQlJfGBnG/fvi2w7qmoqMC8efNw/fp12NvbY8iQIUhMTISTkxNfZs2aNZg/fz7efPNN3L17F56enpgyZQoWLFjAl5k9ezZKS0sxefJkFBQU4Omnn0ZSUpJeRrKmTm0Lv7qIOeaIGY0pLJiyCM7IyDBYluM40WP//vsvOnToUOu41qeFR03U1QXo9u3bD02wepwwRWABao5tYyrGiko1uUtpt1UzZ2vLyGXMPOI4Djk5OSgoKOD3sSwLlmUhkUj0rDjrk4iICJSVlfHbtra2yMvLQ15enqAcy7Lo3bu33vkVFRW4ceOGXlmFQoFevXrx+xQKBa5du8YfN7VfplzfGHT7LUZmZiYsLS1NHn9DbdUmOzsbFhb6jwW2trYYPHiwYIyuXbtWL3PByckJHh4etDgmEBwcjOXLlwMAlixZgtDQUHz88cf88S1btsDHxweXL19GSUkJKisr8fLLL/PWNZ06dRKtt6SkBJs3b8aOHTswcOBAAGrRydvb2+Q2zps3j//fz88P7733Hr755htRIaioqAiFhYUYOnQoAgMDAQDt2rUz+ZoEQRAE0RCYFSx62rRpBl3Bjhw5Itju168f0tPTa6zPwcEBCQkJSEhIMFiGYRgsXrwYixcvNrW5TYqaFn51sUypbeHX2JYwYhi7CD5z5gz27dund752WbFguL/++isOHjyIgQMHIjk52WA/69PCwxB1GevahIr6FqwagqbqzmaqwKJBN7YNANy4cUPQP+0+A+KfQWNFJUNuQ9poz9ma5nRNoqr2dTUikJubG2xtbVFeXo6SkhL+uL29fY0WJnVFpVJBpVJBKpXWaDVSVlZmVLsUCoVA1NJga2srEF9M7Zex1zcWjQVWbVnD7OzseIsaY61qdNuqi2au1jbu9dFnjuNQVlaGu3fvAoAg/h/xeNKtWzf+/7/++guHDx8WtX67du0aBg0ahIEDB6JTp06IjIzEoEGDMHLkSLRs2VK0vEKhQFhYGL/P2dkZbdu2NbmNu3btwurVq3Ht2jVejDL0nebs7IzXXnsNkZGRePbZZxEREYFRo0bRXCcIgiCaBA2eNYwQUtPC78aNG2ZbphjKDHTq1ClcuHChXi1hjFnUi5XR3WfMIlizUNdFt6x2Pbr90cTB0N2vbTFUXxYehjBXqNO1AhJDW7BqioJLY1idacZBJpNBoVAYHA9TBRZtNHNYrH8ARN83sf6LBUzWRbNAr6mN2nP26tWreiLQ0KFDcfXq1VpF1aKiIty7dw/l5eXw8PCAi4sLVCoVHjx4ILAWqaiogKOjo1muPSqVCgqFAoDa9agu7kHW1tZwdHREZWUlLCwsDNZlaWkpKoIoFIo69cvY65uKpaUlCgsLDR6Xy+WQy+UA1KKQvb19rdfWbquu2KQJrqt9TUdHR9jZ2QnqUKlUqKioqJe5YGNjA0Dttubm5kZuYo852nOtpKQEw4YNw7Jly/TKtW7dGlKpFAcPHsSJEyfw66+/Ys2aNZg7dy5SU1Ph7+9v1vXFnqG03WJTUlIwduxYLFq0CJGRkXB0dMQ333yDFStWGKxz69ateOedd5CUlIRdu3Zh3rx5OHjwIJ566imz2kgQjwpN8XmVIB43SAhqBAwt/AyJOXfu3IGfn1+NdbZo0QIDBw7UEz20rbF0s9A4OTmZbAljTNaZ2hbG2oth7bGwtLSEQqFAUVERX5ehhfqIESMEsT009fz777/49ddf9crXZDGkaUtti/G6YMhC486dO/jyyy/1xqUmKyBdrl69qndOU4kflJWV9dCtzsTGztB41JZavTZR0FCmJ7E6tY/r9l87YLJGANQN4ty+fXtR68rIyEj4+Pjwnx0AeuIpx3Fwd3fH5s2b9c4XS9tua2uL3r178/FfKisrRftfWVlp8uK9tLRUT+AQExxMQdd6RaVS6QkzUqkUjo6Ogmvb2dmhtLRUrz5T+2WKVY6x2NnZwdraGgqFAkqlskZLntLSUpSWlho1jpq2WllZwcbGhh8nAHoZQQsLC2FtbS3oW33OBQC8JZFSqSQhiODp2rUrdu/eDT8/P1F3RUB97+rduzd69+6NBQsWwNfXF99//z1iYmIE5QIDA2FpaYnU1FS0adMGAPDgwQNcvnwZ/fr148u1atUK2dnZ/PaVK1cE1oInTpyAr68v5s6dy++7desWgOpFrVwuB8uyAgvR0NBQhIaGIjY2FuHh4di5c2ezF4JoEU/UBbHn1aCgoEdiTtFng2hOkBDUSOhmytHsExNzDh06hI4dO9Z6Q/H09DTq2tpZaDp37oy///7b7EWvbtaZoKCgWhfGumJAixYtDAboNSSgODk56bnitGjRAm3atBFdhD/99NM4duyYqFWOblsaAjGrI817rTsu7u7uRotAAETPEQse/LC/mAy59OlaY9Unhly9DAlQhqzBjBUFDQmVtb13f/zxBzp06KDnNiZmsaP9GdWFYRiwLIvNmzfz7X/qqadEy96+fdugqOrj44Pz58/rjV1paSmcnJwMLsQM7TeESqUStXIRExzMRVdo0hZHNOKKRvxQqVSiQpCx/RITnOoTqVQKGxsbyGSyGoUgDaaOo7aApbEu0kVX4KmvuaCBYgMRYrz11lvYuHEjxowZg9mzZ8PZ2RlXr17FN998g02bNuH06dNITk7GoEGD4ObmhtTUVOTl5YnG4LG3t8fEiRMxa9YsuLi4wM3NDXPnztWLbTVgwAB8/vnnCA8Ph0qlwvvvvy/IBhYcHIzbt2/jm2++QY8ePbB//358//33UKlUSEhIAMdxSElJwd27d/Hll1+ioKAABQUFmDx5Mjw9PXHp0iVcuXIF48ePb/Dxa0ia4o9OzQUSCYz7Ae3pp5/m43k1J+izQTQ3SAiqZ+p6k9cOoq2hNhcizXVLS0sNWiIY4q+//sKkSZOgVCrNXvRq2vjTTz9hxIgRRi2MtV3Qaoufo7tQf/LJJwULX2OsaI4ePYqnn34atra2ehZDDyvOjq7VkaFYLYYW7IbgOA6XL18WrSsjIwNyubzev5hqm+eGXPo06Fpj1Vdbapuj2nNOc46YVRqAWq3wAMMWRbWRlpaGtLQ0o8r+9ddfovsNiYkpKSmi4qmYSMowDAoLC7F7926DfaisrISVlZWeNY05rkCGrEkAoLy8HDY2NnUSVMSEpsLCQkgkEt4FTfMSs0wCjO9XTYKTKe01RkgSs2YyhCHLnNquVZPVRW1tMddFkCB00b43Hz9+HO+//z4GDRoEuVwOX19fDB48mA9QfuDAAaxcuRLFxcXw9fXFihUr8Nxzz4nW++mnn/LuZg4ODpg5c6be52nFihWIiopCnz594OnpiVWrVgnu0y+88ALefPNNvPnmm1AqlXj++ecxa9YsLFq0SPT+aWFhgT///BNJSUm4f/8+WrdujbfeegtTpkyp30F7iDR2bMnmTG0iweMiEhnzA9qxY8dw//59/Oc//3mYTasThgQuKysrgXU3QTQlSAiqR4xVgg3d7GsKimzIhQhQmytrLwa13VpCQkJw4cKFGtudnp6OZ599ttb21bbo1b2+bh8MuaDVFqtId6GuEYE05X766SfY29vXakVz7Ngx9OnTR7R95gSGNudLWzuujKH32pBV08iRI+Hk5CTov4Y//vhD9HrfffedYLs+vph0BbeIiAi9bETGxN6p6QHSGKEpPz8fN27c4C29NMKIITRzztDntLa08WLoCpUPi8jISLRv397gOLdr104QG2zgwIFQKBSIiIjg7xViQpIYGoFA15qmNlcsXVQqFViWNXidoqIiFBUV1RrvpqZrGRKaBg4ciPbt22PVqlWws7MzaJnk6upqVNp3Q4JTbdY42m2vqKjQc1PT9PvmzZvw9/fH2bNn+fTWdnZ2kEgkePDgQY1tExN0jBGtDIlN9+7d49t29OhRPPPMM3jw4AHc3d1RWVnJ36s0AaZ18fPzw/Tp0zF9+vQa20083hw5cgRnzpzhLWs09+A9e/bolT1z5gx++eUXDBgwAAMHDhS9V2/btk2wbW9vj8TERCQmJvL7Zs2aJSjj6emJAwcOCPZpB5g/c+YMXFxc8O677/Lta9mypcCa7plnnsEzzzzDX3P06NHo1q0bhg4dyn9vlZSUNNtF4cPKsvqoUZtIYM7zR3OltpiHGtLT05GVlQUvL696uW5DC22Gnse+++67R/49bQweF+G0oSEhqJ4w9lcSQ36xmqDAutTkQhQUFIR//vlHz5WM4ziMHDkShYWFooGSdUlJSUFYWJhR6eufeuop/PnnnwYXjppUqbouUPfv38fZs2dFXdDu3Lkj2m9tcUYjoBgKqP3111/X2k9ALQZFRETg4MGDgv2nTp1CQEBAjcGttalrKviaAmB7eXmJuitpYiINHTpUVEQyBXO/mMRcrw4dOgS5XA5/f39+rGQymVGWMhqrJVtbW/7c2sbWkOUXx3FITk5Gz549cfLkSb1rPf300yguLhaMneZhrDbXOk3fxWL3dO3alY+/8zDEIIZh0L59e/76YuOsiSUUHh4Oe3t7PfHHy8sLzs7OtQp2uoKMWCwcY0QGQ9Y3YtQU76a2a9XmnqQRawwJRhzHYdu2bZg+fbpehjFtEcecODm1jYF2vw1Rm0glZpljimilyUR279490baVl5fz+6RSqZ6YVddYT8Tji7HPUIYW1A1tkWKofRMnTqz1uy4tLQ3l5eWiiTsMfa80VR5GltX6oiktFGsSCXR5HKysDMU81OXn/2/vvMOiuNY//l16XTooCCKogIgoKog9iqJETIz+ogkazDWYolHUa7t2jWISC4lJ1BRLYkty4zW5xm5iJ2oEGyo2bEQ0FliFAMtyfn9wZ7JlZnd2WZq8n+fh0Z09c+acd8/MnPOet+zYgZSUlCpfr7pdtgx5ZdTmb1qX7gN1tNtlzLOwPrjgSU1aU9uQIshMSNklEQqcqy+wLFAZv4Mrq113Tk6OqKKnuLjY4E6/djsBiE7E1HcrAPA+9NoL7n379vG7v48ePcIff/yho3Rp164dmjdvDqDyRtm/f79Om+Li4kSzJ5niiqPeVxcXF506jhw5giNHjvAPlJKSEo3Fs/pDRmwi6uPjI2nnQkoAbKHg1dxDpXnz5hgyZIjgBKJ79+6i1kFCsuCCh4eEhEh6QAm5swGVrneHDx/mrdAuXbqkM1EUs07j3JI4JcX+/ftFFwOG0r0zxnDy5EnB77g2CpGRkSF4j3GxjIRi9yQmJvJjoqysrFqUQJwrpFgcL0MWSdpuYpyyLDU1Va8iiYvfZCgluBQlg5j1jYuLC1QqlWjsGyn1FBYWwtramleQWFpaigaA5lAPjqyNlZUVb7XE/aZC1jtyuRxlZWU6ihntejnlEeeCJ4XCwkKoVCrB74SsduRyOaytrQUtpFQqlYbyRh0xpZW+cawuV1OtoghCCLE5VHZ2NgICAvj7Tcx1+vjx4xqWzVKRukgS2gBjjKGgoACdOnVCRkaG3utoJ+7Yvn07SkpKdOZH6u+VqlBdi7+ayLJqDuraQtHYueuzamVlTCIUoHKj2FSrIPWFeHW6M0rtkzl/U6n3d03dB8Y+b7Tb1aZNG50wCGLPwqq4p1a3Uoyr/+7duzpr8LrwHBKCFEFmQEwTrL5LIuYKBIhPvLnFg/ZEgUM96LMx3wldx9raGtnZ2YITndu3b+s85MQmPdyDjouvsn79ep0ymZmZyMrKwoABA2BrayvYf7HA1+ZyxdGnSND+nbQfMmKKnK+++krSTS42ISgsLBR8SD18+BDnz5/XUEyFhobq1CuTydCyZUvJiiCOHTt2YMeOHYiNjUWnTp10dl+5F2l2drbByS5jTFDZM2zYMGzZskX0HO5fIcWm+stTqsuZsWRnZ4tmlhPKQgdAY0xUVUEJaAZcv337NgDA398fANC8eXPRXRJDGfP0Kaj1ZRvksuvoQ4pljJiix8rKSjSlu1A9Ytd68OCBhiWKTCbDuHHjsHPnTjg5OenE41CpVJgxYwY2bdqEgoIChIaG4l//+hf69++PPXv2YNSoUQAAW1tbAMDEiRMxadIkxMTEYNiwYcjNzcXu3bsxcOBAfPjhhzhx4gTS0tJw9uxZeHh4YNCgQVi8eDGAyns6JiYGSUlJuHHjBrZv3w4XFxeMHz8ew4cP59uUlZWFqVOn4urVqwgJCeGzEpWVlem4XGm76HHuWrt27cK0adNw6dIlxMbG4quvvsLRo0cxb9485OfnIy4uDkuWLOFTtqtUKowbNw5btmyBQqFAhw4dsHz5co3n1/79+zFnzhzcvXsX7dq104jXwP0e6v13c3PDoEGD8MEHH5BlEGEUYs9QseevNseOHYOvr6/enWTt96u6W70hd36xd5+++Gr6YIwJzu3MsUAVct+OiIiQtAAytIutUCjg5uaGUaNGSYotWRvWCPoWioB4rE2heszRdq4edddsKRQVFWlk0a3vGNrIEyMjIwNDhgwx6hxDyhljlTJiY0F7g98Q169flxR/Uh/afRObu3OeJtVhPakuD2PdGoXuT6FYmGIb7GJKec6gQcyqqLpjdEkZc3XR0q/BKYJUKpXgbqtMJtPIICG2I8vBTcz1/fDR0dFQqVT8g8IYZDIZnnvuOUmuXcYwZMgQPH78GL/88gt/M7Ru3VrUrUUmk0GlUhn14D579ixcXFz4xawQQgoX9WuqmxlXVFRoXD8yMhLNmjVDZmYmjhw5IlqHWJu1XT6kwBjDn3/+CUdHR7i6ugrWz93kQUFBcHZ2BlD5YOHk4OrqCqVSCU9PT8HF9969ezUmpa1bt8b58+cFryOkbOncuTP8/Pz4yYY2rVu3FlT2cWRkZPBugjExMbh27Rp27NhhFkuXnJwck+vhssQB0n3LTSE2NlbQMkgMxhhu3LiB8PBwwWDdxsJZhKlUKl7Rl5WVxf8GMpkMCQkJ6NChA38O95xydHREaGgo9u7dq9MOIQU1Z40DgE8Rr9037r5njAGMAWpplLnnQkVZGWRqxzksHR3BlEqoVCoU//knhPJClVlY4OnTp4LfqddTbmGBcgPPoMLCQlhZWYExhilTpuDEiRNYs2YNPD09sXjxYpw7dw6tWrWCi4sLxo0bh4sXL2LLli3w8fHB1q1bMXz4cGRlZSEsLAzz5s3DkiVLeIWqukJj9erVSE1NxcSJE+Hq6oonT55g+PDhmDVrFpYuXYqHDx9i5syZePPNN/HBBx9onDd58mS8++67+PnnnzF9+nR06tQJzZs3R1FREZKTk9G9e3esWLECt27dwrRp0wBUPqvu3bsHFxcXDessLvg191sBwNy5c7FixQo4ODhg6NChSEpKgo2NDT799FMUFRVh1KhRWLNmDcaMGQO5XI4pU6bgP//5D9atW4emTZviww8/RHx8PK5cuQIXFxdcuHABKSkpSE5ORlJSEs6ePYv58+cD+FtBd+PGDSQlJWHKlCl8/+fOnYuxY8dizZo1fHv5cfQ/uADU3HFuvGm/d/XFlKqLfPrpp/jwww+Rn5+PyMhIrFixAtHR0YJllUol0tLSsH79euTl5SEkJATvv/8++vXrx5dRqVSYO3cuNmzYgPz8fPj6+mLkyJGYOXMmL8ORI0fqbLjEx8dj165d/OdHjx7h3XffxX//+19YWFhg8ODB+Oijj+Dk5FQNUjAdKZY1+tDn8qy9CNC2UNW3SHr48KHoNQ09b42lqlYDYu7b6nMCsZ12ofmsWEIO7ri+Ra05rRGMWaSJWZcdOnQImZmZGgoy7fiGQjv6VWm7tgx69+4NlUqFX3/91eC53Hju3bs3fH1966xriVSkbOQJkZ2djb59+xqltDEUPsEYd0YxxYuQpbghDh8+jIKCAlGvB0MI3d8ZGRn47bffJCXOAQxbTwq5bKl/1lc/9xzV5yFhzDj48ssvNRRdeXl5gu8ILpau9ruQe9YZ8uSo6rNKqpKzLlr6NThF0J49ewTdHby9vRETE8N/3r17t6gyyMPDA507dzb4wx8/fhzHjx83uo0JCQkICQnRcJHRh5SJh3qcmWPHjiE8PBylpaVQqVQ4d+6c6Dnh4eG4cuWKUe3PyspCVlaWUeeo4+/vDzs7O/5zdnY2bty4oVHmwYMHuHXrluD5vr6+sLKyEv1+//796Natm6ibkBgnT57kzbv9/f0F62eM4ejRoygpKeE18trIZJUpvoVQf0iJ/S5iHD16FO7u7ujSpQsePnyo8xucP38evr6+gjGZ1DF13OojMzPT5HNdXFyQk5PDx7F67rnnBCdRbm5uBgPpiiGTyRATE4MbN24YlI86//nPf3Do0CHBhUJCQgJ27twp+R729/eHQqHAnj17+EXe+fPn+TKMMfz8889o3Lgx/4I9fPgwnjx5wpfRHpeJiYkANF0+/f39NRSoXJY0bZRKJZ48eVIZCLWoCK5Nmmh8bwnA/n9/YlgBaKzne2c933HcvXIFzICLGlA5uSgqKsLatWvx2WefoW/fvqioqMCqVasQEREBR0dHPHz4EOvWrcO5c+fQuHFly9566y3s2rULq1evxpQpU+Ds7AyZTAZvb2+da3Tp0gVvvfUWAMDe3h6TJk3Cq6++ihEjRgAAgoKCsGDBAgwePBjz58/nn2O9evXCyJEjAfydFvvYsWNo3rw5/vOf/6CiogJLliyBnZ0dwsPDcffuXUyfPp2/bmFhIcrKynQyeAF/W+a89957iI6ORnFxMV555RUsWLAAx44dQ9OmTQEAzz//PI4fP47p06cjPz8fn3/+OZYvX47o6GhYWVnhww8/xJ49e/Dpp59i3Lhx+O677xAYGIg5c+YAqLRKu3TpEj799FMoFApYWVnhs88+w6BBg/gYDu3atYOLiwt69+6NtLQ02NnZoaKiQsO1zs7OjpdLRUUFnjx5gr/++guHDh3Ssfry8fEx+LvXFb799ltMnDgRq1atQkxMDNLT0xEfH4+cnBzBsTRz5kxs2LABX3zxBUJDQ7F7924MGjQIx44dQ7t27QAA77//PlauXIn169cjPDwcv//+O15//XVeocnRr18/rF27lv/MWbNxJCUl4e7du9i7dy+USiVef/11jB49Gps2baomaRiHse4i+hDadRVaBIgl0dBeJBmbkbV///7w8vLCxYsXBWPVSUE9Zb2xSFlkCSm8xOaznDyF4uhxCynOcoi7Pvd/U6xyhBahBw8e5OcQQq76nAWAq6srHj9+zFsGaKOdqXPfvn38ptutW7dw48YNDUWRtgwM7eQLtV1bBsZu7qqfU1ddS6RSFcvpQ4cOYcCAAZLKim1CqyfS6d27Nz9v0/eb5uXl6Sh7uE1TUzl37hzOnTuHuLg4+Pr6GhVDRl/GNe4+NaScUo8Lq42QwpwL9SAUvkEMfR4SUmOIqrc3IyODT4IiRFRUlF4LS32eHIZCUgCGFdFSlVt1MZ5ag1MEmRNTtdvqcCmv1dm5cycsLS01Fnj66Nmzp8HdhWHDhsHa2hoKhQJA5Y0opqjgYIzByckJ+fn5gu2sDgIDAw3eJGVlZaLtbtOmDR+nQy6X4/Hjx8jLy9MowxiDj4+P3oeKEDk5OQgICICnpyc8PT1hb2+PnJwcnXK///673noYE07xbQ64CV6TJk0ElXGOjo4ICQkRbHddpaCgALt27UJhYSE6deqETp06IScnR0Nh4+LioqME4iZ4hhRq3OQKEA5cbgix+8LLy0vHjZF76T958kTjvAEDBujE4eKsyrTR94L19PSEXC5HaWkpXFxc+DLNmzfHgQMHoFQqdeLa2NjYICgoiA/ELpPJ+Mk6bw1o5nFaXdy4cQNlZWVo06YNgErLTQ8PD4SEhEAmk+HcuXNQqVTo2LEjgL8Vr2VlZXqDNHNw9VpbW0Mmk+Hs2bM4d+4cNm7cyJdhjKGiogK3b99GixYtAFQGxuSQyWTw8vLif/8rV64gLCyMV44wxtC+fXuda1dUVOiNvcO1Dajc2LC3t+eVQEDleDx37hwUCgVu3LgBpVKJjh07oqysDJaWlrC2tkZUVBQuX74MALh8+TJiY2M1rsG1i7OevXDhArKzs7Ft2zad/t+8eRMhISGi7X3WWLZsGVJSUvD6668DAFatWoWff/4Za9as4S281Pnmm28wY8YMJCQkAADefvtt7Nu3D0uXLsWGDRsAVLo7vfDCC3j++ecBVL4fN2/erKNgsLW1FbTsA4CLFy9i165dOHnyJG9NuGLFCiQkJGDJkiWibtg1hanuIvrQ3nU1Zq4mljwDkLbptnPnTvTu3Zu3YjWFCxcu6I2Jos99S6rV7O3bt/mYhIB+GTHGcOLECcHvv/zyS51j3GaXkELl+PHjvOWtuju0UBZQobghnALK1tYW9+7dM3pDT5u9e/eKhl/Qvq6+nXwhyx8LCwuzj+u66FoiFS60gynJTk6dOoXu3btL6reYzHv27Alra2v89ddf/MJfn3JNX0gPc6CtFJSi6NM3R2VM2N1UqJz2WFYoFLh06RJ27typUU7balKqIlNMmfLbb78Juna5u7uLKnA5jFmvqbfj0aNHokpIsT4xxnDq1Cm0b99eMEauuiset1kghdatWwtaWdUmDU4RJGZeqL3TGh8fb7Auc7ipCA187kUntPsrhD4lELcY3rJli4Z7SdeuXbFixQqDdf/2228an9u1a4fAwEAoFArevUwqPj4+uH//vug5MpkMAwcOhFwu11jw+Pv7w8HBgfdFv3HjhoalBMeQIUMQFhamUb9CocCKFSt0rvnDDz9oWIBJ5fbt23jxxRf5MaTuumMsxroicRhScBw/fhzR0dGCD72AgADExsbi9OnTRrsrCrVB3XUtKCgI169fN3hu165dRV369MHtCkRFRSEmJoZ3tbO2ttZJFQwAo0aNgp+fH5577jmcOHECx48f59varl07tG3bFuXl5bzyJDs7W/TavXr1QkREBLKysiTFYOK0/oGBgWjevDn+/PNPuLu767jbderUCdHR0bC0tOTTJnOIKYLVX7DdunUz2BagcgLGLSbFKCoq4oOTX758GWVlZVAqlZVtkslQ8j/LQAcHBxQLuIMBlcoGbWVFcXExr4DmzrezsxN89gkpnJm9Ppsjcezt7XUsI54+fQpLS0teWat+LSkxbThrUmdnZ9ja2qKoqAijR4/GsGHDdMo2b96ctyrVDiItk8lE3Z7ELFGFMoKp121tbQ1ra2s+XpK2ws/Ozk70WcPJSr0OCwsL3o1QOyi0i4sLXFxc8Ndff2H06NEYN26chrsXUPmssbGxgYWFBezs7AQVbRYWFnB2doa9vT26d++uYQkKiN8DdY2ysjKcOnVKw4rLwsICcXFxojvHpaWlOv21t7fXeDZ27twZn3/+OS5fvoyWLVvizJkzOHLkCJYtW6Zx3oEDB+Dt7Q03Nzf06tUL7733Hj8/ycjIgKurq4ZLaVxcHCwsLHD8+HEMGjRIsG3qKdHV719zY44NNW2456+6wkTqxgu3cACgo6CSen5VXfqPHTvGz0+0FwuG3Lfkcrmoe7g6ubm5GoogQ5sgZ8+eldx+brNLCPU5DzfXFatDKG4Ih1CyjOpGaJNSLBaLucM6cNRF15Ka4tixY/D39+djJ4otpMXiGx44cMCgtZf6M6M6lUBCqCs5hfoollxHnZs3bxq8jrZVSnUpvNTHqr5ryGQyg0ogQ2hb+6nDrR2NVUIeOnRIcL6v7ooH6L4n9HHu3DkUFhbyiXfqgpVfg1MECaU/FitnCLlczi/mTUXf4Knq5GjIkCFwdXXViP/DGMOOHTswePBgk+rn3L7U01CfP39e703Icf/+fYwaNQoFBQWCARbj4uLg5ubGfxYzCeYC52pPhPz9/TXiPAGV7kJCNz9jDL/99pvRVjmMMRQWFvLt7NChA1q2bCkaqFcMzhUpJiaGX3xL9TfmYsnExMQI7sZxO5pCcYh++eUXtGnTBi1atDDJPQ7Q1IbHxcXh0aNHsLa2xldffSXYT+3fSSyLkVQyMzP5MZGYmAg3NzfB31CpVAKoHAPx8fGIjY3VyMKmXac+2f/6669wdHRE+/btcfjwYYNjRt31jwvKrFAodJSGx48fR2xsrNGLIfUXrNSdBUPPNPV2Hjx4EJ07d/77S5mMd88qAgARVy2VnR2stJQvjk5OsPPwQFFREZ4+fYoiAEUlJbD38NAYCy4uLmBWVmBVGB+BgYGwtrZGZmYmoqKiIJPJ8PjxY1y+fBk9evRAu3btoFKp8OeffyI6OlpQXq6urqioqICnpydUKpWguyFnERQVFYWLFy+ibdu2OsoSQ3HmOFq0aIEffvgBJSUlvGJA25XSyclJNNOZ+oYB93/uXx8fHz6oNLcY5uRkY2ODkydPokmTJrC2tkZ5eTlOnjyJ1NRUyGQyhIWF4aefftIITn3p0iW+fvX+c5ZPYnDlxY7LZDLBd7P287yu8uDBA6hUKh1XNh8fH15m2sTHx2PZsmXo3r07goODsX//fmzdulVj3EybNg0KhQKhoaGwtLSESqXCwoULkZSUxJfp168fXnrpJTRr1gzXrl3jA59nZGTA0tIS+fn5Oq5pVlZWcHd3R35+vmDb0tLSMG/ePFPFYRTVEfeNMaaTYEE9+yIAUYtgbpFUHQoqY/jpp59w7do1/jMX8FnMfUs93kVERIRBRYS6hYWUBaa5qE2ZVpUnT56IBp+tSeqaa4lUOOs/UxEKWyC0kJbL5UhMTBSc9wvBzae0LT9qC20lJ9dHsbmusahn+ZMST6kqlJWVGfzdq1veV69eRVRUFKKiolBQUFBlK0JAvxLbEOoeLXXByq9+zLLqMJ06dZJsuaMOZw6uD1Pq5c5LTExEeHi4YFprdTNnU6/JWGUaand3d3Tv3l3SeYwxKJVK5OXlCd746ibqmZmZWL58ucaCiLvxnjx5ggEDBmgsevSlL42KihLNOBAbGyu4kNKH9s6ZXC5HeHi4Ub8XFyhOLpcjMDAQcrkcUVFReOONN/TWwym8AMDPz0/HdQP4+6UmZPLPmWanp6cb/TCMj4/HhAkTNKzquPaLpU9Xly+nPNSnNHzllVfQt29fyW3avn27xgJXHaHfiZO1OlImJ9zDWih4tzrt27eHTCZDRkYG0tPTNcavWABLdbNVqXCLlczMTKSnp+Prr79Geno6jh49itzcXNEdfIVCofO99jEpCyCxtPJiygpAN3vYX3/9BU9PT3h4eMDHxweOjo56z1eHs0jRxtHREcOGDcOiRYtw8OBBnD9/HiNHjuQVCi1btkRSUhJee+01bN26Fbdu3UJWVhZWrFjBL5zc3d3x9OlTHD58GEVFRTrxOtQtc6ZOnYpjx45h6tSpuHv3Lh4+fIjdu3fzWb+kMGjQIMhkMkyePBmXL1/G/v37sWrVKp1+qVQqPq6bVCwtLWFra6uhYOECT48YMQLvvfceTpw4gZycHKSkpKC4uJjPmvbWW2/hypUrmDx5Mq5evYoffvgBX3/9tUb9XP/Hjh2L06dP48qVK/jxxx8xduxYyW1sqHz00Udo0aIFQkNDYWNjg7Fjx+L111/XUH5999132LhxIzZt2oTMzEysX78eS5Ys0QiIOWzYMAwcOBARERF48cUXsX37dpw8eRIHDhwwuW3Tp09HYWEh/6cv8UNVkcvl6Nq1q9nrVQ+czxjD2bNn0bVrV/45e/HiRXTt2pV/ZgOacwljn8nmRl0JBFS6kfz88896n81cpkBD7ukc3G53bSu96gtffvkl/06vDpdGKdTmmKwq1THOuLmZ9pyH2zCWyvXr1+uEEkgIro/c5mZV0JaJvvAg5mDz5s1YuXJlrcr1v//9L7Kzs3H58mWzKIHMjboVam3Q4CyCzI1QOvO4uDgEBgYKZuJSt2rRF0i2T58+sLOz0/A5FvKX1mbIkCEaKfOE/CI5ZYJ6u9XbxVl4CFmbqMMN3sDAQB0ZdO3aFUePHtW5rrW1tWjEd26Xw5CGmouRkpqaqpNmWwx/f39BOWhb5QCV7npFRUWipsd79+5F06ZNNXzzjUlrHxcXh9atWyM3N1cwKr92PeoB7rQVXp06ddLxt1WXpZDF07Fjx/S2TwiZTIZWrVoJWqCIBdMUkq++OFOJiYlo2bIlFAqFYPYrITjlopD10759+3h/XH1InZzoM/cWCqKnrekXuxfVzVa173f1HWztQIf6zNGFdsmEsiIAEHwGGJpAOTs7w8rKSmPyJZfL+WC/2pYdYqnfGWMa7luWlpY6rkgODg68MoMxBisrK75+xphGGxwdHbFixQqMHTsWiYmJcHZ2xqRJkzTq++STTzB//nxMnToV+fn5cHd3R1RUFOLi4gAAHTt2xIgRIzB06FA8fPgQs2bNwvTp03k3JnUXsjZt2uDgwYOYMWMGevbsCcYYAgICMHDgQJ2+yuVy2Nvbo6SkROO4o6Mjvv/+e7z77ruIj49HixYtMGPGDD4As4uLi0awZe6YqenZOQufpUuXwt7eHikpKXjy5Ak6dOiA3bt389aOAQEB+OGHHzBhwgQ++9WiRYvwj3/8Q7D/3bp1A2MMwcHBGDp0qEltq694enrC0tIS9+7d0zh+79490dg9Xl5e2LZtG0pKSvDw4UP4+vpi2rRpCAoK4stMnjwZ06ZN410PIyIicPPmTaSlpSE5OVmw3qCgIHh6euLq1avo3bs3GjVqhPv372uUKS8vx6NHj0TbZmtrq+NWCZg/6ypXtmfPnnj48KFJMSCkwhjTWQRouyg/99xziIyM5AMO9+rVy2gX+OqEi98lhrEuSadOnYKbm1u1uv49a3CZYR8/flwr44Kxygy2Tk5O/D3HGNObYdGY+7M6y0oJFt2pUyeEhYXh2rVrktzwgcr+Z2dnIzw8nH8v3rhxw6jfpy4qCNRhjPHJaqpaj/q8tCYUi9pzntqgNlxJjYFbsxlzL+sra8yGoYzVlTdcNaNQKPgFRnWYXykUCg1lgpir0JAhQ3i/bDGzUvWUlur1cotu9WB7HIYCnomlxdOuX/0cKekXU1NTNUwM1esSuq6bm5vOrjJQGQuhT58+UCgUktysZDIZ7wcv1c/SmPSACoVCJ2aLGNqpDcUUaJySTt38VHvBr62QU1dOCbk0GeqXVNPl+Ph4tGrVCufOnROcSPbp0wedO3fWuZYhZYV2ylMxub7xxhsawTGltpsbgw8fPhQcV8nJyXrT23L+/Vu3bhVU2kr5/TnZSWmDoTEodL9rj4M//viDH/f64GQDQHIfuXOuXLmCsrIy+Pn56VjpqCshVCoVysvLoVQqNRYT2ooKlUqls0gGKl1nhFzWVCoV70pmrjr1nSOEh4cHysvLdRQwnJuUukJKSv3q7VKpVHy2NhsbG1haWqKoqEjjWo6Ojnx6b2P7yV1DrJ2GqMq5xlJSUoLc3Fw0a9ZMJ2ZOdb+3zUlMTAyio6P52HsVFRUICAjA2LFjBYNFa6NUKhEWFoaXX34ZixYtAlA5Bt977z28/fbbfLm0tDSsXbtWVClw584dBAQEYNu2bRg4cCAuXryIVq1a4ffff+eDfe/Zswf9+vXDnTt3JAWL5n6HLVu2SMq6umPHDoNZVzl2797N3wsFBQWS4sxVJ56ennjw4AH/2d7evsruzMSzRdu2bWFra2v27KpSCQkJQZs2bfgkBMXFxXpd+wIDAxEREQGg0lVn9+7domX9/f3Rtm1bAJXvgR07doiWbdy4sUbsMX1rBm9vb4SFhWmEexCjW7du6NChA5YvX663nDYymQzBwcEoLi42KfFHQ+LFF19EZGSk3jULoR8nJycdS3dTmTBhAuRyuUHXtZYtW/JJOJ48eSJq+VtcXIxhw4ZJmjuRRZCZ4KxC9C1g1d16gEqXJXULHKVSqbPY5+pV/9ynTx/eykLsPHXUr6OvfvUgaYZcZYSsU7TbKnRdhUIhuMCOiYkxyt+a2/kSs74wVg7aGBNYTD2IMbdwE4JbxGpbcahbeXH9SE1N1VBg6Gurvn5x392+fVswLhOgae0jtiiQyWTIy8vT23bu2JAhQ1BYWCiopBOyfBkwYIBOhpSoqCj4+PgIWtWpt0l9DIpZ24ghlhFGyFqGa1NWVpbONTjZSWmDoTEodL9rl/n6668l3yNCSmPtMtqfHz16hPDwcFz5X3BobdQX65ySQNvSq7CwEHZ2dvz3QpY+YsGPObRfsNp1ilkZlZeXi9Yrdo4QMplMJ+4P5yrDoa2cEuonV069TZaWlrDXCoKtHotHXQGjHrRXuy9Ciigpijl9aCukqmJ91JCYOHEikpOT0aFDB0RHRyM9PR1FRUV8FrHXXnsNfn5+SEtLA1AZ7yIvLw9t27ZFXl4e5s6di4qKCkyZMoWvMzExEQsXLkRAQADCw8ORlZWFZcuW8VZZT58+xbx58zB48GA0atQI165dw5QpU9C8eXM+4UVYWBj69euHlJQUrFq1CkqlEmPHjsWwYcNqPWMYUDm+uThcxuxiVhfqSiAApAQidDh9+nStXj8nJwfOzs4a2SjrOnfu3MHu3bslzV2Ki4shl8sRHBys4yKpD8YYrl69anIbuTUKh9Cc71lh27ZtOHbsGP7888/abkq9RaoSqEmTJrhz547eMrUZAJ4UQWZEn8+wWBwboYWeFIw9z1B5Y5Qw2qnzjLmumCIAMC7yOiC+iDWk4JEqN27RvmfPHr0ZpTj07XIYE4BSSj+00dcvuVwOBwcHSeNSzHTXmEDYAPQq6aQq5MTiDvXo0QNeXl4aLpBi40qsbqF7lVNiqdfbvHlzXpmiHrRc6BpS22DqPQ8Y72NvKCudscozoPJ3sbCw4JUVUhUyYooOsXMN1SkWT0hfnCGx77QngC4uLpLkrK2cAv7up7bFjxSEAiaPGzeOTyeujkwmw/Dhw/l4QtoKHEPtFEKlUgkqv6Sc29AZOnQo/vzzT8yePRv5+flo27Ytdu3axQeQvnXrloYbRUlJCWbOnInr16/DyckJCQkJ+OabbzTSjq9YsQKzZs3CO++8g/v378PX1xdvvvkmZs+eDaByvJw9exbr169HQUEBfH190bdvXyxYsEDDtWvjxo0YO3Ysn9J68ODB+Pjjj43uozmzrgKV78ysrCyj20EQDZ1Tp06hW7duvMuxvrij6venjY2N5LKWlpaSywLisU/FsveK1dmlSxcoFAqjlEDmgJsDBAQE4NatWwYtl+o72i7DRPXg7e2NkJAQUas99Xm3i4uL5HuOmzcIYYy7LymCzIjYIo1zHamrpu1Sg95pL5JNRUgRkJubq3fRr21hoh2PBZC2iDUWuVyOvn374sKFCybvChiyXBEqb+5+iCl4uBTrHMbEOhKCe0gZUtJJUYaIxdThLIu0McbiS+xedXR01DlPW5kipDAypQ3aSMn+JcXHniM8PFxUgakvRpBcLkdJSYloxib1LFqcq5QQQkoXqVkbpSh5TLEyEjvH0dER9vb2GkoqqdYJQpY5QhY/prJgwQKMGTNGI5W6s7MzHBwc+HEipMCR0k51VCqVqPWDoXOJSsaOHSsaKFvbhLtHjx4GYz44OzsjPT0d6enpgt/b29vrdfPgcHd3x6ZNmwyWM4Q5s65Wd7YagniWYYzh9u3bfKISY57PNV22oKBAshKICyFRm88GcwdQljpnIzThYqDWdzIzM/XGYmrTpo3G+lDqPaevrDH3LSmCzIjYwrUuK4EA8UWxtuUDF9vIHGgrAqQs+lu3bq2xwLa3t5dsAVLVtgoFIzaEVMsVoRhB5u6HVJcs4G9lhlisJvVxIdR2scDcxiq3jLXy4c6RIjt9gZvVMUZhZGwb1JEav0pIJkJKUaDSck9IgSlk9SSkuJLiRsVZi2grV+RyeZUUB1KVPMZYGRk6R3uRK+bmpY3UTGem4u3tDW9vb71xe6T8Vvraqc+ayNC5BGEK+hIHEIQ5iIyMNJhgpbZ44403cOHCBZOSd9Q3bGxs9H4fFxcHPz8/jRASz4I1jnrMT33hGQhhDI2b+oS+3/3MmTPo2LGj4HqsJjBpdvfpp5/iww8/RH5+PiIjI/mMIkIolUqkpaVh/fr1yMvLQ0hICN5//33069ePLxMYGIibN2/qnPvOO+/g008/BQD07NkTBw8e1Pj+zTff1EmzW5uYsnCtC4gtikeNGmUw/pC5kCI7KTGIqgtjYykYa7nSq1evau+HsTGSwsPDdbJ3CY0Lobab6z6ort9Y6r0qVWFUFbQt8gzFuxKSiZBS1M/PT7CP2gpdIcXV06dPUVxczGeQ0kd5eTkcHR3B2N8ZvLhYYFWJLSNVySPVSsGUc7TbIJS9C6iMc1LdgZX1tdlQWll9llKGrIkMWVkRhCl4eHjU2LXMGdSTqD/4+fnVWUWQUqnk431y2W8LCwuxd+9eyXUYypZbV+DcpMWIiIjQmIPUdyXxG2+8obN2Cg8PR2lpqcZ8zM/Pz2DsmIaM1KxxdYkePXrg0KFDRief4bJh60t4VF0YrQj69ttvMXHiRKxatQoxMTFIT09HfHw8cnJy4O3trVN+5syZ2LBhA7744guEhoZi9+7dGDRoEI4dO4Z27doBAE6ePKlhhn/+/Hn06dMH//d//6dRV0pKCubPn89/FspeUdvUpHLCXBhjLVKdmCK7qsRbMQZ9yjLtXR1TLFe4/3MvwOrqkzHykjouhOo0531QXb+xlDbWhHJXyOrIUJwoqUpRU3+HgoICye2XyWT466+/dHySOWshACZnoDJFyaOOObJfqbdBSDGkntGrNgIrq1QqQX9wJycn2NramhyPiVMwkhKIqA7kcjkSExONcgHRTkQgFXMrgdq3b4/y8nIdJYNUC5SIiAicO3fOrG0yB507dzYYV04KXl5edSIIbV1V/qlvJnGbbhytW7c2mOQBqMzkWh/WF4Bhpa/2XEfMBb5FixaiSSyMwdXV1ag5jiG0vSfE1k5C87G8vDxkZGRIikOq79pc/UKWVGLKCcK8qBsACMXB1feuk5LwqLowWhG0bNkypKSk8JkwVq1ahZ9//hlr1qwRTJH6zTffYMaMGXxAo7fffhv79u3D0qVL+QCYXl5eGucsXrwYwcHB6NGjh8ZxBwcHNGrUyNgm1zg1pZwwJ3VFgcXJTqFQIDc3V2+8lJpul5hSxM/PT2NXx5Q4SsaktjeElFgzUqnKuKgP94GUNlb3vWEuqyOxvpjyO7i6ukqayNvb2+tk2VGnsLAQJSUl/OeaVJRUV/YrTjFUVwIriylybG1tNQIGiyHm9kVKIKK2EFvQODo6Ijw8nHcTP3nypME4S9VBZmYmUlNT0bFjR1y5cgWOjo4ICQnhLWSPHz+u1+Xn/PnzOse6deumN21wTZCRkaHj7q3PLV4sq9ODBw9qrD9iSjWZTIaWLVvWOasCQ5tJcrlmZuA//vhDx0ooLi4OnTt3ronmmgW5XC56TwvNdYRiVcbFxaFLly5VTnfevHlzJCUlITs7G//+979NrkedwYMHw9HRUdL8UHs+5uzsbPIzTNtCH4BgZlsvL69qVQLVRAwkLtSGuhLP1dVVMLNwbcRkUr+vjcmYrY4piYLMgVGKoLKyMpw6dQrTp0/nj1lYWCAuLg4ZGRmC55SWluoEE7W3t8eRI0dEr7FhwwZMnDhRJ7jSxo0bsWHDBjRq1AiJiYmYNWuWqFVQaWmpRtpdYyJoN1TqysLdnEoRc6JPIaC9q2MMxroG6aM6ZFdXxkVtUp0yqEsupZwSkQtGrA93d3c8evRIbxl1JRCgX1FiDusd9bqqoqSR0hZT0tdXB6ZkTwM0+2hs0G2CqCrce08ILrimmHKcex4HBgYiLy8PV65cgYWFBTw8PHDv3j29CoiIiAicP3/e4C66PrgJe2BgoKCFbJ8+fdCqVSvBRUr79u1x6tQpnTrNFVy+KjDGcPbsWcGwAELKoIEDB+L27ds6C2rGGIKCghASEiIogz59+qB169a4ffs2iouLsXPnTpOTU8TFxSEuLg779u3jFULqG3WxsbGi65OEhAR4eXnB3d0dV69eNTlJhlSMSbiiPsY5WQF/u4PVpY1SKYjdZ127dpXsAg9UuvuZcs+2atUKnTt35u9X9eyMUklISNAZqzKZrEpJdIzNBKsOYwxKpRKBgYH8MaG5pFDcTnPRuXNnXmlpbW0teL8DQFBQkGhSIHWFllgdnEWT9rpGqL8lJSVGW42aSnBwMNq1a6czBrTXDFJ/Z2tr62pppz6MUgQ9ePAAKpWKT4fK4ePjg0uXLgmeEx8fj2XLlqF79+4IDg7G/v37sXXrVtGMLNu2bUNBQQFGjhypcfzVV19F06ZN4evri7Nnz2Lq1KnIycnB1q1bBetJS0vDvHnzjOkeUQcwp1KkOqgOhYAprkFC1HXZEeLUBYs8dSWik5MT4uLi4OHhASsrKyiVSp306vqyIOhDSFFibusdMSVNWVmZwQWX1LaYqoAxJ5wyh9tx4jCkyBHqo4+Pj9kUcQRhCEMTY24Bb0g5zlnlcvj7++tVBIWEhCAuLo53vzElKK0Ui03tGG1ApVVDREQEMjMzdRaTAQEB1bqTrZ3cQQyhxWWXLl0gk8k0Mrdyv4e+5BBilh2cNQu3eWZpaamTAMHPzw/Xr1/HkSNH+HPDwsJw6dIlwTHx0ksvIS4uTucd2qlTJ0FFkEwm4624gL/fweYI6hsbGwsnJycdeZm6WchtNCoUChw8eJAfs3Vpo9QQYnGCgoKCRM8Rm2/36NFD0n0bHR2NgIAAALqW+obiFmnDjRftsVrVTTtjMsEKtUn7OSQ2l2zTpk21xMuKiYnR+J207/fY2Fh06tSJn6NwVm7a94b6M1woc7HYuka7vwCQnp5u8v3bvn17uLu7S1IkhYWF4eWXX5ZUr9Tf2VC8x+qg2mesH330EVJSUhAaGgqZTIbg4GC8/vrrWLNmjWD5r776Cv3799cJzjt69Gj+/xEREWjcuDF69+6Na9euITg4WKee6dOnY+LEifxnhUJRbwKrNWTMpRSpT5jLNaghyu5ZojYtr4SUiMXFxQD+djGSml7dUGBWbUVJdbhYiSljHj9+jIqKClElkzFtMSV9vTnglD/ayjm5XA5ra2uDihx9fZTiSkYQ5sBQ3JBWrVrxO83GKMcNBZrNzc2Fv7+/0bFwtOOASGmP2KJMzM1cbHdbKIBwZGQkvLy8dCx1OCsZ9YWM+mKMS+5QVlaGzZs3C/ZTaO7RuXNnncytgGGLVimbHGJlAgMD0aFDBx0XC7G6hN6hQrGoxH5DTuFSWloqGs/jlVdegY2NDS8jzlLH1dVVx4pKSF6mkpmZqdOm+rTZZ87EG3K5nB/j+igtLeWVetpKM2OC1Rty+6kKQvePFIWtvueQ9n2gUChw9uxZk9vIKWeLi4sNKucNeU6oW7mJyVC9jqKiIkGLQ/V1jXp/xayOhgwZAkdHR1hbW+vN1te6dWuN9gldH6i0DuvYsaME6f3ddyEFlzbmTEQjFaMUQZ6enrC0tNQIjgkA9+7dE43d4+XlhW3btqGkpAQPHz6Er68vpk2bJqgFvnnzJvbt2ydq5aNOTEwMAODq1auCiiCp8RGIukVNZGmqa5jLNaghyo4wD2K78+rKHinp1V1cXPS+5IQUJdXhYqUv9XtoaCgmTJigsVFgaltMSV9fFfSleVcoFPDx8THYBqE+pqamori4GD/++KOkPhw4cADPPfccHj9+bJKJPUHI5XK9bjtKpdIk5bihndfMzEw0a9bM6B3j/v37825EVY2VZ2xwf8416OHDh1CpVGjZsiW/gy5kqRMVFSW60OLak5ubK9je2NhYvfFrjFHkGDpPShnt46aMCXVrH8BwHEeuvHrQZk62LVu21Cirz8rHXJs7CoVCVDFVXzb7zO0Cz1mp6cuypm4Bo600E1IQijFq1CgNixVzb9qJZRIWs05r3749unfvbpRyvCoWbur9l6Kcr8r9rv29UGwdfesasXWQ+j3v5+cn6Lor5H4sdv2QkBC9/ROC+51zcnKwY8cOne+7detWK/exUYogGxsbtG/fHvv378eLL74IAKioqMD+/fsxduxYvefa2dnBz88PSqUSP/zwg6A51dq1a+Ht7Y3nn3/eYFtOnz4NAGjcuLExXSDqOHUpXkpNYo5dhoYqO6LqiC2eDCkFtBUhAHQ2CoDKQP/Ozs6C9VWXi5WjoyMsLCzw+PFjne8qKiqMuqa+tkjJbHbjxg00a9YMWVlZaNu2rd6yYhhK8w5IU56J9aW8vBz37t2rlcxnRMNEn9uOqRsYhnZeuWNiWUAPHTqEy5cv65zn4OCg4S5VVaQqPrhjYgoHfZY6+t79Ys98bpPVWGrTolUK+mQoVl49aHNtJlExZOVWXzb7zG1Nw439nJwc3Llzx6DVi7bSLCoqCpcuXRLNRFaTGZSFFJ7aKeeBv4NmG4Op7mdC/a/p+9zYdY3U8mIWmELPXnOuq+RyOTp27Ii8vDwNRWVYWBh69eplUp1VxeiZ9sSJE5GcnIwOHTogOjoa6enpKCoq4rOIvfbaa/Dz80NaWhoA4Pjx48jLy0Pbtm2Rl5eHuXPnoqKiAlOmTNGot6KiAmvXrkVycrLORPXatWvYtGkTEhIS4OHhgbNnz2LChAno3r072rRpY2rfiTpKXYiXUhuY4wHbUGVHVA2hl52Dg4Mk6xB1RYh6gH519GWgqk4XKxsbG8HjFhYWNd6WqiJmraSOFOWZPmspoHYynxENE26xrb6rb44NDH3xXrjdYTH3rOeff15QEVSXQwuYMnegjSNp1AUFlyE3pqtXr9aLOEGA+eXJLaxDQkJw7tw5g+5U6kozLtC8GNqWQLWBuTaJ9WX/E8KYwObVjbEykFre3OWM4cUXX0THjh1x+/Zt+Pv71+o4M1oRNHToUPz555+YPXs28vPz0bZtW+zatYsPIH3r1i2NSXZJSQlmzpyJ69evw8nJCQkJCfjmm290zMn37duHW7du4R//+IfONW1sbLBv3z5e6eTv74/Bgwdj5syZxjafqCfUhZdvfYVkR5iC+svOyclJI308YwzFIlY06qhkMsFyTjIZykViCgEA7OzgZG39t2WRpSWK/lfewcLCqMDUPXv2ROvWrQEA33zzDaysrDBixAhMnjwZMpkMFhYWGu+oZcuWYe3atbh+/Trc3d2RmJiItLQ02NnZwcrKCt988w1SU1Px7bffIjU1Fbdv30bXrl2xdu1aDYvUL7/8EkuXLkVubi4CAwMxbtw4vPPOOwCAZs2aAQDatWsHoDLY5YEDB/T2Y+TIkSgoKEB0dDQ++ugjlJaWIiUlBe+++y7S0tKwZcsW2NnZYcqUKRg6dCivsDp37hzGjx+PjIwMODg4YPDgwVi2bBmcnJwAVFoWzZo1C2vWrIGFhQWGDRumM3kuKytDeno6Pv/8c+Tn56Nly5aYNWsWhgwZIvl3IAhDZGZmaixOoqKi0KNHD7O8v4R21KXE+hByGUlMTHwm36m0cVQ/MOTGVF/iBFUnQopN9Vg7QorOW7duidaXmJhY60ogDnPM6bXj7opR1cDm1YWxMpBa3tzljEE70UFtYZLt/dixY0VdwbQntz169MCFCxcM1tm3b19RTa6/vz8OHjxodDsJgiAI6XAvu5KSEg1FUHFFBZz0ZOIxyNWrJp/6tFs3OBppnbJ+/XqMGjUKJ06cwO+//47Ro0ejZcuWePPNN3WUShYWFvj444/RrFkzXL9+He+88w6mT5+Ozz77jC9TXFyMJUuW4JtvvoGFhQWGDx+Of/7zn9i4cSMAYOPGjZg9ezY++eQTtGvXDllZWUhJSYGjoyOSk5Nx4sQJREdHY9++fQgPDxe1VNLml19+QZMmTXDo0CEcPXoUo0aNwu+//46YmBj897//xZ49ezB16lS89NJLcHR0RFFREeLj4xEbG4uTJ0/i/v37eOONNzB27FisW7cOALB06VKsW7cOa9asQcuWLbFo0SLs2rVLw9x8yZIl2LRpE1atWoUWLVrg0KFDGD58OLy8vNCjRw+jfguCEEI7QD0AZGVlmX18SQleasw5zxq0cVQ/aN68uah7T32JE1TdiMXaEbuPuYxi2rzyyis6saDqO2LuYZzlD4AG8bwjdKm5PLcEQRAEUc0wxtCkSRMsWbIEVlZWvMn4J598wlvoqJOamsr/PzAwEO+99x7eeustfPbZZ1CpVFAqlVAqlVi1ahWfmGDs2LGYP38+SktLYWVlhTlz5mDp0qV46aWXAFRaAF24cAGrV69GcnIyvLy8AFROxsQSKwjh7u6Ojz/+GBYWFggJCcEHH3yA8vJyzJs3D1ZWVoiNjcWyZcuQkZGBpk2bYtOmTSgpKcHXX3/Nx/n55JNPkJiYiPfffx8+Pj5IT0/H9OnT+bauXLlSYwPHzs4Oixcvxr59+xAbGwugMsXvkSNHsHr1alIEEWahJrNcmuo6RQsioq6gL+AvJQX5G2OCi/v5+SEyMlIjVktkZOQzpwQCxF1B1S1/6HnXMCFFEEEQBKEXBwsLPO3WzahzioqKdNKbmxKE2EEkno/YNZVKJSIjI3H//n0+8HFsbCyWLl0qmPJ+3759SEtLw6VLl6BQKFBeXs5bRCmVSjx9+hT29vYaChw3Nzfcv38fDx8+RHFxMa5du4ZRo0YhJSWFL1NeXg4XFxej+6tOeHi4hhubj48PWrdurZER08PDA/fv3wcAXLx4EZGRkRpy7tKlCyoqKpCTkwM7OzvcvXtXIyCsi4sLoqOjUVFRAR8fH1y6dAnFxcXo06ePRlvKysp41zaCqCqU5ZIgpKMvTpC+TG+EfupSrJbqpiFZOhLSIUUQQRAEoReZTGaUe5ZKpULh06caSpzyp09h5+hYbUGIhbJqcYGPxbhx4wYGDBiAt99+GwsXLoS7uzuOHDmCUaNG4cGDB7wix9raWqOuv/76i1/AFhUVAQBWr17NW9BwVLWv1tbWGp9lMpngMbEsaFLhYidZWlri6dOnAICff/5ZZ1KsroAiiKpAwYoJQjpyuRxxcXGCAX9NzfRGVFJXYrXUBGTpSGhDiiCCIAjCrIhluJKS3twc18zKytI4/ttvv6FFixY61z516hQqKiqwdOlS3vLmu+++k3QNDi8vLzRq1AhXr17FiBEjBM/jYgIJWSSZk7CwMKxbtw5FRUW8VdDRo0d51zIXFxc0btwYx48fR/fu3QFU9unUqVN81plWrVrB1tYWt27dIjcwolqhHWqCkE6XLl3wxx9/aMRdjYyMpPuGIAiTIUUQQRAEYVbE0phLSW9ujmvm5eVh7ty5GD58OH799VesWLECS5cu1TmnefPmUCqVWLFiBRITE3H06FGsWrVK0jXUmTRpEmbPng0PDw/069cPpaWl+P333/H48WNMnDgR3t7esLe3x65du9CkSRPY2dlV2W1MiKSkJMyZMwfJycmYO3cu/vzzT7z77rsYMWIEn9lz/PjxWLx4MVq0aIHQ0FAsW7YMBQUFfB3Ozs745z//iQkTJqCiogJdu3ZFYWEhjh49CrlcjuTkZLO3m2i40A41QUhDoVDg4sWLGsfOnj2LXr160T1EEIRJSA++QBAEQRASsLS01FF0cOnNa+KaQ4YMQUlJCRITE/Huu+9i/PjxGD16tM45kZGRWLZsGd5//320bt0aGzduRFpaGgDdwIlc+y0tLWFvb6/x3dtvv40vv/wSa9euRUREBHr06IF169bxaeOtrKzw8ccfY/Xq1fD19cULL7xQHSKAg4MDdu/ejUePHqFjx44YMmQIevfujU8++YQvM2nSJIwYMQLJycmIjY2Fs7MzBg0apFHPggULMGvWLKSlpSEsLAz9+vXDzz//zPeHIAiCqFn0BViv6ygUCuTm5mrEDSQIovaRMbEw9M8YCoUCLi4uKCwsJM05QRCEHkpKSpCbm4tmzZrpjbFjCJVKhfLyclhZWVWrEkidHj16oE2bNkhPT6/yNYXaX1RUpBGLSC6Xw8nJqUrXacjoG2v03q4b0O9AELWPQqFAenq6ToD11NTUOn1fZmZm6sQC41yRCYIwP8a8s8kiiCAIgqgWLC0tYWtrW2NKIKByYsxZ7lQV7fYLBaRWKBTVHvuHIAiCaNhwAdZlMhkA1IsA6wqFglcCAZUWTNu3byfLIIKoI1CMIIIgCIKQgDmDYOuzItq5cye6detmVH0EQRDEs019C7Cuz52trredIBoCpAgiCIIgnhkOHDhQbXWbMwj26dOnRb9rKKlsCYIgCOOoTwHWPTw8IJPJdNzZ3N3da7FVBEFwkCKIIAiCEKSBhJCTDBeQWt09zNQg2M2bNzdn0+otNMYIgiCeTTh3Nu0YQfVFkUUQzzoUI4ggCILQwNraGgBQXFxcyy2pezg6OsLHxwceHh7w8fGBo6NjbTepXsONMW7M1Wc+/fRTBAYGws7ODjExMThx4oRoWaVSifnz5yM4OBh2dnaIjIzErl27NMqoVCrMmjULzZo1g729PYKDg7FgwQJeeaZUKjF16lRERETA0dERvr6+eO211/DHH39o1BMYGAiZTKbxt3jxYvMLgCAIQouoqCikpqYiOTkZqampFCiaIOoQZBFEEARBaGBpaQlXV1fcv38fQGVaci5AJfE3SqUSSqWytptRL2GMobi4GPfv34erq2uNBhSvDr799ltMnDgRq1atQkxMDNLT0xEfH4+cnBx4e3vrlJ85cyY2bNiAL774AqGhodi9ezcGDRqEY8eOoV27dgCA999/HytXrsT69esRHh6O33//Ha+//jpcXFwwbtw4FBcXIzMzE7NmzUJkZCQeP36M8ePHY+DAgfj99981rjd//nykpKTwn52dnatXIARBEP+jPrmzEURDgtLHEwRBEDowxpCfn4+CgoLabgrxDOPq6opGjRoJKhrr03s7JiYGHTt2xCeffAIAqKiogL+/P959911MmzZNp7yvry9mzJiBMWPG8McGDx4Me3t7bNiwAQAwYMAA+Pj44KuvvhIto83JkycRHR2NmzdvIiAgAEClRVBqaipSU1Ml9aW0tBSlpaX8Z4VCAX9//3rxOxAEQRBEQ8aYuRNZBBEEQRA6yGQyNG7cGN7e3mT1QlQL1tbW9d4SCADKyspw6tQpTJ8+nT9mYWGBuLg4ZGRkCJ5TWloKOzs7jWP29vY4cuQI/7lz5874/PPPcfnyZbRs2RJnzpzBkSNHsGzZMtG2FBYWQiaTwdXVVeP44sWLsWDBAgQEBODVV1/FhAkTRIOcp6WlYd68eYa6TRAEQRBEPYYUQQRBEIQolpaWz8RinSCqiwcPHkClUsHHx0fjuI+PDy5duiR4Tnx8PJYtW4bu3bsjODgY+/fvx9atW6FSqfgy06ZNg0KhQGhoKCwtLaFSqbBw4UIkJSUJ1llSUoKpU6filVde0dgFHDduHKKiouDu7o5jx45h+vTpuHv3rqhCafr06Zg4cSL/mbMIIgiCIAji2YEUQQRBEARBEDXIRx99hJSUFISGhkImkyE4OBivv/461qxZw5f57rvvsHHjRmzatAnh4eE4ffo0UlNT4evri+TkZI36lEolXn75ZTDGsHLlSo3v1JU6bdq0gY2NDd58802kpaXB1tZWp222traCxwmCIAiCeHagrGEEQRAEQRAm4unpCUtLS9y7d0/j+L1799CoUSPBc7y8vLBt2zYUFRXh5s2buHTpEpycnBAUFMSXmTx5MqZNm4Zhw4YhIiICI0aMwIQJE5CWlqZRF6cEunnzJvbu3WswJkBMTAzKy8tx48YN0zpMEARBEES9hxRBBEEQBEEQJmJjY4P27dtj//79/LGKigrs378fsbGxes+1s7ODn58fysvL8cMPP+CFF17gvysuLoaFheY0zdLSEhUVFfxnTgl05coV7Nu3Dx4eHgbbe/r0aVhYWAhmMyMIgiAIomHQYFzDuORoCoWilltCEARBEIQhuPd1fUhuOnHiRCQnJ6NDhw6Ijo5Geno6ioqK8PrrrwMAXnvtNfj5+fHWPMePH0deXh7atm2LvLw8zJ07FxUVFZgyZQpfZ2JiIhYuXIiAgACEh4cjKysLy5Ytwz/+8Q8AlUqgIUOGIDMzE9u3b4dKpUJ+fj4AwN3dHTY2NsjIyMDx48fx3HPPwdnZGRkZGZgwYQKGDx8ONzc3SX2j+RNBEARB1A+MmjuxBsLt27cZAPqjP/qjP/qjP/qrR3+3b9+u7SmEJFasWMECAgKYjY0Ni46OZr/99hv/XY8ePVhycjL/+cCBAywsLIzZ2toyDw8PNmLECJaXl6dRn0KhYOPHj2cBAQHMzs6OBQUFsRkzZrDS0lLGGGO5ubmiMvv1118ZY4ydOnWKxcTEMBcXF2ZnZ8fCwsLYokWLWElJieR+0fyJ/uiP/uiP/uivfv1JmTvJGKsHW21moKKiAn/88QecnZ0hk8kkncNlyrh9+7ZBn3tCGiRT80MyNT8kU/NDMjU/z7pMGWN48uQJfH19dVykiJrDlPmTuXjWx3hdheReO5DcaweSe81DMq8+jJk7NRjXMAsLCzRp0sSkc+VyOQ1SM0MyNT8kU/NDMjU/JFPz8yzL1MXFpbab0OCpyvzJXDzLY7wuQ3KvHUjutQPJveYhmVcPUudOtMVGEARBEARBEARBEATRQCBFEEEQBEEQBEEQBEEQRAOBFEF6sLW1xZw5c2Bra1vbTXlmIJmaH5Kp+SGZmh+SqfkhmRLPOjTGaweSe+1Acq8dSO41D8m8btBggkUTBEEQBEEQBEEQBEE0dMgiiCAIgiAIgiAIgiAIooFAiiCCIAiCIAiCIAiCIIgGAimCCIIgCIIgCIIgCIIgGgikCCIIgiAIgiAIgiAIgmggkCKIIAiCIAiCIAiCIAiigdDgFEGffvopAgMDYWdnh5iYGJw4cUK07Lp16yCTyTT+7OzsNMqMHDlSp0y/fv2quxt1CmNkCgAFBQUYM2YMGjduDFtbW7Rs2RI7duyoUp3PGuaW6dy5c3XGaWhoaHV3o05hjEx79uypIy+ZTIbnn3+eL8MYw+zZs9G4cWPY29sjLi4OV65cqYmu1BnMLVN6nhp/76enpyMkJAT29vbw9/fHhAkTUFJSUqU6CcJcqFQqzJo1C82aNYO9vT2Cg4OxYMECqCesNea+Ly0tRdu2bSGTyXD69Gn++I0bNwSfL7/99lt1d7FOYi65BwYG6pRZvHixRpmzZ8+iW7dusLOzg7+/Pz744IMa6WNdpKbkTuNdE3M+Z37++WfExMTA3t4ebm5uePHFFzW+v3XrFp5//nk4ODjA29sbkydPRnl5eXV3sU5Sk3IXGu9btmyp7i4++7AGxJYtW5iNjQ1bs2YNy87OZikpKczV1ZXdu3dPsPzatWuZXC5nd+/e5f/y8/M1yiQnJ7N+/fpplHn06FFNdKdOYKxMS0tLWYcOHVhCQgI7cuQIy83NZQcOHGCnT582uc5njeqQ6Zw5c1h4eLjGOP3zzz9rqku1jrEyffjwoYaszp8/zywtLdnatWv5MosXL2YuLi5s27Zt7MyZM2zgwIGsWbNm7K+//qqhXtUu1SFTep4aJ9ONGzcyW1tbtnHjRpabm8t2797NGjduzCZMmGBynQRhThYuXMg8PDzY9u3bWW5uLvv++++Zk5MT++ijj/gyxtz348aNY/3792cAWFZWFn88NzeXAWD79u3TqKesrKy6u1gnMZfcmzZtyubPn69R5unTp/z3hYWFzMfHhyUlJbHz58+zzZs3M3t7e7Z69eoa62tdoqbkTuNdE3PJ/d///jdzc3NjK1euZDk5OSw7O5t9++23/Pfl5eWsdevWLC4ujmVlZbEdO3YwT09PNn369Brra12ipuTOGGMA2Nq1azXqaSjz7eqkQSmCoqOj2ZgxY/jPKpWK+fr6srS0NMHya9euZS4uLnrrTE5OZi+88IIZW1m/MFamK1euZEFBQXpfVsbW+axRHTKdM2cOi4yMNHdT6w1VHVPLly9nzs7O/ESsoqKCNWrUiH344Yd8mYKCAmZra8s2b95s3sbXUcwtU8boeWqsTMeMGcN69eqlcWzixImsS5cuJtdJEObk+eefZ//4xz80jr300kssKSmJ/yz1vt+xYwcLDQ1l2dnZooog9WMNGXPJvWnTpmz58uWi33/22WfMzc2NlZaW8semTp3KQkJCTGp3faem5E7jXRNzyF2pVDI/Pz/25ZdfipbZsWMHs7Cw0DAKWLlyJZPL5Rr3QEOhpuTOWKUi6D//+U9VmksI0GBcw8rKynDq1CnExcXxxywsLBAXF4eMjAzR854+fYqmTZvC398fL7zwArKzs3XKHDhwAN7e3ggJCcHbb7+Nhw8fVksf6hqmyPSnn35CbGwsxowZAx8fH7Ru3RqLFi2CSqUyuc5nieqQKceVK1fg6+uLoKAgJCUl4datW9Xal7qCOcbUV199hWHDhsHR0REAkJubi/z8fI06XVxcEBMTQ+PURJly0PNUukw7d+6MU6dO8a5e169fx44dO5CQkGBynQRhTjp37oz9+/fj8uXLAIAzZ87gyJEj6N+/v0Y5Q/f9vXv3kJKSgm+++QYODg6i1xs4cCC8vb3RtWtX/PTTT+bvUD3BXHIHgMWLF8PDwwPt2rXDhx9+qOEGk5GRge7du8PGxoY/Fh8fj5ycHDx+/Liaeld3qSm5c9B4r8Qccs/MzEReXh4sLCzQrl07NG7cGP3798f58+f5MhkZGYiIiICPjw9/LD4+HgqFQnB9+KxTU3LnGDNmDDw9PREdHY01a9ZouKARpmFV2w2oKR48eACVSqVx8wKAj48PLl26JHhOSEgI1qxZgzZt2qCwsBBLlixB586dkZ2djSZNmgAA+vXrh5deegnNmjXDtWvX8K9//Qv9+/dHRkYGLC0tq71ftYkpMr1+/Tp++eUXJCUlYceOHbh69SreeecdKJVKzJkzx6Q6nyWqQ6YAEBMTg3Xr1iEkJAR3797FvHnz0K1bN5w/fx7Ozs7V3q/apKpj6sSJEzh//jy++uor/lh+fj5fh3ad3HfPMtUhU4Cep8bK9NVXX8WDBw/QtWtXMMZQXl6Ot956C//6179MrpMgzMm0adOgUCgQGhoKS0tLqFQqLFy4EElJSXwZQ/c9YwwjR47EW2+9hQ4dOuDGjRs613FycsLSpUvRpUsXWFhY4IcffsCLL76Ibdu2YeDAgTXY47qBOeQOAOPGjUNUVBTc3d1x7NgxTJ8+HXfv3sWyZcsAVL4LmzVrpnFt7nmTn58PNze3Gupx3aCm5E7jXRNzyP369esAKmNqLlu2DIGBgVi6dCl69uyJy5cvw93dHfn5+YLvUwANYu6nTU3JHQDmz5+PXr16wcHBAXv27ME777yDp0+fYty4cbXS92eGWrZIqjHy8vIYAHbs2DGN45MnT2bR0dGS6igrK2PBwcFs5syZomWuXbvG++0+65gi0xYtWjB/f39WXl7OH1u6dClr1KiRyXU+S1SHTIV4/Pgxk8vlBk0xnwWqOqZGjx7NIiIiNI4dPXqUAWB//PGHxvH/+7//Yy+//HLVG13HqQ6ZCkHPU/0y/fXXX5mPjw/74osv2NmzZ9nWrVuZv78/mz9/vsl1EoQ52bx5M2vSpAnbvHkzO3v2LPv666+Zu7s7W7duneg52vf9Rx99xLp06cK/46S6xYwYMYJ17drVbH2pT5hD7kJ89dVXzMrKipWUlDDGGOvTpw8bPXq0RhnOde/ChQvm6Uw9oqbkLgSN96rJfePGjQyARnyrkpIS5unpyVatWsUYYywlJYX17dtXo56ioiIGgO3YsaMaela3qSm5CzFr1izWpEkT83WmgdJgXMM8PT1haWmJe/fuaRy/d+8eGjVqJKkOa2trtGvXDlevXhUtExQUBE9PT71lnhVMkWnjxo3RsmVLjd39sLAw5Ofno6yszCy/U32mOmQqhKurK1q2bEnj1MCYKioqwpYtWzBq1CiN49x5NE7NJ1Mh6HmqX6azZs3CiBEj8MYbbyAiIgKDBg3CokWLkJaWhoqKigb/PCVqn8mTJ2PatGkYNmwYIiIiMGLECEyYMAFpaWmi52jf97/88gsyMjJga2sLKysrNG/eHADQoUMHJCcni9YTExPTIJ4dQphD7kLExMSgvLyct8pq1KiR4POF+66hUVNyFytD4910uTdu3BgA0KpVK76Mra0tgoKC+FAKNN41qSm5CxETE4M7d+6gtLTUTL1pmDQYRZCNjQ3at2+P/fv388cqKiqwf/9+xMbGSqpDpVLh3Llz/KAV4s6dO3j48KHeMs8Kpsi0S5cuuHr1KioqKvhjly9fRuPGjWFjY2OW36k+Ux0yFeLp06e4du0ajVMDY+r7779HaWkphg8frnG8WbNmaNSokUadCoUCx48fp3FqokyFoOepfpkWFxfDwkLzNc4phBljDf55StQ+YmNU/X2ljfZ9//HHH+PMmTM4ffo0Tp8+jR07dgAAvv32WyxcuFC0ntOnTzeIZ4cQ5pC7EKdPn4aFhQW8vb0BALGxsTh06BCUSiVfZu/evQgJCWlwbmFAzcldrAyN978xVu7t27eHra0tcnJy+DJKpRI3btxA06ZNAVSO93PnzuH+/ft8mb1790Iul2soMhoKNSV3IU6fPg03NzfY2tpWsRcNnNo2SapJtmzZwmxtbdm6devYhQsX2OjRo5mrqysf/X3EiBFs2rRpfPl58+ax3bt3s2vXrrFTp06xYcOGMTs7O5adnc0YY+zJkyfsn//8J8vIyGC5ubls3759LCoqirVo0UKv+eazhLEyvXXrFnN2dmZjx45lOTk5bPv27czb25u99957kut81qkOmU6aNIkdOHCA5ebmsqNHj7K4uDjm6enJ7t+/X+P9qw2MlSlH165d2dChQwXrXLx4MXN1dWU//vgjO3v2LHvhhRcaXPp4c8qUnqfGy3TOnDnM2dmZbd68mV2/fp3t2bOHBQcHa7gnNvTnKVG7JCcnMz8/Pz698NatW5mnpyebMmUKY8y0+17INWzdunVs06ZN7OLFi+zixYts4cKFzMLCgq1Zs6YmulnnMIfcjx07xpYvX85Onz7Nrl27xjZs2MC8vLzYa6+9xl+noKCA+fj4sBEjRrDz58+zLVu2MAcHhwabPr6m5E7jXRNzPWfGjx/P/Pz82O7du9mlS5fYqFGjmLe3N5/unEsf37dvX3b69Gm2a9cu5uXl1WDTx9eU3H/66Sf2xRdfsHPnzrErV66wzz77jDk4OLDZs2fXSr+fJRqUIogxxlasWMECAgKYjY0Ni46OZr/99hv/XY8ePVhycjL/OTU1lS/r4+PDEhISWGZmJv99cXEx69u3L/Py8mLW1tasadOmLCUlpcFNsI2RKWOVL7mYmBhma2vLgoKC2MKFCzXi2xiqsyFgbpkOHTqUNW7cmNnY2DA/Pz82dOhQdvXq1ZrqTp3AWJleunSJAWB79uwRrK+iooLNmjWL+fj4MFtbW9a7d2+Wk5NTnV2oc5hTpvQ8rcQYmSqVSjZ37lwWHBzM7OzsmL+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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\n", + "Setting-up spline for decorrelation.\u001b[0m Use `.add_spline(None)` method to remove/modify\n", + "\u001b[1m\n", + "Setting-up supersampling.\u001b[0m Use `.supersample(None)` method to remove/modify\n", + "\u001b[1m\n", + "Setting-up baseline model from result\u001b[0m\n", + "# ============ Input lightcurves, filters baseline function =======================================================\n", + "name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config \n", + "lc6bjd.dat R 0.6 |None W11C5 med_sub | 0 0 0 2 1 0| 0 1 n None \n", + "WASP-127_S9.dat T 0.8 |x30.0 W5C4 None | 0 0 0 0 0 0| 0 2 ce c0:d3k2.0 \n", + "\u001b[91m\n", + "Note: GP flag for the lcs has been set to ['n', 'ce']. Use `._useGPphot` attribute to modify this list with 'y','ce' or 'n' for each loaded lc\n", + "\u001b[0m\n" + ] + } + ], + "source": [ + "decorr_res = lc_obj.get_decorr( **planet_pars,\n", + " q1 = q1, q2 = q2,\n", + " exclude_cols = [], #columns to exclude from decorrelation\n", + " enforce_pars = [], #decorr parameters to enforce \n", + " delta_BIC = -5,\n", + " setup_baseline = True,\n", + " show_steps = False,\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "e2e3a32f", + "metadata": {}, + "source": [ + "the output `decorr_res` is a list that holds the `lmfit` result for each lc. Explore each element to see the result" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "df4eb1df", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[,\n", + " ]" + ] + }, + "execution_count": 24, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "decorr_res" + ] + }, + { + "cell_type": "markdown", + "id": "a8ead6ad", + "metadata": {}, + "source": [ + "We can use the `.plot()` method again to visualize the fit quality across the different decorrelation axis by setting `show_decorr_model=True`" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "8ad45cee", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "lc_obj.plot(plot_cols=(5,1), show_decorr_model=True)" + ] + }, + { + "cell_type": "markdown", + "id": "86793e1e", + "metadata": {}, + "source": [ + "We see that the residuals from the TESS lightcurve fit still has **correlated structures** that the spline fit did **not do very well** in capturing" + ] + }, + { + "cell_type": "markdown", + "id": "be190437", + "metadata": {}, + "source": [ + "We can remove the spline fitting for `TESS` and instead use a `Celerite` GP for the baseline\n" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "b659a796", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "No spline\n", + "\n" + ] + } + ], + "source": [ + "lc_obj.add_spline(None)" + ] + }, + { + "cell_type": "markdown", + "id": "2ed45b25", + "metadata": {}, + "source": [ + "We can use the `.print()` method to print out the current configuration of the different sections of the `lc_obj`\n", + "\n", + "To see the current baseline model configuration, set section to \"lc_baseline\"" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "bffd5441", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Input lightcurves, filters baseline function =======================================================\n", + "name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config \n", + "lc6bjd.dat R 0.6 |None W11C5 med_sub | 0 0 0 2 1 0| 0 1 n None \n", + "WASP-127_S9.dat T 0.8 |x30.0 W5C4 None | 0 0 0 0 0 0| 0 2 ce None \n" + ] + } + ], + "source": [ + "lc_obj.print(section=\"lc_baseline\")" + ] + }, + { + "cell_type": "markdown", + "id": "ef633779", + "metadata": {}, + "source": [ + "Notice that the `spline_config` has been set to None for the TESS data" + ] + }, + { + "cell_type": "markdown", + "id": "50c88ed8", + "metadata": {}, + "source": [ + "### Define GP " + ] + }, + { + "cell_type": "markdown", + "id": "360022a3", + "metadata": {}, + "source": [ + "To use a gp on a lc, one of [\"y\",\"ce\"] must have been specified in baseline model. Which can be reassessed using:" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "1a9db3c7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['n', 'ce']" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "lc_obj._useGPphot" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "11cba4a4", + "metadata": {}, + "outputs": [], + "source": [ + "# this list can be modified as necessary but we keep it same, to use celerite gp for the 2nd lightcurve\n", + "lc_obj._useGPphot = [\"n\",\"ce\"]" + ] + }, + { + "cell_type": "markdown", + "id": "15fec727", + "metadata": {}, + "source": [ + "The `.add_GP()` method of `lc_obj` is used to define GP for the lightcurves - selecting the kernels and priors on the hyperparameters\n", + "\n", + "GP kernel to use can be one of **[\"mat32\",\"mat52\",\"exp\",\"expsq\",\"cos\"]** if [George](https://george.readthedocs.io/en/latest/user/kernels/) package is selected and one of **[\"real\",\"mat32\",\"sho\"]** if using [Celerite](https://celerite.readthedocs.io/en/stable/python/kernel/). Up to 2 kernels can be used for each lc and then their *sum* or *product* can be taken.\n", + "\n", + "2 GP hyperparameters are to be specified: `amplitude` corresponds to the standard deviation of the noise process in *ppm*, and `lengthscale` corresponds to the characteristic timescale of the noise process.\n", + " \n" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "2473fa4d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ==================== Photometry GP properties ==================================================================\n", + "name par1 kern1 Amplitude1_ppm length_scale |op| par2 kern2 Amplitude2_ppm length_scale2 \n", + "WASP-127_S9.dat col0 mat32 LU(20,400,4000) LU(0.007,0.4,5) |--| None None None None \n" + ] + } + ], + "source": [ + "lc_obj.add_GP(lc_list = [\"WASP-127_S9.dat\"],\n", + " par = [\"col0\"],\n", + " kernel = [\"mat32\"],\n", + " amplitude = [(20,400, 4000)], #in ppm, uses log-uniform prior \n", + " lengthscale = [(0.007,0.4, 5)] #in days, also log-uniform prior\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "2b9fcb01", + "metadata": {}, + "source": [ + "##### filter dependent " + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "fc93af5f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ ddF setup ========================================================================================\n", + "Fit_ddFs\tdRpRs \tdiv_white\n", + "n \tU(-0.5,0,0.5) \tn \n", + "# ============ Phase curve setup ================================================================================ \n", + "filt param fit \tprior\n", + "R D_occ n \tF(0)\n", + "T D_occ n \tF(0)\n", + "-------\n", + "R A_pc n \tF(0)\n", + "T A_pc n \tF(0)\n", + "-------\n", + "R ph_off n \tF(0)\n", + "T ph_off n \tF(0)\n", + "# ============ contamination setup (give contamination as flux ratio) ======================================== \n", + "filters\tcontam_factor\n", + "R \tF(0)\n", + "T \tF(0)\n" + ] + } + ], + "source": [ + "lc_obj.transit_depth_variation()\n", + "lc_obj.setup_phasecurve()\n", + "lc_obj.contamination_factors()\n" + ] + }, + { + "cell_type": "markdown", + "id": "ed306d00", + "metadata": {}, + "source": [ + "### visualize all light curve setup or different sections" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "fa1a05ad", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Limb darkening setup ============================================================================= \n", + "filters\tfit\tq_1 \tq_2 \n", + "R \ty \tN(0.4223,0.0213) \tN(0.3962,0.014) \n", + "T \ty \tN(0.298,0.0136) \tN(0.3784,0.0121) \n" + ] + } + ], + "source": [ + "lc_obj.print(\"limb_darkening\") #no argument prints all setup" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "95e530ad", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Input lightcurves, filters baseline function =======================================================\n", + "name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config \n", + "lc6bjd.dat R 0.6 |None W11C5 med_sub | 0 0 0 2 1 0| 0 1 n None \n", + "WASP-127_S9.dat T 0.8 |x30.0 W5C4 None | 0 0 0 0 0 0| 0 2 ce None \n", + "# ==================== Photometry GP properties ==================================================================\n", + "name par1 kern1 Amplitude1_ppm length_scale |op| par2 kern2 Amplitude2_ppm length_scale2 \n", + "WASP-127_S9.dat col0 mat32 LU(20,400,4000) LU(0.007,0.4,5) |--| None None None None \n", + "# ============ Planet parameters (Transit and RV) setup ========================================================== \n", + "name \tfit\tprior\n", + "rho_star \ty \tN(0.565,0.035)\n", + "------------\n", + "RpRs \ty \tU(0.05,0.108,0.17)\n", + "Impact_para \ty \tU(0,0.29,1)\n", + "T_0 \ty \tN(6776.621239999775,0.001)\n", + "Period \tn \tF(4.17806203)\n", + "Eccentricity\tn \tF(0)\n", + "omega \tn \tF(90)\n", + "K \tn \tF(0)\n", + "# ============ ddF setup ========================================================================================\n", + "Fit_ddFs\tdRpRs \tdiv_white\n", + "n \tU(-0.5,0,0.5) \tn \n", + "# ============ Phase curve setup ================================================================================ \n", + "filt param fit \tprior\n", + "R D_occ n \tF(0)\n", + "T D_occ n \tF(0)\n", + "-------\n", + "R A_pc n \tF(0)\n", + "T A_pc n \tF(0)\n", + "-------\n", + "R ph_off n \tF(0)\n", + "T ph_off n \tF(0)\n", + "# ============ Limb darkening setup ============================================================================= \n", + "filters\tfit\tq_1 \tq_2 \n", + "R \ty \tN(0.4223,0.0213) \tN(0.3962,0.014) \n", + "T \ty \tN(0.298,0.0136) \tN(0.3784,0.0121) \n", + "# ============ contamination setup (give contamination as flux ratio) ======================================== \n", + "filters\tcontam_factor\n", + "R \tF(0)\n", + "T \tF(0)\n" + ] + } + ], + "source": [ + "lc_obj.print()" + ] + }, + { + "cell_type": "markdown", + "id": "abb5700a", + "metadata": {}, + "source": [ + "## Setup RV" + ] + }, + { + "cell_type": "markdown", + "id": "63b87a6a", + "metadata": {}, + "source": [ + "The RV setup is similar to the LC" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "b4ceb3a6", + "metadata": {}, + "outputs": [], + "source": [ + "path =\"../data/\"\n", + "rv_list = [\"rv1.dat\",\"rv2.dat\"] #rv data in km/s" + ] + }, + { + "cell_type": "code", + "execution_count": 52, + "id": "82f5d325", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Input RV curves, baseline function, GP, spline, gamma ============================================ \n", + "name scl_col |col0 col3 col4 col5| sin GP spline_config | gamma_km/s\n", + "rv1.dat None | 0 0 0 0| 0 n None | F(0.0) \n", + "rv2.dat None | 0 0 0 0| 0 n None | F(0.0) \n" + ] + }, + { + "data": { + "text/plain": [ + "rvs from filepath: ../data/\n", + "1 planet(s)" + ] + }, + "execution_count": 52, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rv_obj = CONAN3.load_rvs(file_list = rv_list, \n", + " data_filepath = path,\n", + " rv_unit ='km/s',\n", + " nplanet = 1,\n", + " lc_obj = lc_obj #load lc_obj if planning to update planet parameters\n", + " )\n", + "rv_obj" + ] + }, + { + "cell_type": "code", + "execution_count": 53, + "id": "c18de22b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ], + "text/plain": [ + " col0 col1 col2 col3 col4 col5\n", + "0 6445.543512 -9.197929 0.007287 -0.042628 8.150114 34.211741\n", + "1 6468.462797 -9.224495 0.005818 -0.036697 8.192204 33.604743\n", + "2 6637.825616 -9.218248 0.005210 -0.035312 8.191037 33.948751\n", + "3 6685.729323 -9.249265 0.004468 -0.034618 8.264129 33.534162\n", + "4 6687.689793 -9.199722 0.005097 0.000972 8.288035 33.353229" + ] + }, + "execution_count": 54, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.DataFrame(rv_obj._input_rv[\"rv1.dat\"]).head()" + ] + }, + { + "cell_type": "code", + "execution_count": 55, + "id": "c8456f31", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Rescaled data columns of rv1.dat with method:med_sub\n", + "Rescaled data columns of rv2.dat with method:med_sub\n" + ] + } + ], + "source": [ + "rv_obj.rescale_data_columns()" + ] + }, + { + "cell_type": "markdown", + "id": "dfd072f2", + "metadata": {}, + "source": [ + "We can update the RV parameters incase not defined in `lc_obj.planet_parameters()` \n", + "\n", + "e.g. add a prior for the RV semi-amplitude `K`" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "e0fe78b6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Planet parameters (Transit and RV) setup ========================================================== \n", + "name \tfit\tprior\n", + "rho_star \ty \tN(0.565,0.035)\n", + "------------\n", + "RpRs \ty \tU(0.05,0.108,0.17)\n", + "Impact_para \ty \tU(0,0.29,1)\n", + "T_0 \ty \tN(6776.621239999775,0.001)\n", + "Period \tn \tF(4.17806203)\n", + "Eccentricity\tn \tF(0)\n", + "omega \tn \tF(90)\n", + "K \ty \tU(0,0.01,0.05)\n" + ] + } + ], + "source": [ + "rv_obj.update_planet_parameters(K=(0,10e-3,50e-3)) " + ] + }, + { + "cell_type": "markdown", + "id": "71931531", + "metadata": {}, + "source": [ + "### Baseline and decorrelation" + ] + }, + { + "cell_type": "markdown", + "id": "6580f352", + "metadata": {}, + "source": [ + "- similar to lightcurves, we can manually specify the rv baseline model using the `.rv_baseline()` method" + ] + }, + { + "cell_type": "code", + "execution_count": 57, + "id": "6c2ccfb4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Input RV curves, baseline function, GP, spline, gamma ============================================ \n", + "name scl_col |col0 col3 col4 col5| sin GP spline_config | gamma_km/s\n", + "rv1.dat med_sub | 0 0 0 0| 0 n None | N(-9.232,0.1) \n", + "rv2.dat med_sub | 0 0 0 0| 0 n None | N(-9.21,0.1) \n" + ] + } + ], + "source": [ + "rv_obj.rv_baseline( dcol0 = None,\n", + " dcol3 = None,\n", + " dcol4 = None,\n", + " dcol5 = None,\n", + " gamma = [(-9.232,0.1), (-9.21,0.1)],\n", + " gp = \"n\")" + ] + }, + { + "cell_type": "markdown", + "id": "e7c9fdb8", + "metadata": {}, + "source": [ + "- or we can use the `.get_decorr()` method to find the best decorrelation " + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "06ce3481", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m\n", + "getting decorrelation parameters for rv: rv1.dat\u001b[0m\n", + "\n", + "BEST BIC:86.09, pars:['B0', 'A3', 'A4']\n", + "\u001b[1m\n", + "getting decorrelation parameters for rv: rv2.dat\u001b[0m\n", + "\n", + "BEST BIC:18.68, pars:['B5']\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1mSetting-up rv baseline model from result\u001b[0m\n", + "# ============ Input RV curves, baseline function, GP, spline, gamma ============================================ \n", + "name scl_col |col0 col3 col4 col5| sin GP spline_config | gamma_km/s\n", + "rv1.dat med_sub | 2 1 1 0| 0 n None | N(-9.227573653855618,0.1) \n", + "rv2.dat med_sub | 0 0 0 2| 0 n None | N(-9.208661745409303,0.1) \n" + ] + } + ], + "source": [ + "rvdecorr_res= rv_obj.get_decorr(T_0 = planet_pars[\"T_0\"][1],\n", + " Period = planet_pars[\"Period\"],\n", + " K = (0,22e-3,100e-3), #m/s\n", + " gamma = (-9.21,0.1),\n", + " delta_BIC = -3)" + ] + }, + { + "cell_type": "markdown", + "id": "7a595f81", + "metadata": {}, + "source": [ + "investigate the reduced chi-square of the fits" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "d7e912b6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(4.155209248190042, 1.4354351852440166)" + ] + }, + "execution_count": 59, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "rvdecorr_res[0].redchi, rvdecorr_res[1].redchi" + ] + }, + { + "cell_type": "code", + "execution_count": 60, + "id": "4587666e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "rv_obj.plot(plot_cols=(1,\"res\"), show_decorr_model=True)" + ] + }, + { + "cell_type": "markdown", + "id": "9c24b69e", + "metadata": {}, + "source": [ + "the high `redchi` of the first RV data implies that it needs a more complicated baseline model or the errorbars are underestimated. we will fit for an RV jitter for each data in the global fit." + ] + }, + { + "cell_type": "markdown", + "id": "11b7cc27", + "metadata": {}, + "source": [ + "- if there are no RV for the setup, it can be turned off using:" + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "21da8d55", + "metadata": { + "code_folding": [] + }, + "outputs": [], + "source": [ + "# rv_data = CONAN3.load_rvs()" + ] + }, + { + "cell_type": "markdown", + "id": "05b6dbdd", + "metadata": {}, + "source": [ + "## Setup Sampling" + ] + }, + { + "cell_type": "markdown", + "id": "613493fe", + "metadata": {}, + "source": [ + "finally to setup the `fit_obj` which is used to configure the fitting." + ] + }, + { + "cell_type": "markdown", + "id": "eff1d34b", + "metadata": {}, + "source": [ + "We can specify values for the stellar mass or radius to be used to convert parameter results to physical values. These values are not used in the fit, only for the post-fit conversion. We can also take the values from our NASA archive `sys_params` dictionary" + ] + }, + { + "cell_type": "code", + "execution_count": 62, + "id": "284286fa", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "((1.33, 0.03), (0.95, 0.02))" + ] + }, + "execution_count": 62, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sys_params[\"star\"][\"radius\"], sys_params[\"star\"][\"mass\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 63, + "id": "6ff7b093", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ Stellar input properties ======================================================================\n", + "# parameter value \n", + "Radius_[Rsun] N(1.330,0.030)\n", + "Mass_[Msun] N(0.950,0.020)\n", + "Input_method:[R+rho(Rrho), M+rho(Mrho)]: Rrho\n" + ] + } + ], + "source": [ + "fit_obj = CONAN3.fit_setup( R_st = sys_params[\"star\"][\"radius\"],\n", + " M_st = sys_params[\"star\"][\"mass\"],\n", + " par_input = \"Rrho\",\n", + " apply_LCjitter=\"y\", apply_RVjitter=\"y\",\n", + " LCbasecoeff_lims=[-1,1], RVbasecoeff_lims=[-2,2])" + ] + }, + { + "cell_type": "markdown", + "id": "4d5c512a", + "metadata": {}, + "source": [ + "setup sampling using the `.sampling()` method of `fit_obj`. Note that the sampling of the parameter space can be done with `emcee` or `dynesty`. The default is `dynesty`" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "c3bce055", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "# ============ FIT setup =====================================================================================\n", + "Number_steps 2000 \n", + "Number_chains 64 \n", + "Number_of_processes 10 \n", + "Burnin_length 500 \n", + "n_live 300 \n", + "force_nlive False \n", + "d_logz 0.1 \n", + "Sampler[emcee/dynesty] dynesty \n", + "emcee_move[stretch/demc/snooker] stretch \n", + "leastsq_for_basepar n \n", + "apply_LCjitter y \n", + "apply_RVjitter y \n", + "LCjitter_loglims [-15, -4] \n", + "RVjitter_lims [0, 5] \n", + "LCbasecoeff_lims [-1, 1] \n", + "RVbasecoeff_lims [-2, 2] \n" + ] + } + ], + "source": [ + "fit_obj.sampling(sampler=\"dynesty\",n_cpus=10, n_live=300)" + ] + }, + { + "cell_type": "markdown", + "id": "a2f21e6a", + "metadata": {}, + "source": [ + "# Performing the fit" + ] + }, + { + "cell_type": "markdown", + "id": "237f7f31", + "metadata": {}, + "source": [ + "## Export configuration" + ] + }, + { + "cell_type": "markdown", + "id": "52d82640", + "metadata": {}, + "source": [ + "All configuration can be exported to a `config.dat` file that allows to reproduce all steps and eventually run the fit" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "ddb51866", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "configuration file saved as wasp127_lcrv_config.dat\n" + ] + } + ], + "source": [ + "CONAN3.create_configfile(lc_obj, rv_obj, fit_obj,\n", + " filename='wasp127_lcrv_config.dat')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7613fd62", + "metadata": {}, + "outputs": [], + "source": [ + "import CONAN3\n", + "lc_obj, rv_obj, fit_obj = CONAN3.load_configfile('wasp127_lcrv_config.dat')" + ] + }, + { + "cell_type": "markdown", + "id": "1e38e7bc", + "metadata": {}, + "source": [ + "## Sampling" + ] + }, + { + "cell_type": "markdown", + "id": "56bf16a8", + "metadata": {}, + "source": [ + "Finally perform the **fitting** which returns a result object `result_obj` that holds the chains of the mcmc and allows subsequent plotting.\n", + "\n", + "The result of the fit is saved to a user-defined folder (default = 'output'). If a fit result already exists in this folder, it is loaded to the `result_obj`" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "86049adc", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Fit result already exists in this folder: result_wasp127_lcrv_fit_dyn.\n", + "Rerunning with results to generate plots and files...\n", + "\n", + "CONAN fit launched!!!\n", + "\n", + "Setting up photometry arrays ...\n", + "Setting up photometry GPs ...\n", + "Setting up RV arrays ...\n", + "Plotting prior distributions\n", + "\n", + "Plotting initial guess\n", + "---------------------------\n", + "\n", + "============ Samping started ... (using dynesty)======================\n", + "No of dimensions: 28\n", + "\n", + "Skipping dynesty run. Loading chains from disk\n", + "\n", + "Dynesty chain written to disk as result_wasp127_lcrv_fit_dyn/chains_dict.pkl. Run `result=CONAN3.load_result()` to load it.\n", + "\n", + "============ Sampling Finished ==============================================\n", + "\n", + "saved 2 corner plots as result_wasp127_lcrv_fit_dyn/corner_*.png\n", + "\n", + "Plotting output figures\n", + "LC1 ...Writing LC output to file: result_wasp127_lcrv_fit_dyn/lc6bjd_lcout.dat\n", + "LC2 ...Writing LC output with GP(Celerite) to file: result_wasp127_lcrv_fit_dyn/WASP-127_S9_lcout.dat\n", + "RV1 ...Writing RV output to file: result_wasp127_lcrv_fit_dyn/rv1_rvout.dat\n", + "RV2 ...Writing RV output to file: result_wasp127_lcrv_fit_dyn/rv2_rvout.dat\n", + "\n", + "\n", + "['lc'] Output files, ['WASP-127_S9_lcout.dat', 'lc6bjd_lcout.dat'], loaded into result object\n", + "['rv'] Output files, ['rv1_rvout.dat', 'rv2_rvout.dat'], loaded into result object\n", + "\u001b[91m\n", + "CONAN: I have now crushed your data,\n", + "\tthe planetary information it hides is now laid bare in the results.\n", + "\t\tI am now ready for another quest. \n", + "\u001b[0m\n" + ] + } + ], + "source": [ + "result = CONAN3.run_fit(lc_obj = lc_obj,\n", + " rv_obj = rv_obj,\n", + " fit_obj = fit_obj,\n", + " out_folder=\"result_wasp127_lcrv_fit_dyn\",\n", + " rerun_result=True);" + ] + }, + { + "cell_type": "markdown", + "id": "f234ae60", + "metadata": {}, + "source": [ + "# results" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "id": "df8e7849", + "metadata": {}, + "outputs": [], + "source": [ + "import CONAN3\n", + "import matplotlib.pyplot as plt\n", + "from CONAN3.utils import bin_data, phase_fold" + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "8f6dfbbd", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['lc'] Output files, ['WASP-127_S9_lcout.dat', 'lc6bjd_lcout.dat'], loaded into result object\n", + "['rv'] Output files, ['rv1_rvout.dat', 'rv2_rvout.dat'], loaded into result object\n" + ] + }, + { + "data": { + "text/plain": [ + "Object containing posterior from emcee/dynesty sampling \n", + "Parameters in chain are:\n", + "\t ['rho_star', 'T_0', 'RpRs', 'Impact_para', 'K', 'R_q1', 'R_q2', 'T_q1', 'T_q2', 'lc1_logjitter', 'lc2_logjitter', 'rv1_gamma', 'rv1_jitter', 'rv2_gamma', 'rv2_jitter', 'lc1_off', 'lc1_A5', 'lc1_B5', 'lc1_A6', 'lc2_off', 'rv1_A0', 'rv1_B0', 'rv1_A3', 'rv1_A4', 'rv2_A5', 'rv2_B5', 'GPlc2_Amp0_col0', 'GPlc2_len0_col0'] \n", + "\n", + "use `plot_chains()`, `plot_burnin_chains()`, `plot_corner()` or `plot_posterior()` methods on selected parameters to visualize results." + ] + }, + "execution_count": 71, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result =CONAN3.load_result(folder=\"result_wasp127_lcrv_fit_dyn\")\n", + "result" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "id": "0facca2b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "chains are not available for dynesty sampler\n" + ] + } + ], + "source": [ + "result.plot_chains(pars = ['T_0', 'RpRs', 'Impact_para', 'K'], figsize=(7,4));" + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "41941dd9", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig = result.plot_corner(pars = ['T_0', 'RpRs', 'Impact_para', 'K']);" + ] + }, + { + "cell_type": "markdown", + "id": "f334ba46", + "metadata": {}, + "source": [ + "## make customised plots from results" + ] + }, + { + "cell_type": "markdown", + "id": "fc6b21d7", + "metadata": {}, + "source": [ + "### LCs" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "id": "f00c34cc", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/plain": [ + "['lc6bjd.dat', 'WASP-127_S9.dat']" + ] + }, + "execution_count": 74, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result.lc.names" + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "72552313", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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timefluxerrorfull_modbasetransitdet_fluxspl_fitphase
08209.5555981.0072640.0009951.0069651.0069651.01.0002971.0-0.033804
18209.5562631.0067670.0009951.0066611.0066611.01.0001051.0-0.033644
28209.5569311.0071280.0009951.0070101.0070101.01.0001171.0-0.033485
38209.5576021.0077280.0009951.0067881.0067881.01.0009341.0-0.033324
48209.5582771.0056160.0009901.0065071.0065071.00.9991151.0-0.033162
\n", + "
" + ], + "text/plain": [ + " time flux error full_mod base transit det_flux \\\n", + "0 8209.555598 1.007264 0.000995 1.006965 1.006965 1.0 1.000297 \n", + "1 8209.556263 1.006767 0.000995 1.006661 1.006661 1.0 1.000105 \n", + "2 8209.556931 1.007128 0.000995 1.007010 1.007010 1.0 1.000117 \n", + "3 8209.557602 1.007728 0.000995 1.006788 1.006788 1.0 1.000934 \n", + "4 8209.558277 1.005616 0.000990 1.006507 1.006507 1.0 0.999115 \n", + "\n", + " spl_fit phase \n", + "0 1.0 -0.033804 \n", + "1 1.0 -0.033644 \n", + "2 1.0 -0.033485 \n", + "3 1.0 -0.033324 \n", + "4 1.0 -0.033162 " + ] + }, + "execution_count": 76, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#load output data files for the rv fits\n", + "lc1data = result.lc.outdata['lc6bjd.dat']\n", + "lc2data = result.lc.outdata['WASP-127_S9.dat']\n", + "\n", + "lc1data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 79, + "id": "b601fa81", + "metadata": {}, + "outputs": [], + "source": [ + "#evaluate LC model on a smoother time array\n", + "t_sm = np.linspace(lc1data[\"time\"].min(), lc1data[\"time\"].max(), 1000)\n", + "lcmod = result.lc.evaluate(file=\"lc6bjd.dat\",time=t_sm,return_std = True)\n", + "\n", + "phases = phase_fold(t=t_sm, per=result.params.P, t0=result.params.T0, phase0=-0.5)\n", + "\n", + "#sort\n", + "srt = np.argsort(phases)" + ] + }, + { + "cell_type": "code", + "execution_count": 80, + "id": "1d413ccf", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 80, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.errorbar(lc1data[\"phase\"],lc1data[\"det_flux\"],lc1data[\"error\"],\n", + " fmt=\"o\",ms=3,ecolor=\"gray\",alpha=0.3,capsize=2,label=\"lc6\")\n", + "\n", + "plt.plot(phases[srt], lcmod.planet_model[srt],\"r\",zorder=4)\n", + "plt.fill_between(phases[srt],lcmod.sigma_low[srt], lcmod.sigma_high[srt], color=\"cyan\",zorder=3)\n", + "\n", + "plt.legend()" + ] + }, + { + "cell_type": "code", + "execution_count": 82, + "id": "abbd0ca1", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "#evaluate LC model on a smoother time array\n", + "t_sm = np.linspace(lc2data[\"time\"].min(), lc2data[\"time\"].max(), 1000)\n", + "lc2mod = result.lc.evaluate(file='WASP-127_S9.dat',time=t_sm,return_std=True)\n", + "\n", + "phases = phase_fold(t=t_sm, per=result.params.P, t0=result.params.T0, phase0=-0.5)\n", + "#sort\n", + "srt = np.argsort(phases)" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "id": "927beaa5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 87, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.errorbar(lc2data[\"phase\"],lc2data[\"det_flux\"],lc2data[\"error\"],\n", + " fmt=\"o\",ms=3,ecolor=\"gray\",alpha=0.3,capsize=2,label=\"TESS\")\n", + "\n", + "plt.plot(phases[srt], lc2mod.planet_model[srt],zorder=4)\n", + "plt.fill_between(phases[srt],lc2mod.sigma_low[srt], lc2mod.sigma_high[srt], color=\"cyan\",zorder=3)\n", + "\n", + "plt.xlim([-0.1,0.1])\n", + "\n", + "plt.legend()" + ] + }, + { + "cell_type": "markdown", + "id": "b838071f", + "metadata": {}, + "source": [ + "### RVs" + ] + }, + { + "cell_type": "code", + "execution_count": 88, + "id": "373c6872", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "['rv1.dat', 'rv2.dat']" + ] + }, + "execution_count": 88, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "result.rv.names" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "id": "29adca57", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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timeRVerrorfull_modbaseRvmodeldet_RVspl_fitphase
06445.543512-9.1979290.013557-9.204674-9.2266260.0219520.0286970.0-0.242012
16468.462797-9.2244950.012827-9.252088-9.230126-0.0219620.0056310.00.243613
26637.825616-9.2182480.012563-9.209674-9.2312690.0215950.0130210.0-0.220172
36685.729323-9.2492650.012274-9.254706-9.232736-0.021970-0.0165290.00.245361
46687.689793-9.1997220.012517-9.209656-9.2310940.0214380.0313720.0-0.285410
\n", + "
" + ], + "text/plain": [ + " time RV error full_mod base Rvmodel det_RV \\\n", + "0 6445.543512 -9.197929 0.013557 -9.204674 -9.226626 0.021952 0.028697 \n", + "1 6468.462797 -9.224495 0.012827 -9.252088 -9.230126 -0.021962 0.005631 \n", + "2 6637.825616 -9.218248 0.012563 -9.209674 -9.231269 0.021595 0.013021 \n", + "3 6685.729323 -9.249265 0.012274 -9.254706 -9.232736 -0.021970 -0.016529 \n", + "4 6687.689793 -9.199722 0.012517 -9.209656 -9.231094 0.021438 0.031372 \n", + "\n", + " spl_fit phase \n", + "0 0.0 -0.242012 \n", + "1 0.0 0.243613 \n", + "2 0.0 -0.220172 \n", + "3 0.0 0.245361 \n", + "4 0.0 -0.285410 " + ] + }, + "execution_count": 90, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#load output data files for the rv fits\n", + "rv1data = result.rv.outdata['rv1.dat']\n", + "rv2data = result.rv.outdata['rv2.dat']\n", + "\n", + "rv1data.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 92, + "id": "c25bdb37", + "metadata": {}, + "outputs": [], + "source": [ + "#evaluate RV model on a smoother time array\n", + "t_sm = np.linspace(rv1data[\"time\"].min(), rv1data[\"time\"].max(), 1000)\n", + "rvmod = result.rv.evaluate(file=\"rv1.dat\",time=t_sm, return_std=True)\n", + "\n", + "phases = phase_fold(t=t_sm, per=result.params.P, t0=result.params.T0, phase0=-0.5)\n", + "#sort\n", + "srt = np.argsort(phases)" + ] + }, + { + "cell_type": "code", + "execution_count": 95, + "id": "978d6dcd", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 95, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.errorbar(rv1data[\"phase\"],rv1data[\"det_RV\"],rv1data[\"error\"],fmt=\"o\",capsize=2,label=\"RV1\")\n", + "plt.errorbar(rv2data[\"phase\"],rv2data[\"det_RV\"],rv2data[\"error\"],fmt=\"o\",capsize=2,label=\"RV2\")\n", + "\n", + "plt.plot(phases[srt], rvmod.planet_model[srt],\"r\",zorder=5)\n", + "\n", + "plt.fill_between(phases[srt],rvmod.sigma_low[srt], rvmod.sigma_high[srt], color=\"cyan\")\n", + "\n", + "\n", + "plt.legend()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.16" + }, + "toc": { + "base_numbering": 1, + "nav_menu": {}, + "number_sections": true, + "sideBar": true, + "skip_h1_title": false, + "title_cell": "Table of Contents", + "title_sidebar": "Contents", + "toc_cell": false, + "toc_position": { + "height": "calc(100% - 180px)", + "left": "10px", + "top": "150px", + "width": "290.479px" + }, + "toc_section_display": true, + "toc_window_display": true + }, + "varInspector": { + "cols": { + "lenName": 16, + "lenType": 16, + "lenVar": 40 + }, + "kernels_config": { + "python": { + "delete_cmd_postfix": "", + "delete_cmd_prefix": "del ", + "library": "var_list.py", + "varRefreshCmd": "print(var_dic_list())" + }, + "r": { + "delete_cmd_postfix": ") ", + "delete_cmd_prefix": "rm(", + "library": "var_list.r", + "varRefreshCmd": "cat(var_dic_list()) " + } + }, + "types_to_exclude": [ + "module", + "function", + "builtin_function_or_method", + "instance", + "_Feature" + ], + "window_display": false + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Notebooks/WASP-127/WASP127_LC_RV/WASP-127b_sysparams.pkl b/Notebooks/WASP-127/WASP127_LC_RV/WASP-127b_sysparams.pkl new file mode 100644 index 0000000..467cb32 Binary files /dev/null and b/Notebooks/WASP-127/WASP127_LC_RV/WASP-127b_sysparams.pkl differ diff --git a/Notebooks/WASP-127/WASP127_LC_RV/wasp127_lcrv_config.dat b/Notebooks/WASP-127/WASP127_LC_RV/wasp127_lcrv_config.dat new file mode 100644 index 0000000..40b99dd --- /dev/null +++ b/Notebooks/WASP-127/WASP127_LC_RV/wasp127_lcrv_config.dat @@ -0,0 +1,90 @@ +# ========================================== CONAN configuration file ============================================= +# *********** KEYS ***************************************************************************************** +# PRIORS: *Fixed - F(val), *Normal - N(mu,std), *Uniform - U(min,start,max), *LogUniform - LU(min,start,max) +# s_samp: supersampling - x{exp_time(mins)} +# clip: clip outliers - W{window_width}C{clip_sigma} +# scl_col: scale data columns – ['med_sub','rs0to1','rs-1to1','None'] +# spline_config: spline - c{column_no}:d{degree}K{knot_spacing} +# *********************************************************************************************************** +# ----------------------------------------------------------------------------------------------------------------------- + LC_filepath: ../data/ + RV_filepath: ../data/ + n_planet: 1 +# ----------------------------------------------------------------------------------------------------------------------- + LC_auto_decorr: False # automatically determine baseline function for the LCs + exclude_cols: [] # list of column numbers (e.g. [3,4]) to exclude from decorrelation. + enforce_pars: [] # list of decorr params (e.g. [B3, A5]) to enforce in decorrelation +# ============ Input lightcurves, filters baseline function ======================================================= + name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config + lc6bjd.dat R 0.6 |None W11C5 med_sub | 0 0 0 2 1 0| 0 1 n None + WASP-127_S9.dat T 0.8 |x30.0 W5C4 None | 0 0 0 0 0 0| 0 2 ce None +# ==================== Photometry GP properties ================================================================== + name par1 kern1 Amplitude1_ppm length_scale |op| par2 kern2 Amplitude2_ppm length_scale2 + WASP-127_S9.dat col0 mat32 LU(20,400,4000) LU(0.007,0.4,5) |--| None None None None +# ----------------------------------------------------------------------------------------------------------------------- + RV_auto_decorr: False # automatically determine baseline function for the RVs + exclude_cols: [] # list of column numbers (e.g. [3,4]) to exclude from decorrelation. + enforce_pars: [] # list of decorr params (e.g. [B3, A5]) to enforce in decorrelation +# ============ Input RV curves, baseline function, GP, spline, gamma ============================================ + name scl_col |col0 col3 col4 col5| sin GP spline_config | gamma_km/s + rv1.dat med_sub | 2 1 1 0| 0 n None | N(-9.227573653855618,0.1) + rv2.dat med_sub | 0 0 0 2| 0 n None | N(-9.208661745409303,0.1) +# ==================== RV GP properties ========================================================================== + name par1 kern1 Amplitude1 length_scale |op| par2 kern2 Amplitude2 length_scale2 +# ----------------------------------------------------------------------------------------------------------------------- +# ============ Planet parameters (Transit and RV) setup ========================================================== + name fit prior + rho_star y N(0.565,0.035) + ------------ + RpRs y U(0.05,0.108,0.17) + Impact_para y U(0,0.29,1) + T_0 y N(6776.621239999775,0.001) + Period n F(4.17806203) + Eccentricity n F(0) + omega n F(90) + K y U(0,0.01,0.05) +# ============ Limb darkening setup ============================================================================= + filters fit q_1 q_2 + R y N(0.4223,0.0213) N(0.3962,0.014) + T y N(0.298,0.0136) N(0.3784,0.0121) +# ============ ddF setup ======================================================================================== + Fit_ddFs dRpRs div_white + n U(-0.5,0,0.5) n +# ============ Phase curve setup ================================================================================ + filt param fit prior + R D_occ n F(0) + T D_occ n F(0) + ------- + R A_pc n F(0) + T A_pc n F(0) + ------- + R ph_off n F(0) + T ph_off n F(0) +# ----------------------------------------------------------------------------------------------------------------------- +# ============ contamination setup (give contamination as flux ratio) ======================================== + filters contam_factor + R F(0) + T F(0) +# ============ Stellar input properties ====================================================================== + # parameter value + Radius_[Rsun] N(1.330,0.030) + Mass_[Msun] N(0.950,0.020) + Input_method:[R+rho(Rrho), M+rho(Mrho)]: Rrho +# ----------------------------------------------------------------------------------------------------------------------- +# ============ FIT setup ===================================================================================== + Number_steps 2000 + Number_chains 64 + Number_of_processes 10 + Burnin_length 500 + n_live 300 + force_nlive False + d_logz 0.1 + Sampler[emcee/dynesty] dynesty + emcee_move[stretch/demc/snooker] stretch + leastsq_for_basepar n + apply_LCjitter y + apply_RVjitter y + LCjitter_loglims [-15, -4] + RVjitter_lims [0, 5] + LCbasecoeff_lims [-1, 1] + RVbasecoeff_lims [-2, 2] diff --git a/Notebooks/WASP-127/data/WASP-127_S35.dat b/Notebooks/WASP-127/data/WASP-127_S35.dat new file mode 100644 index 0000000..44707f0 --- /dev/null +++ b/Notebooks/WASP-127/data/WASP-127_S35.dat @@ -0,0 +1,2028 @@ +9256.32836338 1.00047183 0.00050254 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 +9256.33530809 1.00060606 0.00050254 1.00000000 1.00000000 1.00000000 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1.00000000 1.00000000 1.00000000 1.00000000 +8568.34952535 0.99862486 0.00022004 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 +8568.37035784 0.99823511 0.00022015 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 +8568.39119033 0.99820983 0.00022006 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 +8568.41202282 0.99839771 0.00022008 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 +8568.43285531 0.99820024 0.00022007 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 +8568.45368779 0.99746639 0.00022004 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 1.00000000 diff --git a/example/auto_get_decorr/data/lc1bjd.dat b/Notebooks/WASP-127/data/lc1bjd.dat similarity index 100% rename from example/auto_get_decorr/data/lc1bjd.dat rename to Notebooks/WASP-127/data/lc1bjd.dat diff --git a/example/auto_get_decorr/data/lc2bjd.dat b/Notebooks/WASP-127/data/lc2bjd.dat similarity index 100% rename from example/auto_get_decorr/data/lc2bjd.dat rename to Notebooks/WASP-127/data/lc2bjd.dat diff --git a/example/auto_get_decorr/data/lc3bjd.dat b/Notebooks/WASP-127/data/lc3bjd.dat similarity index 100% rename from example/auto_get_decorr/data/lc3bjd.dat rename to Notebooks/WASP-127/data/lc3bjd.dat diff --git a/example/auto_get_decorr/data/lc4bjd.dat b/Notebooks/WASP-127/data/lc4bjd.dat similarity index 100% rename from example/auto_get_decorr/data/lc4bjd.dat rename to Notebooks/WASP-127/data/lc4bjd.dat diff --git a/example/auto_get_decorr/data/lc5bjd.dat b/Notebooks/WASP-127/data/lc5bjd.dat similarity index 100% rename from example/auto_get_decorr/data/lc5bjd.dat rename to Notebooks/WASP-127/data/lc5bjd.dat diff --git a/example/auto_get_decorr/data/lc6bjd.dat b/Notebooks/WASP-127/data/lc6bjd.dat similarity index 100% rename from example/auto_get_decorr/data/lc6bjd.dat rename to Notebooks/WASP-127/data/lc6bjd.dat diff --git a/example/auto_get_decorr/data/lc7bjd.dat b/Notebooks/WASP-127/data/lc7bjd.dat similarity index 100% rename from example/auto_get_decorr/data/lc7bjd.dat rename to Notebooks/WASP-127/data/lc7bjd.dat diff --git a/example/auto_get_decorr/data/lc8det.dat b/Notebooks/WASP-127/data/lc8det.dat similarity index 100% rename from example/auto_get_decorr/data/lc8det.dat rename to Notebooks/WASP-127/data/lc8det.dat diff --git a/example/auto_get_decorr/data/rv1.dat b/Notebooks/WASP-127/data/rv1.dat similarity index 100% rename from example/auto_get_decorr/data/rv1.dat rename to Notebooks/WASP-127/data/rv1.dat diff --git a/example/auto_get_decorr/data/rv2.dat b/Notebooks/WASP-127/data/rv2.dat similarity index 100% rename from example/auto_get_decorr/data/rv2.dat rename to Notebooks/WASP-127/data/rv2.dat diff --git a/Notebooks/WASP-127/data/sys_params_WASP-127b.npy b/Notebooks/WASP-127/data/sys_params_WASP-127b.npy new file mode 100644 index 0000000..8e3b9e6 Binary files /dev/null and b/Notebooks/WASP-127/data/sys_params_WASP-127b.npy differ diff --git a/README.md b/README.md old mode 100644 new mode 100755 index c2bb1ac..72996d8 --- a/README.md +++ b/README.md @@ -2,24 +2,38 @@ COde for exoplaNet ANalysis ### Installation -Python package requirements: -numpy, scipy, matplotlib, mc3, batman - -Fortran packages: -Routines from Mandel & Agol 2002, compiled with f2py: +To avoid requirement conflicts with other packages, it is better to create a new environment to install CONAN ```bash -git clone https://github.com/mlendl42/CONAN3.git -cd CONAN3 +conda create -n conan_env numpy python=3.10 + +conda activate conan_env +``` + +CONAN can be installed by: -pip install -r requirements.txt +- downloading the source files from github: -f2py -m occultquad -c occultquad.f -f2py -m occultnl -c occultnl.f +``` +git clone https://github.com/mlendl42/CONAN3.git +cd CONAN3 python setup.py develop ``` +- or directly using pip to install from github +``` +pip install -e git+https://github.com/mlendl42/CONAN3.git#egg=CONAN3 +``` + See recent changes in change_log.rst + +### Quick fit +To launch fit directly from config file, you can simply run: + +``` +from CONAN3 import fit_configfile +result = fit_configfile("input_config.dat", out_folder="output") +``` diff --git a/change_log.rst b/change_log.rst old mode 100644 new mode 100755 index 11cf56c..c50e9a7 --- a/change_log.rst +++ b/change_log.rst @@ -1,3 +1,42 @@ +2-Feb-2024: version 3.1.0 +~~~~~~~~~~~~ +* added function get_decorr() now available for lc and rv objects +* get_decorr() can now use spline. useful when analysing CHEOPS data or to remove other long-term trend in the data +* added function clip_outliers() and rescale_column_data() to lc object +* download data directly from TESS archive using function get_tess_data() +* changed transit_rv_pars() function of the lc object to planet_parameters() +* get system parameters from NASA exoplanet archive +* limb darkening model now uses kipping parameterization. +* get LD priors from phoenix +* automatically fit .FITS and .dat files from EULER pipeline +* supersampling of long cadence data +* improved results object that allows to re-evaluate the model at user-defined times and make plots +* phase curve fitting +* sampling also with dynesty, now the default sampler +* reimplementation of GP, for lc and rv, including more kernels and combinations of kernels +* support for multiplanet system in lc and rv. no defined limit on the number of planets +* see example implementations in the Notebooks folder + +20-11-2023: version 3.0.5(dev) +~~~~~~~~~~~~ +* added functions clip_outliers() and split_transits to the lc object. +* get_decorr() now uses same planet parameter names ["Period", "Duration","Impact_para","RpRs",...] +* get_decorr() also allows to exclude some columns from the decorrelation analysis while enforcing others +* load_chain() has been renamed as load_result() which returns an object that contains all the results from the MCMC run. +* improved results object allows to reevaluate the bestfit model at user-given times +* use can now specify output directory for the results using the "out_folder" argument of CONAN.fit_data(). +* columns of the input data are now described by col0, col3, col4, etc. instead of the legacy xshift, yshift which dont necessarily describe the input columns +* added shoTerm gp for celerite +* added function get_decorr() to the rv object to find best baseline model for each rv data. +* added 2D spline fit for decorrelation of lc and rv data +* support for multiplanet system in lc and rv + +28-12-2022: version 3.0.5 +~~~~~~~~~~~~ +* fixed bug in fit_data.py when dt is set for RV +* from Andreas: removed function call to grweights in fit_data.py, caused errors for TDVs +* from Andreas: added some attributes (TO,P,dur) to the result object + 25-07-2022: version 3.0.4 ~~~~~~~~~~~~ * added phases to the output files @@ -11,7 +50,7 @@ 22-07-2022: version 3.0.3 ~~~~~~~~~~~ -* Modified automatic steps assignment in setup_transit_rvs() function +* Modified automatic steps assignment in planet_parameterss() function * allow fitting single LDC while keeping the other fixed * correction in celerite fitting * corrected setup_occultation() which erroneously showed fit="y" when not fitting a lc for occultation diff --git a/docs/Makefile b/docs/Makefile new file mode 100644 index 0000000..d4bb2cb --- /dev/null +++ b/docs/Makefile @@ -0,0 +1,20 @@ +# Minimal makefile for Sphinx documentation +# + +# You can set these variables from the command line, and also +# from the environment for the first two. +SPHINXOPTS ?= +SPHINXBUILD ?= sphinx-build +SOURCEDIR = . +BUILDDIR = _build + +# Put it first so that "make" without argument is like "make help". +help: + @$(SPHINXBUILD) -M help "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O) + +.PHONY: help Makefile + +# Catch-all target: route all unknown targets to Sphinx using the new +# "make mode" option. $(O) is meant as a shortcut for $(SPHINXOPTS). +%: Makefile + @$(SPHINXBUILD) -M $@ "$(SOURCEDIR)" "$(BUILDDIR)" $(SPHINXOPTS) $(O) diff --git a/docs/classes.rst b/docs/classes.rst new file mode 100644 index 0000000..260d740 --- /dev/null +++ b/docs/classes.rst @@ -0,0 +1,28 @@ +.. _api: + +API +=== + +``CONAN3`` has 3 major classes that are used to store information about the input files and also perform computations. +They are the ``load_lightcurves``, ``load_rvs``, and ``fit_setup`` which are described in detail below. + +.. autoclass:: CONAN3._classes.load_lightcurves + :members: + +.. autoclass:: CONAN3._classes.load_rvs + :members: + +.. autoclass:: CONAN3._classes.fit_setup + :members: + + +These classes return objects to be passed into the ``run_fit`` function. + +.. autofunction:: CONAN3.run_fit + +The results of the fit are stored in the ``result`` object. +After a run, the results can be reloaded into memory using the ``load_result`` class. +This class has a number of methods to access the results. + +.. autoclass:: CONAN3._classes.load_result + :members: \ No newline at end of file diff --git a/docs/conf.py b/docs/conf.py new file mode 100644 index 0000000..4bdea78 --- /dev/null +++ b/docs/conf.py @@ -0,0 +1,35 @@ +# Configuration file for the Sphinx documentation builder. +# +# For the full list of built-in configuration values, see the documentation: +# https://www.sphinx-doc.org/en/master/usage/configuration.html + +# -- Project information ----------------------------------------------------- +# https://www.sphinx-doc.org/en/master/usage/configuration.html#project-information + +import os +import sys +sys.path.insert(0, os.path.abspath('../')) + +project = 'CONAN' +copyright = '2023, B. Akinsanmi, M. Lendl' +author = 'B. Akinsanmi, M. Lendl' +root_doc = 'index' + +# -- General configuration --------------------------------------------------- +# https://www.sphinx-doc.org/en/master/usage/configuration.html#general-configuration + +extensions = [ + 'sphinx.ext.autodoc', + 'sphinx.ext.napoleon', +] + +templates_path = ['_templates'] +exclude_patterns = ['_build', 'Thumbs.db', '.DS_Store'] + + + +# -- Options for HTML output ------------------------------------------------- +# https://www.sphinx-doc.org/en/master/usage/configuration.html#options-for-html-output + +html_theme = 'sphinx_rtd_theme' +html_static_path = ['_static'] diff --git a/docs/index.rst b/docs/index.rst new file mode 100644 index 0000000..3f58889 --- /dev/null +++ b/docs/index.rst @@ -0,0 +1,36 @@ +.. CONAN documentation master file, created by + sphinx-quickstart on Mon Dec 4 09:07:35 2023. + You can adapt this file completely to your liking, but it should at least + contain the root `toctree` directive. + +Welcome to CONAN's documentation! +================================= + + +``CONAN`` is a Python package for modeling lightcurve (transit/occultation/phasecurve) and radial velocity data of exoplanetary systems. It is designed to be flexible, easy to use, and fast. It is developed and maintained at the Observatory of Geneva, Switzerland. + +In this documentation, we will show you how to install and use ``CONAN`` to fit different datasets of exoplanetary systems simultaneously. + +.. toctree:: + :maxdepth: 2 + :caption: Usage: + + installation.rst + classes.rst + + +.. toctree:: + :maxdepth: 1 + :caption: Tutorials + + tutorial/CONAN_WASP-127_LC_RV_tutorial/CONAN_WASP-127_LC_RV_tutorial + tutorial/CONAN_WASP127_EULER/CONAN_WASP127_EULER + tutorial/TOI469_multiplanet_LC_RV/TOI469_multiplanet_LC_RV + + +Indices and tables +================== + +* :ref:`genindex` +* :ref:`modindex` +* :ref:`search` diff --git a/docs/installation.rst b/docs/installation.rst new file mode 100644 index 0000000..2c13c32 --- /dev/null +++ b/docs/installation.rst @@ -0,0 +1,34 @@ +.._installation: + +Installation +============ + +Python package requirements: +``numpy``, ``scipy``, ``matplotlib``, ``batman``, ``emcee``, ``corner``, ``pandas`` +Fortran packages: Routines from Mandel & Agol 2002, compiled with f2py: + +To avoid requirement conflicts with other packages, it is better to create a new environment to install ``CONAN`` + +.. code-block:: bash + + conda create -n conan_env numpy python=3.10 + conda activate conan_env + +``CONAN`` can be installed in this new environment by: + +- downloading the source files from github: + +.. code-block:: bash + + git clone https://github.com/mlendl42/CONAN3.git +.. code-block:: bash + + cd CONAN3 + python setup.py develop + +- or directly using pip to install from the github repository: +.. code-block:: bash + + pip install -e git+https://github.com/mlendl42/CONAN3.git#egg=CONAN3 + + diff --git a/docs/make.bat b/docs/make.bat new file mode 100644 index 0000000..32bb245 --- /dev/null +++ b/docs/make.bat @@ -0,0 +1,35 @@ +@ECHO OFF + +pushd %~dp0 + +REM Command file for Sphinx documentation + +if "%SPHINXBUILD%" == "" ( + set SPHINXBUILD=sphinx-build +) +set SOURCEDIR=. +set BUILDDIR=_build + +%SPHINXBUILD% >NUL 2>NUL +if errorlevel 9009 ( + echo. + echo.The 'sphinx-build' command was not found. Make sure you have Sphinx + echo.installed, then set the SPHINXBUILD environment variable to point + echo.to the full path of the 'sphinx-build' executable. Alternatively you + echo.may add the Sphinx directory to PATH. + echo. + echo.If you don't have Sphinx installed, grab it from + echo.https://www.sphinx-doc.org/ + exit /b 1 +) + +if "%1" == "" goto help + +%SPHINXBUILD% -M %1 %SOURCEDIR% %BUILDDIR% %SPHINXOPTS% %O% +goto end + +:help +%SPHINXBUILD% -M help %SOURCEDIR% %BUILDDIR% %SPHINXOPTS% %O% + +:end +popd diff --git a/example/Example_CONAN3_from_configfile.ipynb b/example/Example_CONAN3_from_configfile.ipynb deleted file mode 100644 index 4502b67..0000000 --- a/example/Example_CONAN3_from_configfile.ipynb +++ /dev/null @@ -1,444 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Run CONAN from configfile" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import CONAN3" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "- load configfile to generate the lightcurve, rv and setup objects." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "lc_data, rv_data, mcmc = CONAN3.load_configfile(\"input_config_w127_example.dat\",verbose=False)" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Object containing 1 lightcurves\n", - "Files:['w127_pipe1.txt']\n", - "Filepath: ../w127_lcs/" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "lc_data" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "lc_data.plot()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "CONAN3 launched\n", - "Setting up photometry arrays\n", - "Setting up photometry GPs\n", - "Setting up RV arrays\n", - "Plotting initial guess\n", - "Lightcurve number: 0\n", - "GPuse: [-19.80697511 -17.83289408 7.69621264]\n", - "Running MCMC\n", - "No of dimensions: 11\n", - "No of chains: 64\n", - "['T_0' 'CH_DFocc' 'w127_pipe1.txt_A0' 'w127_pipe1.txt_A1'\n", - " 'w127_pipe1.txt_A2' 'w127_pipe1.txt_C11' 'w127_pipe1.txt_C12'\n", - " 'w127_pipe1.txt_E1' 'GPphotWN_lc1' 'GPphotscale_lc1dim3'\n", - " 'GPphotmetric_lc1dim3']\n", - "\n", - "Running first burn-in...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|███████████████████████████████████████████| 20/20 [00:04<00:00, 4.37it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running second burn-in...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|█████████████████████████████████████████| 100/100 [00:22<00:00, 4.47it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running production...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|█████████████████████████████████████████| 100/100 [00:23<00:00, 4.29it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Mean acceptance fraction: 0.258\n", - "Plotting output figures\n", - "Lightcurve number: 0\n", - "GPuse: [-17.2492985 -17.72569804 7.40472141]\n", - "Lightcurve number: 0\n", - "GPuse: [-17.2212867 -18.04637304 7.35168938]\n", - "[0.92535313] 0.0003673542029068405 0.00032586791767554485 [412.] [0.0002]\n", - "[0.92535313] 0.0003673542029068405 0.00032586791767554485 [412.] [0.0002]\n", - "[0.92535313] 0.0003673542029068405 0.00032586791767554485 [412.] [0.0002]\n", - "[0.92535313] 0.0003673542029068405 0.00032586791767554485 [412.] [0.0002]\n", - "[1.00008208] 0.0003673542029068405 0.00032586791767554485 [412.] [0.00017052]\n", - "[1.00008207] 0.0003673542029068405 0.00032586791767554485 [412.] [0.00017052]\n", - "[1.] 0.0003673542029068405 0.00032586791767554485 [412.] [0.00017055]\n", - "[0.99999999] 0.0003673542029068405 0.00032586791767554485 [412.] [0.00017055]\n", - "[1.] 0.0003673542029068405 0.00032586791767554485 [412.] [0.00017055]\n" - ] - } - ], - "source": [ - "result = CONAN3.fit_data(lc_data,rv_data,mcmc)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "- alternatively the fit can be perfomed directly from the `load_configfile` function by setting `return_fit`= True. This then additional outputs the `result` object\n", - "\n", - "lc_data, rv_data, mcmc, $\\textbf{result}$ = CONAN3.load_configfile( \"input_config_w127_example.dat\", \n", - " $\\textbf{return_fit=True}$, verbose=False)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Object containing chains from mcmc. \n", - "Parameters in chain are:\n", - "\t dict_keys(['T_0', 'CH_DFocc', 'w127_pipe1.txt_A0', 'w127_pipe1.txt_A1', 'w127_pipe1.txt_A2', 'w127_pipe1.txt_C11', 'w127_pipe1.txt_C12', 'w127_pipe1.txt_E1', 'GPphotWN_lc1', 'GPphotscale_lc1dim3', 'GPphotmetric_lc1dim3']) \n", - "\n", - "use `plot_chains`, `plot_corner` or `plot_posterior` methods on selected parameters to visualize results." - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "result" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - 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\n", 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\n", 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"name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.5" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/example/Example_CONAN3_interface-WASP-127.ipynb b/example/Example_CONAN3_interface-WASP-127.ipynb deleted file mode 100644 index 1d34168..0000000 --- a/example/Example_CONAN3_interface-WASP-127.ipynb +++ /dev/null @@ -1,1118 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Fitting occultation of WASP-127b" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "from glob import glob\n", - "from os.path import basename\n", - "\n", - "import numpy as np\n", - "import CONAN3" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "##### ------------------------------------" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The CONAN3 has 3 major classes that are used to store information about the input files and also perform computations.\n", - "\n", - "They are:\n", - "- `load_lightcurves` : ingest lightcurve files and creates an object that is used to configure baseline and model parameters. It contains methods to configure the LCs for fitting such as:\n", - "\n", - " - `lc_baseline`\n", - " - `add_GP`\n", - " - `setup_transit_rv`\n", - " - `transit_depth_variation`\n", - " - `setup_occulation`\n", - " - `limb_darkening`\n", - " - `contamination_factors`\n", - " - `stellar_parameters`\n", - " \n", - " \n", - "- `load_rvs` : same as above but for rvs\n", - "- `mcmc_setup` : object to hol mcmc configuration\n", - "\n", - "These objects are then given as input to the `fit_data` function to perform sampling. " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Example" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### light curve object" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['w127_pipe1.txt']\n" - ] - } - ], - "source": [ - "path = \"../w127_lcs/\"\n", - "lcs = sorted(glob(f\"{path}w127*\"))\n", - "lc_list = [basename(lc) for lc in lcs[:1]]\n", - "\n", - "print(lc_list)" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Filters: ['CH']\n", - "Order of unique filters: ['CH']\n" - ] - }, - { - "data": { - "text/plain": [ - "Object containing 1 lightcurves\n", - "Files:['w127_pipe1.txt']\n", - "Filepath: ../w127_lcs/" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "lc_data = CONAN3.load_lightcurves(lc_list, path, filters = \"CH\", lamdas=6000)\n", - "lc_data" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "- The lc_data object holds information now about the light curves. The light curves can be plotted using the `plot` method of the object." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "lc_data.plot()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "- correlations between the flux and other columns in the lightcurve file can be visualized by specifying the columns to plot. e.g. to plot column5 (roll angle) against column 1 (flux)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "lc_data.plot(plot_cols=(5,1), col_labels=(\"roll angle\",\"flux\"), figsize=(6,3))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "- the baseline model for each lightcurve in the lc_data object can be defined using the `lc_baseline` \n", - "\n", - "the polynomial order for the cotrending vectors (t, x, y, phi, conta, bg/sky...) is specified for each lightcurve (lc) in lc_data. A list of equal to number of lcs is expected. if a single integer is given, the same is used for all lcs. \"y\" or \"n\" can be used to specify if an lc baseline should include a gp.\n", - "\n", - "Error reporting will help catch most mistakes :)\n", - "\n", - "*(t, x, y, phi, conta, bg/sky...) correspond to columns of the input data --> columns 0, 3 4,5,6,7 respectively. Any desired array can be put in these columns to decorrelate against them irrespective of the name here (which would be modified soon)\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#--------------------------------------------- \n", - "# Input lightcurves filters baseline function-------------- \n", - "name \tfil\t lamda\t time\t roll\t x\t y\t conta\t sky\t sin\t group\t id\t GP\n", - "w127_pipe1.txt \tCH \t6000.0\t 2\t 0\t 2\t 0\t 0\t 1\t 0\t 0\t 1\t y \n" - ] - } - ], - "source": [ - "lc_data.lc_baseline(dt = 2, dx=2, dy=0, dsky=1, gp=\"y\")" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "['w127_pipe1.txt']" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "gp_lcs = list(lc_data._gp_lcs)\n", - "gp_lcs" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "- add GPs to specified lcs. only lcs with GP = 'y' above can be included.\n", - "\n", - "the independent variable of the gp can be any of [\"time\", \"xshift\", \"yshift\", \"air\", \"fwhm\", \"sky\"] again corresponding to columns of the input data --> columns 0, 3 4,5,6,7. to be changed soon \n", - "\n", - "the `pars` argument specifies the independent gp variable for each lc by taking a list of strings from the options above. if single string is given, same independent variable is used for all specified lcs. To apply a two dimensional GP on an lc, the file name must be given twice and the corresponding `pars` value will specify the variable of the different dimensions.\n", - "\n", - "similarly `kernels` argument specifies the kernel for each specified lc\n", - "\n", - "The `log_scale` and `log_metric` arguments specify the prior of the variance and lengthscale of the GP kernel applied for each specified lc. It is given as follows:\n", - "* if tuple is of len 2, set normal prior with index[0] as prior mean and index[1] as prior width.\n", - "* if tuple is of len 3, set uniform prior with between index[0] and index[2], index[1] is the initial value.\n", - "\n", - "if a single tuple is given, same prior is used for all specified lcs\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To apply a GP to the first lc:" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "['w127_pipe1.txt']" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "gp_list = gp_lcs#*2\n", - "gp_list" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "# -------- photometry GP input properties: komplex kernel -> several lines -------------- \n", - "name para kernel WN scale s_step s_pri s_pri_wid s_up s_lo metric m_step m_pri m_pri_wid m_up m_lo\n", - "w127_pipe1.txt air mat32 y 1.8e-08 0.1000 0.0 0.00e+00 -10.0 -25.0 2.2e+03 0.0100 0.00 0.00e+00 20.0 0.0\n" - ] - } - ], - "source": [ - "lc_data.add_GP(lc_list = gp_list,\n", - " pars = [\"air\"],\n", - " kernels = [\"mat32\"],\n", - " log_scale = (-25,-17.83,-10),\n", - " log_metric = [(0,7.7,20)],\n", - " m_step=0.01,\n", - " verbose = True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Transit parameters" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The model paramters are: ['RpRs', 'Impact_para', 'Duration', 'T_0', 'Period', 'Eccentricity', 'Omega', 'K']\n", - "\n", - "The parameters can be defined in following ways:\n", - "\n", - "* fixed value as float or int, e.g Period = 3.4\n", - "* free parameter with gaussian prior given as tuple of len 2, e.g. T_0 = (5678, 0.1)\n", - "* free parameters with uniform prior interval and initial value given as tuple of length 3, e.g. RpRs = (0,0.1,0.2) with 0.1 being the initial value." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== jump parameters (Jump0value step lower_limit upper_limit priors) ====================== \n", - "name \tfit\tstart_val\tstepsize\tlow_lim\tup_lim\tprior\tvalue\tsig_lo\tsig_hi\n", - "RpRs \tn \t 0.10104\t0.0000000\t0.00\t1.00\tn\t0.10104\t0.0e+00\t0.0e+00 \n", - "Impact_para \tn \t 0.29000\t0.0000000\t0.00\t1.00\tn\t0.29000\t0.0e+00\t0.0e+00 \n", - "Duration \tn \t 0.18137\t0.0000000\t0.00\t1.00\tn\t0.18137\t0.0e+00\t0.0e+00 \n", - "T_0 \ty \t808.60255\t0.0000031\t0.00\t10000.00\tp\t808.60255\t3.1e-04\t3.1e-04 \n", - "Period \tn \t 4.17806\t0.0000000\t0.00\t10000.00\tn\t4.17806\t0.0e+00\t0.0e+00 \n", - "Eccentricity\tn \t 0.00000\t0.0000000\t0.00\t1.00\tn\t0.00000\t0.0e+00\t0.0e+00 \n", - "omega \tn \t90.00000\t0.0000000\t0.00\t360.00\tn\t90.00000\t0.0e+00\t0.0e+00 \n", - "K \tn \t 0.00000\t0.0000000\t0.00\t10000.00\tn\t0.00000\t0.0e+00\t0.0e+00 \n" - ] - } - ], - "source": [ - "lc_data.setup_transit_rv(RpRs = 0.10104, Period=4.17806203,\n", - " Impact_para = 0.29, Duration=0.18137,\n", - " T_0 = (808.60255046,0.00031))" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "#time, flux, err, xshift, yshift, roll, thermfront2, bg, exp" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### optional configurations" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "These functions are already loaded empty by default, so they only need to called unless one needs to define different inputs for them" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== ddF setup ============================================================================== \n", - "Fit_ddFs step\t low_lim up_lim prior sig_lo sig_hi div_white\n", - "n 0.001\t -1.0000 1.0000 n 0.00000 0.00000 n \n", - "group_ID RpRs_0 err\t\tdwfile\n", - " 1\t 0.1010 0.00e+00 dw_001.dat\n" - ] - } - ], - "source": [ - "lc_data.transit_depth_variation((0.10104,0))" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "fitting occultation depth for filters: ['CH']\n", - "\n", - "#=========== occultation setup ============================================================================= \n", - "filters\tfit start_val\tstepsize low_lim up_lim prior value sig_lo \tsig_hi \n", - "CH \ty 0.000e+00\t1.00e-05 0.00e+00 5.00e-04 n 0.00e+00 0.00e+00\t0.00e+00 \n" - ] - } - ], - "source": [ - "lc_data.setup_occultation(\"all\", start_depth=(0,0.000,500e-6))" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== Limb darkending setup ===================================================================\n", - "filters priors\tc_1 step1 low_lim1 up_lim1\tc_2 step2 low_lim2 up_lim2\n", - "CH n \t0.000 0.000 0.0000 0.0000\t0.000 0.000 0.0000 0.0000\n" - ] - } - ], - "source": [ - "lc_data.limb_darkening()" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== contamination setup === give contamination as flux ratio ================================\n", - "filters\tcontam\terr\n", - "CH \t0.0000\t0.0000\n" - ] - } - ], - "source": [ - "lc_data.contamination_factors()" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== Stellar input properties ================================================================\n", - "# parameter value sig_lo sig_hi \n", - "Radius_[Rsun] 2.360 0.030 0.030 \n", - "Mass_[Msun] 2.030 0.066 0.066\n", - "Stellar_para_input_method:_R+rho_(Rrho),_M+rho_(Mrho),_M+R_(MR): MR\n" - ] - } - ], - "source": [ - "lc_data.stellar_parameters(R_st=(2.36,0.03),\n", - " M_st=(2.03,0.066))" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Object containing 1 lightcurves\n", - "Files:['w127_pipe1.txt']\n", - "Filepath: ../w127_lcs/" - ] - }, - "execution_count": 22, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "lc_data" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "- the full defined options for the light curve can be seen by using the print method on the `lc_data` object" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#--------------------------------------------- \n", - "# Input lightcurves filters baseline function-------------- \n", - "name \tfil\t lamda\t time\t roll\t x\t y\t conta\t sky\t sin\t group\t id\t GP\n", - "w127_pipe1.txt \tCH \t6000.0\t 2\t 0\t 2\t 0\t 0\t 1\t 0\t 0\t 1\t y \n", - "# -------- photometry GP input properties: komplex kernel -> several lines -------------- \n", - "name para kernel WN scale s_step s_pri s_pri_wid s_up s_lo metric m_step m_pri m_pri_wid m_up m_lo\n", - "w127_pipe1.txt air mat32 y 1.8e-08 0.1000 0.0 0.00e+00 -10.0 -25.0 2.2e+03 0.0100 0.00 0.00e+00 20.0 0.0\n", - "#=========== jump parameters (Jump0value step lower_limit upper_limit priors) ====================== \n", - "name \tfit\tstart_val\tstepsize\tlow_lim\tup_lim\tprior\tvalue\tsig_lo\tsig_hi\n", - "RpRs \tn \t 0.10104\t0.0000000\t0.00\t1.00\tn\t0.10104\t0.0e+00\t0.0e+00 \n", - "Impact_para \tn \t 0.29000\t0.0000000\t0.00\t1.00\tn\t0.29000\t0.0e+00\t0.0e+00 \n", - "Duration \tn \t 0.18137\t0.0000000\t0.00\t1.00\tn\t0.18137\t0.0e+00\t0.0e+00 \n", - "T_0 \ty \t808.60255\t0.0000031\t0.00\t10000.00\tp\t808.60255\t3.1e-04\t3.1e-04 \n", - "Period \tn \t 4.17806\t0.0000000\t0.00\t10000.00\tn\t4.17806\t0.0e+00\t0.0e+00 \n", - "Eccentricity\tn \t 0.00000\t0.0000000\t0.00\t1.00\tn\t0.00000\t0.0e+00\t0.0e+00 \n", - "omega \tn \t90.00000\t0.0000000\t0.00\t360.00\tn\t90.00000\t0.0e+00\t0.0e+00 \n", - "K \tn \t 0.00000\t0.0000000\t0.00\t10000.00\tn\t0.00000\t0.0e+00\t0.0e+00 \n", - "#=========== ddF setup ============================================================================== \n", - "Fit_ddFs step\t low_lim up_lim prior sig_lo sig_hi div_white\n", - "n 0.001\t -1.0000 1.0000 n 0.00000 0.00000 n \n", - "group_ID RpRs_0 err\t\tdwfile\n", - " 1\t 0.1010 0.00e+00 dw_001.dat\n", - "#=========== occultation setup ============================================================================= \n", - "filters\tfit start_val\tstepsize low_lim up_lim prior value sig_lo \tsig_hi \n", - "CH \ty 0.000e+00\t1.00e-05 0.00e+00 5.00e-04 n 0.00e+00 0.00e+00\t0.00e+00 \n", - "#=========== Limb darkending setup ===================================================================\n", - "filters priors\tc_1 step1 low_lim1 up_lim1\tc_2 step2 low_lim2 up_lim2\n", - "CH n \t0.000 0.000 0.0000 0.0000\t0.000 0.000 0.0000 0.0000\n", - "#=========== contamination setup === give contamination as flux ratio ================================\n", - "filters\tcontam\terr\n", - "CH \t0.0000\t0.0000\n", - "#=========== Stellar input properties ================================================================\n", - "# parameter value sig_lo sig_hi \n", - "Radius_[Rsun] 2.360 0.030 0.030 \n", - "Mass_[Msun] 2.030 0.066 0.066\n", - "Stellar_para_input_method:_R+rho_(Rrho),_M+rho_(Mrho),_M+R_(MR): MR\n" - ] - } - ], - "source": [ - "lc_data.print()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### RV data if available" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Here we assume no rv data" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Object containing 0 rvs\n", - "Files:[]\n", - "Filepath: /Users/tunde/OneDrive - unige.ch/mygit/CONAN3/example" - ] - }, - "execution_count": 25, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "rv_data= CONAN3.load_rvs()\n", - "rv_data" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "No data to plot\n" - ] - } - ], - "source": [ - "rv_data.plot()" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "# ------------------------------------------------------------\n", - "# Input RV curves, baseline function, gamma \n", - "name time bis fwhm contrast gamma_kms stepsize prior value sig_lo sig_hi\n" - ] - } - ], - "source": [ - "rv_data.rv_baseline()" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "# ------------------------------------------------------------\n", - "# Input RV curves, baseline function, gamma \n", - "name time bis fwhm contrast gamma_kms stepsize prior value sig_lo sig_hi\n" - ] - } - ], - "source": [ - "rv_data.print()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### setup mcmc object" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== MCMC setup ==============================================================================\n", - "Total_no_steps 64000 \n", - "Number_chains 64 \n", - "Number_of_processes 2 \n", - "Burnin_length 2000 \n", - "Walk_(snooker/demc/mrw) demc \n", - "GR_test_(y/n) y \n", - "Make_plots_(y/n) n \n", - "leastsq_(y/n) y \n", - "Savefile output_ex1.npy \n", - "Savemodel n \n", - "Adapt_base_stepsize y \n", - "Remove_param_for_CNM n \n", - "leastsq_for_basepar n \n", - "lssq_use_Lev-Marq n \n", - "apply_CFs y \n", - "apply_jitter y\n" - ] - } - ], - "source": [ - "mcmc = CONAN3.mcmc_setup(n_steps=1000, n_burn=2000, sampler=\"demc\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### create a config file from defined parameters" - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "metadata": {}, - "outputs": [], - "source": [ - "CONAN3.create_configfile(lc_data, rv_data, mcmc,\n", - " filename='input_config_w127_example.dat')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### finally fit using the 3 objects" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "finally perform the fitting which is saved to a `results` object that holds the chains of the mcmc and allows subsequent plotting" - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "CONAN3 launched\n", - "Setting up photometry arrays\n", - "Setting up photometry GPs\n", - "Setting up RV arrays\n", - "Plotting initial guess\n", - "Lightcurve number: 0\n", - "GPuse: [-19.80697511 -17.83 7.7 ]\n", - "Running MCMC\n", - "No of dimensions: 11\n", - "No of chains: 64\n", - "['T_0' 'CH_DFocc' 'w127_pipe1.txt_A0' 'w127_pipe1.txt_A1'\n", - " 'w127_pipe1.txt_A2' 'w127_pipe1.txt_C11' 'w127_pipe1.txt_C12'\n", - " 'w127_pipe1.txt_E1' 'GPphotWN_lc1' 'GPphotscale_lc1dim3'\n", - " 'GPphotmetric_lc1dim3']\n", - "\n", - "Running first burn-in...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|███████████████████████████████████████████| 20/20 [00:04<00:00, 4.13it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running second burn-in...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|███████████████████████████████████████| 2000/2000 [07:47<00:00, 4.28it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running production...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|███████████████████████████████████████| 1000/1000 [03:51<00:00, 4.32it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Mean acceptance fraction: 0.181\n", - "Plotting output figures\n", - "Lightcurve number: 0\n", - "GPuse: [-17.19123286 -16.8543378 8.53689415]\n", - "Lightcurve number: 0\n", - "GPuse: [-17.11112753 -17.71771086 7.84755873]\n", - "[0.9326408] 0.0003687971237282224 0.00032586791767554485 [412.] [0.0002]\n", - "[0.9326408] 0.0003687971237282224 0.00032586791767554485 [412.] [0.0002]\n", - "[0.9326408] 0.0003687971237282224 0.00032586791767554485 [412.] [0.0002]\n", - "[0.9326408] 0.0003687971237282224 0.00032586791767554485 [412.] [0.0002]\n", - "[1.00010607] 0.0003687971237282224 0.00032586791767554485 [412.] [0.0001736]\n", - "[1.00010606] 0.0003687971237282224 0.00032586791767554485 [412.] [0.0001736]\n", - "[1.] 0.0003687971237282224 0.00032586791767554485 [412.] [0.00017365]\n", - "[0.99999999] 0.0003687971237282224 0.00032586791767554485 [412.] [0.00017365]\n", - "[1.] 0.0003687971237282224 0.00032586791767554485 [412.] [0.00017365]\n" - ] - } - ], - "source": [ - "result = CONAN3.fit_data(lc_data, rv_data, mcmc)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### results" - ] - }, - { - "cell_type": "code", - "execution_count": 36, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Object containing chains from mcmc. \n", - "Parameters in chain are:\n", - "\t dict_keys(['T_0', 'CH_DFocc', 'w127_pipe1.txt_A0', 'w127_pipe1.txt_A1', 'w127_pipe1.txt_A2', 'w127_pipe1.txt_C11', 'w127_pipe1.txt_C12', 'w127_pipe1.txt_E1', 'GPphotWN_lc1', 'GPphotscale_lc1dim3', 'GPphotmetric_lc1dim3']) \n", - "\n", - "use `plot_chains`, `plot_corner` or `plot_posterior` methods on selected parameters to visualize results." - ] - }, - "execution_count": 36, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "result" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The parameters in the results object can be obtained using" - ] - }, - { - "cell_type": "code", - "execution_count": 38, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "dict_keys(['T_0', 'CH_DFocc', 'w127_pipe1.txt_A0', 'w127_pipe1.txt_A1', 'w127_pipe1.txt_A2', 'w127_pipe1.txt_C11', 'w127_pipe1.txt_C12', 'w127_pipe1.txt_E1', 'GPphotWN_lc1', 'GPphotscale_lc1dim3', 'GPphotmetric_lc1dim3'])" - ] - }, - "execution_count": 38, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "result._par_names" - ] - }, - { - "cell_type": "code", - "execution_count": 39, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "fig = result.plot_chains(pars=\"all\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "if there are too many parameters (>20) in fit, a subset of this can be used to make the plots e.g by setting \n", - "\n", - "pars = ['T_0', 'CH_DFocc', 'GPphotWN_lc1', 'GPphotscale_lc1dim3', 'GPphotmetric_lc1dim3']" - ] - }, - { - "cell_type": "code", - "execution_count": 40, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "result.plot_corner(pars = ['T_0', 'CH_DFocc','GPphotWN_lc1', 'GPphotscale_lc1dim3', 'GPphotmetric_lc1dim3']);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "- to show the occultation depth, CH_DFocc, values properly (in ppm) in the corner plot we can set a multiplicative factor for each parameter in the plot" - ] - }, - { - "cell_type": "code", - "execution_count": 41, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "mult = [1,1e6,1,1,1]\n", - "result.plot_corner(pars = ['T_0', 'CH_DFocc','GPphotWN_lc1', 'GPphotscale_lc1dim3', 'GPphotmetric_lc1dim3'],\n", - " multiply_by=mult);" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Load saved results" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The result object is, by default, saved as a pickle file (named \"chains_dict.pkl\" ).\n", - "\n", - "This allows the chains to be loaded into memory to make visualize results " - ] - }, - { - "cell_type": "code", - "execution_count": 42, - "metadata": {}, - "outputs": [], - "source": [ - "import CONAN3\n", - "ch = CONAN3.load_chains() #loads the chains_dict.pkl by default (the file can be renamed and passed as argument)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "we can choose to discard the few points if we see that the first few chains were not \"burned\".\n", - "\n", - "we can also thin if required" - ] - }, - { - "cell_type": "code", - "execution_count": 45, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "fig = ch.plot_corner(force_plot=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "the `force_plot` option enforces a plot even if the parameters are too many to create a reasonanbly visible plot" - ] - }, - { - "cell_type": "code", - "execution_count": 48, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "ch.plot_posterior('CH_DFocc', multiply_by=1e6);" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.5" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/example/auto_get_decorr/CONAN_tutorial_interactive.ipynb b/example/auto_get_decorr/CONAN_tutorial_interactive.ipynb deleted file mode 100644 index e70408f..0000000 --- a/example/auto_get_decorr/CONAN_tutorial_interactive.ipynb +++ /dev/null @@ -1,1334 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "dee9d1ad", - "metadata": {}, - "source": [ - "# CONAN in ~5 minutes" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "9c226ecc", - "metadata": {}, - "outputs": [], - "source": [ - "from glob import glob\n", - "from os.path import basename\n", - "\n", - "import numpy as np\n", - "import CONAN3\n", - "import matplotlib.pyplot as plt\n", - "import pandas as pd\n" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "1e2a93f4", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "'3.0.3'" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "CONAN3.__version__" - ] - }, - { - "cell_type": "markdown", - "id": "11101c0c", - "metadata": {}, - "source": [ - " 2 ways to use CONAN:\n", - " - interactive setup in python environment\n", - " - load setup from config file " - ] - }, - { - "cell_type": "markdown", - "id": "e29db16e", - "metadata": {}, - "source": [ - "# Interactive " - ] - }, - { - "cell_type": "markdown", - "id": "cc993145", - "metadata": {}, - "source": [ - "The CONAN3 has 3 major classes that are used to store information about the input files and also perform computations.\n", - "\n", - "They are:\n", - "- `load_lightcurves` : ingest lightcurve files and creates an object that is used to configure baseline and model parameters. It contains methods to configure the LCs for fitting such as:\n", - "\n", - " - `lc_baseline`\n", - " - `get_decorr`\n", - " - `add_GP`\n", - " - `setup_transit_rv`\n", - " - `transit_depth_variation`\n", - " - `setup_occulation`\n", - " - `limb_darkening`\n", - " - `contamination_factors`\n", - " - `stellar_parameters`\n", - " \n", - " \n", - "- `load_rvs` : same as above but for rvs\n", - "- `mcmc_setup` : object to hold mcmc configuration\n", - "\n", - "These objects are then given as input to the `fit_data` function to perform sampling. " - ] - }, - { - "cell_type": "markdown", - "id": "d1624125", - "metadata": {}, - "source": [ - "## WASP-52 example :\n", - "\n", - " - Transit Photometry: EULER CAM and TESS\n", - " - RV" - ] - }, - { - "cell_type": "markdown", - "id": "c9ee38f4", - "metadata": {}, - "source": [ - "## Setup light curve object" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "3bd7a28b", - "metadata": {}, - "outputs": [], - "source": [ - "path = \"data/\"\n", - "lc_list = [\"lc6bjd.dat\", \"lc8det.dat\"]" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "39c9db0a", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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48209.5582771.0056160.0006971.941.781.1915.98285.2545.0
\n", - "
" - ], - "text/plain": [ - " cols0 cols1 cols2 cols3 cols4 cols5 cols6 cols7 cols8\n", - "0 8209.555598 1.007264 0.000705 2.43 4.48 1.20 15.11 284.40 45.0\n", - "1 8209.556263 1.006767 0.000704 0.52 2.49 1.20 15.71 284.47 45.0\n", - "2 8209.556931 1.007128 0.000704 0.46 2.78 1.20 15.02 284.95 45.0\n", - "3 8209.557602 1.007728 0.000705 1.63 1.94 1.20 15.46 283.68 45.0\n", - "4 8209.558277 1.005616 0.000697 1.94 1.78 1.19 15.98 285.25 45.0" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df = pd.read_fwf(path+lc_list[0], names=[f\"cols{i}\" for i in range(9)])\n", - "df.head(5)" - ] - }, - { - "cell_type": "markdown", - "id": "ef33b7d4", - "metadata": {}, - "source": [ - "### load light curve into CONAN" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "effa1dd3", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Filters: ['R', 'T']\n", - "Order of unique filters: ['R', 'T']\n" - ] - }, - { - "data": { - "text/plain": [ - "Object containing 2 lightcurves\n", - "Files:['lc6bjd.dat', 'lc8det.dat']\n", - "Filepath: data/" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "lc_data = CONAN3.load_lightcurves(file_list = lc_list, \n", - " data_filepath = path, \n", - " filters = [\"R\",\"T\"], \n", - " lamdas = [600, 800])\n", - "lc_data" - ] - }, - { - "cell_type": "markdown", - "id": "e1888753", - "metadata": {}, - "source": [ - "- The lc_data object holds information now about the light curves. The light curves can be plotted using the `plot` method of the object.\n", - "\n", - "By default this plots column 0 (time) against column 1 (flux) with column 3(flux err) as uncertainties. " - ] - }, - { - "cell_type": "markdown", - "id": "c4954832", - "metadata": {}, - "source": [ - "- correlations between the flux and other columns in the lightcurve file can be visualized by specifying the columns to plot. e.g. to plot column5 (roll angle) against column 1 (flux)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "6e1504e5", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "lc_data.plot(plot_cols=(7,1), col_labels=(\"sky\",\"flux\"))" - ] - }, - { - "cell_type": "markdown", - "id": "15632937", - "metadata": {}, - "source": [ - "### baseline and decorrelation parameters" - ] - }, - { - "cell_type": "markdown", - "id": "da5e9046", - "metadata": {}, - "source": [ - "- the baseline model for each lightcurve in the lc_data object can be defined using the `lc_baseline` method\n", - "- However the `get_decorr` method can be used to automatically determine the best decorrelation parameters to use. (Based on least-squares fit to the data and BIC comparison). `delta_BIC` argument can be used to set how much improvement a parameter should provied in order to be used in decorrelation. the default is `delta_BIC = -1` \n" - ] - }, - { - "cell_type": "markdown", - "id": "d2097bcb", - "metadata": {}, - "source": [ - "First, we would like take into account the transit when peforming the least-squares fit. so define the transit parameters to fit alongside" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "b6b6ad02", - "metadata": {}, - "outputs": [], - "source": [ - "tra_occ_pars =dict(T_0 = (6776.624, 0.01), #gausian prior\n", - " P = 4.178062, #fixed\n", - " dur = (0.15, 0.19, 0.22), #uniform between 0.15 and 0.22\n", - " b = (0, 0.35, 0.6), #uniform\n", - " rp = (0.05, 0.108,0.15), \n", - " q1 = (0.35, 0.4, 0.55), \n", - " q2 = (0.20, 0.25, 0.35),\n", - " L = 0 )" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "ee38066c", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1m\n", - "getting decorrelation parameters for lc: lc6bjd.dat (cheops=False)\u001b[0m\n", - "BEST BIC:274.34, pars:['offset', 'A6', 'B7', 'A7']\n", - "\u001b[1m\n", - "getting decorrelation parameters for lc: lc8det.dat (cheops=False)\u001b[0m\n", - "BEST BIC:-535.50, pars:['offset']\n" - ] - }, - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[1mSetting-up baseline model from result\u001b[0m\n", - "#--------------------------------------------- \n", - "# Input lightcurves filters baseline function-------------- \n", - "name \tfil\t lamda\t time\t roll\t x\t y\t conta\t sky\t sin\t group\t id\t GP\n", - "lc6bjd.dat \tR \t600.0\t 0\t 0\t 0\t 0\t 1\t 2\t 0\t 0\t 1\t n \n", - "lc8det.dat \tT \t800.0\t 0\t 0\t 0\t 0\t 0\t 0\t 0\t 0\t 2\t n \n", - "# -------- photometry GP input properties: komplex kernel -> several lines -------------- \n", - "name para kernel WN scale s_step s_pri s_pri_wid s_up s_lo metric m_step m_pri m_pri_wid m_up m_lo\n", - "\u001b[91m\n", - " Note: GP flag for each lc has been set to ['n', 'n']. Use `._useGPphot` method to modify this list with 'y' or 'n' for each loaded lc\n", - "\u001b[0m\n", - "\u001b[1m\n", - "Setting-up transit pars from input values\u001b[0m\n", - "#=========== jump parameters (Jump0value step lower_limit upper_limit priors) ====================== \n", - "name \tfit\tstart_val\tstepsize\tlow_lim\tup_lim\tprior\tvalue\tsig_lo\tsig_hi\n", - "RpRs \ty \t 0.10800\t0.0010000\t0.05\t0.15\tn\t0.10800\t0.0e+00\t0.0e+00 \n", - "Impact_para \ty \t 0.35000\t0.0060000\t0.00\t0.60\tn\t0.35000\t0.0e+00\t0.0e+00 \n", - "Duration \ty \t 0.19000\t0.0007000\t0.15\t0.22\tn\t0.19000\t0.0e+00\t0.0e+00 \n", - "T_0 \ty \t6776.62400\t0.0010000\t0.00\t10000.00\tp\t6776.62400\t1.0e-02\t1.0e-02 \n", - "Period \tn \t 4.17806\t0.0000000\t0.00\t10000.00\tn\t4.17806\t0.0e+00\t0.0e+00 \n", - "Eccentricity\tn \t 0.00000\t0.0000000\t0.00\t1.00\tn\t0.00000\t0.0e+00\t0.0e+00 \n", - "omega \tn \t90.00000\t0.0000000\t0.00\t360.00\tn\t90.00000\t0.0e+00\t0.0e+00 \n", - "K \tn \t 0.00000\t0.0000000\t0.00\t10000.00\tn\t0.00000\t0.0e+00\t0.0e+00 \n" - ] - } - ], - "source": [ - "lc_data.get_decorr( **tra_occ_pars, cheops=False,delta_BIC=-3)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "dc338824", - "metadata": {}, - "outputs": [], - "source": [ - "# lc_data._useGPphot = [\"y\",\"n\"]\n", - "# lc_data._gp_lcs = [\"lc6bjd.dat\"]\n", - "\n", - "# lc_data.print(\"lc_baseline\")" - ] - }, - { - "cell_type": "markdown", - "id": "8048e754", - "metadata": {}, - "source": [ - "- or you can manually define baseline for each lc" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "e18914e7", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#--------------------------------------------- \n", - "# Input lightcurves filters baseline function-------------- \n", - "name \tfil\t lamda\t time\t roll\t x\t y\t conta\t sky\t sin\t group\t id\t GP\n", - "lc6bjd.dat \tR \t600.0\t 0\t 0\t 0\t 0\t 1\t 2\t 0\t 0\t 1\t y \n", - "lc8det.dat \tT \t800.0\t 0\t 0\t 0\t 0\t 0\t 0\t 0\t 0\t 2\t n \n" - ] - } - ], - "source": [ - "lc_data.lc_baseline(dconta = [1,0], \n", - " dsky = [2,0], \n", - " gp = [\"y\",\"n\"])" - ] - }, - { - "cell_type": "markdown", - "id": "0eb49856", - "metadata": {}, - "source": [ - "### add GP" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "2c52eba7", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "# -------- photometry GP input properties: komplex kernel -> several lines -------------- \n", - "name para kernel WN scale s_step s_pri s_pri_wid s_up s_lo metric m_step m_pri m_pri_wid m_up m_lo\n", - "lc6bjd.dat time mat32 y 6.8e-08 0.1000 0.0 0.00e+00 -10.0 -20.0 4.3e-04 0.1000 0.00 0.00e+00 0.0 -12.0\n" - ] - } - ], - "source": [ - "lc_data.add_GP([\"lc6bjd.dat\"], pars = \"time\", \n", - " kernels = \"mat32\", WN = \"y\",\n", - " log_scale = [(-20, -16.5, -10)],\n", - " log_metric = [(-12, -7.76, 0)]\n", - " )" - ] - }, - { - "cell_type": "markdown", - "id": "59ff472a", - "metadata": {}, - "source": [ - "### Transit and RV parameters" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "a4d5200a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== jump parameters (Jump0value step lower_limit upper_limit priors) ====================== \n", - "name \tfit\tstart_val\tstepsize\tlow_lim\tup_lim\tprior\tvalue\tsig_lo\tsig_hi\n", - "RpRs \ty \t 0.10500\t0.0100000\t0.00\t1.00\tn\t0.10500\t0.0e+00\t0.0e+00 \n", - "Impact_para \ty \t 0.40000\t0.0100000\t0.00\t1.00\tp\t0.40000\t1.0e-01\t1.0e-01 \n", - "Duration \ty \t 0.18000\t0.0045000\t0.05\t0.50\tn\t0.18000\t0.0e+00\t0.0e+00 \n", - "T_0 \ty \t6776.62000\t0.0001000\t0.00\t10000.00\tp\t6776.62000\t1.0e-03\t1.0e-03 \n", - "Period \tn \t 4.17806\t0.0000000\t0.00\t10000.00\tn\t4.17806\t0.0e+00\t0.0e+00 \n", - "Eccentricity\tn \t 0.00000\t0.0000000\t0.00\t1.00\tn\t0.00000\t0.0e+00\t0.0e+00 \n", - "omega \tn \t90.00000\t0.0000000\t0.00\t360.00\tn\t90.00000\t0.0e+00\t0.0e+00 \n", - "K \ty \t20.00000\t0.0100000\t0.00\t50.00\tn\t20.00000\t0.0e+00\t0.0e+00 \n" - ] - } - ], - "source": [ - "lc_data.setup_transit_rv( RpRs = (0, 0.105, 1),\n", - " Impact_para = (0.4, 0.1),\n", - " Duration = (0.05, 0.18, 0.5),\n", - " T_0 = (6776.62, 0.001),\n", - " K = (0, 20, 50),\n", - " Period = 4.178062)" - ] - }, - { - "cell_type": "markdown", - "id": "bf9b2550", - "metadata": {}, - "source": [ - "### limb darkening" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "03cb0dba", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== Limb darkending setup ===================================================================\n", - "filters priors\tc_1 step1 sig_lo1 sig_hi1 lo_lim1 hi_lim1\tc_2 step2 sig_lo2 sig_hi2 lo_lim2 hi_lim2\n", - "R y \t0.421 0.001 0.0100 0.0100 0.0000 2.0000\t0.213 0.000 0.0000 0.0000 0.0000 0.0000\n", - "T y \t0.421 0.001 0.0100 0.0100 0.0000 2.0000\t0.213 0.000 0.0000 0.0000 0.0000 0.0000\n" - ] - } - ], - "source": [ - "#same prior on C1 for both lcs but c2 is fixed in both cases.\n", - "lc_data.limb_darkening(c1 = (0.421,0.01),\n", - " c2 = 0.213)" - ] - }, - { - "cell_type": "markdown", - "id": "53fae26d", - "metadata": {}, - "source": [ - "### optional setups" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "c461ce83", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== Stellar input properties ================================================================\n", - "# parameter value sig_lo sig_hi \n", - "Radius_[Rsun] 1.333 0.027 0.027 \n", - "Mass_[Msun] 0.950 0.020 0.020\n", - "Stellar_para_input_method:_R+rho_(Rrho),_M+rho_(Mrho),_M+R_(MR): MR\n" - ] - } - ], - "source": [ - "lc_data.stellar_parameters(R_st = (1.333, 0.027),\n", - " M_st = (0.950, 0.02))" - ] - }, - { - "cell_type": "markdown", - "id": "10042f8f", - "metadata": {}, - "source": [ - "- filter dependent " - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "d6f0ef4b", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== ddF setup ============================================================================== \n", - "Fit_ddFs step\t low_lim up_lim prior sig_lo sig_hi div_white\n", - "n 0.001\t -1.0000 1.0000 n 0.00000 0.00000 n \n", - "group_ID RpRs_0 err\t\tdwfile\n", - " 1\t 0.1000 1.00e-04 dw_001.dat\n", - " 2\t 0.1000 1.00e-04 dw_002.dat\n", - "Not fitting occultation\n", - "\n", - "#=========== occultation setup ============================================================================= \n", - "filters\tfit start_val\tstepsize low_lim up_lim prior value sig_lo \tsig_hi \n", - "R \tn 0.000e+00\t0.00e+00 0.00e+00 0.00e+00 n 0.00e+00 0.00e+00\t0.00e+00 \n", - "T \tn 0.000e+00\t0.00e+00 0.00e+00 0.00e+00 n 0.00e+00 0.00e+00\t0.00e+00 \n", - "#=========== contamination setup === give contamination as flux ratio ================================\n", - "filters\tcontam\terr\n", - "R \t0.0000\t0.0000\n", - "T \t0.0000\t0.0000\n" - ] - } - ], - "source": [ - "lc_data.transit_depth_variation()\n", - "lc_data.setup_occultation()\n", - "lc_data.contamination_factors()\n" - ] - }, - { - "cell_type": "markdown", - "id": "a1928942", - "metadata": {}, - "source": [ - "### visualize all light curve setup or different sections" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "27852763", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "# -------- photometry GP input properties: komplex kernel -> several lines -------------- \n", - "name para kernel WN scale s_step s_pri s_pri_wid s_up s_lo metric m_step m_pri m_pri_wid m_up m_lo\n", - "lc6bjd.dat time mat32 y 6.8e-08 0.1000 0.0 0.00e+00 -10.0 -20.0 4.3e-04 0.1000 0.00 0.00e+00 0.0 -12.0\n" - ] - } - ], - "source": [ - "lc_data.print(\"gp\") #no argument prints all setup" - ] - }, - { - "cell_type": "markdown", - "id": "4fe2a008", - "metadata": {}, - "source": [ - "## Setup RV" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "e64d0975", - "metadata": {}, - "outputs": [], - "source": [ - "rv_list = [\"rv1.dat\",\"rv2.dat\"]" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "82f5d325", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Next: use method `rv_baseline` to define baseline model for for the each rv\n" - ] - }, - { - "data": { - "text/plain": [ - "Object containing 2 rvs\n", - "Files:['rv1.dat', 'rv2.dat']\n", - "Filepath: data/" - ] - }, - "execution_count": 18, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "rv_data = CONAN3.load_rvs(file_list = rv_list, data_filepath=path)\n", - "rv_data" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "99e1f0dd", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "rv_data.plot()" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "f64ca171", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "# ------------------------------------------------------------\n", - "# Input RV curves, baseline function, gamma \n", - "name time bis fwhm contrast sinPs gamma_kms stepsize prior value sig_lo sig_hi\n", - "rv1.dat 0 0 0 0 0 -9.2350 0.0100 y -9.2350 0.0100 0.0100\n", - "rv2.dat 0 0 0 0 0 -9.2050 0.0100 y -9.2050 0.0100 0.0100\n" - ] - } - ], - "source": [ - "rv_data.rv_baseline(gammas_kms = [(-9.235,0.01),(-9.205,0.01)])" - ] - }, - { - "cell_type": "markdown", - "id": "dad345e0", - "metadata": {}, - "source": [ - "- turn off RV fit " - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "id": "4958929c", - "metadata": {}, - "outputs": [], - "source": [ - "# rv_data = CONAN3.load_rvs()\n", - "\n", - "# lc_data._config_par[\"K\"].to_fit = \"n\"\n", - "# lc_data._config_par[\"K\"].step_size = 0" - ] - }, - { - "cell_type": "markdown", - "id": "13c36121", - "metadata": {}, - "source": [ - "## Setup MCMC" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "6ff7b093", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== MCMC setup ==============================================================================\n", - "Total_no_steps 64000 \n", - "Number_chains 64 \n", - "Number_of_processes 6 \n", - "Burnin_length 1000 \n", - "Walk_(snooker/demc/mrw) None \n", - "GR_test_(y/n) y \n", - "Make_plots_(y/n) n \n", - "leastsq_(y/n) y \n", - "Savefile output_ex1.npy \n", - "Savemodel n \n", - "Adapt_base_stepsize y \n", - "Remove_param_for_CNM n \n", - "leastsq_for_basepar y \n", - "lssq_use_Lev-Marq n \n", - "apply_CFs y \n", - "apply_jitter y\n" - ] - } - ], - "source": [ - "mcmc = CONAN3.mcmc_setup(n_chains = 64, n_burn = 1000,\n", - " n_cpus = 6, n_steps = 1000, \n", - " leastsq_for_basepar=\"y\", apply_jitter=\"y\")" - ] - }, - { - "cell_type": "markdown", - "id": "839d3fa0", - "metadata": {}, - "source": [ - "## Export configuration" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "id": "59253f17", - "metadata": { - "code_folding": [], - "deletable": false, - "editable": false, - "run_control": { - "frozen": true - } - }, - "outputs": [], - "source": [ - "CONAN3.create_configfile(lc_data, rv_data, mcmc,\n", - " filename='my_input_config.dat')" - ] - }, - { - "cell_type": "markdown", - "id": "905ff749", - "metadata": {}, - "source": [ - "## Performing the fit" - ] - }, - { - "cell_type": "markdown", - "id": "ab4a874f", - "metadata": {}, - "source": [ - "finally perform the fitting which is saved to a `results` object that holds the chains of the mcmc and allows subsequent plotting" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "id": "86049adc", - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "CONAN3 launched!!!\n", - "\n", - "Setting up photometry arrays ...\n", - "does jitter work?\n", - "does jitter work?\n", - "Setting up photometry GPs ...\n", - "Setting up RV arrays ...\n", - "\n", - "Plotting initial guess\n", - "---------------------------\n", - "\n", - "Lightcurve 1\n", - "Using George GP\n", - "GP values used: [-19.80697511 -16.5 -7.76 ]\n", - "Writing output with gp to file: lc6bjd_out_full.dat\n", - "\n", - "Lightcurve 2\n", - "Writing output without gp to file: lc8det_out_full.dat\n", - "\n", - "Running MCMC\n", - "No of dimensions: 14\n", - "No of chains: 64\n", - "fitting parameters: ['T_0' 'RpRs' 'b' 'dur_[d]' 'K' 'R_c1' 'T_c1' 'rv1.dat_gamma'\n", - " 'rv1.dat_jitter' 'rv2.dat_gamma' 'rv2.dat_jitter' 'GPphotWN_lc1'\n", - " 'GPphotscale_lc1dim0' 'GPphotmetric_lc1dim0']\n", - "\n", - "Running first burn-in...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 20/20 [00:10<00:00, 1.94it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running second burn-in...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [06:35<00:00, 2.53it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "burn-in chain written to disk\n", - "Burn-in chains plot saved to: burnin_chains.png\n", - "Running production...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|███████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 1000/1000 [08:25<00:00, 1.98it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Mean acceptance fraction: 0.327\n", - "Production chain written to disk as `chains_dict.pkl`. Run `result=CONAN3.load_chains()` to load it.\n", - "Plotting output figures\n", - "\n", - "Lightcurve 1\n", - "Using George GP\n", - "GP values used: [-14.9417813 -17.07986453 -8.74257489]\n", - "Writing output with gp to file: lc6bjd_out_full.dat\n", - "\n", - "Lightcurve 2\n", - "Writing output without gp to file: lc8det_out_full.dat\n", - "Using George GP\n", - "GP values used: [-14.90854581 -17.07543073 -9.00298521]\n" - ] - } - ], - "source": [ - "result = CONAN3.fit_data(lc_data,rv_data, mcmc);" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "832bb8cf", - "metadata": {}, - "outputs": [], - "source": [ - "result =CONAN3.load_chains()" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "id": "3f6a2650", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "result.plot_corner(force_plot=True);" - ] - }, - { - "cell_type": "markdown", - "id": "0f3f2323", - "metadata": {}, - "source": [ - "### Load result array" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "id": "a87d4e5a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Output files loaded are: ['lc8det_out_full.dat', 'lc6bjd_out_full.dat'] \n" - ] - } - ], - "source": [ - "res_array = CONAN3.load_result_array()" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "id": "fdb93ee5", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Index(['time', 'flux', 'error', 'full_mod', 'gp*base', 'transit', 'det_flux'], dtype='object')" - ] - }, - "execution_count": 28, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df = res_array['lc6bjd_out_full.dat']\n", - "df.keys()" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "id": "1ab36936", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[]" - ] - }, - "execution_count": 29, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "plt.plot(df[\"time\"], df[\"flux\"],\"b.\")\n", - "plt.plot(df[\"time\"], df[\"gp*base\"],\"r\")\n", - "plt.plot(df[\"time\"], df[\"transit\"],\"k\")\n", - "plt.plot(df[\"time\"], df[\"full_mod\"],\"c\")" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "id": "c06bc8a9", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Index(['time', 'flux', 'error', 'full_mod', 'base', 'transit', 'det_flux'], dtype='object')" - ] - }, - "execution_count": 30, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df2 = res_array['lc8det_out_full.dat']\n", - "df2.keys()" - ] - }, - { - "cell_type": "code", - "execution_count": 31, - "id": "1f97d75e", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[]" - ] - }, - "execution_count": 31, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "plt.figure(figsize=(14,7))\n", - "plt.plot(df2[\"time\"], df2[\"flux\"],\"b.\", alpha=0.2)\n", - "plt.plot(df2[\"time\"], df2[\"base\"],\"r\")\n", - "plt.plot(df2[\"time\"], df2[\"transit\"],\"k\",lw=3)\n", - "plt.plot(df2[\"time\"], df2[\"full_mod\"],\"c\")" - ] - }, - { - "cell_type": "markdown", - "id": "4f56e03f", - "metadata": {}, - "source": [ - "## load config file" - ] - }, - { - "cell_type": "markdown", - "id": "d6cd466e", - "metadata": {}, - "source": [ - "- backwards compatible" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "fc16ca29", - "metadata": {}, - "outputs": [], - "source": [ - "lc_data,rv_data,mcmc= CONAN3.load_configfile(\"my_input_config.dat\",verbose=False)\n", - "lc_data" - ] - }, - { - "cell_type": "markdown", - "id": "7a82586f", - "metadata": {}, - "source": [ - "- perform fit as before" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "b915cdfd", - "metadata": {}, - "outputs": [], - "source": [ - "result = CONAN3.fit_data(lc_data, rv_data, mcmc);" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "7fc7300f", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.5" - }, - "toc": { - "base_numbering": 1, - "nav_menu": {}, - "number_sections": true, - "sideBar": true, - "skip_h1_title": false, - "title_cell": "Table of Contents", - "title_sidebar": "Contents", - "toc_cell": false, - "toc_position": { - "height": "calc(100% - 180px)", - "left": "10px", - "top": "150px", - "width": "227px" - }, - "toc_section_display": true, - "toc_window_display": true - }, - "varInspector": { - "cols": { - "lenName": 16, - "lenType": 16, - "lenVar": 40 - }, - "kernels_config": { - "python": { - "delete_cmd_postfix": "", - "delete_cmd_prefix": "del ", - "library": "var_list.py", - "varRefreshCmd": "print(var_dic_list())" - }, - "r": { - "delete_cmd_postfix": ") ", - "delete_cmd_prefix": "rm(", - "library": "var_list.r", - "varRefreshCmd": "cat(var_dic_list()) " - } - }, - "types_to_exclude": [ - "module", - "function", - "builtin_function_or_method", - "instance", - "_Feature" - ], - "window_display": false - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/example/auto_get_decorr/burnin_chains.png b/example/auto_get_decorr/burnin_chains.png deleted file mode 100644 index 80ed762..0000000 Binary files a/example/auto_get_decorr/burnin_chains.png and /dev/null differ diff --git a/example/auto_get_decorr/burnin_chains_dict.pkl b/example/auto_get_decorr/burnin_chains_dict.pkl deleted file mode 100644 index 3247e7b..0000000 Binary files a/example/auto_get_decorr/burnin_chains_dict.pkl and /dev/null differ diff --git a/example/auto_get_decorr/chains.png b/example/auto_get_decorr/chains.png deleted file mode 100644 index 3addad2..0000000 Binary files a/example/auto_get_decorr/chains.png and /dev/null differ diff --git a/example/auto_get_decorr/chains_dict.pkl b/example/auto_get_decorr/chains_dict.pkl deleted file mode 100644 index 673fafc..0000000 Binary files a/example/auto_get_decorr/chains_dict.pkl and /dev/null differ diff --git a/example/auto_get_decorr/lc6bjd_out_full.dat b/example/auto_get_decorr/lc6bjd_out_full.dat deleted file mode 100644 index 13d2941..0000000 --- a/example/auto_get_decorr/lc6bjd_out_full.dat +++ /dev/null @@ -1,393 +0,0 @@ - # time flux error full_mod gp*base transit det_flux -8209.555598 1.007264 0.000705 1.007018 1.007018 1.000000 1.000245 -8209.556263 1.006767 0.000704 1.006714 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a/example/auto_get_decorr/med_lc6bjd_fit.png b/example/auto_get_decorr/med_lc6bjd_fit.png deleted file mode 100644 index 264a18f..0000000 Binary files a/example/auto_get_decorr/med_lc6bjd_fit.png and /dev/null differ diff --git a/example/auto_get_decorr/med_lc6bjd_model.png b/example/auto_get_decorr/med_lc6bjd_model.png deleted file mode 100644 index 06d9ead..0000000 Binary files a/example/auto_get_decorr/med_lc6bjd_model.png and /dev/null differ diff --git a/example/auto_get_decorr/med_lc8det_fit.png b/example/auto_get_decorr/med_lc8det_fit.png deleted file mode 100644 index a272064..0000000 Binary files a/example/auto_get_decorr/med_lc8det_fit.png and /dev/null differ diff --git a/example/auto_get_decorr/med_rv1_fit.png b/example/auto_get_decorr/med_rv1_fit.png deleted file mode 100644 index df72d89..0000000 Binary files a/example/auto_get_decorr/med_rv1_fit.png and /dev/null differ diff --git a/example/auto_get_decorr/med_rv2_fit.png b/example/auto_get_decorr/med_rv2_fit.png deleted file mode 100644 index 6f37833..0000000 Binary files a/example/auto_get_decorr/med_rv2_fit.png and /dev/null differ diff --git a/example/auto_get_decorr/my_input_config.dat b/example/auto_get_decorr/my_input_config.dat deleted file mode 100644 index 8c83db3..0000000 --- a/example/auto_get_decorr/my_input_config.dat +++ /dev/null @@ -1,66 +0,0 @@ -#=========== MCMC input file ======================= -Path_of_input_lightcurves: -data/ -#--------------------------------------------- -# Input lightcurves filters baseline function-------------- -name fil lamda time roll x y conta sky sin group id GP -lc6bjd.dat R 600.0 0 0 0 0 2 2 0 0 1 y -lc8det.dat T 800.0 0 0 0 0 0 0 0 0 2 n -# -------- photometry GP input properties: komplex kernel -> several lines -------------- -name para kernel WN scale s_step s_pri s_pri_wid s_up s_lo metric m_step m_pri m_pri_wid m_up m_lo -lc6bjd.dat time mat32 y 6.8e-08 0.1000 0.0 0.00e+00 -10.0 -20.0 4.3e-04 0.1000 0.00 0.00e+00 0.0 -12.0 -# ------------------------------------------------------------ -# Input RV curves, baseline function, gamma -name time bis fwhm contrast sinPs gamma_kms stepsize prior value sig_lo sig_hi -rv1.dat 0 0 0 0 0 -9.2350 0.0100 y -9.2350 0.0100 0.0100 -rv2.dat 0 0 0 0 0 -9.2050 0.0100 y -9.2050 0.0100 0.0100 -#=========== jump parameters (Jump0value step lower_limit upper_limit priors) ====================== -name fit start_val stepsize low_lim up_lim prior value sig_lo sig_hi -RpRs y 0.10500 0.0100000 0.00 1.00 n 0.10500 0.0e+00 0.0e+00 -Impact_para y 0.40000 0.0010000 0.00 1.00 p 0.40000 1.0e-01 1.0e-01 -Duration y 0.18000 0.0045000 0.05 0.50 n 0.18000 0.0e+00 0.0e+00 -T_0 y 6776.62000 0.0000100 0.00 10000.00 p 6776.62000 1.0e-03 1.0e-03 -Period n 4.17806 0.0000000 0.00 10000.00 n 4.17806 0.0e+00 0.0e+00 -Eccentricity n 0.00000 0.0000000 0.00 1.00 n 0.00000 0.0e+00 0.0e+00 -omega n 90.00000 0.0000000 0.00 360.00 n 90.00000 0.0e+00 0.0e+00 -K n 20.00000 0.0000000 0.00 50.00 n 20.00000 0.0e+00 0.0e+00 -#=========== ddF setup ============================================================================== -Fit_ddFs step low_lim up_lim prior sig_lo sig_hi div_white -n 0.001 -1.0000 1.0000 n 0.00000 0.00000 n -group_ID RpRs_0 err dwfile - 1 0.1000 1.00e-04 dw_001.dat - 2 0.1000 1.00e-04 dw_002.dat -#=========== occultation setup ============================================================================= -filters fit start_val stepsize low_lim up_lim prior value sig_lo sig_hi -R n 0.000e+00 0.00e+00 0.00e+00 0.00e+00 n 0.00e+00 0.00e+00 0.00e+00 -T n 0.000e+00 0.00e+00 0.00e+00 0.00e+00 n 0.00e+00 0.00e+00 0.00e+00 -#=========== Limb darkending setup =================================================================== -filters priors c_1 step1 low_lim1 up_lim1 c_2 step2 low_lim2 up_lim2 -R n 0.421 0.000 0.0000 0.0000 0.213 0.000 0.0000 0.0000 -T n 0.421 0.000 0.0000 0.0000 0.213 0.000 0.0000 0.0000 -#=========== contamination setup === give contamination as flux ratio ================================ -filters contam err -R 0.0000 0.0000 -T 0.0000 0.0000 -#=========== Stellar input properties ================================================================ -# parameter value sig_lo sig_hi -Radius_[Rsun] 1.333 0.027 0.027 -Mass_[Msun] 0.950 0.020 0.020 -Stellar_para_input_method:_R+rho_(Rrho),_M+rho_(Mrho),_M+R_(MR): MR -#=========== MCMC setup ============================================================================== -Total_no_steps 64000 -Number_chains 64 -Number_of_processes 6 -Burnin_length 1000 -Walk_(snooker/demc/mrw) None -GR_test_(y/n) y -Make_plots_(y/n) n -leastsq_(y/n) y -Savefile output_ex1.npy -Savemodel n -Adapt_base_stepsize y -Remove_param_for_CNM n -leastsq_for_basepar y -lssq_use_Lev-Marq n -apply_CFs y -apply_jitter n diff --git a/example/auto_get_decorr/results_med.dat b/example/auto_get_decorr/results_med.dat deleted file mode 100644 index 7d03d4e..0000000 --- a/example/auto_get_decorr/results_med.dat +++ /dev/null @@ -1,124 +0,0 @@ -==================================================================================================== -Jump parameters: -==================================================================================================== -T_0 6776.62203025 -0.00022807 0.00023735 -0.00073383 0.00073638 -RpRs 0.10023183 -0.00049040 0.00057987 -0.00137156 0.00193099 -b 0.27006711 -0.07456875 0.06218821 -0.22467578 0.17761095 -dur_[d] 0.18155731 -0.00081063 0.00097457 -0.00226716 0.00359340 -K 0.02077354 -0.00349224 0.00357593 -0.01133780 0.01158468 -R_c1 1.05906324 -0.02002324 0.01987102 -0.05634900 0.05783597 -T_c1 1.04133883 -0.01805667 0.02011316 -0.05646044 0.05646305 -rv1.dat_gamma -9.23165804 -0.00310920 0.00301811 -0.01106375 0.00926964 -rv1.dat_jitter 0.01423574 -0.00229482 0.00302917 -0.00549205 0.01113981 -rv2.dat_gamma -9.20926403 -0.00443302 0.00439814 -0.01317366 0.01315432 -rv2.dat_jitter 11.76134698 -9.64657355 38.56112227 -11.73399347 87.59047152 -GPphotWN_lc1 -14.94178130 -0.27962528 0.22613529 -0.98285787 0.62241258 -GPphotscale_lc1dim0 -17.07986453 -0.45607465 0.45911076 -1.43217990 2.39586619 -GPphotmetric_lc1dim0 -8.74257489 -1.02597399 1.21488803 -2.75243447 5.37469290 -==================================================================================================== -Additional input parameters: -==================================================================================================== -Rstar 1.33288214 -0.02705156 0.02716937 -0.08198905 0.08201102 -Mstar 0.94979178 -0.01974208 0.02016731 -0.06005670 0.05960680 -==================================================================================================== -Derived parameters: -==================================================================================================== -Rp_[Rjup] 1.30062818 -0.02730163 0.02746857 -0.08211378 0.08428764 -Mp_[Mjup] 0.15896964 -0.02666458 0.02754761 -0.08767571 0.08900353 -rho_p_[rhoJup] 0.07211860 -0.01269881 0.01378839 -0.04041702 0.04546584 -g_p_[SI] 2.32661035 -0.39872483 0.42485977 -1.29126771 1.37471759 -dF 0.01004642 -0.00009807 0.00011658 -0.00027307 0.00039082 -aRs 7.84145923 -0.15726287 0.14450778 -0.54722550 0.30052853 -a_[au] 0.04856934 -0.00138132 0.00133122 -0.00424403 0.00384137 -rhoS_[rhoSun] 0.40104493 -0.02478402 0.02691963 -0.06995309 0.08848489 -Ms_[Msun] 0.94979178 -0.01974208 0.02016731 -0.06005670 0.05960680 -Rs_[Rsun] 1.33288214 -0.02705156 0.02716937 -0.08198905 0.08201102 -inclination_[deg] 88.02625084 -0.50455561 0.57181197 -1.54283248 1.65341157 -eccentricity 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -omega_[deg] 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -Occult_dur 0.00000000 -0.50890617 0.50125596 -1.88486782 1.86270521 -Rs_a 0.12752728 -0.00230710 0.00260994 -0.00470715 0.00956731 -MF_PDF_[Msun] 0.00000000 -0.00000000 0.00000000 -0.00000000 0.00000000 -R_u1 0.42235441 -0.00667441 0.00662367 -0.01878300 0.01927866 -R_u2 0.21435441 -0.00667441 0.00662367 -0.01878300 0.01927866 -T_u1 0.41644628 -0.00601889 0.00670439 -0.01882015 0.01882102 -T_u2 0.20844628 -0.00601889 0.00670439 -0.01882015 0.01882102 -==================================================================================================== -Fixed parameters: -==================================================================================================== -Period_[d] 4.17806200 -esin(w) 0.00000000 -ecos(w) 0.00000000 -R_DFocc 0.00000000 -T_DFocc 0.00000000 -R_c2 0.20800000 -R_c3 0.00000000 -R_c4 0.00000000 -T_c2 0.20800000 -T_c3 0.00000000 -T_c4 0.00000000 -lc6bjd.dat_A0 1.00000000 -lc6bjd.dat_A1 0.00000000 -lc6bjd.dat_A2 0.00000000 -lc6bjd.dat_A3 0.00000000 -lc6bjd.dat_A4 0.00000000 -lc6bjd.dat_B1 0.00000000 -lc6bjd.dat_B2 0.00000000 -lc6bjd.dat_C11 0.00000000 -lc6bjd.dat_C12 0.00000000 -lc6bjd.dat_C21 0.00000000 -lc6bjd.dat_C22 0.00000000 -lc6bjd.dat_D1 0.00000000 -lc6bjd.dat_D2 0.00000000 -lc6bjd.dat_E1 0.00000000 -lc6bjd.dat_E2 0.00000000 -lc6bjd.dat_G1 0.00000000 -lc6bjd.dat_G2 0.00000000 -lc6bjd.dat_G3 0.00000000 -lc6bjd.dat_H1 0.00000000 -lc6bjd.dat_H2 0.00000000 -lc8det.dat_A0 1.00000000 -lc8det.dat_A1 0.00000000 -lc8det.dat_A2 0.00000000 -lc8det.dat_A3 0.00000000 -lc8det.dat_A4 0.00000000 -lc8det.dat_B1 0.00000000 -lc8det.dat_B2 0.00000000 -lc8det.dat_C11 0.00000000 -lc8det.dat_C12 0.00000000 -lc8det.dat_C21 0.00000000 -lc8det.dat_C22 0.00000000 -lc8det.dat_D1 0.00000000 -lc8det.dat_D2 0.00000000 -lc8det.dat_E1 0.00000000 -lc8det.dat_E2 0.00000000 -lc8det.dat_G1 0.00000000 -lc8det.dat_G2 0.00000000 -lc8det.dat_G3 0.00000000 -lc8det.dat_H1 0.00000000 -lc8det.dat_H2 0.00000000 -rv1.dat_W1 0.00000000 -rv1.dat_W2 0.00000000 -rv1.dat_V1 0.00000000 -rv1.dat_V2 0.00000000 -rv1.dat_U1 0.00000000 -rv1.dat_U2 0.00000000 -rv1.dat_S1 0.00000000 -rv1.dat_S2 0.00000000 -rv1.dat_P1 0.00000000 -rv1.dat_P2 0.00000000 -rv1.dat_P3 0.00000000 -rv1.dat_P4 0.00000000 -rv2.dat_W1 0.00000000 -rv2.dat_W2 0.00000000 -rv2.dat_V1 0.00000000 -rv2.dat_V2 0.00000000 -rv2.dat_U1 0.00000000 -rv2.dat_U2 0.00000000 -rv2.dat_S1 0.00000000 -rv2.dat_S2 0.00000000 -rv2.dat_P1 0.00000000 -rv2.dat_P2 0.00000000 -rv2.dat_P3 0.00000000 -rv2.dat_P4 0.00000000 -==================================================================================================== diff --git a/example/auto_get_decorr/rv1_out.dat b/example/auto_get_decorr/rv1_out.dat deleted file mode 100644 index f33cb9e..0000000 --- a/example/auto_get_decorr/rv1_out.dat +++ /dev/null @@ -1,22 +0,0 @@ -6445.543512 -9.197929 0.007287 -9.210492 0.000000 -9.210492 -9.197929 -6468.462797 -9.224495 0.005818 -9.252447 0.000000 -9.252447 -9.224495 -6637.825616 -9.218248 0.005210 -9.210831 0.000000 -9.210831 -9.218248 -6685.729323 -9.249265 0.004468 -9.252456 0.000000 -9.252456 -9.249265 -6687.689793 -9.199722 0.005097 -9.210987 0.000000 -9.210987 -9.199722 -6689.745344 -9.239098 0.004772 -9.251684 0.000000 -9.251684 -9.239098 -6690.840550 -9.236353 0.005098 -9.235582 0.000000 -9.235582 -9.236353 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-6837.484082 -9.216168 0.006570 -9.222877 0.000000 -9.222877 -9.216168 diff --git a/example/auto_get_decorr/rv2_out.dat b/example/auto_get_decorr/rv2_out.dat deleted file mode 100644 index b177176..0000000 --- a/example/auto_get_decorr/rv2_out.dat +++ /dev/null @@ -1,11 +0,0 @@ -7016.829338 -9.212983 0.005027 -9.210707 0.000000 -9.210707 -9.212983 -7019.767735 -9.235881 0.006949 -9.229515 0.000000 -9.229515 -9.235881 -7022.838417 -9.197522 0.004868 -9.200871 0.000000 -9.200871 -9.197522 -7040.726081 -9.232592 0.006245 -9.230127 0.000000 -9.230127 -9.232592 -7067.824897 -9.175439 0.006144 -9.189829 0.000000 -9.189829 -9.175439 -7068.698547 -9.197831 0.005289 -9.198156 0.000000 -9.198156 -9.197831 -7121.671966 -9.198717 0.007733 -9.198904 0.000000 -9.198904 -9.198717 -7185.500774 -9.210940 0.009016 -9.193817 0.000000 -9.193817 -9.210940 -7190.482339 -9.216467 0.008218 -9.216905 0.000000 -9.216905 -9.216467 -7204.477375 -9.223938 0.008860 -9.221500 0.000000 -9.221500 -9.223938 -7422.687808 -9.195379 0.004808 -9.194155 0.000000 -9.194155 -9.195379 diff --git a/example/chains.png b/example/chains.png deleted file mode 100644 index fcc5297..0000000 Binary files a/example/chains.png and /dev/null differ diff --git a/example/chains_dict.pkl b/example/chains_dict.pkl deleted file mode 100644 index 1b89c73..0000000 Binary files a/example/chains_dict.pkl and /dev/null differ diff --git a/example/depth_variation_celerite/CONAN_tutorial.ipynb b/example/depth_variation_celerite/CONAN_tutorial.ipynb deleted file mode 100644 index 983d3e3..0000000 --- a/example/depth_variation_celerite/CONAN_tutorial.ipynb +++ /dev/null @@ -1,714 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "8f23c2d7", - "metadata": {}, - "source": [ - "# CONAN in 5 minutes" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "9c226ecc", - "metadata": {}, - "outputs": [], - "source": [ - "from glob import glob\n", - "from os.path import basename\n", - "\n", - "import numpy as np\n", - "import CONAN3\n", - "import matplotlib.pyplot as plt" - ] - }, - { - "cell_type": "markdown", - "id": "d2c54b2f", - "metadata": {}, - "source": [ - " 2 ways to use CONAN:\n", - " - interactive setup in python environment\n", - " - load setup from config file " - ] - }, - { - "cell_type": "markdown", - "id": "8b9eecb0", - "metadata": {}, - "source": [ - "## Load from config file" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "ee8929d2", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Object containing 2 lightcurves\n", - "Files:['lc6bjd.dat', 'lc8det.dat']\n", - "Filepath: data/" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "#WASP-127\n", - "lc_data,rv_data,mcmc= CONAN3.load_configfile(\"my_input_config.dat\",verbose=False)\n", - "lc_data" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "cdcf6668", - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "lc_data.plot((0,1,2))" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "82f5d325", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "# ------------------------------------------------------------\n", - "# Input RV curves, baseline function, gamma \n", - "name time bis fwhm contrast sinPs gamma_kms stepsize prior value sig_lo sig_hi\n", - "rv1.dat 0 0 0 0 0 -9.2350 0.0100 y -9.2350 0.0100 0.0100\n", - "rv2.dat 0 0 0 0 0 -9.2050 0.0100 y -9.2050 0.0100 0.0100\n" - ] - } - ], - "source": [ - "rv_data.print()" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "6ff7b093", - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== MCMC setup ==============================================================================\n", - "Total_no_steps 64000 \n", - "Number_chains 64 \n", - "Number_of_processes 6 \n", - "Burnin_length 1000 \n", - "Walk_(snooker/demc/mrw) None \n", - "GR_test_(y/n) y \n", - "Make_plots_(y/n) n \n", - "leastsq_(y/n) y \n", - "Savefile output_ex1.npy \n", - "Savemodel n \n", - "Adapt_base_stepsize y \n", - "Remove_param_for_CNM n \n", - "leastsq_for_basepar n \n", - "lssq_use_Lev-Marq n \n", - "apply_CFs y \n", - "apply_jitter n\n" - ] - } - ], - "source": [ - "# mcmc = CONAN3.mcmc_setup(n_chains=64,n_burn=1000,n_cpus=6)\n", - "mcmc.print()" - ] - }, - { - "cell_type": "markdown", - "id": "66f8a4cb", - "metadata": {}, - "source": [ - "### limb darkening" - ] - }, - { - "cell_type": "markdown", - "id": "823f99a8", - "metadata": {}, - "source": [ - "priors for the quadratic limb darkening coefficients can be obtained automatically using [LDTk](https://github.com/hpparvi/ldtk) by specifying the stellar parameters and filters. Filter profiles are obtained from the [SVO filter profile service](http://svo2.cab.inta-csic.es/theory/fps/) for different instruments. One only needs specify the name for the instrument as obtained from the service e.g.`'Kepler/Kepler.K'` for Kepler and `Geneva/Geneva.B1` for Geneva B1.\n", - "\n", - "some filter shortcut names have been created in CONAN which can be seen using `lc_data._filter_shortcuts`\n" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "823f53fd", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "{'kepler': 'Kepler/Kepler.k',\n", - " 'tess': 'TESS/TESS.Red',\n", - " 'cheops': 'CHEOPS/CHEOPS.band',\n", - " 'wfc3_g141': 'HST/WFC3_IR.G141',\n", - " 'wfc3_g102': 'HST/WFC3_IR.G102',\n", - " 'sp36': 'Spitzer/IRAC.I1',\n", - " 'sp45': 'Spitzer/IRAC.I2',\n", - " 'ug': 'Geneva/Geneva.U',\n", - " 'b1': 'Geneva/Geneva.B1',\n", - " 'b2': 'Geneva/Geneva.B2',\n", - " 'bg': 'Geneva/Geneva.B',\n", - " 'gg': 'Geneva/Geneva.G',\n", - " 'v1': 'Geneva/Geneva.V2',\n", - " 'vg': 'Geneva/Geneva.V',\n", - " 'sdss_g': 'SLOAN/SDSS.g',\n", - " 'sdss_r': 'SLOAN/SDSS.r',\n", - " 'sdss_i': 'SLOAN/SDSS.i',\n", - " 'sdss_z': 'SLOAN/SDSS.z'}" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "lc_data._filter_shortcuts" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "70f71519", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "['G', 'T']" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "#order of the filters in CONAN. assign lD filter names based on this order\n", - "lc_data._filters" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "3c6ffcd3", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "GG (G): u1=(0.5509, 0.0178), u2=(0.1332, 0.046)\n", - "tess (T): u1=(0.4138, 0.0153), u2=(0.1325, 0.0409)\n", - "\u001b[1m\n", - "Setting-up limb-darkening priors from LDTk result\u001b[0m\n", - "#=========== Limb darkending setup ===================================================================\n", - "filters priors\tc_1 step1 sig_lo1 sig_hi1 lo_lim1 hi_lim1\tc_2 step2 sig_lo2 sig_hi2 lo_lim2 hi_lim2\n", - "G y \t0.551 0.002 0.0178 0.0178 0.0000 2.0000\t0.133 0.005 0.0460 0.0460 -1.0000 1.0000\n", - "T y \t0.414 0.002 0.0153 0.0153 0.0000 2.0000\t0.133 0.004 0.0409 0.0409 -1.0000 1.0000\n" - ] - } - ], - "source": [ - "#uncertainties from ldtk are underestimated, so an uncertainty multiplier (unc_mult) can be used to inflate them.\n", - "u1, u2 = lc_data.get_LDs(Teff=(5620,85), logg=(4.18,0.01), Z=(-0.18,0.06),\n", - " filter_names=[\"GG\",\"tess\"], unc_mult=20,\n", - " use_result=True)" - ] - }, - { - "cell_type": "markdown", - "id": "756bb596", - "metadata": {}, - "source": [ - "The returned u1 and u2 are only the coefficient values that can be used to fix the ldcs if desired." - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "id": "8a34ec82", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "([0.5509, 0.4138], [0.1332, 0.1325])" - ] - }, - "execution_count": 21, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "u1,u2" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "e88b99e5", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== Limb darkending setup ===================================================================\n", - "filters priors\tc_1 step1 sig_lo1 sig_hi1 lo_lim1 hi_lim1\tc_2 step2 sig_lo2 sig_hi2 lo_lim2 hi_lim2\n", - "G n \t0.551 0.000 0.0000 0.0000 0.0000 0.0000\t0.133 0.000 0.0000 0.0000 0.0000 0.0000\n", - "T n \t0.414 0.000 0.0000 0.0000 0.0000 0.0000\t0.133 0.000 0.0000 0.0000 0.0000 0.0000\n" - ] - } - ], - "source": [ - "lc_data.limb_darkening(c1=u1, c2=u2)" - ] - }, - { - "cell_type": "markdown", - "id": "e1656975", - "metadata": {}, - "source": [ - "### add depth variation" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "id": "6e1a6110", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#=========== ddF setup ============================================================================== \n", - "Fit_ddFs step\t low_lim up_lim prior sig_lo sig_hi div_white\n", - "y 0.001\t -1.0000 1.0000 n 0.00000 0.00000 n \n", - "group_ID RpRs_0 err\t\tdwfile\n", - " 1\t 0.1000 1.00e-04 dw_001.dat\n", - " 2\t 0.1000 1.00e-04 dw_002.dat\n" - ] - } - ], - "source": [ - "lc_data.transit_depth_variation(ddFs=\"y\", transit_depth_per_group=(0.1,0.0001))" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "id": "7a6674db", - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "#--------------------------------------------- \n", - "# Input lightcurves filters baseline function-------------- \n", - "name \tfil\t lamda\t time\t roll\t x\t y\t conta\t sky\t sin\t group\t id\t GP\n", - "lc6bjd.dat \tG \t600.0\t 0\t 0\t 0\t 0\t 2\t 2\t 0\t 0\t 1\t ce\n", - "lc8det.dat \tT \t800.0\t 0\t 0\t 0\t 0\t 0\t 0\t 0\t 0\t 2\t n \n", - "# -------- photometry GP input properties: komplex kernel -> several lines -------------- \n", - "name para kernel WN scale s_step s_pri s_pri_wid s_up s_lo metric m_step m_pri m_pri_wid m_up m_lo\n", - "lc6bjd.dat time mat32 y 8.0e-04 0.1000 0.0 0.00e+00 0.0 -20.0 1.2e-02 0.1000 0.00 0.00e+00 0.0 -12.0\n", - "#=========== jump parameters (Jump0value step lower_limit upper_limit priors) ====================== \n", - "name \tfit\tstart_val\tstepsize\tlow_lim\tup_lim\tprior\tvalue\tsig_lo\tsig_hi\n", - "RpRs \tn \t 0.10500\t0.0000000\t0.00\t1.00\tn\t0.10500\t0.0e+00\t0.0e+00 \n", - "Impact_para \ty \t 0.40000\t0.0100000\t0.00\t1.50\tp\t0.40000\t1.0e-01\t1.0e-01 \n", - "Duration \ty \t 0.18000\t0.0045000\t0.05\t0.50\tn\t0.18000\t0.0e+00\t0.0e+00 \n", - "T_0 \ty \t6776.62000\t0.0001000\t0.00\t6776.64\tp\t6776.62000\t1.0e-03\t1.0e-03 \n", - "Period \tn \t 4.17806\t0.0000000\t0.00\t10000.00\tn\t4.17806\t0.0e+00\t0.0e+00 \n", - "Eccentricity\tn \t 0.00000\t0.0000000\t0.00\t1.00\tn\t0.00000\t0.0e+00\t0.0e+00 \n", - "omega \tn \t90.00000\t0.0000000\t0.00\t360.00\tn\t90.00000\t0.0e+00\t0.0e+00 \n", - "K \tn \t20.00000\t0.0000000\t0.00\t10000.00\tn\t20.00000\t0.0e+00\t0.0e+00 \n", - "#=========== ddF setup ============================================================================== \n", - "Fit_ddFs step\t low_lim up_lim prior sig_lo sig_hi div_white\n", - "y 0.001\t -1.0000 1.0000 n 0.00000 0.00000 n \n", - "group_ID RpRs_0 err\t\tdwfile\n", - " 1\t 0.1000 1.00e-04 dw_001.dat\n", - " 2\t 0.1000 1.00e-04 dw_002.dat\n", - "#=========== occultation setup ============================================================================= \n", - "filters\tfit start_val\tstepsize low_lim up_lim prior value sig_lo \tsig_hi \n", - "G \tn 0.000e+00\t0.00e+00 0.00e+00 0.00e+00 n 0.00e+00 0.00e+00\t0.00e+00 \n", - "T \tn 0.000e+00\t0.00e+00 0.00e+00 0.00e+00 n 0.00e+00 0.00e+00\t0.00e+00 \n", - "#=========== Limb darkending setup ===================================================================\n", - "filters priors\tc_1 step1 sig_lo1 sig_hi1 lo_lim1 hi_lim1\tc_2 step2 sig_lo2 sig_hi2 lo_lim2 hi_lim2\n", - "G n \t0.551 0.000 0.0000 0.0000 0.0000 0.0000\t0.133 0.000 0.0000 0.0000 0.0000 0.0000\n", - "T n \t0.414 0.000 0.0000 0.0000 0.0000 0.0000\t0.133 0.000 0.0000 0.0000 0.0000 0.0000\n", - "#=========== contamination setup === give contamination as flux ratio ================================\n", - "filters\tcontam\terr\n", - "G \t0.0000\t0.0000\n", - "T \t0.0000\t0.0000\n", - "#=========== Stellar input properties ================================================================\n", - "# parameter value sig_lo sig_hi \n", - "Radius_[Rsun] 1.333 0.027 0.027 \n", - "Mass_[Msun] 0.950 0.020 0.020\n", - "Stellar_para_input_method:_R+rho_(Rrho),_M+rho_(Mrho),_M+R_(MR): MR\n" - ] - } - ], - "source": [ - "lc_data.print()" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "id": "2b86a1f1", - "metadata": {}, - "outputs": [], - "source": [ - "rv_data=None" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "db1de127", - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "CONAN3 launched!!!\n", - "\n", - "Setting up photometry arrays ...\n", - "Setting up photometry GPs ...\n", - "Setting up RV arrays ...\n", - "\n", - "Plotting initial guess\n", - "---------------------------\n", - "\n", - "Lightcurve number: 0\n", - "Using Celerite GP\n", - "GP values used: [-7. -7.13089883 -4.42284863]\n", - "Writing init with gp to file: lc6bjd_out_full.dat\n", - "\n", - "Lightcurve number: 1\n", - "Writing init without gp to file: lc8det_out_full.dat\n", - "\n", - "Running MCMC\n", - "No of dimensions: 14\n", - "No of chains: 64\n", - "fitting parameters: ['T_0' 'b' 'dur_[d]' 'R_dRpRs' 'T_dRpRs' 'lc6bjd.dat_A0' 'lc6bjd.dat_D1'\n", - " 'lc6bjd.dat_D2' 'lc6bjd.dat_E1' 'lc6bjd.dat_E2' 'lc8det.dat_A0'\n", - " 'CEphotWN_lc1' 'CEphotscale_lc1dim0' 'CEphotmetric_lc1dim0']\n", - "\n", - "Running first burn-in...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|████████████████████████████████████████████████████████████████████| 20/20 [00:02<00:00, 9.21it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Running second burn-in...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|████████████████████████████████████████████████████████████████| 1000/1000 [01:52<00:00, 8.87it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "burn-in chain written to disk.\n", - "Running production...\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "100%|████████████████████████████████████████████████████████████████| 1000/1000 [01:50<00:00, 9.07it/s]\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Mean acceptance fraction: 0.296\n", - "Production chain written to disk as `chains_dict.pkl`. Run `result=CONAN3.load_chains()` to load it.\n", - "Plotting output figures\n", - "\n", - "Lightcurve number: 0\n", - "Using Celerite GP\n", - "GP values used: [-7.42863909 -7.5598955 -4.28247783]\n", - "Writing init with gp to file: lc6bjd_out_full.dat\n", - "\n", - "Lightcurve number: 1\n", - "Writing init without gp to file: lc8det_out_full.dat\n", - "\n", - "Lightcurve number: 0\n", - "Using Celerite GP\n", - "GP values used: [-7.39680772 -7.69587726 -4.58213485]\n", - "Writing init with gp to file: lc6bjd_out_full.dat\n", - "\n", - "Lightcurve number: 1\n", - "Writing init without gp to file: lc8det_out_full.dat\n" - ] - } - ], - "source": [ - "result = CONAN3.fit_data(lc_data,rv_data,mcmc,skip_initial_state_check=True);" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "8123a86d", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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YPbtLnfHSqLU+8vO1wNkB7YwzfhjATm3Eh/++vqElK2ecccbrBHeDj+az/6FBK+Tx9u+4ezSNqGC1sZ7iz83fDyec2Gr3CtLCrxbkw3kWn4bT837avyrYLRtvQCoV7z0hnJ/TM8543cJevSzaG/5NL6liBqFziAg5Z55//nnm+cNPP7xeMAwDb3vb24gxflCfM7OPXIf0KsKyYma4zr/Wp3LGE7AsCyJC13VP3iDPoPn277CBDzVYPjWOLq77fGnWwtQQ9/p/vs9oSCmBQd/3IB/BYPmHAunQfvaX7WddQMvNalMF6VB9/V2jmWHz3AYVIkjfIz+Eg6Q3OqwqGEh4de75qf+U4No0fnfwwbxjVlai41U6rx8WMLvtc16FjNYbPiBXbTfR1BAvPP/881xeXvL2t7/99dvgW3shEVohwdM2NeOFF17g+eef52M/9mNf4e6NUvQmYAnRvX7vBWvndcbrGk9Nv1sF8eAC1NQCkw83IPdrQP4Bx7VHfjU1LCsS3RODczODouCfvP4VQbVdlwsf+nV9hGC6SnsELGckBMS//ga27XswTJVKxnmPfAQH4D9UcpET6y+6vgOhB61oOYJ7nUpWVLGqiHctOCwFeanB9hmvGkyb3O5udkX8h9cvm9lN/2n5CfIs55D4ygLsm8zjEwJyTRXxa8BfW3vKSTbo5YcvMXLqb8S9Kkz566t3eA1xesbneX6dB+N3tLGnoPwpEBHe9KY38b73ve8VHyKn2xfT1NBq+PA6vR93cGY8X3/IOb/8RqbgOwhdC86tfmBK/5XCbkaqpwUvvWm50wGtnzOz247CCai150qs/f2hQPM6ONDXRUB+w4hFd6cTrlguYPaqBuRWFZx8yO2pqt48Q7YysoY9Va5p1T6sQKVWJc0FVaXffOTYvmVJ1GNjxX3QNog0356Tqh8QkKsqpZSbzGWM8bXpp06DiGGAZYGcUTMkxjNT/pHE2verVrQoUgsS3M1g1cfwQT8PN81s8B9AXphae9Y+3NNeB/1WamvPT6zyejzBfeht60cYqvqSg3Pv79wz8bfX9GG8k6997/Aa4nQvF1U0G9v1oXjdBuMfAk4Pk5mh9c4ITgT3JEZwzRj44PDBkVNF1Xj9cWZgtWKloEvr1KQ68A73Bu0YdE0jyzB8RJ/hqSpeoHuZe1xrbf9O8W1VRAQR8He1s3Cb6RHfGPJTSt8FiJvbba22ZTefr626PW7Xxl7bvk7rH29Mbzogd/O7VW3acteC8Rumx+7cw1fKmNZyW+TjAjh/R4rw2jOedxkx9O6yChjyQTDDZi0wfqlB8A2jB40RExpL9kHgxCB773G+BeNqhuZECF3rFNdzKaVgRXEIvosfVFCec75pK0uuN8f9kFxWan70Gf3Ai7q9LmmDFR8EQmwDNjNQT+UDA3IzwznXfldFNLV1Zpjr8K+S3lxNKVoQhOAeDfTafVqDqRAw1TaYqxWG4Q3Z9v6QwAAEpT2fDgcOtFSstIyFcx98Ty3Ore/KY89r0Zu28FXHSe4kvCpB/wdAtTmfPN6eOX/bn7wCnAbAT0KtlSDanFFeRqnwSvGGDsihMQ0KaFVSqmvn9JRO6XWjXRRazv2lR2Rm9sjzWPKjL1fo/AcE5bp+4LTcOaEWfaKePM0F54UQX5tw3VJCa21sEi1AxwztFb975S/dzf5yxlQptRK8v71eEeSD1N//UMNODAQgtcIr6JhLSrfBmUDo+vb7zTJ5YudazagG3WOr7jZezjXmJpuR1/dJVW/u6c6fZFCnCHndmb9zn7W0gPvmAHMLdn3XUvsAZVkZxdwY9hYh3nknnvwu3w0MW+BYIK/vkqyxfS5QVnZWBHQ9ZxfXYz1+Y/Kj1lc1PfHYHylYSredhwjuMRnBjTzlBDV0affXcgGUKhW6vt0+zbfZAlrA+Mh9yysjFPzLBr+njr0F6IJ0H5wMLoSA1gJOKLVSS0arIghUbQM/XQdWAt4CL5s+PJ2b2c2zefrnnENLAguPbGdquLuDCq13ntH1/mrGxGPhtg16pJ01xUrFcsKHLW4lR8RHOGUnqsdMqHe+r1Mb7L1vAXnNYAXEkecZIq9aQJ5qolrFakVViO72vZzTSMVwpQXr/Xbb2uKUYVmQzQff9r5eoGtw+Pro4x+FqbXsEBBiwK3vo1IodUaCw4VXsS8+cR5L4RRviHcflEb8pHe/XXD7h8j6n2prh4QmHXw17r3V1i/ceW4xfaRO44kfM7vJyHnvMTO89zcD/xNOZJNqwYnc9l9347GSaP2Rv82MvswA/w0dkIsIEgW0PWz11Gk88gQ99nAYd4KOV/+lfeGFF/iMz/gMAN797nfjvectb2mTOr3zne+ki+HmHM2Ud7zjHfz6X/8bqLXyH33Rr+C3/Jbf+gEBevtTCHc0lyXV1qFJewFqVeqdgP3Eep1+njT2J5wGLVoUTstFPjyHjA8CZo3JlBCR6Fvg6KAeZyiPvnTVDFVDsFtm9s5+KAa1oCmhqlQUvMffkRc4EeTxzq7e0SiLe13IEYCXfOnbtZb2HXmP1oJISxdardRScDnffLciILvdB+7jJQ97O3ArpbTBbpMn03uHM8X5QFK7VVtppZSCUkBug++u66CwFrspYJgWKkBO+OrXgDE3DSLpVhbiTt/DSz2Lj70fGJYnxNM6DyctEK2tMRXv16CdtoHM7b7d/b7NmrtLzY2tD8Pa+K9X+go6gw8HZoam/EhiwJy7eWYt651ai9M7vQbHHixpk+dUReeMo9wMKKpVBMF1Oxj62w7zRjr3Etq506NyJxuhtQV5oQTsdJ5m7Vm7G9S71i7dzfBBa4+ij1ip1FKpubROXwS/tgGq2to2d+vIUkrBOfdEh5bTvk8dr5jDpLQi0uIopXXMYg5VI7AGbGX5wEGXVcR5Ss6Y3g6IfHR47yDP2DKiy4KWgvfrc1E8Ftr9d96tmtTbd01XVt2524DFdJUAhA0wt0D/QyzENzOKltavqLW2QBwlFzAH8fZZVwwfIyDoqpuVrkNUYf1+qbV9hx/iAMFUsfSBA1px7iOqVx/XGGBw7kZFMa/t4fax7I6tDLJ0/hXf81NW6S7ESbNhvdtun2pWVj98HwLO5PYtW5+PG9mdu0NuvFq4c03ipSkytNXU3CUtT/HFCadn8GQxe7PdKZAXactPWTPWa1GDl2hKPiiYrW2tQBxuzsnGA+LXLOBTScw1U7bGEd57pDxadB2AmpZG1HTD3T20H6qt72oXDP6i/Xqz7Ml4nUQQrxHMKOMIVfG09An2WNr2jv7xJhhZn5ubTuIpX+7NO/IyzPrpQXj22Wf59m//dsyML//yL+fi4oIv+ZIvue1I7DRogFIrX/zFv5a/9Y6/wdve9jZ+yk/7ND7ncz6HH/+Jn3RznqfzE3l0AOGcoNXQWtt5ravcYwUWN4O9rEh5lK1BtQUhN2kyAR8p6h+NCU9/PKEz9N7hX6Jo5MQO+cfuv6yjasNwpxNfz9tFj84FPR7BOWrXs5iR9weoxja6tr9iNy78epJS+AB917SbzuO62Ebv+xexJTXdnnTkXBDAu7uNUIH+Euc8zr0Gr9XjTNqTNlkWrNQW/Kwslo8R5z1pGrFS2sCri5RlWYv8WpDiQ2Mantbk32UT5tQCe12zUH7VDsrtKwSAlsRcDKjImpUwVYIq7sQ6LHvII5PbUC1gJbF1ZX2ePWbtKRATxMVbVuSkVzxBFfICardMJLRjR0HicPMsW1k1vM5B9MiqJTcD0hEpE1jfGH2RNajKqw54fS/i5vbdKAtgT+yQXwo3MoqyAC3oDCHgnWvMZaktQHGupa2TQt83GcE4UtXw2227nlN9hZPbDnHt/CS4xnx1gs6r9IB1sNltWeoI84FBHS4EJIZHB2YveT12cy+FU9BXsao3X0twYNOCCcidTJt4d/OMtvf9Zs1NW9q0/dKe4c7fSDl0WkjLAqndLxccec10hPDYuXOXYHF3z7oRFSUjtVuP3N6qMq+dsxaqgfkexCGmSJ6JXUWLg2DELjQnLzXwUEtzijEXcUPA9w6bFE1geWrN+zMXOATRJn1Jp0yWVUQ8ouvzZhkL8c712G0wdJeUMAMr7fm+0wfdtZHMmlnKQs0ZnWZ87Nj2l+RU0NAh/Z2gw1eC71DTm4C8fWe+PYfTbZbIDXCSkT1Sm3AzqFDsSXUma7bzUctSbcF+jFRrPNCryWTrnedifgKpYWYsalQzBu+Qk5zjgwkiHwtmAYj+lkk+xSAYoOhygFyok+I291u7peA630iB9SNiucWhp2f5w7wvtjIp4h3m4KT7tmosS0G8p9/E2yz8kwoaH7lMeSS79khBdmjvMnqqHfowzj0db8/lbj+cc7vHtSCdYtZiCNb28+aU1/t312pUTu27yCP7FL9St6dsbdvB+vMxty+t7bpehpR5QwfkqkrSggk48Xd0QOsI6kThPKKfW/98JPtrN+se+WXd0FaW8DRqfGojYif2+84iu31BuP3BO9/5rXzcx30cb//YfxNE+Pxf9Iv4S3/pL/PjftwnPv3CzfDBIeuoVGsLEj4gOC4LIh5/KhxpN+3m0sxKazakbyoBq1ATmj1ySnubNS0XgN8+fhrUXNBUm/b2BNfYpOM6+r9Y03DJWsFZ3/etwc6KhbWblPVlCgGrE1plZRBK08AXJYdAEU/wDpyxqJLXlLvvPdvYYUvGUsa8YU4QqaCJUgznOlTz2mYIhQAuoOWA5hGsDQpCiG1ULRHnniB1OUkbuotXL6NwNyDPBXvMLeMkaTFWjfQ64cnpWRRxWE5UBSG2LJEaVhuDfQrIH+lLTqzwiVVIGYLHfKD61oEH83iM4NzKmtOe8Vwo88hsmUMRWCYkRPzQ40zpVjaw3a9lPXZYJS0CfcCJUaZMHY8gDvMd3WbbnlExpBqIIqevoK6MpgFVW9BirRgNHx6VoYiCFax68I2Zc8E3plk8oLezs50kMprX/Qw36yysz7zR9Ol3Cqaf/nUaNWUcICWBOFRah+tCoO4P6DQ1Js2H1uFoGziIc+gyt++PJl2RNStyM9g+tUU3r7sgThFdYClNqSFCLQuW5sZWhoxOEyIbDHkkmPLSt8GHcOOGcpqASTrHWEbKNJPWZ2C3vYfvu+Zy5QAfkX5l80u5aWe0tAJHO7VLwpriTlRTus2GEMNNZ++9h6GHatRaKbmgSanSvm9D8F3XvnMzLBVMa9NMW23PbjHcNFEPBxSBCohhxwXXB+J21YfHgJq/eU61GJozmJDV422Pt4iotLICc5ScSQm8BNQUVx10O5AARREtTYInjc13lkEGRBekVGQBjR5KoQpUE5pshZv30EpB54Wcm4TJaUacwaCI72++91MwHUIgl0xOmZ0LmAuIeELXwVFakL0W/55YT9msRNXd9uBOYOOGvslYjvub91e8b0y68+s1C5SC5fLEOgRZB5cnaEpYyiQ1ihlBhOGUVTG77ZxPwX5KN2y63Z3g6SWkeGrt2RqctQwHgvMCoSevWb2ytrPV7CZ4MlXSnHHiCH18qrHA7cB4HfzdubcnOYjl9txaSVAq5jukzEhdMOdaXyn9o8cxo5bMfAoonaMXGnngw22NDayfF0yeLA9pzlMtgJQoME2osfYbik4Z13fIvf4mdD7VcbUdcPM83t7zl7wlbbVrQ5BXQlY8XtdxkpmtJ8+NY5cLtzU9tp7EStLUcQQM53zLAq/PzinOUbnNNokJDlulirfBd8uYaWsjTBEz5MYCcX1ffGRMM5Q9W//ycpw3dkCOccwzAkQnxDVgPN20uSpab10H7G6qXU5/36HAHx/cCXATXFtL+4qw6cKtFOQu674OAG60tnZa3r50YQ0yaR3tD/xvP8jb3va2G93bx7ztbbzzW77laYKbmzSr+B4fOkwaSw48Om+r2U061vvuzgt2y2aoM4oLFHU4hNB16Hxs+8/5jiz4tONHvd0NIxeljhOEHvEreyWPjvCTKh2sgXLEXCCNCU2K78F3DtQoeU0hiscSWC0sUkhqbFTRXb++lw63DjKCNqrFpDUKapWqM1YKTh0SBLXSBhNxIBeY8Vz0PSfjmSodUJDuglwTtRrOGU1z8WhAbmZYXtPLOd3IHk7P3OMp9ZzzI0zWyUverFJyQkQIcbhp/CSGFpCX8igjdQpwzNC0NO2hCEupGJVSKmWcEFNCrQRTvCbSVWr3Yq3gL42Gad9eNWpJiF87WaeI86hVyDPeOaoZ0TmkFrBbxrouM5YWio+oOC5DexbIijpYckGd0BmIVkwcWgsBpXZ9C57L1FjCqqgXpqJIqcQY2ntT2ndgde2UasYkYKHDHOhatOn7R2U5AKILlhdsWaDrwHlku13rFdbcTF2aTvBk06h1LSaaV4lIBXdcGXuFUts9iuF2wH/7YEA+3g5u/NASTiT80GF+y7Is1FRweHSx1infDCIqbtPhn2m+1i531OsD5NxYtdBcAMxOUpC6SnHac08AoeJ2W0SssdUuUJzgZGoDgqzYw8Ptea9SEYB6GNtz4QRM2n5WW7zGpFa8d0TzWK24lDHnSWmhjBMaOsLcgmTRSgyOEHvqtCC2dtZ91zJ7hyOuTpQlIaEFxneJDh88BHDm8blSUkYQapqI3iPzDMuCpYLU1CRTWtlfV4o4ujkSLDGmA8UgLO050ynTeSHcv4+5HlsWisDwpjfRXV5So1FzR5CMoJgu1HlBrEl21AKqhqrDOUPCgFvrNsygltyK52uFzYAALi3odGwDtBrBBcQchYyVfKc94DYYUEVrpbqAC546JaRUypw4VeeLE+LKUi7LwpQnaq3NeWd9wsU3Wz0VwxxUpGWKTEkp3RR+em2DEu890sVGPoXQgs6SMQIarUlDp0SJniFs1udP18yma0cVTykrAZVq+3d6RXLGUmK2Njgu0TNVRWqi18RSmlxIhotWT5Ez1EpO6ZGMgYgQNptHdMGN/VbKfKRbySoBetdRrSMDWpb1HQ7oGjqZGeNhpJZKFyPlNLjwJ3ImrJkbw53iyJsiSkDdrZTsFGA7QbVieWlza5hH8S0lUEsjyri8bTu0YnkkqaHeI2bMpeCktUWh63Fu3+QbJ6mLgvkN9LdOPVmtqQVuSN6KzbU9h0OPVUNzgbm8smLPm9Doldoayk2dy60sq9nS3lzqHdelEx6ZPGtp9VM3MtbluH7Q3w7UTCnLDCLEfoOWiqsTOM9pmJXW2KeM10jJbADZvfmR0qyb+5ZbNlFyoZMFW+uIxHkSwiI9Zq0It38ZWesbOiAHCC7QxZ6iC9nKjXTkA6rKVzYZ5+4MAFvF/6ny/SQNaZ+B0xPpRB5jvFtwfrfo8qZyvVU63DSKdkpzn46pp3O7I0t4LHV32q+TmxNt6eKykJdrDMPXhJXWmJe8To4kkU42eLda+JxwVyfp4pq2sUZsBSHVQi7GUsCbx6SSSDcuFb1sCKF/dMS8nlpThWRwiuulxTNFkOBx6+cLELViacIsk32gzG2ymWoJK+0lMxVEAoRICI50HCl5Qs3jh4EqoFnR0NLPJkaIjiDCrNrSfa60YG0uqHY4FFWPy4HqKtM04+KOJSjJnZLYRjXH4ITObynzsUk+nGsp8pMm+9TQpgylUvKE63et4fC0e+Ac3sc2qLDG8gkCxai+3nzPtYxNRiTcsNfADfOnKWMugkBOBW+6eji3n0vKaAg4ywQn+BZHkauRxyOSF3xZMBdRKjJvVxKqPRcxBAq2BhhKQBsxvd1SlpGyJHon9J3HmbbPpdLcI6pSDxPBR3w/4I4zWvMq9WkFdeaEakpxPS7WRuiLQzDmklEXiKVQrGUqXK3UAEmU6FemIzQ2yUqCnJrExUcsZ/Qx+dUjzEWta6CdV8VJweYRkwKuW5nVRoIItGI8ca2Q1vnWkVUFrYgoaGqdYclgE1J8Y5PDHQmBahsQi8eOB4wMuCal6QbwHpcMtVZIhBdks8Wtk7LYsQ1G09xYf60teHGloDnjvMNtekQMYo+ljPRdeybTBPMeixF8RHNaB9OBXFMrdlUa+1tdY+KlafpdF5HYUY9zazKstkAoCr4bWHxqLJQpQ7chbxx5GbECfs7o9Yvk+Yh1AXGRzkXKMjNlg8OM5pYRcBc9QStaA/UwIiZ0EtDDAdPYdLzBI9QmzVrZP1ND5wUrGVcm3OWq5URRFBc7bNghU0HqFTJninnYeLrLZ4hLqy0quWJemDXTJ8MPjpyVrBn/4AGutvQ3VVt75re4ICyqJJqkyKkS4gZIrZ6n8+BOBEzLspwyWE0X31FRJAhi2toF15hUdUahyezed3wfPhfudxekaWzs+GGm9pHddkt0AU0FrUYNhakkQh+oJlhufVetSi3KlBc8bfB0OI48uHpI9UKnQt/vMDWWlOnNE4NQRahIy0bUSgyx1V6MrdjatGI+oqLkmsmHgsqMaqALgbqkRmrNawBUKoWeSpMf3i1S1VpIYxucDH2P1I4shmpistKC1rIgpWDmW0ahVJbx2J5taRmKoErvA7FfJR91IYqjVFAtLLUDF29Lo6xCqeQyN6mMt3as1rVSlpahOJEpbpVYGVBLZZSWVRg49QOGF9/qkqQ06cM6EGVtN8gLzpQgA/O4Zzoe8JsfiSWjzgkJI24Y8GKU5cC4TJjrEDWC7yk+s6A4q0iIjWtb+3FD0BoQKdQkKwHmmHJzWrrwoTl21QrB44auDerFEKUNImq58aK/7c1vghl0acQFIo9M2Ge1RTYv6bZk1mQ9p/U3syrfts/im+UnZpSSwa3r7ZZc01JbUXaeAcFyxVRAZ0StXVsMlHlCjwecM1SUuTooCb/piHjcUki64DDEH2/OK4T+ZkDX3p+K2oD5QEpLa/tjx7QklvUa3DTxcmX+b+yA3AznA/1mC9PMlCcao62oQfQCrrHaGCtbfko3GbbacLUU4Ont5SbYPhVMyqn4ZWXAT1X9J/76Ruq6RvrtM+tqWTcQ7ixrn3vrR7+V559/fn2GK9///d/PW9/6Vmpthlkm1oKQNZBa5hdXpsaT69gcA6RpqEKMaF4oGN73oJlaK3QXbRKOUyCoTfZQTSgI2RKOQq2Kc4I53yYXcZ7e9yx1QSWg4j6A+bZSmnVh2DQf1Ng1JjVN1FSo1s5f1cgCqWbqOLGEhJWFbhvQvOCSILniQ2sAaoqoFAoQntkQfKCznpxS2292pHliNGUTWlFjchGzjE8LdfHYWFFfCW5AKJASJkJNR3pbPYCday4ipeLUyCUT9YBbDqhVrNthFm9H+J1D64SzBZEB5xTnlBB7lAWVSkoJkYVFO3LJWEkE39OZQ6xS1oapSkY04DBmXdq9TxUXFSqksaCHK5YykWuiOI90QjKjzxlzRnBG7yob60CV2g34HWjK1KmlvmvNTBXcmFshl/i13lEYS27fK+m2iGdeqK4HH7AYUCctuE6ZUlsEu4wL9uI1cdiiRchzJlLBG27bpFM4YU6FYgpJqfQ478GV9nzb2uA7j4hi4wLBWJynP8mECitrG0ELJZWVWc9IdIShX7WFFXNyaxlWppZmN2vOIjFi5tp+fEthUlP7nLg1+7AyeVIxafdJhg6xxmhRVgZcrGnLU2pBv/OcPGxvMiZWMauoNqcOOznPSBukH6+uQRyx63HrOusvsGlCl7ENTrM2qYFUKIKIEkzZkrGYsQq1Fqwadv3Cqi33bZQxL6TpSPIBxBFqoqSZPF8R3BZki9UCNsEE+rA2J6baXIp0nAnzju7yGbIoyTXZU+4bOxz6gDjDeU/UnrQRJPQt5d8N6ByQaUYverw5YtdBhSVNVJ0o6YgMW8Qp9foBzAd2wxYJGygJKRMyDOhmh+JQLy3gdZEah1asWArVF5z3bdC18bjF4U1YXCEMPUMcUIylZKzrKWlBy5F50+FE0c63pEiu5MOI5UwpFR8qFiP9vR1VFFkSbjmwHEem4RkuusCUDgy7noKsGTuPJEXnmTpH/Ly04spUcGEtCJXcQh7XGMe8n8lHz368xqRSewE7IvNMThljR3KZjRmyKFn3XKdCcoluE4g+YKYE6djnGe8CIo0xzwdHciN5molDx8P9Fdu0MMSOPE/0MTIbJM30QFWjYsi8oMWwvG8EQFWIHZsoTSroFZsW0gtX2JrdUVX2yzVVPJYTJht0G9heDIjMBD/gQ4dH8LGRMFI8oba+NqeZuRb67ZauaHO5OdUT5ERZZrqwI/jAXCd0mogXEStGyQmdrpEuIEQ6cUQJlKwUM+Y5U8s1+5xBWnsWpCDhgoOPRFFSKkiI2FKIDraXW6hGTsvNs2NmHE6B6DjiVuttt0psBOjygi4T5gcKguKYl8p0PFBqRl54L6VUNI34ojjv6bsOq6u0xSVC1+MlEYOnFqWaEqjY5i03Wug07tFpjx+vKdIBDtc3iYeE0DItUtoAN65F/1NqbZR3EB02F3QuLR7SjJmAhFb8WWyVs7Zsqi53yI+62nX6Jhvyvr+zrt4UqdopFnKCiwFzjrIslNLcTfpNj5SZXEY0bvE0GaG49sEWIGdEjVQVnxacGVrnlr0qAjRpF2pYP5C1ojlTTXFDwPlA7LcgPXV+gNaJsp/RnAl+RxcjWQvV9VRzqCmdecqc0XGP2RU5J3rAb3o6YBzPRZ1PgRGd4bTgaQ/4SSdmVltnrob3rfANuPHrvfXg5RFdSEuvngodVomLGGp6ZzO5EeO6tWhUsNWRokXmzrlVpNIsscwMY2Vx1+DnUz71U3nXu97F93zP9/LWt340X/M1X8NXf9Wfap0qciNzceugoMwe7yM+epIJ+A5F2HrBh8B0eIFU9vjBqKqkacHVdt0hBqa6sNTaAhSE6ANVK4KjHzZUK6i29LA3D+YYl8psyibAEH1Lf61BuU4zDqOTVQfr/JpyDBRVap7xCkk8Yxq5zooeH+CXgu8GQvcsfmVv6lzZRHBlpiZFS6bgkOkaE8PLhsW0sTl9xKRpbnUJZFMWy8xWqVYZc+a5vulgO1eblfS8tAmSpBCZCcm3gDUVFKXmxJKWVknuB0xnVDOOEU2tiE2qYJap2aCDSkEkAQOYIhLxFpnzxIuHAztZCMCSjxQ1Oqk3Ba4aHMT7GBmXjYhHVNEuoVVZ8oTWxPXxqjUs9+83FnFJqHeEYmzI1KUydZlNf0HsPeiM+YiIUUMiW6HmTKkz/anoslSSBXJW5rX4b7jY4lXR6Qjm8cMWzJiP0/qMO4o6qgaW6lHtKUUoa7W9865J/YrSe3Ah4uqCWxL5esZcAudIUSmi+LwQxFbddIGSsFoozkh5aqxq37fiRS0478iENgicZpx1pKpETYhVJLQGOMS4+khHLHYQO4ix3RdAasFuJvnx6zsu3PhOr4NZRLAltxSQJGzV+eoyNscfazppr0bFMWcDy7C5Ryc9ixZSEUr1+DVtvyyZaX9NTJW+j0hZ1mIuA1XECoNXnFayD+hlxPUDZazU64lcG6M7p2s0JWTTNQ11zgz3n6UfduAckx6ggoRIhyd4QWpm8ZXae7C5aTBD1wpIh0CuFbNATpW6VHxekLJnoj2znXhSnklTxW8jOmzo60TODzkQcQyoVq7LBGScTXRc4voeF4xFKzXNxKUQ5qandjHgnOcwHQkhI+OLkJp23uWe8vC9jWntIzFGSp5JZaYLEVNYUismLVRK6PFRCM7Tl8aKOu+p2w5JCbOpyVvqSIo7ot9g/YCNiZSMRolWyjyRnYIoSmUJnrBMxJKo84EFT9YeZ4lihohvkVkX0GnBpmMbsEWHLhkrhuQFDYIMO6yC1opKwMwzpkqaEgRIUojBU3wkd6FZL85HpmqE4nDqyF3AuS0hQQwecwtXac/VMrPrI2jlkCpTKqjf0kdjM3QcpgPVZpYyYGp4q1gtzGnPcTrgJKDVg/SUZUYkY3GLdJGMknUkxI7FV7JOaFIu7gcutz15mThKIPQX1DKCBgZx2LRHfKXKkTDcY0Bb5se1wWaRgHdAOhLVIUsjs1xesHrSFa+TKCGYBbrNPeas1GkmDNDlxH4+IFmQbktwHYGOuiyUtFBqwWomlYqTAJZQK6g/4DaX1N63AK4mCo7ZYNGF0Dm0rM4449RsdL0j+oFstdU4OcFCT+zbs7+fplbi4jK1NEcqsUw+7rGayMkTEEIdCTZTkmIxUp2j22wRIiwCQ8QvmTkbeSk4PyP5/SgRX2Z02rdgWirmBpbdfUyg8xU77KnaNNfqmsmBziCV5v7jQOfcTA72NNeSVrrfBixFsRBRN6+F2GtWoCzNrlaafMukkXtOhvYOCNTVYjUvGcFYzPCbjnsa0OJX4kxIWSFlZJlZrke6qEjfgSl6uKK7eJZq1uouUGz7LGm6JnqQzqGhYwHoe3KG3nuc92Q74mKT/GTf4fyA7wJyPOKzx0qT382HF6l6TfAB22xwfVkHt43k4HCFzAt1c4nvd2y9YxFhLpW0jE+NSF+zgFxEPgv4g7Rk/R83s9/z2Poe+GrgU4AXgM83s+9d1/1W4ItotNSvM7N3iMgA/F2gp13X15rZ73zZ88CY80hZMrMFVGjpTlVOem3VuqbQC6KGM79qkaVZEYncMM21lrUinmaJI2ta33QluluArGrr0aU5T6xyjruTLtwUqqx2chXDrFXQC+Cc5w/8v/4gP/+zP5uqlS/4gi/gEz/pJ9xqt9pHWwrH4JgMcYkQt7i4JfiA9765OZTCwyrUVDjkVkS2LBBKaoOV0LS9VowwZ8yBibLZ7nC+6akPU2JME7t+wy72vFgKx1LRWokVlB68u5nwQkzJqiws7DpPXPXWKq2SnZrwIhQSc96T6ghuRsg4NSRfIi4SaqRUj203hLjBDYXl+BBXPEutlKXJNzKegq2p1ELwnn7To3mm10S1wFJ7si6MRaAbqNoReiFraVIT70maWUpGfKD6nmxGZUYURu0YfI9WIyWYVFunKq1Rk5XRrAY1VxwzQRR1HmEGDYxTxuG56B0+dshslDwj1VGVNtV7qlh4QC0z7uI+3nc4VUo2lvGaWjNigakYu84RS8V8xddE8J5oCZkqJc9MljgS8F2HmaPkdZRPwYcerY46Jvr+mUagjglHxdXmXY0ps/MtjZiUkhJddpShMb91f8QEUi5oP7DfT4gafR9xWpvUJ0KdD6QHEzko/TMb3LI0zWlS8BMmnv0Ex1xxzqjeUVKTkknNuF2kFsdxboGJl2fwuVJry25oN9B5j9dAiY6rOdObEqJh04SVmaiKLnvED9Dfw8+KyEI57pujibZUvO9CC1RDABcR14q5BGttQDq0wfts1Hm/FlIZUzaK69hc7pCidNIsR7FAdMZytWfKGSWhueKPAR8CVZQ6HZDjQ8T1dP4e7mqkiEfCBtftCLEn9JDHBUQIroIWZD4gOWM1kPuO6pvlYBgucJ3HUHLsGNSw5RodX2TczxAvKb4VJW6GgT4YWI/kiPhte5/MIzG0JIQmLjYdVSJJR8wJthjedWy3O5Z5Js0HQtkQFVzaU5eFru/YONcGrc5RcOjhwKY68tCjItQ5YSnhvXB8eEB8R3cxUEvBxky63OJdC9Jk162Mf24uTKk0GYoMVOmYaNOBS1it+158Hz4UtmxRhqYTNmWsV9SwQ3NmTHvccqRWI13vwc0sJiQpuKwM4ohpJs8Tbtgi44SMR2ps36t1AV+VED2h3xFdh4QNZo50uMKur/HRI0wEMjmNKFCqQFkIOHxOJL9FayJnyF1Eewj7K/zieHb3HNs3vwlRYdrvKTlBdYzzjHQdw86R59SUY9qzqENiJXQ994eBC+dxKTNsPMvVjIYBvxu4GDZszaFzRrInF5hKYbSJAweWMhOcxwpELojRE3vhYugJXWR/PJBzIdimOSqZUkzYjzMmEzo/xLsNb753j3ludnIXIWDBMy8Tc1KWKeF3A8P2ElcyZZpZasJ1njIfWapniIFpTth1q8WoVSAEvEtNt983a8xOhbxMVFO22x39dsdivmXG5wnzlWKVxSkuDoSwJSDtfawzndNWnOwbOTYMPb00g4NjqqSlvSelHBEJBM1QhSAG8zXkAv0zVO+JmppbTEmEnIl933ToZcZL38gCL63Atbtg6JrFpXeCyxmq4mqFYUtOmZIW+mHXpg8wo+iGXD1zmvEdbMW3fUkPZNBINQfZKMcR0oIKuG5HFU+da3NsrU2uGywzHxeMTChKjAMuxuZeBZhrOvPqhND1rValphaMe0+VyDIpU8pUm3FSGXb3iL5bi7uFHH2bW6BUfIykccR1HcU3uaPkgo4H6uFAKpleIARt7PbV+5mvrpHtlu5ig3qPpUrKSloU8cqxvEC/vc8xV0bJDCkTtTJNe5SWYR5yBQ103qPHmSGADhtEjalEjkkJ855+A7u3dE3eOE/UavilIt3QasG9kDrPfpmpqswvU7X6mgTkIuKBPwL8bOB54FtF5K+Y2Xfd2eyLgBfN7EeLyC8GvhL4fBH58cAvBj4ReCvwP4nIJwAL8H82s4OIROD/LyJfb2bf/FLn4V3Au8CSZuY5tRkerXWqON8C81obK22nALqx5qd0CtDStKuFDnDDbsOdSYasFZHZ6pPrTpqrk7foSadutk5CAl/6pV8KQLVm8XfaTIxWGAL8vM/+ufz8n/fZN8eyNa0t1p5vVb3RxLiUwAXikgibDVISuThqOjK6SBx2dHVuQY4VilWKeHIpoML9zYYLn+hqJiuIZkJacF0r9uF4RacGfkCi4rDVZc3QUhhLIcaIDwGtFTctzCwU4OiEC2sDG0MoqjgRsh25fvgeVHs6v+X+/TcRu4F8vKYeH3AYhSkZuRT2+hzPXFxizkh+A6UwV8O6Hd3QE/2GrSa2Q0eWHuhb4VkXiFoJFeqSmeZM1QLdJXXOLIsg84yzivcVix1TqvjgMa+kmvBpJOSMXDzH0Fkr7nZC6SKhj62w1QyhtE44F3xxlLkw5YdQCs6BWSSihBYxIV4YMI7SswwDcRupS/NM710iHRM1j3itOBUePDww5iPBeYZ4QfQRCjwYMwOeVD1G13TjAYYcsWVquncS3nXYrOSy5liiJycjH4wXlwN+eJZ9LoSacKr4IbK9vA/O452gGUrOjMsDjj5COUCa8b3HJ0VcwK6XVrwZaLrhriNbIo8jc4KrrsPXgmvJKOIQiN4Yi/IwZbwKiwUk9vioWPSEnJtEKfZoWcjTzGwtYyUhMu0P5Gp4CfgK7l7kOGXmnIjR42NAS8LmhRAcNgglzaumv2myISCpVe0HU2RMbF2zjpS+uR746El1QU96TTNIUIujaJvQxnnFAuh4zayRlJXoA3G7pa+RpSyU+ZrOO+LwHGIzooVBM3XoiBcfhds9y7KMgGvfsUirkdDWRvnVaGDRTOWI2pGSCll24Ha4eU85VlzocNsd2nXs54LME1cP94zHzG4jqOsw9SxzbYWumtEwo2XBvMdLsxOuUYi7Ht9v8Z0Ri0BasLG0gdfhQDkekMNDNAbqIQJzC1Q0MGzutUENQnbK5IRQMjE1qUlMEyaBIgHt7lG6HbMPeMlYcMTuWZxXpM5416wnJXqC67D5Ghc6xAWKCyyhyQQG17WsijhUHaYbxlSYpoXglBAyXbdQsuJzJlZw/SU+9rgosCwshx/kxaUShoHBKSUsDAoMPRuEYbuhbjzqImncszx4SLgP3SBI6Ai9b2ydDoSLZ7GypR6OWDK8NReY7HoyHbok1M/IcsTmgukG8zDEiJVMGq+p1+ARlvnQiiyHSJquMK1E7eh9D3XBL4nZUqtjUWO46Lkc7uH6juNSCUwts1SVy+WKWCemZQENiBZqNYI4unTNEHpi3OJqYTt0TRNdZnR+kZJcy2aUBU0BN49szRj6iA5boizUsEFEWjay21DLBOlFUjVKmimLUmymlMjO9TiDedXEu7oQXSsGXw7XLYPY00gX55t7D4I6Jc17lgp1Lk3a0As6QaIwxw7vPGIewxF8IZhQqMS4Yeh7Uk6QHbthaHUZJox1nYbDOWpOuLw0r3obCav0w4ctKp6iFWcFE4ctR6oK9D2daxlWXRbibkMgEXrBX+yY0xEtnn64RC2wmCdsn8MPG3QcSdNEkIrIlpyvKNMBcY643bDpPTl7WBImHvU92QmRTHYLYrXd67LQmbR6oTAg2w5Cx3KYUC2EEJtDzm4g01Gt6cmn6NiX2jJI8xVOPeJ7pE7Q9WxCBEurs5ZgBZaycDyOqEDXBVQTNe2p2iFm7DaXTONCyk0ye5yP7DQTl4DGiFYYojSJZZ3JznFwRh9awWqRQJIOjRu67rKRjfuHlNyyoHnKzNMISYhxIaZMWjJoRsLAJILVjCvSBioYaaq4yzfjs2cnjsF6YjlSRfCqTGNmMmOQVkSeipDmA9M4EfEkyxyp4AP+SRPK3cFrxZD/VOBdZvYvAUTkzwGfC9wNyD8X+LL1968F/rC0HNTnAn/OzBbge0TkXcBPNbNvAtb5tonrv6cOR0opvPu9P4DkNpvgQtN219JkGAar/lpWC7W1Wn61TRLxTbKy6qKwZjkmTQjeUjaN9sFBC5jVmrPJyoQbghfXYmZps4Y2O8KVZV9D8ZPsBGnF6rYy7ieheRsQr/Y+bi0Q0tqC9zV1p8tIqkZNwjB6lryAjzxYFqLriJeXDINQXCaUgtPMoIUaPHOu6AKFgtvuEIR0uGbeX2GuWf6V+Zpt1zFOkQfzRFUhilIpzEtma41VLxjTnJnyiGglOGXpjDpcYOK4iAMx7JiXPQ/nFzjsD5gf2PaJ3G/x4ZLaC/P+PahTzBJjSVjtkOOqdSNwESOb2PRdrBKVJSeEhNt2iC6U4ypFEKELHm8zF74SxfBuZpoqYypIWdj2rVEZxai9b9KFMuLJDGmmzgv7eSFvLvBWKf2G0BuqC5vYYXOzf6wm+JLQNFEOR6iVPjq0diBNR59KZe863GB0HqoIi3monmnJ5ORYrCPnHd0yQz4SMMY0IjriNvfxm0S/HEmlkMJA7y5AhTkdcGJs+4LIQM99vOtwzhpDEwrdPLK5f48aIuk4k/IIXlGdWVCWINhkhMOhaaFtlTDNR8rVEc2tI4suYcFTZIdz4OuMrxOuC/QuYdGzt4wUw3xg9I5yfWBXO3znSaZEHejCPRZfwF0RSYgo6hxdH2GIlKVSJbK9tyHIgXwoTNOx+U8PA2qV0G057vet4/QdhEjtA8d54bi/xhcjIGx+5Edxce8ZplTp5mtiEDa7DmohLRNLzqhF5r7jWAv3GfFz01FKcKTgcVkg9KgPSL/F7jnSXPFiiI9MXSTXiM1KGCq+85TtBsZEdj3avYUJj4YLpPeQC6UumMzQXyKbAU9uRZlU8nwFCD4okisLhnOFRRzOBXZvepZaBKuFrCOLjDgX6YKAzNQExwfvpSzX7IsSZIe/dw8Rx4KnqBBKIZjDWUHqTCSw6QN1nJmvZ7p8gWmTXIgP1D4Q48y9TdP1HWdP6ALiHH0xhm5LkhZsHq72BAchRIpWyuaSOXqM2JhHF0kZyqwEAruNI8nqXJIL6cUD0XucgrOI6zrqNKHRCNsN4bInA3kuLDljeSTnBJKZ6szoNoxpJueCVsVvd4hMFCdky4goTpW+cxAVHze4LjDYc9S8p1TPNmwoUZq0YbtFhi0qHXNwpJxJYqTjQ0LMkD1ME8NH3YdO6OOziDqmuSL0sNuRkzT7NQkgCee3TDnRhR1uk3FDxPUOr56wLXQloOPIoolUK5v7H4UPPf02U3wm7jqoEX/RsT3O7OfEIUOtQlkqufdIiCS9xseC88ZiHpkyi2mznZVWr+INvBSSdji7h5YObEZ8RDrDxDEXoQ+Ri92WUjtKFWIxgmRyBzEog1em2upv0uEHqWpIMUqZcXFD328JvTDOAWLT9gcXcBf3ySlxPL4AvkcsEGJP7COuGNUy1nvi8Ay9VJgeUKcZv4mojHgfCbogi9JJopML+s0OgpE7T84TiOHILDXjZ2UXQ7NtjANd8Gjp2JhgvhJ6Iy+tjiXPI3O6xjnB0aFh12wEtbkzmQqaZjpx5PnIYqxF/V2zde03zTrUWoZYfUApTabkCl48IglfR6zO5GnG0kSdH1Lm9yHlirDch+0O1JBcwS3ookzM7Kc9WgS6Hk9PJ4Z3gr8YyMPA8XhNHieyCX7oEAVXluZOUgtOUivu3R/JKbcsXFmopTL5jk050nmHPTfhnUPClryk5s5TW4Z8e3HJbtNxGGFJR6gjguOQF8q8yrlyYq5zsyoOgSIOcYFUO6ITFM8ikWMxSiq440TNipIJWfBT4nCYKXmiHyJ9XzksI5QDcnVFkQlKaH2ftYFaH3pMA2KJIBHXdwybnjhP2P6avIn4oMT7HWkx1AQRYymJORc2IjgxajRKVVQCXYmItDoYsafPpPpaBeQfA3z/nb+fB37aS21jZkVEroA3rcu/+bHPfgzcMO/fBvxo4I+Y2bc87SRKThwetkKlGD2bXlpxeKtDblIU7xrLturLK4qJtH9GY4bXgNjZOpvVWmJ9U4/paC+G6Upvty9RtWm1q6wzsJ0m7bC10h4Qcbzw4AGf/XM/65FzN+Drv+7redObnrt1iNBWSGrazkhXizaxFpw/vHo36rdYcuje4y1TS+GqFKI4wjFTaS4NfYiMdaZz4GJHrcqDknDBId22TSo0Tbg8Y3LLcNzrlUCbyMLEEZ0jWGHRQhwiUSp5GanjkZoLZE/VCbsYmNOME+WIUKtjvyw8zDOD37C9FLZScLog6QqfJpxELjc7/KaH8UiJHihUTairTCIg93ClgldKNVJZYL5mp1vC9jm6vsdKRk3QpTT9axEsZab5ReaakLnNyJUWz7DbghRMDkwYdVm46CJ52FFdx/TiiM0jmyEQQ8vCHJeZ+eoIdSYXRwgw5ZlalGaGtBCHSwobWBsE2x9REs4g4SguQKxtkOMMYaFoYiY1b/Q8k6dM0kovF9TFs0wzpsZ+Xijji/BuR/ZCCILvdzzYDOCFIILzEXWeZBHdXCI+0PcXsImoj9RjaK4QEhk8dFo49MY8B2QJaK4MFx7FcJcdlELYBiTcJ5ujWCVsLxCUTcxojMgmklKhUul9JbnKWBb8PFPVsF3Eu0reV5ZI03PTsfQ9BwmYdwRpwaqlhGnBlhk/P8Adj3TDJWmzIThj6AsuLFRNTMc9Wy74EZ1xuQ08eOhIq21froY8KBwfPmCeKhtL2HP3WfoB75WqsNY3cdxtIbaiv8tojNkYr46oVrohrh7ibbDqfOWyHwhh0wqirgu6BIgBd7mhBuGYp9VNxgjdlhqGdk1zmxBGY0eRSDKhL9LS8yjVNqhtWuatGBsnUGbmJTFbs8UssUMDmC6kKtS4ITpP1tVbnI64PMBqIrgNlz1NouIVl2aWwzWuFJwqZpmw2eH6yBgC3H8GLQ9JY5OZxZjRoiTLlA6WWlE3kBdIbku2glOPWQe7N7VUc1nINNIip4RqZRozwRWIgaNGirVJgKr3lDjQd01D/PD6QFoqdIL0A+Fii+8CLrROMeeKXe/Zl8zD6wO6TMg84haFoWMqlRRGLjcZtZ6qQrmeMEqzBg0Rr4m3hA0xXDSmvlS6fmDzlo/nnn+AFGnFuK5ZmtINHOeRWBYqq3vSZovVzPu7xtyWNBPep9AH7Pg+as24eeSy2+GeeytSHHUpiE2tiLTMPKjKIJ6LEEgDOBzeZzQY2+CAQKmekpXp+preepaSKeGa4/Qiph3bCGhmGWuzsXM9y7KQ1NHbMwy94NVakaCLDKH1f87TXHi8Yzs5yAtT19xnzCvLoZIPD1eXLRDrGPqergjmMiUJVic2VtE8cUwLytQkikSOx9RsQfGIbCB1q8vRguXaCue63GpScmq2qXVCZaDvN8iwIdeZtOwhODayIy0HxBc6m8lpQZeRfJypzuEGw7uE85EwOPpnd/jQ6pz2y0CuSpSFYsqcClV7epdgPOCnPQkP/RbfATo0xttvkJjxpVs9uw+Y7RA/NJ9xKtUKtRdqVuqcSE6wKOBgWa6aNCsoIWU8me1GqX5LrgNqhaqyutga0gWqROYlI9sN4eKjqblyTIlyDYvfclBHcY5Ym8Wi6AbJ2urjJBE6x+LA+4W5VPL4kHmeseGCvg5Mquj0EMmOgMBccU6Yc5thNnilaoAY6bstTmPLUD4cm2NMedCKzTeeUtt8D+KFUvvV/35PMCEMO8Y04Vn99SmEmnE+4qKgxwdIShytI3RbVI2j8yx1Incb+myQZwIZrip1D9fj1PTxw5uZcqHkhUEcboiYuyTEHSFuuBg6jnOiLpXe6uroZOgQKJFWR9UD5YiXgJSC85HOHPf6yCF2VKDTNQseQpO9KuRDa9dFlPgE//u7+NeqqNPMKvCTROQZ4H8UkU8ys++8u42I/ErgVwL8qI/5aO7ffwshXkKdECeMa9Wzqt5YF7Xq5GYzaNo8dZ3zGLIqTVqwbd61OobVSxM56cvBWFnrkzvEqbrarSy46TpVt8PTJt1oNorKm597hnd+8zedzn816a/raHvVsOjJdWLVma/JAdfmj0acx12+mVgKvu+YSmGZUqtAzo6wenGaQOeMIhVzzUO8k0ApmQsZcLlNpEQV1PWtiDE6xlxQIJvhRBmCsNTMmCewwkzH84eZGEOzNdw+QwhbfDTmDBa2xG4DvvDw8INoMSRu2eaRy7AlDkPz6a095cU9xUeqe4aiAVEleEe/vcBwDJoRl5nGB1RNDLJlKs0GLqUjdX7INBdkzEDPRpr8J4lQs/EwwYShy0LVmV56Kp5nbcMQd3RkyrEwzallCi43OHXNMSEoyzjjyC2VWQqZwCyFbspIN6ClEnxks4mknWcaj4yxo6aKpRlywaVrguspOjft/uY+3SY3FipWgijPKvRTpXOO5C8gJNR7Qu/RRdm4QrZAGN7Cxh/p+0AqFbpA8M0Jp5T2jG+HgPStOE/zgrPAfj+iR8g1sz8kRg+4wE4r0gmhOoa+Z2OOrMa2d8gwQNw0H+7gSdpBmtE0MpUNWoycZpzWpnW3jhAjyc2M0wNydRRfmKvAVYaN4oYNDiNqJvjmbV5KoswQmNpkHHnG18ysoLmQ8bj+Eh0uWWqi1EpdDlRX0O2WXBbG62vyQdDUo66yiYp3HWNVRBK9b7aTRwqkBXHK/RjZOqh+oG48iwkTG1JayGpUVxkuIkO/wREJ0ZOLkvRI8ZGN6/DBUVNucgrXin1RabaPcYMFkD7QOaHf3WeeMoin1tTSuUtmKXuO73svUeF6Frx4dk6ozjFLYDMEshUOcyKHyrKfcFbZSiCNE0MRRs3YEBmSsiVB9rjhOQYi24sdTts07kPXU1Bs2OBSQiQSNvdZiBzz6tailSFEcj3Sr/r68YX3UCchlHskrZRipK5nWgwpFRaPEOmDIzpIBrNmJnGkoqhWYhAGDZgXtr4jROHoKrDgy0RxBbsQZhWqZEwSfSoM/cAsGc0z+/0RumZB+HC8YieRIfagDtleUGoh1yvUJfrg2ChoKSALx1TaRHtemAchpREXtm2OAufahENDR8lCPhyJPuJ6bS4MQ89l3KEo83ygj4W9CHvvqepJ+QrGPSF0lLy0WVBzwAP+wQNKqaSUwRm7iwG0MI1HqtAmq5EdWhPBF6IMlOAY64zHseRCmQvCHsEocSJbolTPRYTnwj3cEFlCZpkSTEfqwwfseiN65Zl+QPoNpWZiqI2A6rY4F5F6QN1C8ZULL2i9YnPxHA/r1Ox2cSzTNd71TEclPXRsdluCXGK2oXIgpWuu88QUjO3wDM5FUunxfqbvA2YFV0tzlsp76jLAEljqTImRtBRSzVx4wdeRTYgs8zWWjF4jmjP9dGRKmXl1sYGBKoaEgNeegsNCI9pszDAsuOjpvKPmmV5HvCl97HiQrrh+7/O48Yo67CDARd+T58M6/0KHmVDwdDris+K395p1YShIrzhJuLpwUCPlGWKHu/SA4bywaEGSIEtCXIcPPXLIWC7QF4yRqzlTrwUvFZtHQh/ZXGxRZ8w1kXXT5k7Le0SVcXqR6/01ycEzz2wIvuI1EFxAi+Bdz3FpGfuarpkU9DCyoxCszQYMRpkqyfdMi1KKEcKGlBIOYWNHqIXqHcM9oQuXjEslH+Y2uVQG7yLeAsENDFXxJpRDc6GZczMvOKTKg+v3sxVDXCsQBcHVa2LuSMsBL62eJmRPKImqwjwfKPaAnQSGXsnSt0Fw3DDsBnwnDF1gKYoOG5btDk2VUR3DcInfDRw2FxzjjOsrITiCGHmemvyQgttsyRKo1Si1IH6hM4cloc+KD4HkOq6ur7DpiAVHxdMF6DC6zQ7d+tUN5qXxWgXkPwD8qDt/v21d9qRtnheRANynFXe+7GfN7KGIfAPwWcB3PrbujwF/DOATf9yPtasXHhK3iW1X6WNA0OZYAJxmnlMzZNV4O2mesDee2rpWGZuiuaJNZwK0uiK1plyR1favuWmsVleyLlolKg7DqG2dGSqtUrsF93DjUS6wTo25psWatRw0t4qT1IW1YLSNDYTddoDxmk0wts6hsWmspFTqeE0JmdJ1bLzjMI10Kjznhxboucx03fyDRUYIgaGLDNFBOZAP19RaqX3P5JXJBU5TjwuOqSTmLLgSmtVRFao6OhzBOSQby7Jn2/WEZQNW2AwbouvZCkQGZjpE/ToT5cCu7+mCYUWoGinjiI+R4gLHUdgfDe0qpQdnGcsT+yJkf5+gA35W8jKyG3bETdMAO1/xF5XYP4ND6LQ2qUiGw1jJCfayIS2ZObtWd1AduxgIAuHZDWVwHMqeRSf8iweKKVVgnScQLRMuttQqZSJozy50SO+xVLh2CXVDs6SaZ+rVNTaMxBd6DnWCvuOivyTiCVcj43hNJRCHgf5yi8+FUnKb7KPbYKUyPPcM202HSzPFjIrQbQaG0FFqIamQUiKNM31dcOuEKxGHWGHXt8JTpVCKaxpRgSUruRi5ZqY54AXydKAcR1LY4F1PbyM+Lsx1oJbA1lW2vSKqeFdJqWBa6HfP8OZ4jyAOr8qYhH0tyMWWfujYOtp7ERylFo77K1zK+DFBf4G4i1ZwHJXsjGWupDKycR1qO7xWLC1cSM+URt6P4GpEyNQB6D2OC2oyts5zsYHr6jDfZr3LTDwshc6EfaoUawPtmtt9qaJsNkLcBWoQJufRaoRNYH+duU4jP6jGJkMxpaSCzzNmFX952aRo1wmdJ6pM4Dpi1yaVCJsdzrcZCsfxCHVB85FdheMIoTpc71qa1G2Y3nTB0g/M00NymZHdls5HknhSHYmdp9oF035C8jWdU7rdjni5Q7b38f2Ow/UVecl4LYyzwa6jdp7u/n10c58xGzXNBDNmndgvE8f9kY12bIaOst1RXM+V75tftI3UYpRlIvXC2A3NVaJ4JIJba0uy9/ihp5KoJHxtLi8hNEYvmlBLJZfMNB44WOvAp/kBHo8wwPY0gC+UORMRXKjsDgeG0NN3A9v7P4Ltj3iOIWVmDey6HXWa6SgcDpnqWrHwVo3rYvzAdCT4a3zYQjJ2u0j1Ruw6fLcj7DY8d3mPcXnYnCqccLCl2XfWTDnuGUpl6zZcdj11+yZEjc29e+x1oV5PTL6AVsaH72euC9vB6CXQTwuiMzuXuAyRCzfzMGWyBmJRBgpsljY1uHkoublaqbWJU/ot+EtePE5Nsjd0zC5iVrl3f0CWKzqJeARNmb2Bo1K1kM0zLtc4G+i6LVYTzjzFeWqZ2/5C5eLizYh6um4ghPeh6dj8N4owdPeJw7ZJksaBaCPJC8E5ntvdB4kcxsSissqGEi4MBNfjQqG72JF15lgNN1dqVgKOEoxUWpa5i/cZNhvAM0kC39OnwriM7Etzqum3W9yF0VnHDsU5OCRrczWUQqqlOXmUEezIrBWblHDYU6eJWWf2LyYkdhQObJwnhg2ud9R6JB8mzBZSMGwaGeqBvjPMF6QuLQs+3Kfrm+wlL4miQj1cU6yCiyzzHpkK9n5HWBzeBTRUai1MAkNs0o0xF+pcSIvDBJZaSIytL0sLnRW2JTOm1SFpVrwUKJUXV4emPg7MbiB7bTab1RGtzTGxjT0BxUuH63ZMixHKOi+GFbIYvg/E0ty5inRUE3ovcLmhlA3D0BFqpuqMs7m5nyTBrh4yaWVaZiwWQn+By4ldGrm/GQihSf5e3I/UeQG/Y/A7JN5jTEc8RqeFpesBR1kmFrcQuwFHBDG6i4hoBnFYTXQULiQh1hEqmAR6U3wamWvBT4X73hNic2STTUco1th/7+iK4b1R6kLOSucC+1SQesCFwFEEyojrjOIcvjOCFhCH+LnpLu7Od/EEvFYB+bcCHy8iH0sLpn8x8Esf2+avAF8AfBPw7wP/PzMzEfkrwH8vIr+fVtT58cA7ReQtQF6D8Q2tYPQrn3YSDvD7I04rlYx1kaCOqxfez7P37rUJV8Q1XZtpC9bFrYx4AVbtN01LdJpBk1UPbqtmGlXcaUbMU1GmrFIYuZ2URDk5opTV1xlEtbHctMC6rgG9+BZwqzYJzc0+bJ0iXZpjgZbKiy8+RHPi8H0/gJTEvHmG6h297zHfk/2GGo0xVWqCTGaZRsKmY1kcaTw2pj/scJsOR7N+k/FIViNsLrnYXJDyiLmCbAOu6wAh9PcRJ2zyQtKKcwEtlWVZKDUzlA0X97aQJ+a54tI1gxMkG/XqAbMKxL4FI+OEC46wvYDhGR7sj7DUNoMY2iroB0EdHMZCWjLSKQd5kUEqzRJ3R/C+6X1VQDOZDlc8aCFaIYTGcG3wmBQG8cw2M1ri8OKM9y1LIaUideTqmDmK0MWKd8Z1WVjSxDZELugotuA7h6Jk81RfV8/2wLDxaPIcsiH7I9p5ZNOBu2TYbtH1mbJ0wJbMFlqDn41DLuT9sdlDxkAXMpYzRwNL1p6R4OkdbQbPrmuOOSkx1mYV2LkeJKIIWRPirOnGvSdJ82V1S2WaRqIYw3ZH5wNbi6hm5jxD2LaG9moBSwTn8MWwCGgioZRxxsn7m/5PJiS2IjsxR1BYqhIlNA/p0KG5MJhjCD0+bgjBU+emTXRL4TrPML9IpslIuhDQeEENE8ES/eGIzxM7HLXf0QfQmlHtmWtP0UokMzjBb59j6I3OgdWAm9PqTw89mTrPmASmPHEQGPr7aAU5TuAr/fqcCAExIc8T2Q9rC1NJ08RxP1Gda7OJHldXilbN3TyG84R3sX1vWjEplPGaQOTCGaFOrUB4Hilp5jgtlATHYcNkkd51pK5Dx2vEzfhDG3ygSi+RwW3Ae0qpTOboug3qA84WAoFKgGc+Cu49h6uF/dWRhw+PLHlB8kzaPyTuR6auTVDku6Zp7Z3Q9R3BOa5F0O2OvS6M6YA4YxHBlYnpcGysd64wTkQKfvMim/79+H6A0KaT74NHuw0SPeXwArO29O/G9YhBlcRYIseacXNmXirHooTQsQmBpUDNR/L1kZncJoCpkQu3FnFKR9jsKJsOu3ePMTpynnCSud4/z4uHF4lOmObGZPlcMJGW1t52ODxDB8cq1LQQt4FohtjEED07qVAr+3HEgsN5z8555gizU45hofdwDAXM4arD1cI8JtJhYkoZr0o57FEK0d/n0vnmF68QdcBq4GEaOdRrQrfBSSX7Cu6CEDzehM5Heufpwjo7rBg+RrY7x6zNUafMV3QWeNPFJb67wCjMY0UUTAs1TRynmaOHecr4YWCzLZgEhB4vHh8ix4fPM5cfpJfnmo2uLThXkM5xeflcm6Dqskd8eyXC8GYGIFhqg4XYMne+K3ivSB1ZlZM4lODcOmmdAj2iA14jPnjKMjGlK1J2lMUYbSRR2LuRbbdhY47r40NqKlzEAdd3JG2yka6LdHGgKy1ostghJs2ZC0fne7bbS8yU/VgZnukgBVLNLPQsq+Vhb4lOBuYKVTy+GtM8kzVyLJVhHum8tEJgqwSbcNXaTI5TpqTKrIXMhAsDlJbxTUnpImwuLrCwRfLCUDN9aAPUnVWyVIatIH0k5IpMlW1KPHhxz4FIt+lJLuDUuEiGpvaeaV4oFSQuVJeJPtI56PotG9fh6pGwvIfO9ZRwr81yvN8zhI7d/Wfw3YA5R7fpqJNHj46ye4axQNRCCAGJHU4N1wVcvEQ1Mc6ZtIsUWdhnZXEK48z+cCAqXEhHHy7Z7naYCzh6slxz7yIg4pina8Iyc+m3aBUGUzZxS9lctvofH5iKUEppxGkU8jiheWSwxKYL7LoNJcCwJNwxo8dEGHrm4sm+o0ajd3AvOHCBJSvLUpFcmMuI1hEXelyMdKGSpA24yjQTNJG8sSyCy4UUQmvnR8PPq83pU/CaBOSrJvyLgXfQyhn+pJn9ryLyu4B/YGZ/BfgTwJ9ZizYf0IJ21u2+hlYAWoBfY2ZVRD4a+NOrjtwBX2Nmf+1p5xGc8NZne4yF98+JfY0wJ9777nfz3ve9cBPk3niOryx1c05p6ZSbbWQlxtdZOOGkLG/BGyf3E7idROVm5sqT48rNHVr/X/cjcsOwt2C+ubO0fd7ODno6p9M06etpU5eF6cF7UQdd3LCZMtUHJn0PYOjQEzeXrRGemu604gjVWFxtExwFTwyVoXeIBYoFpsMMLlH6ggRhU5Q0ljbBBX279nRAwkDsd2yHNjtmjp7dBiwn5jSRrh8gWpiPCauGy4m5KsULfdcmbKnicZsdVqxJDA6VeYZN1+M3rk18NM74lJpDi2YudwGfKpYKtcz43jF4xyJgZHrtmLuC7/a4btsKdtUoKMfjRKKyDQIhgkz0m5luY3QEvETAcT1OzKngiOTgCGZ0zlGtYy5CvLcha1iLsxam9G5CFnq716zt7ilLTaTpus3ulQp+6ehwVFlYxtTYjlzwz16AKSVPLGWmpkrfO/y9HSJQgkOdooC717IwGpViyuImzFVs8JQuMo6VWhd0MlytbNyC6wNy4VicYtG15zb35OOIBc91blrv+0EpbqDqgKrR3bsATWhypLpDgqPWhX7bsek7jteFzeSwWpFOkXhJ6e+TxSiaCF1hHCs6TzgCnkLnBJkz/rBH90ds13HURO8jAWOymc4O3IsRb906u90RONJ7Ydq0aZ9jHSmHK1zOFJ2RqePZ/lmekSbtSQSsZuZDZTIjqUdl4KpGHJWlZOo8YXlGOth6wfZHlgQpKRoL251DLOFky5xyKyQFgoKUI7nMmEbSMDBqJVrlImzoL58lxA43JZbpgNFhvWO37TGDlCZ6HDK3QO04jdSiBL/Fh3sEgWGzIdaCzZkiPbW/xD+zJYTQtI4LzQe/j6SSqc4Rn7mgDJtWG9D3HMeH/OBhRK4eEqcDMhViLjhxXIaeWgNBYvNXXxISOtJxz6bvCN4xT4LXmftdJF92HKqAKLM51DVLuMH7Nu11Ubj3DKlO1KiYq+wGYbFGiswuY8yUpZEO/Sai0qSEnQ/4bJQlMS4HOktojAQcz/aCyICESOkrKsI2j2x8YDs812aT9R42zzD4jofliB0esByuKJoYhkwGQtxy0V8QNwPb3uOXkVwzTuDebgDXMy9HajSogeWYOLLQdY64f8D7wwVVHeYWpmWC6HBeqLkQTVgEDjKzrwfMlK72vHhU9vsjJTlikOZI8CPvMdfEfvB413Gv2yLJcFWZ+oF8fcU0Jbb9tlmyren9XiBKRaXiw4IbHMVHbAEvPZsuUsvIsToSC97Di+P7cFqJsU3QFENErRWiuj60rO6wTtVeKy66dXZgTzYwv4OaWeyIc8bh+AK5jlTrmLLgU4H9NXhHUchuQ3cRyQiWC10MYEKXjO0gbb4EaxrnUgEZkeBwYWCZMlpfJAyBXJQ6XWM5IJFWNCmOxEQtIw+XA2OFkKAjUMLAXHo0XZMtsyRHGCbmBw85jge6eh8XDLVMTYVJd/SxBejzrLhYWkC1C2x6T8VIuZKKY6dHrBrDxT1668Ac2m8QnSh5ppQ9F5ebJrFILzIdZtQN6DFR0hXHWqnHGd1s2Wy3vMmD+kAqGT9X2NwjGWSBsRSWB++lZsV1QupGWISHhwmfIGdlvHrIIoFB71FypUyZByVgvsfvdkz9JQFl10MMPVJgKTOdK6i1uo2xq8w6o65l//Se4oMxhRfJ4wtUg2m5jyuKjZlaZvZXCw7Bu4BVa/7cIbaMsKORU3NHwhpZWQpRoNpIQShDj4b7zCJIqcw14NyOXJS5jORxpChMRwW/YXuxZTDjiJFR9pXGTmvgeDVTgnC4GnE1sN0OXNy/RP0FKkKOCzkXXIDB7xirQ+eZrVS097jSQfZthtjpCp1nZplx0WNipFCJQ6STiOs2bErGxS1jF9k6T+GaIoFhuCAdErFzOK1PC0lfOw25mX0d8HWPLfvSO7/PwC98ic9+BfAVjy37DuAnfzDnUHFcWbNcs12H9c/CpdF5IWSlM2GZJ9LcZsbbvOk+JR2Y9hMqE45mhZVTR5GEhJ7wv7P3p01yZEmaLvaons3M3CMCyMrqnplLCv//z6IIyZmerswEItzdzM6iyg/HAWRWV9X0XBl+4O05IhAAEe4R5mZn0eVdDNZLJNrA24kEOKpTXTGUsETW65VgJ0d3XCPmgeqVTIBujPh0zAsr/XHDRiXpQk6Ry2gcx8Ht9iuJOAlIEsnFaOwcNYFkgig9DjSsOMJYJzbzHgKmSqgV7ULGWO0kjcBqBqORl8wjCRemU+N6uUx7WDdy35/qMoH26cLYfqYyuB9T8D6OxiKZaA3tTq0Pxui0lNmBNJyBcV0nbOXcHxxtLvjTjOI6N+htZRAY4yv//f2BKGxFSNJQXfFDEKmknAg6TWp0gwPDj0b1ThuwhkzQxPL2NiWY4grDp+yUTozw+eVXyqeGBKX2kzCc1CJbCFwuC8VBQqJtmRttksSCE71zKYlNXqb1sjkcB1InueTWK+e70X0QYoEuT7exiZdd5UGwCy4HW2Di6c87Y8DdjXGrHAe4KYFAgoknx7jkSF5XwpLJ+YI4HD1gGllSoMZZW49dce2cNOpxfEv9WCTT8+ws9NsXGo1l+YmUNjb6JLmqkJeVGlfKP/0/qLbTpaOeOLsxzsqov81NJDYIHRkJxdnkK/kYRMsUc+KWGUH4+fKJo82AH+BoyimB/XJFUZIaEgYHSsyKf5zTTe/9xHVQy0KPgbIVXmwhhBWpMNo7QdrU9w9TGu2erqgmYj8YzRkn0DoPu9GjYJI5R+a0waTJVpYYJum0NiwnMh/03BhbpJ9CHAl3I9CoPuhnZ9GI4CQ1ftou7PuN1s5JmByOMK/zRTP/LHDIYIudt2WqNrQs9NTwkBFfyEmojx0EYkgcl4Xed/p+Y0RY1lf+8/XK2B/kl8JoTj0OLp9eaTVDXniNGykMtB08zrnvLGWhaqR3sD54Hwf3tk95yHRhbZnogaMORi6MNXIvC8lW+tskzIUIJa3U/WMSTOtJfwhvS+BtvbIfEywXTbiP2S7OYUPjBQuCM5U15MgcWTGcrzrotYIm4lKQ9it0payvXJaV9/1XhhmPdmPUd7ImtpKIUekhsrSTSJ9OsiirLIRccLuyxUReVvZ7na6lRGrdMTv47WPHdWHVQgqFZolgF9b1J16WNy7bSrST43jwdf/gETOxvFL1N5Cd894xT9TuUAp/0ZMkBejksjKa4eET++NBvR+4pNllJDHCmF4AkrB6o9STZQSWcmHdlPzpM+s4MQYpKV0crY21LaTySu2Ff7oM1p9/Iqlxnl+59c7RDj5G5/jYURvIZX1K7ykvMbCq86XeOUOc6i55A5TzcTLUSA69G9IHiYlHrm0nj0jMiTw6rR2cfLDvB94hSKCOTojC+rLS7g/ufnD0ytJhNCOpIBoIXjn7yXlbQaeS2ciZKNNIrJ2Jg4QP4bIGggY2h1xu0He8TflBGyfDDeqOhEDUhIwBCnX/hWyRc0RiKfz55z/TeucvJ6ztZClX7qPPzkhr3MfO2StXoBnYWTkfJyVGrH2B7uTQCEPwkFASoQtDZ5e0N+NR64So9hmAjnLFYqHaVAExBi4r6W3BDkeP6Zw7qPR00uogENmWK+t2JaSNtK289984DDA4mHKR4vCrRHTN+EVpEim78uU4+CSKrBshKy8eWK9vHN25fZlJiK+J8vZGcUExWmgkMSignhndSaFQh3JXh8UpIRM1TlWlp5v0ORr9/Eo7fyNbRFpFmlJmnkqKMg2C1iv3/pW2/ytpPMgZLuHK64hMIyFHTLgcnVCgd4fHF4SN6o7h2Br5NT95fXm6y0oMyJZJS8T3xtcvH7ScwGU+t8eNhxg9gfVKWl65b8YhB19bZDx2YprP2x8flPsHGl6nStZQ6uE8GiRJuO40v3MsjRiV9eXTlFQOlRqOCRtrD0LscFmenZ5A7K88fDqevvx0fZKi/6Hw3/+1SJ3/s0OiUf6stLpyyc6Sp032cLj/8i+IQ4g3YjnI+cKSABmsUYjplXsD6439o5JILCHx9vpnUhHq+QU7p2vVmgJCROOKLp/IOSBHhbDQNXCOwK3tXGWQeqONjo0dMPTyz3y9D9r9A8adQwtyfSXYCfZCOysPqzzGivoL9z4gOlv6phWTQRc+xReuRCxmfnah2IlvL3iaMBEbB6KJkVZCirzkQtLMR915h0kApKEMqg3MhWCCtI4PQ3sgk2FdsHpynlMOyUXwXrHzMW2l1adesEWCp9lqdOc+GhXDy4VaEq7ONRi9Cbdjp9pf4JxuacV27scNExhHwm1w1sY5BjkWLnHigv0QapxW3WimNyf7QM+Ot07PkxDSHnf2x1fIQm2d1SuXyyfO9croSvZnoCcRr516/6C2QbIOUYnlShOwVsmrzKrnpwvjANtPCoEcd0LOpPSJ7spRD479xL7smHaig2ijtoNuMNJCXH5C12/yYAsxlSnpaFO3egmZsG1crn9GyZTaOEYlp4haJYbCcLicNqXKsiIi7B/vxGFobmh0HkkxNkLMDDs46wM7bFZnymd2g+ITTrCFQbUbwxuNnbPf8XqfFWqZ8lyhgUpEx0BanGo2KSLa8QqZjBPw0QkDWlwQ6YxRWWTyKYYLJjstNKQf+NnJQ6YpEoreDlo2as6M0FlK5vSCxgih0Pc7VXSSFk+jeaRtLwRfCbkQxsH96JwmT7zfwuv6z1xiJo8G9c7jdmDxFdVISCsffVoxW9uJaaWK0Xywpsyox9SWV+HT5SfcG9oG0QwtwjjBTEmi1Jy4+Z3j0bC7kyRwyZ/JIdBsEAKwrjzOgITIVjLrCUue7qBrKYQIt+F4aJg6p50QDoyDevug5yvbJbE4POrOfg4uqZBypu+G9IPUB8toRAZyBkiRukx9+LzqVAs4b4xUiEuhy7RNpzstlClzGQtO4yadej9pruS4klMn14E+IX8pzCpmcuVt27hZwmVCKXQ8yK6MrrTfbhQ3NAUQnQ667amzboGqA7/8M//p+hkJwr3diT4dFX/bnRczChk6nHKhdgXLnHGwBCEE5SyZWjKjbmg1tMRZnTN44CznOz/xoPsVyYlYCmG/QesEdi5p5dN6wV8mNORx36klUu0rr+tlFlhsp4yEyhtrA14XJECMG41EBfz+FxInVRPXvPH28kJ5ubB8nk6d93Pl3k4kwV5/4dFORnUubWqgj3rw2/03ujs1AutCMNCw0NU42510CslOhkb+td4oVrHjQEqhhEAKgDZiEOzolPKGjenPITHRvXJvJ0M6NV659dkocYzWlSYBi4AHNAZOXWkl8X44+J10KZgWaj+JIlPy7+EkK7gJQ53aB6f9NwIO4Y37vdKac1Nnua58kYZ9eQd3Hl3pdFK8IiWxciJpI/RfacdODCtZ38ED+/on9PMrdV04Hzf28xf07PR6pXqmLC/zw4Q3Uh/k38bkiJ2ZMgIjKBbfJ85ZlLfLRl5eudtKPQcpC+SV49j5ykAi5PuD6xqmLKs1JEW27Z+43d/Ze+L2SJyPO4nAVRdGe9BrILhSSuJzXgk5sVwXPBXSY0X9IAfnxXaSHQSJbOtGiBf6GrF+YjrPuVRWvjpU+8QmiTNt+FW5lE/48ZVBoKty1hM0cZxwFsGHsveAsJE6aJ9Ez7gJhEhzwaKxjx1/dB4YWTfeRp3P7XVlufxEJ/BoX+c8tAbpnc/HA5dOyds0JDIn9cGHHzx8ELKzvCTS6ytRI8dx4uyksHHZFEM4wtw713JAdEZvnH6y3404Mt4czMkh8E/rirwqXQe3BH2tM1awr3gXKjNmWbQQRiDGwpKcqCchRVo7+O1r5ZCTFKdEZcoLevk0jYt6Ye0Lb+zcrXGECc1byoK+vOE2uJ9GUWGNhdYDuyk+DEn2D2PS/9ABuQN7v9OqENuBngMPYLXCXnH5EzIWJGZcN46xksI2tUzjrPD23/7fkL5iZFSF2/0Days+FPdPhPIntO1oP4hdif1AyoJY4BiD+zjoZI7+4HH/ikqYMkrtfBI5T3yL2DBiTOTrhX6crJIxIiWtbLUjccNIfBJhhDADbHE4duiVlDPJ4T4ObgPqtrDmBNax8idGazTpdF1Ze6RooL9eSBKw7ljtM2DAOVvHxiA+Oun4QIOwRGXLkVOcoUqwhPl0TRhRWeKFI55UQC+ZNowxOiYgyxtj7IQu1HShq9J8cBeZMmQpkKzTzajWYNkY5UrOK5frK3hkbXeO999IeuF1S7OSHhJnu+NrpqwXWmy044fT4rJtaFrx/BMgaCncH+/kerCmnxi6cR6DoZFxDsQ78n5D+8lFOpFKI+A3Y1intwPbVsr1BdGFiwdkPfF6EjWhCCklhgRKhA8bnKcRPSOS0RLRMnhNICHw8vJ/J60XRBpRBW1OO6YG932/8dgrxZRsX+hj571XqjqXciHnjNQTGU+r4TGQryc5FbT+hXZ+JYUrYsvUpt47/fbOgTN8Z4xOjcaUz62k8zeWJdHF+DhPgicYAf+AnJyQF0JcMO3IYlgP7ENJruCdCqS0UtvJqB9zbhoTwiDONQgaAkVmu7fa4FEboXS2rIxl8NEV7AP3wt4PrKapBKR9mlXYbPGeNhjnAXGdElz9hU7F15URLqAd0ZXyElCLjHqyZScLaFJGhVIKVisxZGIX5FT+89tPJBXaaJzF+e32QXN4PwzCFW8zCM9FQQJbWnCEFurUD/fBiEJZIOvGfnyg0ghj4eXyisTC7ezoEogSkeOD6JVtUUaMmH2iLG88rLMfO5dQSMOxdsfag/PRp5FMd/7ly1+IkviknyY0LmZGNOyxz0KDOtdYKDEwVOkl0mNBL7NFq3zTLO90qyQVUlSGL5zNSQEWyywb6KUQbXAeJ6iQQqPLIJrzEqfS05KVoBvH7SQ1uACC4C6U9IKlypdqvJ+dYYM1JF5lo9kgxgjuZDnJ+krzlf/P+x2YyUzwwjky/TyRosTLFbcDHSe1fiXeCgbsIaBVqG6Ukqle2Mcg6AIpYFHIpbPFSpJpitJrwFtg7F/J4Y2LQtYyye1RSQS2vPBr92ltLkrHiVIYu1GPL6wo6/V1Srh5p0tn3zujfcwgbn0hpE9s259JOXGkmaCeMhWa3nIk6wXOna9N6EuEOJDjzuJGuu/UM1BIBBWWMfhiSvNXNovQB82hxUSIK1ELHguO8PUctCbTAM4aaw6EUogloS6YD941kSJonBKfPy0baxHkJSJLfpLFT261ImnKU/r7yeNM+OWKpgxjYb8dCIWhZZotSSC4088HtSsSjLg4y7qi/qCOg4+7ItuF8vITe6/cz8rCSVQFUz4sI4/MBJGmqQLTjNdoeP/g1r/y8ALpBdqD2hohBYrsvMrUNb/mQo8/Yb0zZLC9bPTacCtT7vc8UQJJ8oQWIoSjEzxSgpHSycMa1toUgNj+RNkWNDxNxYDD0zQMigPyDZdOa5kbX3BxLsvG2xCkNtwHrR90dYIrIplhjvWBeCGnjdSVOOYZ2zVw9EjVC6cUHh3OJbOqI70jOyzDeH37jMTIg8amcZJi/TqT7eNEKpznydkOOBu9VUZ2fsuXaXLnsD/eCVZJObBcErsIIQRCNMq4kZhGSS12rA+yK5YLElcsv4EIas4ZA7f+gGGEfqLLyQhGYKo6eUhznQ4jWGetRmmOlgRvF5yJ09/bQVgueN/mvRiD04X18kpU+HnptMcH45zFl9EefFRhSa+8rFNM4rKumAuPduNhB6UeRA983lbWFPHrJ8r2CWKekFkf3M/ZDRNfcEkcZO5DSA+hNyjdeYSDrbwSO3hv7L0zYvuHMel/6IDchrDfK8aVNgKcA+rENUeEsgpBFpYS2W0wji9Tsiy+TBWLe8PIDE1YgG4nRSLBG2G9cJ4bH31FRwK50vcH5f7Bol/xoISSOfuNlFc+0Rjt5NA3Urwg2qcpQOu0/UE+nVAVt4q6ovpGc8c1UbSBNEoKlOtnVMY0atENu33lfrshS6HpgqZAbZUzKWadNJSoK2oN93ekCP3D6e2G3E80PZn3Qch5RYYTzp1AoEfn8rNQ1gvmE3vtdWfsOzFe6HHqBrsmdtuwA6Q64yGcHEh8YKMR2mDVSErTyVRjQNdtKliEK6zOEgenV+rHV97iQJYFiQsvyzYrecuKXTKPY+Ieuy70JtQxiUAeX7HzgxYS27piOeEmvK4LcnEeX37FamNTMHbk+JWo96dqSCTtlWI7bThkR7Ki22cu6wsqBXvc6MdUOxEfjP0LjJnMIJGxrphEwraxXRI/xcGn2zuPsUwccEqoHuzWyALefqW33zgeD+w8idKmuoMpHjPheqHuN279L+wf/5XjPKk+VWvuGjksAYMuCmFwWQrBO+feSRiqJ6avBLlQOfBkdBs0SVj5edqH0wl5whtu9uBxb6TmPD7ueAKNCyqFniJYJ4yOlAs1ZHYOugnqFf/6L+gz4DaE0E/S5UpeP2PRCD7AApFATglVndrxceAqrGm21vWA0Q5yjOz3B/X2gb1/4GFwkykNaKNiSYDCFcdk0CVjwWmn4uMG0rEgrG9vU0NeBT9OKh1spw3jEOPMkC8raoFzfyC5Ea9vWMpgnZdFCcfB0Q9CEpom6AfvdSY+wxqaEzFPC3Hrna4NKZP70fUVRqcdX/h43AjlDSHBKcS8EOJ0BL3tNxjTeCmnzP4YyAAMzBPiVy5EQliIsc1r0IHFSJRGJ6NrIeQLIUdwJeeFlDPZheYPZL9TuzDcueZIDmk6ZMrUNBc63Tp36YwgJIRVnUHBNTJiJusHdb9x1MAwxWokL6/kyzrn9BBEBqCssZBs0MYxk6Cw8TlHwjarlkUaeURySTy8IhYonvExO4pHF85+8JoD4sLmcOuBIyrtHGAF75U4nKiNTznQWRGJFIGXvPBZKr/1ykvtxNr5y8jk0PAa2YlYSJg/8G48RqWvRvbOcdwYreHmyOhgzimZasa9NcLTvyL7QsHIJZPDQhsnaMfbTj9PyuVnwpZYQ6EdhiA0hHrbWcQJ9wdeT/Z9m+36GngT5y2CR8GWK6qB+PM/camN2B33idO9Lit9JLb6wC/CCdiS8PKCqeBx4vPzSBzdMBGqC2oLuJF0doM+Pv6f5HojhRUbL8RWaXml7UqOnc0y0pywXilymxLsKdBePiHLRlpWIpDdsbDM9R8LOQgpJlSUVQYfHztVOilNc77Hr8bXD6eyEDVwKZHXZUNfYIsn3QTrwmgn4tMduFsHO9i70IYQo+HnwXn+hq13ojjiK2F0ggyaNswipk4OlaM+cHeqGc0CIyRkiaw5soSfSLnQ9geb37lujrUGMRFL5zW+8PH1oI47S8isseDe2U/IYeFy3Ol2sgbnGjMWIyPOYLtcNi75J5YcuLfG3Rv71/9K75ESL+BCHSudAsCjOltc+S0kZEvIuiL7oOgNTUK4nXwOwltKrFvh/XHH73cOIlKM0x+kIASEMSrBAkmEQuLuzm+qkEDqjqGUcCVrgnHnUjp1ZMpl4e3l8/RhifM8373Tg3GJhSIBWS4k2QhaqGOqwLVzijs4ULZX2DtmCvJKjBtDDe4f9KdYw+mDvBVKSIQ1Q7ly/fRPxBhRafzy/t+oTcgRohjvH42zThLnlqYBXyZxWORoNmGwd4PX9OT2Ge08MFckXqjHL4zHg1he+OeXn3hJCzuVw4FhJIHjfnDud/q6MrrykgL/fL1yGycEYx+GqtOlU+2BeWOLC9Ibuv9vyMrfHb0Nbl9OAoWzBtThxRNDBV3t2eJX5DxYrE676wb91weLOVt0ZM18TcJXc+5kWptEwHbe2NudIIXXNGWJbjrwLKCFYTbb9iasY7DkK+f1Fco27cW9cT4e3M6GDINhCIP22yCr8OlyJYVANzBW/Ox4GHzXORyw15N2dIIWklzQUbnkTAvCRzeSZK7r61T8GA9K2xjDOFeDEBlno9o0P9rPRt6/MASkNZaXF84loDlhMcGYbqKXdeP20qnSyUnJ8Y1IRj1x3O+kIWgoCEJKznl8YTSZTpV0bEDyhMYr6mBlQBJSFnow3t0mSzovMCohGDkkzlulyYLGwm04YgFCREvmNcK6RGwkuhmSL/ReOUbl/dzJzXi8/4pooMSplhGOgOKco3HWGxuRUBK2zOqpSmL59J8on/7Mx1455QVLV3xMU6MR72hZuFqmxYxeFx5tJ6ZMR/nX+k435XachFZnRb9/0AboeBDshkpnmKMBqkVKfsHjNOGRsgCVNh4sZaNtC+ydqxRGioxxMEzZdXD2O/vhNJTb405JgS1c0Zp4uRTkRchq9PqF7h3Ggbdp6qTNuGoi5YX7OAm6kzwjlxeGBkQLIUV2c2zvxBboFZIHUljQLSH1zpKuSMzsx86yvhHXjZQy5zFQnFufainRpupCkoJIYT93zvNEPxUUZ0mZiOMlkdaf2I/O3h4sqiQJuMHZ7hMyFSKPKMQU6DWSZCAKTVbO1jl/+cJv4Veul23qsPsgFKHujRAjGiAsgfNsnHLSHp3TK2XJhBGJZ2TcBkUL62viuHesZpDBsi7EoFiOhFK4XN84Hr/R6oMSV/pRSVLwAt0zzolIR3UqNvX2mBVEIq6J1htijfH4jeV4MI6DrIlLutJlR8uVy8srBUEVmnXudM79oAqUl1dUyjQlYeDeaWMQQ8RtElZDH7OrESJKwsJCV0HyxuKDMBqy3xDtmEaaJoI7pXeMhrPzsiS6b3QT7nant5N6ayQDbFDdSS0jjKdvg8NRiTp1g4t1kgyOY/DfHychKS6VRQvlUgg5syHkPrg9hEoix+l+WDkZZyeag55Ij6h95qFKNp9wEU/sCF9vxhYmAdVl4bMqK43epwJTS4E2Mt4WUoy09JenbOmDEIXRGzZm0Jo9cnLS+4XHDVKMrDmwW0NFpjtxn/yNKAseoDOQI5FYsHPnfu7c8gUp6bv78+O8cT8qR0/fBQWul0zJFQApK1WEakJcZyDNaYRjoKqkuEBzkp+k3tH15OZC9S+024HUxPLTT1xDJ6/X6XxqAekJGRWpD6Ia5fVnYnzhlEi/wFYWuiRCTKSgZDeSKykIsQTSeiWcjTJOUlBWcy7RqBK4WZt66yIETdQxKClh4nDeaO1OTlc+//nPXF4q/xxe8JDI0SdJXg6iG6tuWDPurTLGlPNLoSHqXJeC5BdMndEeHP/9L4gkEKj1zqPdZrfidqIxUG2waEaAEBfw2X224ARpRI98sU6WBUuD1DqyXBgvF06H42yUoVhQznGg9/9OWP6Z5pXH2VlkR6XDo2FjIJtSyp/42u5E3XlJPyFpo5gQ1zdibXyxG6oZ1s+UJfEpZm6tsteDYfDVjfvHTj4+uG4rKQZ+ik7cA3mvbKGxyUriyjW90hd/7mmRtSnehBgiGvu8thDQl8LlEihJqLeD9BYYdEqET5cr997xEfE+3Ye35Y0mICqkAK0PonaCKhoGcYlUhyiJYFOd7uv9xvE4GDbIQ8jufLHAfl/Y/MqSAuaZgU1lMKucp3PrFV0CeSmMCmE4gnKMjf3Yp1T1EmGFKEqsD6x2fq2RdLnA6pgOkgkxVySDpRVdlKgnx8eJdSPaFY+JFKbEp4rTDuc4pwoWMdOqIyNytUDcrgS9o+2/c2XQzBhNyTGTt0gn8uvdpuBDKZzyj0Pu/9ABedTAP7/+GTPldjiHR95TpkpDZHAn07vTqqDdWF4vCJnTbxTxefNq5Lf9MTG8JfFoBw3nXhselJyUtSSWvJEMHt053dHmBCIlXFi3bTq5eWGNwuh9ksHKwpYhmBLCBSRxP0+iBvLrhqdIMmN8nVVUU6fZSQiKhAvuCjGScNSF9tsdG0CJrEmwkOCSuFtDe0As0No0EeLTSjvzJFWMwcgnJRlZoJ83Qox0GqBkGYwYAcMCxHwl6sDp1PITUQohTwWA8fHOHiYe2DzSP/8JTYWKUusO9cQbqPdZPS+ZvAS6O25Oja/8xTOR6fZ1tMpyCke9k75VTjRj5wev28bRHjz2gz5ekZFw30nnQJcFP98J40B88LpBloVqg3txjrZgVRkpwEXZlhdyFqzvjKDEIeyP/wY03BJhdJatAAkh0I6nFBWRJhPzxuiIdJI7WOPDDbMH53A0TGb75bKSR8H1Z9DASqfEPvH6MXO2fUKqgqOuU1lDLjQ6oQifPv8nRlgI+wejN/6rDbjfOM87t+GctTF8oYWTfPsLIo2tbJy9sQdD0kI6nOu6kvOG2U69H1TLnGycIzFYSPETOReKOiudvb5TQ6UeB2sODBlIzoRwQXXgDUKvrETEBHvsHHxQRyOlqbXrJXMIhLSgKBU4duOod3R0aIPLU6rsYJLJytuCNeG6rLytF1o1xnlyv+8TaxmcLSn7S8SasZaFGCMfv/zKv77/irvwOa78+eUzfh4c9U69f6Wrk5YARGKO5Hxh1Eq1k+PRSShjP+jR+fz6Rr4u6DI3dU1hJtVt4FYZtfN4HPRqBF8ReUH1gzWvLOtKePuJduy47YzWCQk0Mg3KxoVQhK8fXxA7ySOQroXLT2+QpiGV1MqQTikC0qfxiSvxHMQlsTksTyhJa43TfXbzAnRzzJUlCB6NS5k8mtMGeXFkDO5tEIIQMix2wfwglUhOG2I2VQnaDZWCysI5ZuViSwVdLtNsakxH3yUuFJ+69YbgFhi3O8kLQVe0f4DBEkAXoYTpKOlm8+BHyEvgHJ28BgiZo00s+hIdlcBPlwXLztEDRw1UM07t1CCEuLL0gfWJvdeSedhAgmIWaGKM4ayhkds3MzjlZbwS88I1ZYI4LJ2mlbNNXW8x5/XphCpWcReqGWuZcoySFOnnlLANkWW9EtK02eY4WUPDy47GGdDEHInBKW5c1jtrGAxz1mVliQJkjlEJ51f2+52jnagHNCVsQN42hnWUkyyT6P3budPZkcWgG60+kH2qd/XzC+d+w9IL1s9ZLFJHwyAvL7S4subpxPsSBANSyaS8sJ8HVm9cxEBmIaQHI1mmuBERTjuodid6Io2BBuVgcP/y30kihNqo7x94SuifXojBIdypZHIqpJKw2tDe8LDxtv2nKQ+4/0bXQbj9QvfATZyeL8QeMcBOIwwn3MeTw7NR40BkJUrALDGOyrJu0yE3DFIdnOdgfBw8vghLLpwc+MtK1vSUNDTIhuEsYZ0CZ0slnZ36+At339GyUmxax4s2RnLej6mzX6Txfk5zP6vvLHbjfXRqLrhBU4jLgi8FTxHLUy7PLbL0TlycN0mUnsgpE7Jw2smwyIiRT5eFFKH2nfMISN7Ir1eGOrEmUn4jxICNO61WRh+Meidv8wzydOHTdeNre5DFeQuRpV0J4cKwmbjEAffepxStwMMgakTdka7oYfRx0v2kCrRxzE5fCryElayCl8uUmrw1LqKE4ejywtvbZarLYXz58i+UroSygjXG40bTqZXeKrhHVAfmxpBGSoEcEvf7nZqEHgsWDMvKNUQ+Z6d8ekEkkXKiSHhCjU+WJITXV+re+O3jFz7yypchhJRZ5eSXtuNpYBgWlLTv9Nsv5LSRL/9E63cKmSIJ+1IJYbCMQBFjSCKsyz+OSf9/Eej+/83QgC5vqCTWZJSXwmkVCQPOA1ElScK6ELWwxEg0o9tKLC+E3bmfnbtHXlLAJRB86in//PoTaX1DYqTYYN02NmA/Ds77O+YnpQSSJ0JRLE2N4IyiemANtvIJTQvRO0KA9QX7+oV2dnp+AQuYdzRlkp1YEdQCKSXMprnQSeA9ZRYNtNfwDCYVQseD8nU/puHRSKhfOMcdGydR+9RxLcoaF9wy1BPVwH0kSiqkITMbVWEEw5txtlmJLcHozUjmvGTndrSp8cx06np7KaimqbwSEyVHqkLLiUyEc8drRDTSzxMbhgh8ioUBeDtAGo9WOW3aFHMpvJaNVE+6d5JO0iVdGfvOsgRcl4ltH18p4ZwH7oD0CnEBs4IOGIRp3SzTVbAvC3p5Zdy/MNqORbB6sn/5b3S5TMOJrRA0UZaV/rXz+PIVEcc+vU3DphqIchDkyZYvL7xcXliXheondV35KS0sdCy9MYCPr++0cXAM0JKnPfqxg+3caudWnfN9R8LAw8Yvx6z0ZjZ6KqQIl5wIzXBZORvUlKHdCOdv5NrI9UY3xbhPTKhm1usLpA2x/MSdO1dLnM1xvbCFlZwKJYWpH+sBSY17GJwSCWvgbAdJE6TB8ThwF2KJXHHKktG0Iaa8718573fy+MDDguc6tXLjoOuDoY2zTtKOe8a/fhCikkojeMRK5gDiqNzPd3wASentYNwGPUZimu6RkhO9neQifH7N1HYS6NhZ6QadjgRDXFhkJVig1ZMQMviUPHUXTtqELq1KftsonkilQHJgQgdcK0evGI1Rd+yoQOJx3mcimP2ZdvCs6kZCWQhROOzB+29/obZ/ZVm2qQ8/bnSDmFZery887l8ICpYaQxMahShX4rJBb1xigtHYPz6w9pX9VjETBomQV5YYOfsDPwZG46hfp058fkHcWJaIHju9VTR0NC6sYeVRT7RVlpjoNGIOaPmJxoJppLdB248pLVqdNgbn/cSXC90C+5jOhjkLQzpNJgfgkuBlmxjn0G+TpKVO/7zSLPNyWZAxW76RSMpClYjtnbUofw4v7MO4ICyXDBK5vb9jnmm90/wgBSOXxGiGGYySuHvndIOo1FFIGJs3Quikl0InEm6dKgtD8yyeRCUtHT92eqwsXnm7voB02kflgfNiTgyRYIYfAVdFV0XMyC9MYzXvU53r7c+gkYk4BhC2w3nJwtuyMkbnY78xbHDUCd16HI0ikSWuSC7kJc9kd4xJxLMbD3N2+czH/sAIvLxc0LKiW6P+5V/xm7OLEvJ0QzXJSM6oBHQNZHXaiOzt4LJe+DDhvVdG32nd0ONBG5MsfxclPG6M5hz7ydpPlue5dgRnyMG1XAm60uuDfr/z+O0Xdg9c6kTJlWyk+MuUDt7fuT+MvVynpvsw1tAgbdTrbcpJ3n6bxlq5IHljfTzYOziD1xSR/BPH55VIQmJAIxxA0oFKni6sW2W9rnzdDwqDFAbXNfBLOfjtdsM1cFmEnMDOk2WNxMUZnFjMBB2s2wsxvRKWQnu/8f9qhrqzROgcDDqkzt5g2JRJde1oVYImYogMU9YY6aOT8guDiNWdowp2rny0QW+dPuqUqj2n02hNERWBlFAf5O2Vsl7o7QO8M8bsYCxtMATa3lhCp953UnBkr5OUbjtCpqfpmt2fnh2x3xhqeFTi8oK2TioLjMG1CTlnxhi4GqM2xv1ERmOkQQDEGurT4Kp7xCRxyQlRQVJkSQt9eZCHTO5MDpSXK60NKgdFX+j7g9yV+/ng0W5U6vR8sM7wzk+vr6yysWunaidroBZFPfD5bWNI56yweKVFRSKkUni0zqMbj5gJo0EphG1lSKLajXv9C6dNiF8fN6IkUlyxWOhhwRXW10/4MFIO9PRKkEpjMG5G1kpKkXo/wAPL8r8x5H93iCpSAtk72MlFGl/HdBcLqZLjgobKoND6xJ0N6yx9EFR40Oix8bJGLq+vLMCRnJfXhcv6wuf1jb8cjVpPXKeMYsRI6vQ1oHnFJWGXT4hMyaAgRm9TAi+GTCiTTGLnnRqU7e0nfG+IQYiRox0capRtnUoWrtM91I3OiWYFPwChbMoYTuVk2VZyfqUxiKMTDWgnry8rDaHXD2zsPB47Gldi2nBxRr6CXEjLBcU5Hg/2/UFPAErzTkd4SRv98cBtp4/A6gZ9ECRMbKuV2Roag5VIGkqKmS4BHQM84jliJkSbEngppinX7k4bkwTC/kCac8QXQnwlpQzm1GXj8vInvEfaY58t/ywoUz4qpKmhLJZBL0g6ISUuntnCSW0PdrtzjIPqxl/ag/ToJBtct42QFtyV8/ZAPFLWQlbBdDD8IG2T+FNbR8aDTMTPQe8HWjJ7f2BdSRrZciBKmvKAY1BiYWiadvQhctpUMKieWJPyun3iaHe0dX7+6ZX3/R3HcNsJKqh1TAXpJ5/ThZ+2/4KdDV3e+HJWbvuBlJW4rAgd0TArnY82K1O2z6p/G1yXPI1AUkJE+TgG7rNK1xTOPlhK5k/XT4g7izR8CJ4Hhw+iKpYWzjLl0hKBvTVutTEkgAv7fof9AWKsy0CciSUvkfLpE6NVest8tB29bPhQ4pJI28Ze7yxe4XAe+2/0c+feO12m5XOOhbsBbZDPwWWslJhZL6/4daN9DL5ww48HKRQInZ9++idaD9PEKkf2/qB6nW6SacNPJ7hxDkN8cNQ7MhZUlHr8OrWNJJM00kpAMLQ/EGkQnNrbdK7sFbQ9kxMlmjHqwdkax3kwHh3xSu03YioIDSuJ7o12VoIopspZI10ufN0fs1q73wEY48QZjIez6EbqV1I+nsS7hb0H1J3KjdO+BXyVaL+SVSj+IInQ7cF+VGpfkfUnJCZG67T6wKJznnNPkyBorrx/+Yr0QVGn1oq3gxAUxUguuE/y4xIC9/MrY1RiXsll4ozX5Y1gF1o7ptJPKmBPJ7wwnYlHKbQghBApIXMpQrCKnY6cHa0QQ+W6BpYYkXhl9J1HmxKXbCv0wVEHL3HqthPjxFPfHnyOU485v1wwE6rt3FJjWxeCPrkuUliy4OkVb0ZKgRCV4BWvA5G5H1irkDL9dI77jrZ3Pto7bVkhXbimiK5vSJrVM3endUN6payFVDbEweQC6ytrXHi//0KVGzFtlNmnZymz4v71/cawgCBonETfIcYSlLJcSGklLJBHIIxBx/F1MM4Hp2bMIy+XV4I41g4+woXj8eB2RNycozVaM4bfMB8cZhiRMQapH3h+p1inx8gHG0UUHYOogy1mXBIynEsU+uUTVn7GXYndSXJQ8oS0uBlrP6YhzG1HzSkrtPqVR58GJvXrFygb/vKJsKzE5Cz12f3NmaAQ/I2cAynMKnOvHUpCGFMxSTNdBtIhxI08JgGzpJ94TR+U9j510JNQwsrl5YVleeqzc+G8v6P7gZ+R0QPHEKwaOSU8KLtELK6kfOF18enIm4Wlr2xlYFIIypQHplAFdFuI9cDr/WmQdPBZlYcGtqVMlayglG1Ft22SMsfJCJMUm1/f4BBSEOiJ3nY26ewfX1ExFkvE0EkpoksBCsM+4wg1Q/BKvv+Gnw86lT0vnO3B2X6Zhccxi1mqikhBNCOj4h08FMp6IS46HYFHZdgJEng8AoqCZlCQIKADW+FxHOguUDOHAk+rRUyoOATDQyCrEk5YU8GiMqjTPGmfwa6qk8pGyYWtbE9Vr0EpHRs3OBp6QDvf2Xul22C0znXb+PTpM1LKLBbUCy98cDsepCgs8Y0hCzlmRg/sltiGENLCsd85jwc5Rl7iSW/OyPK0hdmRcWAORV7/YUz6HzogV5xUd1gyeb0Qc2HVaT+vOmab7Kyc3UGUa16po6Nhyo9ZKbzGlWuET9sVO3Y+/EJKSpbOqO8knOGD8DxAJRp6Sdw8EvPK2U72NoDxNBUyhIITZ9WyQreKtxPvEOOFJSaqVSQKKQaaCP3M0Dtmd0J0QlhJJbLEwBYi+zBwZ3RDRuGIsKRBpuMMgihaNhiGSyQur7Sxczu/8mHC5kbShEmg+eB9rwQUTAgSCRoIJWOrs3rmT0uBe8V9IFmoR+UlCDklRnkG1vh0bhMYtUMQIuB1gAbCZUFixNoxZQGnLSrDBtqmOcVVOtWcQCLnzEt+xdaVer5Q1g26U4PRLUyzFI28RZ3yRR//FR8F10QoKyKgOvHrKUWsC+cjkLZXSIkSAj4GYUsTj+wGBCxcKDkweqO2Ru+KDWdIx1WJ3BESL0thjMKSX8nhpNcTiFgdlJIhbwRNhJRnFXYMiInglS1mAs4aQIJRdOG6CEuG//L5ZcoZ9mVqtIoiTGOFadAw0OWFvGykbnzeD1BB0j/R2sREn/vJ4/0TZ+xIq2jYEFkYutD7b4hGliXxeVt49IT1nVwCXhvdd9reaLVzPg5sdFDo/cTLSoqJlxA5mxOtUjRxHIPuFc1KXDoWp713LgtDoZmTUiTmgubC+bhR7cFx/wXpQtgdZJpPvaQVRdjrO2so/Je3/xudwUnj58vP3G771I3vB6HeiDGSSmRYo6A8zgd7CAx1tlDYR+dRpwtttwX3xhJ1Hl6uhOpkzSTp7L3z25dfeG+CqBDDICwLaOOiATokU7QKlI3dYfigxUwLyu3xL/x5+z9YLxdGnVoR5/lBulxJ609ogSCDpBmzzlE/qKMSSYTMJHbT0KFcLp9QdFbnHeDK8DEVaUwxH1hZMWvcx413EYILrVUOEjX9zMqE37WRqfbCCBnGv7DvH5znII5ZTRWUXu9YWBhBMB7zIM6Jdvsy10p+w5oSY0GXFXQgoYI7mypU59EqOV+5bD/zuq7cm7E/GkUU16nmUdbAOB+MMRhPMzWLAmF2gJY4CBguzrpkbrXST2ddZsV5YOQc8XQlxYpZBQUNkHKaRMi+EyyyqDBWQ4MQPDKk4NoI4iTbCSNzSTMwFaDWg/0QjgHHbZKQgyayJgKdj/uNnI01Vr6Owf5+AEYdxnn6VJMYkXzcps29QB9ObZV6Vq7rJ2R9QfqJ7zce1VmDI6Is6wspZdqhZBOOHUyEnY2gTo6RDSeFxrKt1Pag3t8J8TaLUdGxxan7AeIoneINX65oaLgptUGKg3WbTomn2eRaxQhxWowXIKhOaNtR0cvCGhdUI+/7Seida+nU2vnShBCd7pmuJyNkUkk0UYIKFiIfokg3RvwZD78QNODxQooR1mn+87U6+9lZtgv80z+zvL4iQO8CiyLiVA2cCHZUVlViUmQIYVTYd5Y4SEEQT9CVqkKzWZAYzakxs2yJpX9mjAlxCmUlXv88g892Q8MACdz6oAWlvCzES+I/V3ib9QbuGqY8bdk4zs77lw/2dnJZE6tkWl7oj8es8IfCtleuS2S9vmB15dy/IO3EJZGuhde3jWLO8fWkhoUYMx4a1/UKMpCwkktE5+aBUrAhiA1Gu7PkjVg2vE331qDGOZy4Xci9Ie1O6gMfnd47fThmjt07zh1ZXojZCao0Gl/vXyZPTGC4c1pHNNGH0/vAhmIUOsr5eJBSoouQU557kg+SZXbv7L0x5E7+uPFyWYlpZdMVVWEJCz13mjUaxmW9ULbE2XZqHdCca7hw6CAvGyadFGdMgUVGFULcWAhTjtmMpgepLGiGfDGGDjhvKJnuA5WNt/VKSAGRNOOqZJwfXxmjTbjV9oouK9p26uPOvjvtaRaUkhIY5NExO8nb9R/GpP+hA3IT4QsXdCS2VDgdPF1x4nSVqwkbO62euMt0hUsryTpiwnUYLzGyMPGxIQY0vyBa+Dh3fFRiEpZQCCIQAmEJKIGX0cAGW1npgLnxa7sDyqKTVNDNaQ4xJcSnA6O7TaKf69QuDYEtdM5wJ6WA6oKK0M1Jy0qJhepCDE7S6RBKNaQ98NHoZiQiMSYIOg+92iihs8RELG+02km2k9xxqzB2SuiEEAmXn+i3LzigYcNUOPrEXea0IuM+ZdREiG8F8UYsEdt3fMzDaX//QowJjQGvU0hf1xXxCm22fNQyfHMrbYPpyhB4LYURI40B45zygOFC9Olwx9KI6wvmkZQyYs752On3G+pXSAWCoinQRmNIJ0gi5Dc+/fyZtRttdLpMi959r+RFQQwbD8Qr4o1GZ1p9zsQhhUBMPxGSkS+BgNGbU7PTpBOigS7AAjEipRDzBRfQEJBhdJTrciX5NK8RM9YwtcQVIeu0+ZEnUeQlbn+w5j33LwzroDOL11IIOoMacUdyoeQFd0ek87KsrHEg28qSM1hmWTe6NO7mdJl69CFGJCRSimzrhb7fOO+grqxvL8Ak7rZ2xwQwJ8q00bY+UIP1MrHWuQRA6P3gsIM0Bn10Rr/DvXLWgz4a1itXM1aMXAqECETiulDHYIxGbCAl4W2QkzB1Q59assNwmcYNZ8hUMY6zE0JCfaGGiKTCHqaYZc7GNoxqgxQSi0SkM7WF+wNNguZEAuruDK/YMFpIvJSVe91xawQfSHcuZeXy8z/hvdPvOxeUysF/u3e+fvxCV6b5U0qMHgiyMBiUEAhScAmkcpnumvWGp4CERARq7bg1criSKYw6QGalyIG0GA9vWJs8BQmF0k+QxBhCjJU8Bm+f/sSSfkYYnI9Aj5m8vrCNC1UurBnW5UJJc3495MFhighkWfGRwBbWLFzXlZQjcWusS+YgY+FpKWzOaDP5WJYLZ3fqGBzWJpG+j/nH4LJlcjC8BI7aGDamSUmKwCxkmE+ImcaMi9JHoLXBb+eEuY1e2fsNkymfqJpI0VBxusrE6jNb326O2eC231CcXoWQE/GyYdVoY2LDfTTaOU3ahgt970T1SchkEIKxA1+PQQrKjWkOV1pASqZS2Efg43iwB+D8QlovpKgTGoVx9MGjDx71YNSDj2NgofKv90qnohomNC+WSTSVqfwSMJYUiGozECOxrgr3Rgh53hMz7q3PpCYYvVXqMBYB6c7RD1QKooGYI28IFzE+I1gI+GRu8+odVdAY+eid35pxKZG0brOYEgO0xrtG3vcGt6+IBtxPRCfC68KOkkkJRlZC79NVVRfS8s/0845y50HnlIUQAyElLnkQoyJvn1m3TBblPIwABGtPHXt4WCQvkXWNhLQxFqXtd9Yc6LIR03SVrPcDgk5YoAs6GqE9kBRJXblume3TC0Mi/eFUF+rxIGelRLjmMINSLbgoTaDVk8feiIEpeWiDqE7oxvnYsVJYgpI08bkUoikug4tMyUN6R3XhJE4p5Z5pPRPc8OSEMeDc4Tz4sIzXE6OzvHTcOxqFZgPNRo4rpi+wvpK3FTkHY9iMb2JgEHiI8JA24Z5E6mVDHc7ecHXSgCAZIxFTotWDTpvGVaK0duexV2p7EEIkl0w7KxbjDP7pSJhumuoDNafdBosuaEtPsuaD1g72OCjWkSEUYGGgRek9ctMD6w9GTYTgBO8MqxQfxJKJYnxeZoEquLKuK6NAt0B6XTEL7PuNfAxyTEQCZYlEdySPuSfoHTGfhbo8lVpUE1tQJDREK2UrDCnUe8CaQnDkdYMRsdHxl0IMShpg7UbeLv8wJv0PHZCrKtdPr2go0AendYYGgkV8dBiDlAvR4RwZKxsxRNIQbsdA9IEghLKS1snEeknOcCjrlf2sPGqlaiTnKee2iFLHgStsMVFCIejUgPXoNIMtKFva+Dg7wYy3kiAafTREjK0otRvNO2uI9GRkNTQWNK8ET+xj4FE5CYgKWYQlTHdEVyNoplllCVDCQowBSYGaBrE1itSZlZKoOTAOZ80ZTZlqmUUzPnYkNEISvDrhmC0jqbNduaSE5gWTgalD23E11BdUA8MMqZ0cIun6Sq+VU8Z0XSNi5viYi0NSnIGjz0NdJM4DWIGUEPcpWyk+rZeZDHEbJ0Ki90qvleO4z3YyzpZXdHkhlgQpwpibGEyNepFICJ3eT7Q1hguEzJomq32MjZMbboOlTJWD0Y0SIqoBG0JvRiyRbo0YjBCc/dypDFwyuSwEiVzShf6sDLv/QJImEUpcwYxgziUG/r0j5oJawN2mqdBzOMKwwRaEpDphNSmStbD3c+plnwe1HYxxUmImJqh10ESJKc375EA/CKIsYYOilGvCLSMSqXsGoJ0nqRQ0BGLO368jpEkGwp3mHfZfSRbImhnnjT7mfDr7ScRnwhkzGiPt6NiY7c7hD7oHrq//Gcoyk08fRI+wd/rjxMcg6nRuO72hPggUFOVTvBKXjIk+JdCEtQjh2Kf+73AYxl4HLjoDO5sHpGrm83VBbVCjYgZBElZPDh2s8UKVB9WdY79xjk6zyRUZ9U70yLk36vjKlq+k5Iw+cejUiqdEM8FtIIlJkO4PjnNnaMQ9Mxoc9xvaBY9lSkzK5JlpDJSsNBs064gkSlopLDiBpsA1MQRSVHJURt85z/sklurOUhbe0s+EplyvLyyxIyp0LXzsD3o/iARaBXQh9AnDStcrnHfEOpmTMab2eAjTeZIYCCJkAl2cwEAYBAVJs5Ng9eA4J26/qwJhdi6Y6g5zMwjTOIi5dvNqkJzoAIoMaP0DgBIUH8wKWUqEuCCiaAyzGGGDHJTRz7lWwjKx3QLad4YfHI+T99vg3iaBOMbAtSzEt40xBsftN3DnPuKEJLpTv9Xqsz6LNBshrFQCe69gB8f9RvIpEbhcXwmycByVe++M7pgHNoQSlaGZPmsSbGUhpsYSVqw7USpbDoDPlnxRegyEy8aWN0DYH5UtOCRlC5mP+1+4HUaLQhBH2NEoaCwM65gfWJx7Ux8nYg0ZzmiN6g4IYpUw7oy6keNB6M5W7xxmDFdeKKxBiDqNv/qwZ2If2GvH7h1apg9nyZn0ekXdCSFzsRnsapxqaDKmpCk5kiKsKuSSaHqh9c55ZkKYxk172znciDi0O10GvSzUpOw2hRtkCGm7sEbBXKYFSDuRLlzaTt+dRXUmwGPn8IZf3vDWJ+9sfMW7ITZhLKMrXQPS4No63D5o5x0VuHgEhHCOaRbldwQh++zaa1K8HpgHpM8uKWshnA3GSf/lxqECMWBnZcDsEseFuCR8N1qt80xz4xwPymFYMkTBQ+B0aA77vSEoSQOpG30YdKH2mWhlMksukKB7JAYjX99owxnDiDETbJY+UnbWmIglkdLy7EIJObaZNF42LEfSmjhhijR0Z7jjSZEWaG0n0Ka5l3/CemAMJ2Tl4QEZQqsydd2740TWkvnpGqBVxuPGR20UBa2N3x43YhfiemC98r7/Ri4LcXvFbFBCJ6YnDMYMHUZScDnxBG4JHxVCJKQLJYQp9eiK4/TuVG+MZ6d/WT+x/Okzj/vBOAxldtOCKOgx1ZL+0Zn97z7d/y84Ygz8H396w83Zj043wVNgixvtnGTHmDI+CvcOJpHhIOJsRZHyxnXLpPQjSFq3Hz8/x8hgwhZcDMHnREEIEhg+JpyFMGEYk2LIYcwKqTtFlSUoVVYYeTKPVQnJpqlKTpT1x1N2d7wO1qjYEzMnTLH+b0OiksmEEZ4wGeHoxixmOhpmAjHGThSlhUwLbwyEqIHTBZc8q+Xd8LQgSWkeYDi9d0wGSYXRK+6GDeMwQ/LCVaBcNkatLMvK6JW4XtDlAsd0tBSZleB2HrjNqgVMmItG+U5eEntK9vmUQXLvmD+mDJs7okLQAjKoreM28ByRtJIu2+w+iHDahHpc4x9Z0N0g0mk+A+3zWaWOKtNaN2RCDmzlwhgPmjSGOcM6IWxE1dk+7MqQSl4ulHBh8AAvhBjBZH4uFHDuw7Bna765McZ8rvwPFvO/HTLniwS+vbnEaahhCOUZ3KcAGpW0vTLqg2GV3ndUpnsjpZCs02iMcaLBZoufgIdMiBsWT9J2IeUILoxhIDLXUImkMiupMU098r8ewWBdXilaiCHCy9PQBri3+4QrATlkFKWXRjt2bNQpw9ZmstmLosHxIUTPMITLa6HXho4AIRC9oy4EMWIRRu2IKZLjExP5TPq2RInTsnmMQf+y0xCSCpf1OrG9KqgK1hvXnDnrwKxzKdO8IuaCC+zHg/cvj6mIgOBFWXTKn4kLIxUWKfTe8EXR0OljUOWZ0LqB6gy2tTBG4xjGqA8IM/jNeSGVhbKW2UnrU/40BOEKVE3EuFHClSHTRMN6I2xXYohEBkvKmF2IvhJixMV5vV4JNRDPwbJm5LkWUy68hUQfcargrIprhjpI2xWJCbOOt3lYqdmckz5l0kT8+1qvXkALmgJOJwLW9gkh0PlsY1koeWPcbxOzmtL3+WPYXO/DpjrRM+/zMUA32HQqnADn0dAYCHlC54JEEKd65V5vpLKQ+zbVY2Om9qlwcj9OjuBctwsmjVAKyya4zG5TWgraO2ZCHx1QrinzclnREGhWOY/OOD9YwoW1bNQuU2+530kC3Yz22Elt45Izf37ZWFOYy7f5hJrgHFo52zmx1jI4+phcm2okUxZ+rDFpE14nQ9jrjqripxHECSFSNRHyC5eYueQLIy64f6BMWODtPAlRkLKBJ1LsBKm4ygzIbYYR2juvIxIolC6kbSXX/jwfJ5xouRRiDPSPL/Q+4RW2rVR9kKbnOvfzoISTZUSktQmjTAVEJkkwTB31ESNddMqkjoHsOyJKiivZG0GNLs4ZheGBe0+YGe/3k2GVu8IxGg3hEqbeuDOhDDIa+9FZQ8A1ImtmhMDX9xtNBipOyQGLzl6N6Ik1bRMeEzMSAyEkbFuQsXF6ZTSj9wHB2EomESbhclvoMfN4HIjMoo3gpKRs64aUTNsNp00HzLNRmD4Qlla8bCwYGjPR6yTFr5mQCqaNj693OIVE5zVHskyRiLAEWo2zAizQuxFzYIuFcdTpihxmZ1CBkDMxDCQEsDHhmDlTNHG2k6gnJRRiWtCYnsaGPtWmutM+Tuw8wBoVOGtHooA5KkKgs5GQksCmw66ZE1Uo4UeoquuCSaQeJwmIbnQP5O2Kxkz6eBBC4HF2bl1RVR6m9HMwRqC0QDqEkNaZbEp6xmhOPx6sMlWA0AseEtZ/w+/H3MNKpDF5AN2VfgrBd9aYUduJLJQwzxKCEJe5Rzlg+4a3/+3U+XfHlHYVUKZaAUxDhxhIYaOf09XRRaY+JvrjvQI5KukfVCxTDLxsBcc52tSUbhanc11cOPoxzQyY1aAtZlaYDHeZVqvpeRgJ8oRsCKhOCMzgiT//McITZ43OoP7b6H/rAlXxOnB3hgrhGQBFnUGc6vIkmwpDdQYFDKJOSAYxQyxPjbbffe5tnobiY+o3hQRMuEwXpWmiwcxerNNuX5DznGQxUVJI34OiphF/EkK/DRtjEmpECKqE5yR3KXiYQTrfkhFRusSpSZ4SWzSWsrETvh/07o75vLXy1yns7772rSDnPOXiUFTD83qnNKVIxf0bk3ow2jdMb5uYeTqijownuz7GaR40/RVAlf58DkV/BBEiMr//PzFE5Ikl/vEZvsFp+uj0Njcet4lJlRDQnOehQSDpgscJE0pRyTmyP11arQnLshJDmm1xneZAInnCJZgbYWuVXML339/rOQ/NZfk31/rtfv/+a6P36cDITFpynnrwoQRiTDMB9Up5PmsRYVifOv/VMRohzekQnxV6kXm48+xD1P3Ea8O8430+JULCe2c0nTJ0IXAJgjw1lNO2EpZlEvds0H0Q44SctGOnhBdOOillyuuV95ty1p3Xl38ip+moWI8dcMY4sJjBFFUHj4Q051goBXPD3JAwA881X1gdxhjYaqjMex103ufwTDKDDdpxgEOSC2WLpPytU5KotcIxuStJBZWp9qApE6Vw9kqzxjHaDAS/eRyk7fuDUhUiYSbndiI2zTGGB+gnoz+m/Ge5/G73BHrHz4pboKSIHY62k+BKs532XGw5r5Tt5Y8TW2eCqfpj7w0E7Djw/sf98PkGxCPyPNTT8z5FCbS9Uo8bAOaDtj9oF9iWC+aCt6fUa5jzwOuOaWJx4/U6VTT23tEYyOb4ODDvPKyjIbJl5RodxHAN7MHx9ZVcIuQ011ODOBbWsnGaUbeDRTLeO1mcqM89qjfAcRGGnmh3Ji+6ktzJT1x72Ar6lFcL9YNFhFB+7NGjGyY+g+wQIEbatlJ6p5jDsiIhoxpQLZwfX1CBEjY0RBQn+A48yYn+vK8hMFSw2wOvFWegcSFeXglnJZdMuqz4sU/H0KJIDEicvgjeDTfDE4R+Eu8GTPlfV9D8xO5PjAxBIvlZoLJjx/sxYYBLIoQw5+sYXKJSopBKorYBMWNPqFWQKe94iUIKgyHCYwxs3wmAD+Mh53RJVoVhbHlluV6JGmB03jRhaYEQORZF1o11e8FrBTNclfr4wrYmXISGE5eFtDcGgfiyMbrhBipOTAF6o7edW7sTwwqxUN4WoqykfqXYieQrp4OlRO2dJk8uRe90a4zhE/dsYVbdXzacwKN31A4srvO+KogfDAdNrwgZOSLnEDQqI85zNrsTgqMqjBSeld/ZsSFBsEHOF3pP9NYnnwKFVCjr7DS6z/PNVBhiFJlmcCUupKsx4kJIPKvfs6LfAkAnP7trxlTE62HMpPJZMGmtTahJThzDuNfG9vKJSwkcpxOJyPVCag2Jk0TichLtJPrs2pgNmgey56nMI0IHPu43NE/nWh8NtGMzz8TG9E9xQM8D+/iN7mEKTGgCecY++TLVcP7B+A8dkH8b1Sp7PwAozIxGZG5WcxOEtcQ/HAD/3pFDnodpTNQxq6zhifONGqljHnqCkDT9ISAU5HuL40cw6N+vr0T9Xkn9Nsx+vPivv/e3xnjKiKWsLPmP00GfgXaSCa9pTwhB0TQz1qHfXvi3f3gf83tp5dsHcfcnEe3bhwxojAwfKHEmROF3iU8QvM3WnqaF3jutPaXispJzegae/rx3ib87bJKPgig4nGacv/t2/BuLRZ5V5m//hud9dVCJXH4XWM5qtPLjtjtmJ2MINnxWprwT4hOLHeLcYMaYpJlzEIJSgjBg4jmZhkvf2/O/G6PPgDLEv3P//05JXUSw7pPcxoRDhKjPnyfgMyGLEqg+lYXcDdPAuiTqY0c8UMoyzX32k9GY2Ff3eaj6NKKwMQi/q4jLkxg7daV/95z5MT96a5MYylQeACh5EjfdBvXYv79+vmf+nb4FIaHg7px9R9AnmXoq1egzKHMfz9duLFuhS/3dfe34MKxHHBgi6JqxsE+r+zQTl2/zwp8V428JAUw4XI7T0rv5IC0T358QvPUJuUDnWh0wxg4o1hpFE5FCWV9J23Rp7H1ayh9jBthBA+G5H02ZU/vDnxACqoG8btNHoNXJE/ndUFVyzuSc52H2V3MkSKDLvP9R42zl+iS4A5NEfpyQAqLrrGqpTB+DULBaUUkI8pxrczRrz+eVkOaoFtYF2phJa2CZ8z5l8l91rJ4Xjj8TQ4nxx97SB5Li/NrvX3ueeOt4m5/F6sBtbl9uEIuiOePmqJ1UFWKZZM+TiorSu043SnOuccV14GkhLJnY60wcfaAxc41pSt6VFZfpkjk3vEnZDyGxrVdcBPM7zScs71oSF5xewD1xex+0Wkn+nF9h/gzHsfMkeGANKzDhOnE+KMiJ+5jzu5UMZqTlB1SsN5vzOyghfStKTLJ8qw2RkxA7+IHKHdwp6ZUQwwwWAVoCHNFE0W/FD0E+/cyQr9AqXhZyXthSxEYFGfNZGMhyRX+flEfHdSrcSCiM6Ozfvjcq2EA1spYVtWfS9dwTfVR4QozUToSArhfMA+qChU49T0ad+861BN5ePwFQzfjlqCSFLJBU2aJNdZ/oaDRiLOTxhEyaITbm7mOKe4SQiNqRFDBXKInTZmHGW8WDIqqoK/FyZflWCIoFOwcYxBTYoqFipDI711UC/VQCiahKXFZMI6OfVAuQN+zxIOFECXQXosLUWigcrc7qtCjEQkorboqMY55DPuGxKv7j7NdJmq045ZLJbyvO7CBjQuudLRhrEJLNzruqEzXCKKCJJSvdpwLUwBkhM3JEgZKmOEENgVxPEMghkdYVH475HcmRXh0bhhVFQqJ2m0Wz2rA2pakF8JjmevBJKPXWGQbHUTFR3tLKNSY2G7hOeEmgImqQBJNCKlfqXtlKmnyKYdSzYYWpqCSJEhuyXViWSDvfIV1Imrnd36dRnyijMQsTj6+gCRkCvuDpimhEk2J/q17wu/EfPiB394kbzIkc0h+Ch5gS9gwO/88E4zAPMphbsbmh/KgWRo3fv//XY6/j+b5vweC/HSn8vUDs3z+GzWgm5H88FZKmqSn9hyEwzvlH48wGfz+s/6jqf3uHTDz79+GCpzgt6d2REL53BWAGHmaVrJP8SIycNtCYvsNN/t1jliBAhEWeLoG/G38vIAeIz8qoyISxwGyl/dvxx6+JGKPvE74QJlscppFJCPr9Hd+uZAybXLVvXxuzmpDyj/k3+gx4bXxLzmZn5390Lb//sk1piQm3GLNCProhTMvv4U49dpo2ugZUIqKFpPlJcvlxb77fBnV6Pb8HqBML/btfq0qMaRrFmM3AfPzYoVo76FrBfCanQTGFGDM5F1SU0Sdx7ffDx79tA4rMagopEFMG1r87VyQoaYvfH4L2xmiNvEYISqsnopG0vhIwNMfvgT1MLCTyI3H7BtVJkqje5rpXpaTldzeL2TaOEesZ6zvmnZgSKhnVjIYZRH0LnM0N60YK6d/sGyEEQgjUWidkzGYHKT4DVk2ZYfbM2Ocwm9elv0+MviUUUUgaKZK+J4Omjz8Etj8e3LdnmBENaH4GWtZxzWiZCXm3Ps07nr+nuuAx8+3Gi6ZZ5UfIIfP3huSpKMUYWP2rRCKlPyR6AJSCpB+fW6V/T+BFIK75e1K/9Au1n9z3ByoBMaF5m/cqB3LfQKfmfLq8UHIg2MYxvt0TQaxRNFJCZOATeihKEPDyLBzIXD0pJMYYRFe8T2hSHZUgzgedw5zY6vf5lVW5xkKPkRAKum7z+f54gNQnDyWIEERn4F9/fH6xCVMU5wmThIkMUjSH2dns82zozH1xKfEP84T0u0LEH+5/RtI0t9FU5n43+oQ51alOpjlBSn88FwBaQ0pgWT4xngmzn+f3jNtSmYZgquQxEGvPdz4/27du4miTdPrEdHsd+HHg544IlHXF3DieRbi3FCgakXZHTUjWnwF2xJaNHDfC0HkdKrB/AXEIiqSI5gx1dllyvNJsrnkP+uzuzi5WiHl2hX4/N9ugH9PzRHsj5oh0w9PKsnymm+LnDUSJ8RshV5gA7alDrsPwPuhtcPoMcjUL0QI4SC6YRKKF2UEpiQBYCBz23O/u/Wle9cDdUYN0SYRvcDHRae7TmZ0IfgSP/vsg81nsCirEMDu0N3fqMFSFoIKYk0LE1GbXM+bnz+nzTGjzvjoy4UDSMHeaCu7yxOp3JM9CS+jTEVdCZBwVGYOkSg6BNcb52FRnN8l8JncE3ALdhNZmnGJdyBIxr7NLrIMuRpBpVFayE/1BjrOwFNJGOZ8O4WnlsB3UCTaT5YQhNFr7QOOK9Ckq8Y/Gf+iA3Nx49AcAJZW/GRz/nw3E/3p823rMHfkbz+T3wYL7JDoEeeqIMqukUb4pa/yvG5rijxLj/+yIy1yNT+dJ7G8AY/5NEP9XQ2ZFLQaFUOZ96JXvh7Q1cKfXBpy4fAu2wt8NsP7++Ibf0Gfw/T9+f9Bp3pTDNN1YEsRnRfpvBeSqEfeESJhksaU98e9CjH8/yIBJgPl9YC0828vPRTzbmv79/9/GGP49CJ6fchrTCDIVVQgMfh+0CjFPPeVvFTLRaW08f7ai3RhhMNoJ3klZUB0gNh0GVXEbQAJx8vJ0kvOp8T56AwYhCjEXej2nesy36pAZNvqsKuuPa7BngD6CT2QCU6v9G3QnxH87n0afWNYfXZLnfXCbFdp/xzz5fQcihkwsP56V28AZSHCsNbyDHcfEIcc0pSZ/F6zEnLE+iDERf9+x+TtLIZULmgrDx0xEntW0v8cAcv72eh02plvf8x66OyFMsuIM5vL3+/j9WmN8wn5+/Mxv/9ZvFcjn/6UUZPxViSf+2D++teh/94OQ/CNAbjYr4PrsJMiTS/NtGUaJ/75nFcKEWsAf5v0fkqLfv15+QNgAwjJx2zGHf/O6Na0T/jLmmlUV1mXCfE4/GWsi+1RmiuFbYUW4Pve5+xh0mXMnyAxkyl/9jt+PEqahz7dnZm6EyTLgskaShO+FAnPnsM7X0RiiuIZ5lvxh/34WWERYgzLybP//YejvnumYKhJRZ/Kqz+RW12UGfL1j5zlJ8/+OIc9kFCBcLz/WRQhghm7b33+v+wxwU/4emBhTWlUERphd2u5O9OmS2eP0g/BvggXucN7wuoNEeMqZWjKCfiMSPhiPgeM/Cl4a8dawtKCaKGukloCqkMKswuIOQZBlfX6mBP2A+qP7k0Yl5R9KGtanmZjkNH+T/nFdx+L0vU4RCZGZvOpzHcRIMMd6YBZx+AFd1NmN8pyx40RSZEPw3hEZqE6722/J37D0vRigYUJiVKGsgf5R5zqSZZKd+yAsCf0dR0NEiKq0uHH/O/vPs9LzvUv6bS84ccyMEsL80jBUpmodwCEgwxhnfcIn594zSiASuIRvUN0nh8BXfMzE3h3srIj69AEJSjeQ7dse/keIwdQgit/3KonyFCjw5+8WlhwoeSWVdTqYHgc+Ou32KyMpiKJd6LXT2kDidA1f37aZgI2IHwfVI8lAxBGvWB+0dvzd+Q//wQPyb4cUwt+tVP+vGt+wQ0f/+6D+8K31+pzwOeofNvDlf0FF/K+HhH9fYPo3x1N6DgAvfzuw/3twlj9chKA+ZlDvEx/+/Vs+20FuNtuSo80FoM+Kxd87KJ4b0R/GD0D1//iafje+V+t0BjD/oxHCjyNYpPy7bsF8rXwPgr5/TecmZ+bfISrwVCjRCT0Zwxh/Y5Oc2gfz8Bh/Ne9EBIn6h0ByJjry/AwrkBg1ogHMOlECQQXiE4YwOu04ZuD77Fh8GzYmex2ZJM60/KhQi+h3SErI6XvSG6UxeqeQSHl5VjD/Pc/qW+Bo9DY3128V7P/5pO3/y96/xdqybvt90K99t6rqvY8551r77GMn9omDRAwxDwg4SsDmCQkpvNg8QGIQUiwFnCCiyImfwgNCPAFvkYDYVgLiIhFuL0aKiEA8IAUnxHH8AhGJBTg5Occ+Z681x6X3qvpurfHw9T7mmJe19tr77Kv3bNJca4w+qldV71X1ff/v3/7t3z6OkBK9NUgeri4xpkpvDec8puPz38I5j0vffSHvQ8B/h6H4WaZzvdRmdl18GWpKs4b3nikOyU4pZejHfcSF4QrQeR9Q9ysbqjKyLv2TGux3xx8uHZ8Oc8Om7fncjPd048bIfHwb+/2jxkds+HcI7x18w+VJcyCkd0XkIkK7fqYlLJjYt57/wTmuwq/vfO89ZzKu0UarHr4IkUNcnl83Mx7Les3seWafBuP4ifH7Vm/ivXu5FnkOVUObDkBzy5KGMOpbrnLNsaOA5AK988kdfSKGrEnevzYvgDqAtTbYb64LvRAGgIvvr1pF5Hlkiy4SJLC2FY0TzcY962QUqUuMWOu4HoasJIxmVXiBaYF4wFRp24VeMlGHkUGxymaGMrpJegmId5gw5I18ME86P2Q0bRuMsBs1UmP+ugLRG8lwW8R+QzbX+wGQey1It6tf/0uJn+BSuGabb8+/PZ+LhIBbBJxD1x1sQqLHHY7jPEzBh/dHF7teF204n4iTA++RebxX8ziWfFAfN/Ti4RsJgRdXDRN5HqemFLjVYqkpxmDK+YDsbBikhItxzE3eXbM8739vNnxOcWoD4KuhW6UhUBrmIs7H2wT43ryfUsJiHP9qIwY/xqpuY/HZ+1igzjMhBiqCuhk4MmqPhrwGHWOrmzw+hRfztgciGiZ6N4IvCB2za3Mk9wta1Cki/xDwzzE+wb9gZv/9D/4+Af8L4D8FfAX8I2b2/7v+7Z8F/jFGcv+fMrN/RUR+47r9H2Bcir9kZv/ct54DY/X7swjnhub7m/DjS723MGzL/E+YDf+pxqcA8HcNPw3Zyy33FZYr2AeXz7j5xYN7Y5nLBb51YBD4cOLUodz9RYvbp/jU1/c8Bvf3P+tN7uLjO5b7u8YN3H8I/j+MOAUOYaFqxRNGBf114fqSmXTOf8RcyxWoviwmfT73FK/vl48yUD4EpvjNoO9TcWO3W35XEdCvmuVPae9/1JCrm8DLUO20nIcbEz8Z4P9Dz+ODBft2lUK9jOTS85h2A463ibB/m4Dxh9xCho2GHFqfa2A+tY3ZAAGmig3vk2sDrfc/wy9yfCjjuQHy4H84gy8i34T1v3McvuH+FxFOcaZZu8p6fvy5yznBpVGYV6/ySATcNL233U3Wo6UOx5PxZuRa0PzJUP14MBN5b+6z1t7/2fuPFnDAWBCYvcui3Z4BGUDKO8/kJ3j9rssp2gdxc7uG2sfc4iN4SHGC3qBtqAitDbW6d4nm41UqJljfr85XH3554d0+XXw3J6mHul5B+fV78v6HLmTEyTXr6vjk/CTDfev5ezX9ALT75/+bjXHPul7nDBmLqedtBfFXv0ztH33hNzmg+E9f2+i+I4H3DeOJOUGdjG7c70lXR6MhZGS/5AMy8mWIk2fpaQgg3VO3StvyyMIc55GIcFcvwmtm+b25KASsttHvgNt9M4qAqYZLY8wKyeFkwYJDloXe7LoeWq5ELsToP5pnuvNI1bFgtjocrXzC/xDi9+cCyGX4sP2Pgf888FvAvyEif9nM/l8vNvvHgLdm9h8WkT8N/A+Af0RE/hjwp4H/GPB3A/8XEfmjDCORP29mf01E7oB/U0T+zx/s8+caPwnN99+R4cMzAP8o4mEwD254qiJuAOsrC8MnwYFd2fT88Z++AUz8PEO4Lua/Kd3OOxbrwzT7jxO3yfi7RHDhnY7+xWDyKZD6MnwYdlqfYjCd8x+xI7+feMkQ+phw3j8vGH5SkrMPwzk/LA2vMplPWTn+NOLmNjOYplFM5cXj5WMJ18vfnbhvqDP47tG0UXr5xr9bb1jLSGGkgNuOeEXkHfj6JMD5BY8QwrPs5+cd3nn87xvyv4uXQOKbFq8yTe+kSNfCOdb1m4ULwX/03N/GOF2HRNR0yFOAkVV5Afbfe5/IqBl4b19CtyE5+fB+GvKkD+aTXofBwAvm+kb+uHTiEI+ICLVXihbyi3njk9fcjYLK9/YHvCt2vpajptPHC5O6j3nsw2Ll22rlUxmf237r5ePXXm4WA5KG5aI1u7LSLw6hg9gRPz6Dtfwuy+wGWfiscf5p3eu3+Sx/ehxxS/pOWS+J/nnU90xDvmM2mi9O8b2xzoJDlPcWCeL9sxPR83ZqY5NWr13Pr1myK9Zw3g2J/EvJqHz6uXleOPqE6FUmlCsuTh9t+zJ+Xgz5PwD8DTP7/wCIyL8E/CngJXj+U8B/9/rz/x74H8n4lH8K+JfMLAP/XxH5G8A/YGZ/BfgdADN7EpF/G/hDH+zzc/yyhXPgbjfxdSL6LiDLx0/LWX4BJtUPw0c3Cq0+NSE+Zynt2fP6Zxk/LpATkU/qvb8tDuFHY8ZfHOz5R39N/cvPACD/rED4p+KmAfbif+pyu1vMYb5an37TOXmsg7g0gJs35OqwVK4Ziw817L8McSuY/Ts1hqvHtwDyEN7jRO3qlPRN4UL4+Pm7Mt23MVn8kJjQR6dVuxXnfofv2Yl7Lvr8TvfTbRt7gcq0P5MzN/AUfRxFtvpOX+6/ba75EDg+1yXZu2N8SDRdHYbeA9fvdvDp4/gAvACPo2L2E+fz/uJlSBJf7LPpcwG8IVdP7NFhWq6A9saq/yQyi5+MW8bD+0/OxT+OBE3i+3LJj/4u8kmJ2of36I2rMydYre9JXST652wR3+G7uW3Rm9GvxUPepx86l/68APkfAv79F7//FvAPftM2ZtZE5AH43vX1f+2D9/6hl28Ukb8X+E8A//pP9Kw/xy9X/AKC70/FS+32p/4Wk78y6D/b8/pZx4/LQN68t39abPgvUtzcQFSuGYCfIcB14r71eBYcWjrkKyMuAXftKfAp6dLn+MWIUfj3I2wfPrCW/C7vcW4w7R+Gc2Nhe9Odf4f7I/k05FfCtwPmdwcf/7d3LP+QsHw6w/ed9vmNx3qhlf9w8frMgn/gSKZtAPVve5a/gzxpZBO+5dyf2ek25Blm3Pp5SPDwI3SB/nHjUxmPX7R4WTT+Y+/DCc6/09HDcELzv6CA/KcWInIC/g/AnzOzx0/8/c8Cfxbg7/l7/p6f8dl9js/xo4e4T5VtfY6X8aOy8b+scZOsPFs0/gIxzuIcLsUXNRHvANbPisX/HL988aOyoj9y1u7GXPcPZIw/zAHsx4kwD4Dd69U//aXz2PXJ8On9LK8P0MO3A/KfQIiXdwWdbvwsycOVNf+pseK/ohHijw7qf16j+X8A/MaL3//w9bVPbiMiAfg14F8F/ivAf+3D94rInxGR3wN+G/iDwJefOrCZ/SUz+00z+83vf//7P4nP8jk+x+f4HD+TcDI65t6aif2ihaSEu/6Tb0kjf47P8TONMA8gfPsXlu/mAPajhvOje7VPnwDYcmXHPwHUfPjpnM+HZxDc+Bf9KO7Udq3N+sUbS34V4+dFW/wbwN8nIv8hBvD+08B/9YNt/jLwjwJ/BfgvM1RA/wXgDvjXROQ/DjwCfx/w/wD+Iww3lv+Tmf25n8Fn+Byf43N8jp9p3Dr/quln1vlzfI7vGi8ten8WERLwiy3NGE4rN3nZL06m7Vc5fi4j+lUT/k8C/woDaP9Pzez/KSL/PeCvmtlfBv5F4H95LdoswF97UQT6fwP+r8APgP+WmXUR+fsYoLyIyF+/Huq/bWb/8s/0w32Oz/E5PsdPMeZPtZP/HJ/jc3yOHyXS4cfuzfE5fjrxc6NYrkD5X/7gtf/Oi593BjOOiPyXgH/oxab/K+DfNbN/8sVr/y7wt64//w3gnzazl4Wjn+NzfI7P8Tk+x+f4HJ8DPgPxX7D4Oynn+X8E/tdmlkXkHwf+58B/7sONXhZ1Ho9HfvM3f/Nne5af43N8js/xOT7H5/gcn+NXMf6T3/SHXxZA/kOLQM3sqxe//gvA//BTOzKzvwT8JYDf/M3ftL/6V//qdzqB3jMiDvcTrsweLaY/9nR1n/Whn+NzfI7P8Tk+x+f4HH/HhIj8tW/62y8L6vuhRaAi8neZ2e9cf/2TwL/9kziwasZMMeuYyU8ckKvunwTkMP3Ej/U5Psfn+Byf43N8js/xOX7x4pcCkH/HItB/SkT+JKP11NfAn/kJHBfVilwrkOWnUIlspoiE98B37xvwrqmAakN1RyTi/cfNFeyDBgS3RQSAc+nHBvZjH9+tWcPn+Byf43N8js/xOT7H5/jx4pcCkMN3KgL9Z4F/9id3PMVstLl1bkK1Ad/cLvgdKL6BV7udF1UbIkL6ZGcwQ8Qh8s6bVMS91/XdrFx/+vj4vefn83wZzkVU20dg/buGmdH7iojH++XH2sfn+Bw/rTAzWhuWXd573Ld4+A5ZmH3rNr/Moaq/dJ/NzD4v9D/H5/gcn+NF/NIA8p9V1Fr5rd/6LfZ9w66oeABk4waeX8bt9W8Ke9e37hNd9ez6/vdZ6HfHlRfb8HwuAPM884f/8B/GuY6IZ/ROgsGsC86l6/u+eRFxi6btvbbYIzOwX4FM45u6yI7tCs6la0vvvzMZddOPr684Ga/3W8vE6+s/Sge52/7NMLUfrfvczyhM7cfu4Pb+ffyTDVVF9d1i85sAae/9GbjH+H4b91/mUNXrorljZnjvCT9iO/OfV5gZpZRfqnP+aYepgtmP1rJbO7R9WNeF6Tu1V//RTuqb57WfuzuH9uGd/V3Pozd4KQ0V95P/vn6FwszQ9v794cIv/th6GzdhzBm/aOf7eTT8IH7rt36Lu7s7/sgf+Y0r+JUXYNOAdxfx3WvXi2rvv2bYdcAYvzvxnwDe+sE+bwDfEPEfHOP2mvHVV1/xW7/1W/zGb/w6zvlPylJE5Apc2jNLCO+DFzNjayuC4xCX62sds04pFRFwruOvE4WavmO3rGNWUQXvJ3pfASGE4+/7OvwswkrBakU+6Cpoem1NbuP/pp/IMnj34m8CL0D7S1BuZrSq74H6psaUxmTinNBKp3cjpo/bF7tvAcN77eiLSdM7YQo/ervebwpVo5WOjw7/wWJBVZ+BLox77UOmuuYxAab524eZ23fzowD/Gxgfz+angcOH51hrfX7PNw3E/kcBRC/i98NQ9/7xovn2uV4yydr1CpIcym1cGPFN38F3jU8x1i+zaz9Jud7tXPUTz9Xtu/jUdRjjkv0dWfCu6waAP33D2NkK6AeZ0JfXXNvHALOs47WXr6uObcWNjpG98klCSfv7APa9EJhOH79sBnV9/7x8hDDRe8a5+O4+0vfv39HF8jveY7fjiB9e2p/6u748dxsLl9txbq8h14ZBn+NHDe1G7x88v+Lw4RcL4L4M6512JTBgjNnxx+gmbGbQ2ic7Ef9+M3+f78YPYt93/sgf+SOIfMhc34D1S8banv8rCKp9/CbXptYG4hxgY2XGhxfr44FQrwB87OHjCet2wb/88kt+93d/l0s5k+KBifjRBGfjDajubHlDr8Dn1uEvxoAx/i4ItQ6wHULAzF9lL3WAGoGi5Xp+I6KCqII0tAesKzj55F3102RLf9zQ2rCmiFXcTTJ0ZatfhjgH/sV5dx2flQEiJXpMDauKdcNaQ6JHu6HP7PcVVKmx1cY5Vw4p4Jwjt8G2Bz5myZN3WFNUDe8dafLP+2lqeBFEQM1o3Zi+5Yl+73PJD78Wt+0HE/JhnUJ/b/BptdN7J4TwDE5v96P1d/Kt97M9Aqr0NiZPk/GeGOM7gOvkk0D9dmznHL33T4La3jsiQozxPWbk5c8f7vNTIPG7RAgB78d9gBoq7y+Avwmwf7ho+KZQVXrb8c4BDrNADIIXobWGXbdBBJfS9fP054JxU0NtfNfa9Qpsp3cLGgcpxRfXLmP2csH16fqV73LeH37277KAul3blzFqa8C5T4DBT+3vGzqafngfvvz+X96/L8/rw2yMc+45Q/Ft1/dHDSsF632QBC8XJdoG0Hz5WYTRol0r9PL+jlQHoG79fUDe87vujO/tCGh5tFG/hQ/gP2DetV3/XZ+3lyy16fjnwtindegV8/FK3HS8vzajqZePP7yfrh0uf0j068LkmxYMLX+8eEEgHd+da7mMbX6KgFzVKF3xTog/4exn7UrtyhQ8/sfMYN6ia6dqRU05xE8scD4Rt+fnRraUvf2+SYHvGi/H6U8t3G9zI0AK16x/a+ieUQw/Tb+vcx1EXkNKQaYJuWb5btlYEfnkOPJd4jMg/0R8O055f1U/iFR7x2RfL8ItBfnMnF6Zb1O7Ynt9J2a5jWcvbpKuDYe7Avqb9MUQ9Hq8wWC13Oi6o959NPE0bagaSqep4H0YrDlugBIVnPd4f8CJw/rtBrrtp+O9QzWzlY2i5VnaUnohV2X2EyEAWq+fWeh9f57sAba2PQN5L/4XptOg1Q6q47t8Xu3LYLidPM9THzGHuHcT0nUwFCfg3oFYa0q//uyDw18Hhq4GNdO187BVDDimA3PweP9uOxhM+l47rVxBVWnc+YkU3DMznoLDOyFvjVwbemN/vTwz/FfE/hHTb/Ly3D+46c3Qdl1gYO/P4QJqgzlPKQ2A1zuq/Rkcmxq1dqwr0jshBmqtnxgI3zFWN3DYac+DHCpI8gOQ9hfgUhUf3mWcvgnUhhCe2fsfFj8MkHc1Sht/j14I10m2tXeTkdUxDjRt4K5gtw79uqR31/bG0t/ed5PTfHget/Pe941WKz44eqn0llBxpClgDMDoa8NEKEXBObpervv29KZj0VZvLLNg5hAJ4xy6UdCx6NY8QESaR22LNqz1gf/iD59kPvwOP5SmfNNi6OXr3wbae29XC9r3z2Wvna7GIXm6Gmtb8U4ILqCmNG107ex5J/n03njpnHsG3i/3+1Ly9PK1GyC/XauUfrw26bfnRa7H1VJvf/hAvmLgPM0H2q0m6SoVxK7b1Y132dpvuI+1gws0ZABbn8Y/wGFDtvjMYl/HuA+Z914GoLU+jheXAcJvx/QTKlDyGXrBBLpmRITFzdS6MV23ux2r15Vcz2CfmBtaAWt4cQT8dVH6LaFtnM91Adm0Ua1B399t0+s1U/D+W504ph9j4fmpqKo0HaTMTxqQdzXUBjD37v2xTVWfs4HfRRa2t51artK3Vt9lEF98NyLvsnbixzFeZs2GhBPWur637+gi8ScsDWqtvZch/XAcKF2fAblgY5y+jc+qH6gRfqwTeMZgbPszgGtmqPfXzPmYe1pvgD0TNj8sfqUBuZnS2uWj18CugEcRe8mSuxcgh3EhbhfVBjPucM/AdNBWVwmK6Ugzi1yLOG/7HdsZRtcGavzNv/k3+ZN/6r/IX/+3/tqA/NdD4q7PiNrzZOAa1FZwoixf/NozgK+1stXtncbUeZYw0a0/n0dtjclPz0WktwdM9TY5jgO2lunSadaYfUIwesuoCc0FYkjUmvEIgqP1TN0vCI5leYOa4q9ynaaNczkDsITlo8Hku187o1kjfgcHmRtr+TK0FFBFgkO8w30btfxBiBMIjtYKYor06wOuivZG65VqY8BappkuCe23idJhYkxTJJhnKzvBQfAOJ0LthW6N5CYCjtaN5B0OOK+VdS34Q3rmq037AInXF7raIPNVP8H0D+CtqlgHkStT3PrzoNZVEedwwdOzInIFYa0/3+tdPC03PBG1Tm+KNcW78RkQUA8xju8o5zoWCsERvB9M8g2AyVhmtqaYE7T3wd57weu4dr0pJddnxnuAF8GliPfvy8A+DOfeDcYfrrT1OlnegPUPA+5VO+IcIlCNcb9fJ6mc8wBvayGmiGGEGHDiyGVjLx1RBzYYM+fkPcAlIrTyjrm31kbvA+eREJ6HkrxVVAuqDpInOz+eeYnkfaddLigOlyLMYJbozY1xTQQXF2IUVFecU5yDWgbjOUaGgmHU3XAWEQ/VCn1TovegkDUjCJOfCJ9gGG/X4/pUvMd81670/u5z9iv4194xDHcdD25FuyG8A9OoUmujtTMigRjnZ7ChpuTWUBTNDZHAVjvJC87WZxCrNhaYlUq3zuKX50VbKYXe+3sLipcLJkWpveLNv5f9uH2+22u3+/tT38vHrP8Yn+0KyJ+zEv0DAGeD7Gna6NbBIEjAix8sr6VPMN+3G3d7uSO6eHY85gOqGbTj/YS0znFKQ49+e99HwP7FnNevbLnz7zTd5QLi6Hq9fwFrK3bNru4qmDaci8Tp3SJGq2C9fBqQmGI4mhmNhrPrVr0MNvwWN+DXy1hkfEB0vff0OzceqPYus2DiaU7fLXQ+jF7fZSm+A/t5I2Q+UYL0cVyzW99VE/8Sdnz8N0O70pvRRNE47r0Q3UfZxq7jfhcE8eD8qHUze1f9BlyzvZ2tbfjo0NKYgSgThGmMia1RamOa41AMmFK1En2k1Y7z7lslmN81btnRDxfx7z6TEZxQtp2tVJZXd7jeqecnqo4xjzCPxb1/kfmSkY291XS9jFvm2nofPKsLmDis1gHOeqe0hj8siAi1NARHLY0Q3fN5/rAM7K80IB+TRWcUPnq8T4C80+Ve2Y/3wPPLL9S/K/Yc8HUMVgLXB/YKpm0Ug9pVN2c33bi7DtzXScJ0SFVuzOVg38cPDqBfJ1V5x5CaBIINScReLpj3Y1HQR6HXcT4OQC4ehxD6+HwhJXrvRB+pVqltpKxyz5jZcITxYAQqw5oxasK3RHQB5yYe2z0XU7ZtAxVmfyT4wKWulFxprXJXAtMMfkpEF3E4HvIDXftgy2UwIrcVfYiBqhUn7n2wff2ebtG0UaxSXqRqk0+fBOjW9KORy/brQJ7SSGd1fVegCeDlPfmImrJfdYi3oarUFSlGkIj4obNWLwziXVAxJG90nq7afxDz1N44hoi3CKXQuoDXK6jYoHeqDBZvrPvGvedrJWdFt0yaPAZk60OKtFfqfBzAwwwtfZBPwaG5g3ZcGgOIAyRGLDooG1Y6MSX6ZaO2hhPPcQq0pvggSAy45VZfYGgdzL54odRML33cyypYB1P3nEia5khtQ7uXYsCHD3TmXcltAJoYPFWHDIDSkG4kjFtVcYh+1GE0xUeH2HhOfmhqsO0DOMTjexPpWgcDePLuGVDdwNnzdVdjbx0nQrsO9IHOrsJ+Zctb7XiU7bJTt4rPDRfhNMUhPBOPidEuBemDOQ/JI0t4XpS0S0XVRuWJGHXdMdcoveNDoDlQEzxC94YsjSYOa/UqhxNs2+lr4fD6jjh19n7BmKgdTIUQI846vRm9XaArIgntDfET/hCgOaY6FoIeQ7xx0UJ+fIv4jEvjXjApoEaxyCgiHyCutwqW8X6MmbOH3hXnDpi9+86fL40axynQa6b3nWlZMOLzeACRomORqq0MaRjQe8P3I95fvzOMh7VyLispCIeU2EpB1zbqYMTxa6c7nI+IEzqdogUEXsmr8ch7/9GEeQPRzjm2K7Cd4/wey3YD8u/umU9Pujf51O3n2/vtOmeYVdT1cV3yiouC+OndJICg1sccMfIieK6LujABHzC7Zh+DavGoBDBjcre5CFQ3mtl1Jrxt6z4N8m0sqlpreO8IvUHfrvIPeZ7PUGV2ga21cd/1nVZ3nEsUP1GeCks4IAK9buOcpoWPaGsR8AnjhWzyQ0Rq/YVsRygm6DWz2A3mkDhdFwBdjdLDkMv1TvTuOu/Wq8YYxMXrcePtor7ToWv7pHbdbEglunZKz+SmL7Jg/j0wOp6N633U69j3N2niX37O6/d/k6fph/OaGVvJ9Nrops/kjqnh1T3LVm/7EafXxd2EBcUF+cYMROkFGiQSu+50ASyANsSNBauZEYgji66FqpW1VkrrLCk8kx/fJdN2iw/liDfHrBvIbVdG3MwoT0/U1pmCo9SOdJhaR1tlK5VSOr2+xYUZjkfMHL0roqNeK6RPEzJOdSSdb+y4G2SlJQ9m9L3ivRGnMb/VWhFnzwsbM6Pt+w+VJ/5KA/KuylO+cEMPIRyvYOv64FzZ7ef0xJX9u6nJBXv+xd34INVnJvLmziIm182uKffrPrW357+rXFkSH8Cgt8Y/+o/+Gf76X//r/LE/9sf4n/2L/yKHZR4s7FUzjEHZK8EJDei5IHEwSlEivjWiteuKt9KvD3LrDRWorY7JhMF++xtwaI1cdpa4kFwidI+oXMFeQW1DrVLLSAETFlrt7M44pQO1Nqw7cs2U7Qe8aQeoUFweX1w1uus89kdKHG4LpZQhiakO7zzJJ0p/YmsbJh7qTvIRL57WOnuvWJg5LAtLWIY85zrxWBvssAmsWmhbASd4Zywh4X3gSSpxnojS0V7QcxnSCzHc3jDXccer3aO4of/nmv72nqKwVUOt4X2ErnjdxsTYI94ca97J0Ugu8CpO7OsTWz3TxNAUkdywtbKrR+YDFgO+DJDQZTz0dq09MAxpilVlveycbcgmolzlJqb0eoEUMTeYEC0brGPhE4Ib33vZ6Qj98czaQKxD8BzuHNbaAKy9Qql4J/QGLq9Mx5mwHNgfvqZdtasmnX1/JD88ku5eDc/7HnDek2JCHPRWiHNEmiHmMIVSMtqVNKdBUtXKLB2tZWRg5kTvyr6vNAk4bcQ5EKNHu7ybmz6YjFTtedLrfR0SmqbQVkw8UsfEYXHGemfdrtmxFunmiNeJ6AbKe++suWIfFDSqNiYfEPHU3Nj3NmCNCuI83SBvncaGF0deCz45Ip2uSp9mnB8SAUkR7Z2tNFpZcVeddG4di4FmEPcLUQznPRIDO084WQheielIz2XImsQoCzTbuRRj3c+ECL1UgkwkjG5PRD8R1NHngHjPfqmUcmFOCyHXUc+XElsruKKgFWeVqpWpNw7iseDo+kKqVx2WC5Z3zBpzSrTjAuJwWrFeKM1w4jnNExKELVdy63hVaitYK1QMIVLKBR8CPSV2G3I4M6X3hO2VfX+LdyuIEbzHRc+2V5p2plPCWiGJYgLNRUwCuRq2nvHLxGk5ce4XWs/02PFuZG6Q9yV2IkKvnUnfgd1unXB1tRIRpqsmVUTIeSz0PywWuzHvpZTne8y5If1rrULdOc13IwOjBa0rfRcciTHNdJgG6Ek+UXWAx9ob3cBJIPnAy5q6bpDd9E4aiXEMYYA5gyB2lbgFtGeqKd0+AOTjhn9eyKoZaB8ZDQnoc3FoGeOGCzCdsJ4RbVSJ1/skUGVBKThzhOKAguSd4AJVQULiTORDdlqvhaiDIAnX7DRMfiHcQK4qpewUAikEfFfCdY5UBl5vdQD53Mcc6qcTl71xDENuI30DGqUWTCvOQZoWJEw869XdAKD0Rq6ZZp5+RQ1b6YS+03vBRp6KGISSC8XZIL+vmnv1gR4PHGNCdcgNrW0j9SaejkObMQVHcIbX7ZkgUlW0eyTOz2BPbSw09tb4ej3DtnM8zCRpJD9zrvpMJjrvBrgs+/Pvzo05rfeKbxl8pIm8VzPWtOEQvDmcQXfGfe1MPbMcJkJ0lA7WGNk2HYWfTRsg7KWzXJMiaoYPP5wx/5RkDN5lpsyMXJVcOpRCr5UwJ2L0VIW876zrTr0uUphmilWsZbSkq/mOsTjPMo1Fk9z+MeBKKx3bM02Ny1ax6LFwJVflmtkSh/VO70BXymVHW2PfKy4Kx8kTnaf2jy2qX8avNCBHlbZVeiu0p68RmbAu1/S8suf2LA0YmqqbZmQAoCHzeJe2tuvrThwEf93s9iCMy+ucMPnBtBs3NmX8zQDEIWb8v/+df4e/+Bf/Iv/ZP/HH+cf+G3+Wv/AX/gJ//p/+c+NcBh82GPyy0UU4htdIUXBQtIF0xMDF8QSUnunWMQc5Z6QJ2oamt7Sd3AfzMsWJre30VslxZwmHZ80uBnEKtK5U9bTm8LVwiJHcM+ore8nXCULwZmRrrLpRCqQYCabUXqgyVD2lG8FGqtkwJj/hnadZg7rjVKlVad3YvBKjQ1oDhZRmPB4vfqSgtdNQtHZKLTztZ8594+APBBHQSpYzuVUetCMtcYqBtm5ozmjtEGCpgWSZY7t7TvF1M4LzOBfI4sk4YqtjYtVr6lkFZSw62qZoN+wkiHjWkomSWCaHbQ1yJ+8Xkg9IiARXSCkh00KOQkcR56EL0QVKL/TaEQnc+QUzQXPBLhnRnVJXHBHiG3yICJmyvsWmRLMJN58ITolN2bWybyteh81adxNSYTl4/GFm2xutGeqEKGDbhf3xEdk2Lk/3eHHEwx2XbeVy/zgGMRrihJIrznumQ8J5h5qgvV4nfUW7UrYBOk2NipHXFcKQLThfCWlGaqHkQuiZlDxGI+ed7hJ00MHz46762fO+krsRvaf0Rmsr3RzalGSNEBeC38HakOTQqaWNxEveB9sfPJKNjmdyE9Yb1WCaBqio1TA3JCfe2/A6qTokO35oBMUP7CJNRga/ViQIx9MCeWOzjsaICyMzt5fOenmit0bwmUbDuwWdHCYTXtwouFwWovOsbcUsIS6gojjpEB1aL6hUUjwMFtQ5ukyYHWjliXj0+BTJ5Yy4acgVJOB8xM8OvxfmdCKWB5gDdbpjz4W67bS90Ar0CWrO9DRRd6Gbghhz6kh3g1ANjYZDrbI/FsrkgAvb+kDZO4FAPJwIwSPmsaz8bjmzr4/PJANEUohDxtQjj20jIUx3rwin1/g908tKi5lDPOCJGJ7FOw7J8Wuvfo0qBa0XxBlrF7Zs5O6pm3Jqlb1ulLwiUsnqcMcj3Tpb3dBaoI7OzH6ZqXRKrSwh4UL4KE3+8vd0A3cfSD0Mo7wgDfK+Im6k+b0pPZ/ZQgZnhCqk2uj2yF462jLeLaS7QKfwZI9gSk2R4ByCUsw4pC8/kgBaV0IQWi+0XqgWaDaY1aaNYWt7oNYV7bC1TrY6sk465GzWnjArtL5hveHKI0EdNh0R/wof0lgwmF6LTAu9Z9RHVBI48Mx0c/R2xonH6cxen1jrIykdaE4IGpl04HvTFTMbmRID5w/Eq7Z7yLeMhhGQIdNzjubG4uVSGqbGbIND26pS8s5XtaKMrExaJk53B869c8ATvadxQHygNABHrzsiO+sl4zUTrBHijPRMtwsVx651SDh7Y+8ByfcIHe2e6Bd8dJSq5OfFTcZU2anEmOnLAtI5t51ERXrGxNFlpjZlFSXRcVYJ84EggbJfeDjvuPkON02seUjjQgicW2VvjV46B3/B+cSuG9UC6iJJIMjYn4rQbEJLQWyj7gXBE1KkiWMVh4jh05DwtNqRsg2ArFC8J/fCpTZObQdTohMiAeKCWKDXNjJ75qhN6Xkj+Ot4rcZh+YKYPE6E6QU7fatB0quqIE23QnX7qM6jdcWLkJxRgyfOY37EObb9wpofcK4TrY1MtiT6+kR9zFQfMbfQXKL2gIUhGzLtI0EiRs0d2zaIiVUCDsfi5LpGdfgQR02OG1l12zdaq1QKG0reKk87nA4zS/x2ie6vPCCXt/fQGtSM0lFZ0DYq2k0Nc9cEoQHWBwMe4rOexKwPufhNQoKh5qDp9cK+qI4X8GZ0HCbX97uhRUUconZNLyq/8Rt/mD/xJ/4Eqsqf/of/Yf4n//w/z5//Z/6ZWxkp+MGCHl6/Jp8fsPWCTxNSGiEFTCsxhOG4oA3ThmiH2km1DAmMgJ8C1SVy66gkmjWcgE6O4/FupGxxlL3iu0drxcWZ4IarSi+Frko0z7qv9OjpMXKaDryWV5x3Zfae5kaqtJFpKF0Czgce8vmd+4s4ptCveld4zGdMIlYDTiZabmzbGd0b9Mo8eeIknJczvWxo2bEWydnoKKUWSjDwGynMFDPWfqG5inczSzwO9lwCYYq02WEipBao6yOPNYILJAfdD328lszbvRLixFR/gHpD3IQzw/zVj90b4mZcNtomZFMK4GPCEdC9YounVcETiC5g5yfq2iBNaBSyZQrgnGc+nBBnHFOia8PsgqiSe0Fnw0qjIpgzXL8QtkjvK9YbffmC2QJWG+aUtTdyg12VeJzxpwP7Wum1UA8nprhQraFhLJiqF+zyNevbzDQnkireC+18GRrRfCYeviSWitOMliH/yL5hXmh9aPYEh9pgjcCh3Xi8X7nkhvSOj8JWz5iAkyN97yOdSCceDHcxqA0NEfyBw92JxdtgOELg/u3T0JpXJZ9XnKscT79OjA3xgnOevG/U7S2qX4M34uLx4Qji0B7p4vCMor9MptbOFD1LnCgdBE9rQ3cpTvE4RBzH48S8JHwYkod1v9B9ZXaRJhlxjsMhUbWQm6fWQsZDq5z3Qmv3BNeJKcA8IxbwVtlaxftIChM+HvBTQtdK0CNRZrpAdwulPnIpSrROjI3oEue8UUvleDe0wrsaQmejEui0c+V4GlkNU8d+yVx+529ibaM4GQsMJ4R0GO433l8ntcDeOl4c0jLmCqVXnDlcOlBcoXqP75VtO+PcjNNCXx8wIkUKj293Ih1D2J2jsVOc4eIyFtU502wUHGq/oH3HpkRZ76nbE8F5+uIx61xkZ0bIl1FUnPyCpp2YjFwLKRxpKgQKkjzYTAyBlBKZmW3b+eoHfwvdDnQXyQbf8xM+LIDR2wB8uhfm5MmyU/SK9LynXPXwAliMJN9wGEEgukEWmHVay+y10rqDVrHS8H6k8FNImJ8HyeMmsm5szahVBsO/r6CZ2c0QFAnKtt/T64SbFpL3aG/klnE2IdycmBRnnZo8nZ1ihthCs9HsrlIQMUSVWjLBruyrXTNlNuhlszoyCb3gxdPb0FAG71HL7DVeZWV+zE1tJ7fRxyL6Ycc6+8jRTewilJIJVKbokA7iOt4C2iCXSoiG9YpzEWuZFBzRw/RCQrh1pZnxmBtVlcU5lCGPKm24YAXn6MFRnNFtZ+sd73ZaE9iNIp1eB4s/L0eaCbVUylZxFljLxsNToZhw0J3oAbcTXEd8IMaF2XeSC9jIZQziYz6NeiyfEJQjgr3Qt1srPOxPvF0L/8FjGTVCIqQYma2TL4+YW5jiAfMOqQXxkdrgYX2g98L95cxUNlzwpPkwiL7lgHjPIspFwUuimGPPhVwz4DmrIX1lioF4dzfkKaVj+Z5zrxwJaJrY1KhOCBI5TUqIgctlJe+Z5XCCEDESpo1WN766yoNOcxhMdYOOcCkZJ5lDjKzbRvOGi4FLG+5twWW6Jnrf0GW6SpagN+VpL9RSWBxD4y7gRVBtVK3UUmlyddpMEyLX4vnr+zuCv7vDcuYuNGIrlPyARwlthb0RnMMvX5CbwySyPSoZpfSCSzCfZqjg2oa3mSozrnkmH5nCuO697TjxJO8QbfRSiFbJZiwiBAtIjGxFcfHbLaF/tQF5B38x/PHA4cvX6JR4/O23WHRY66TZIz5g/drxsg9bQ3H9RYXxYOrMlJv93BivhyOKhJGiEuefV/bGWHk+68+vunDctdhJxw3IzanlpkvnKnfpDbNxzHp+iz4+sIdE4gA249yCT4NZK/sDpo1zvZCL4iViT49450cKLExUy6x7wR9eUWXYVqXlxFrHgsMB+7YT6Hir+FBR8TAJ03RHihO2b0jzQ0M6z+AC53LmXBTxR8RXtCvzHPB+Yi+Zen4YchgXMRpd4fcuN8lGo64PdBdIzERno1BiuuqUc+Ht5WumJEzLxF6fQCuXLiRJLBFMKknGZFFdodnwgvfSmeeJ5GWkgN000kxbHgWeAS6c2ctXg7UlkuaZ3DzhsnLJmYMzgp0JITBLw7Hjl+9hMRKDIxPRuBB8HwNFMdangJT2bF0odqa7Qji8wr3yqDhqtavLS6BbxizzWN5CiqQWqZcz3RoxplEIZUMiEM3TS0Yp1NaxLSPzgRYDrAV9uFBRSmsUD/HNazgslJxx5YmtdNp2YZveYt6xxJluytfbxnr/tyl7ZZm/ZIqdboaPM5aHJCr0e+4vBhG6JfK2kt7+Dl0CQSKHORGtM6nSHbj5gLlEzQ1KIwSPT0cUo3bFPLg5MsUwHlJpyN6hXgtxU+f3fvBIqjtROk0SD4+Z2QcmL8S24cVY6hnpDpuEpht53bByQaXTfaNbYms7xIWjO2CM7NVeCr0W1EecNZ4eHSaKD47lcMLdFs6t4aLDT4bRqHU06VJ3GfUXkoEMfmEvF+ijgHGrhVUMJ0b1O9iOENhrJ7SGM6P3R0QBf8RcoORKDY6mO0tMBJloWng8/4DL45n69MRxWmg0Nls57yu1rhzrA7WdecqQesBLY9KKo3M5f43JPb12aslgZ8x33GHGixG14fxKmA9UmWgdzufMgnFKDm8FMYfmHakFs7eIj4gfGuWUNyzvdNuR/Qx2wKbAU+4c5gXzxkph00AME1NMhD5YYtKMdzNlfyQur3F+hm3D2s7mIuomQt4otUIQaulQNrrf+Z31zKsUeewrIb0mxkjUim87Yp0eTmQVdJrJ+opyf4/bd8Q3mgo5FuYUiN6xls6+PaAoFxdpbWg6hOFgJQLRCdYVdUrQgrx+QwgzTgwJEcGIfYNmzPGI6RjN4xzxQahbpZcMvWO6o0yYP5JbpashcmB3F8wytWZCh365sOrO4TQNVyJtrPmeQmDyM1OKiHW8c4TqcXZBpXEJG+o8KR1HRgdP68OBx0sn+B1TQa7niAfVThSjc0Lw9KC0MNHjHaWsVDViCrQ20vpOAs0UJ8bUG1OvdDJVVpwb8xdMzNPCEu7oAufWoDUulye6VcQJTgqqhZM0avRX4mqcl5qQ+8gMqAmtj4VcEqGb4+AcyRk9DFnVtARMInOK5LXSTYYzVFPuH+6x9ZEePLleWPeMxJmcOw6hh0T0juPpRK95ZPtwVO00dWiYcH1I7pZlIb36EnEO1YJIeMYK1hqmnd0vHO6OFHnismWIkeOyEBxUbXTXsVZJvrB1R2kerxFVobEgfiFOC4trBDGiRfbLE6WPz3XqhVIaj/vCaZ4J0sh5Q8wPhxA3FjSln5mCMHlYzxd+TwtvQySvw9HptMwEWXh6uBCdULrRuvB7918zvTlxOA3pzyEuJDHyVtCt87ato17FBy7bcF3JftSl3Oc+6lbEUbZCrY98/7RQykYrK8fjYMd7zqzrRi6Vc+m0FMAFpmlIuroZ22XHi+B8QuKElMzpEDm5QDdFcuEkwOSYxQa5F4aBgHcHGjv96Z623WNhYpfEHB0SRoavn3em5LlcNnpdEXdPc4mO8OQjPjlcNkQCYZ45xkgQw0qmz4ldAtqF3s6c81vUDanut8WvNCA3BJ3fEA4zKfkhBTEZqbpRdznAsLjrOCCY3Io8rxJzEYYadLhYSOtjPyLIEJ7jZKza1ECMkdKUd5aJakOLxPX3jvHv/fv/Pv/qX/m/85/5B//T/G/+d/9b/vgf/+OjKY92TDuYYKqcf/ffo0chH94QUka3C2wCdtV7OSBNWFho1TPNifrqe+QQrpmBhjV43C5MfaRdfJi5mEel40U4eqHto0rbOU/fjUJhK+3ZFreZZ+uFc30g5ZUeFjLK1+vGA55lXuilor6TJHDyETQzpSOvYmQvb4fWTA6oCjWDq4qmCZ8S3jfW/MhUhVBBm5G1ULIwe+NQjYsTZDmxHBecVXwbg4HOC9Y9rnd8DdSrXn8/39PahcyQNmz9QtZOjhH1DvUzq2XWXEiqSMv0fIbS8FPi7B29dCZGyjSeJmKNsJ2p5Qk1TzoEkIk5OPA7Oe6ENCHLHVlfs9YdcU+EsHDJG1NcSAQuuqO9IHljv5ypzpOqEHFo8MgEh7SQqmKt4OY78nbGd0/dRqGmmKP87u/g105sSp8cT9uOiDKrMum4KdVFyjLTVGil0l2l58a2Fx5aQYiQjG0qQ/991fuaW3h994reFS9Kx3BUUq/YZRsFwREeny6gnWqAZYL3YzILkbDMLOap1lFpZIXgGm6JZHbWyz2mDW8NtZ1mAVPIQK4rU4h0gyUeSK/u0NCITPSmZN2JEim1YXbGBT+kZPMrtK9Id9BmpDeaU2rz7MUI/sDd6Y5ajDkKYh1tsLadyS1jou8ruW80LRzCERjSJLFO14IPd6Pglgw9Y9XQbUP9cP8odVi5iRivwzS0u4c7xIzZHejbSsmP2PpIECjlOqY4pYjD/Incd8618bjuo1DbBWTt1OYp2pnjCeeOTFGQBFOaca7iXKL1jOsNMUiTQhTkdMLdfUFMJ1JM7A+PlPKAxIXZCrV2VmcsrRKaUi+PmA90dz8YcjfjekcIEANLfIWkhbK/pfg6pDaiyJyocULLznpegY6PbxCGrloss5YdKNTeER+heY5hJi0TzXn29QG3PiC50qa3YzHVM6U7LtXxZHV890tAauAwJ7xPZIPpeEdIAXd8wyEeiLODmnEx8vXe+ToXXBUmP6RyMTL0+fsDEPEuMIuMjMgVeDbtSGn0XHB2obAPKUWaiQzJW3QdTSDWeKyF2ne8DJCj605wFe8WJA49bm99GJhoRevGVn5Aq+v4fvedfLhjOXVUd857u3ou73SX2Uj4mMakc39PVOV4eg3N0P7INHtCSFRpbPVMrw9EClKNeHzFaXr1bPjR1WGlMUejmrBVozlHRbn0hrfBCHYdEpKcN4pt3IUFK4+c8zr6LIgjpEDpnSyJJRpLe0J9JJuR5IneIxoSc+uoZTqOrT5SyyNbmoadq3h2TewSCT5wlwJdC70b912ZpwTTQquF0hrWMi54ZtNRU7UspHDCp0DYMyXDQ1nJpbIWyN2T3JjbJwnM4Q6RTiJi9Z6NSGmd6ka9jBNB1SGlo0HJj4+oVmrdMBy+O0JK+Bgxg1w7892JXzsecX4mRYfHcS4d7QHlDtc3Wo1k53lYN4LbmJJnTkNeM58SRyf00ii9Qmv0zMiKx4VlUvw0XzFMIsyBWZTXYeCMJ5l5ejrzWDtTdKhXYvDsBJ5qQ2XgkinM1Ckxu6E7X7cnymXFypm+NtQM9/qINaXQqPtG31ei88zHO1J3SJqu9Xcdrw2xjtDJ25myZR4fvybSSFFYnzKoxyzTxFFFaFNgihHtwg8ujaYdb55y9sPBqz0wL5Eoyn6Blt0o+vbCckj0DudmNAlojIR5onVhb4FwtKGHF4/OR4oI3/tiweVH+teKFEe0QOsHzC3QG64ZuxolbEgupGkh9MxWhSCKBPAs7HYA9WjNeDN877jt4Vsx6a80IMcJbZlIKbDlnd5u/hn+2Y7NjAFcjaHpFRm6cgPDXUnsIU/xo9oS8f7KiPtn1xTDhuYSRrGnDIZ7eBnc9mfDIUONP/pH/yh/4S/+Jf7xf+K/yd//9/9H+a//E3+W7q7vtbHf0W0tcTp+gYuJ0Bs9OHpTKh7F4UXINdDwOA5kHM0LmQaioAWcUSUN26lmnEoltB0Lnoqj+RndC8UCRI+FabCa+0q+XMjlAYt3VHEs/sAhzkSU1EFl5f6cqTkxC8MPnZkQFnQJtN75wfqDqwa7kHQnmNC3ThTHHjJUOO/KVoZHuNsLMRfMJh61sZ/POJS2zOA62Y9mP6tWUDjUM4vzOC/0fcX6AIuRGeWCuUgKdxTvyG0lV8eXyx3z9D2q7uR5BY1E7ejh15Fa0Smw9Se2Hbx2ghXW845tZ6Q3alsRL6QS0XCipsB923ksT3zf7qiSOF+MUu+JeVTYP7WVxU+8mRZ8L5Q00bpjtYB1TxLjmCJn3cnWhrtBikzTazpGa8pUwdaNPUGwlXnLtNbxhxM+dCR3xCutFvZSwIGbBZ1PFHWQofahLRUf+QOnI2/ixNo3SnJMbUfUsTXIqtx9EdCLMqeE9UquBfu112ifsOY5d6HUkTFyr05YydAu6NcrNk2kL3+NZoWLNrBCx3FKhYPrrG8fqPuFPkXCfMJaQYpDLBBNmELCGH7TwSvLvA29rRnFKlA52MJBh4ONSwtdK1kr5/XM0/mJpq/48qQkfcTiHSE1/HxgSUcevnpL66OIS8vKuq/o/rc4zY5ad0rN+Ckx6fdG4ZhPmBjBBzqZXTO0jUUW8v09TTs2RzCHlULQQJfCg3vE1Dg4wyRxX9chDdADzi40lCIVK5kpCnijbXn0IEDwOJTOhU7IOzue0oxcLogapqAp4l0FgWIbfc/4XDkkzz5FmhhBPFPpdF1pdWUrK2294JaI1EorF/JldGLUWmm6omlB4o6mL5j89wY7pEJu0GPArFPrRGt3WDqivYAYdoa2VnyD0BppOhOKwyjUeqFLYZleM0cHVmj9iaaRFoYMampf0xmNXZw4GkI6vKLnirCTO3hrHOcJiR53fAUuEEtBgmL71+T1Hokz0zwhLtD0zJIcsWf21slP56FrjW8gLDyIMk93HINwX0fCtGtGfETbhncTThJud0xJiNGzh8DTVUeq2pnWJ2YxNMxMlthDJcrCJUTmKSMZsI6n0BRSmNhlIvuFGBb85HF+wnkjy0SqE2sMxIPj7vCKFAyvlZIzLK8RM/7200avlaftxOEw6m6yyrWAUHF0zMtYQNeV9Wlja8PsQK/dUaVumFuoPpF1I5jDaqfYmbB3VufJNnMIgtQNykrRjRgi6iOEyF4KbWvo5cymwttW8XZPtQS9cnecsMMrJlnxPSOixMORrXZy2yntwoQh1tC94tURpQ+3s6t/erWxYOV0RPxhSCO1stvGxeLI3Cx/gC9fC/SCq2doG4LhqvHaTbS4cHea6d6T9wvmPHuDx21n9qBEgoAKJD+x5419O5N6wejYvoMzyrYhgFPPtEyYjIJvzTvu8hbnHCdxBP96nGcbxqPTNHF5WtnWR1zwxNZZvDK5aexrcngTohgBKNvO3gK5Q0DR2TGnRJiGBV/rHReVsCTQTimPVDHu88Y5N6bJ8H0nponQO196R3KOrjvSvmJ2E9EPhyoNDXcQDjEMnTWC3p95aB2mGSQg5tmakfMTWnfm9Iqqw3nFSyU5UCccJofWSrVGtYCVTi8XonPDbMAltDZiDBy8ciiVHzxtXNoogK6tjBoM10j7Rm5GeB0ouRFDIEwJSYlYKlstw6mq7kjdKNXQuAxite94gyUJVYXzZWNkNmGvF/b1QsuGmwrRJxJl3BvqiXcH7ubXNDOeeidrG3bFF2jtCdOK9p1Xr94MT3Ld+bb4lQbkasoPfvu3r6mrRrbK9MUdrQ7myJyAjuYmJvDcrVoGG24Y/WqV5xh6P7HhxuGu7PitOYgy3E2cDA9iri3oB8nurs4rgAi/8ff+vfybf+3fGg4FbsgqTI3WdZyXXQtfROinExdt6NZGQYUyNN7ekS3wtg2Xkbh40rEAwuwEbw3fjV0DMh05LAumjaOHSH9m8KtmfM94Bb81tM7kGEYBVmsD4FZlr1/jIrxaFvY6Cmm0Zi5Z0Sqs4jh9ceDN9IpcMyqR2ipbeaRaptThCnCMgelqQdm9EJzg+o67ZI4aCV7Yto0Y4TRV0lrR1tm1D7nD0z1fPxrdN6ZD4nvzF8zSab2S14qWRip96IDF2PtO9ZFl6mP5pDMsiUuJVNsQdnCe5Dt+OpJVECsESSQc8e7E6eiY8oVsE92PouDzPuQKj+uZdd85153H3dhqIe8bb9cfEMzxxawkt1N7wjdj31Z+cL7gBNLpDzItExIzvehYVPTGVCpWBedB2PAukBEe15HarVo5t46zgto0bKCc4nzi3HaCGHfHxH6162PbaOUeJ4mkQJzxdiCK4gQeHn6PqpkWPJXGNJ1Y1NH3Qvm60fcGU8I8XC77cL7ojWjwhV+wLWPLgVOYKfMdLSfYO4intM7D0z2ORkiRyEw+r+yzQ1xm8QWmSEyC3wRLMz1+QW07Uxi+/bXtrLtSinFIC36e8XUbXvlpGTrYCj1G9vNbtFVcW6kRLHgeYkPrV5zsHu0JO/8e4if6JSPZCG0UXj/1nU2V2kbGq3XHrMKmT1QdTVJcEA5xIUulB0dwkYf1gXY542JEssP3yvq00dVxr/fAzszM3SqkOPTfre/DO9gvcHqN+DuabKx7pk8On14RZ4aLwppZpLPcHWmXx6HN9ImjhzllIgtVGJZzEkmtsGbIXehVcKEyyUpzCbkwuvYlPwrSy8YkgZJXcq1s2wMF6McDQe5oXXBtFGHvbR3OoaIsIriu1MuGFcNcQ0JiL8PBRyzCdIA3vw4uUnUfXRqdEsqZ1/krXsVRj9AodBR/d0Cp1Fo5HIQ+vUaKoHriEaEtgae1MGshOY9sG9UHDtMBOX2fJkZ1O6vZsOrsDesVKRWlsbWKE2FOCemKbE+ITbhwouZ7cjaS7Mgy0TbD1UbgQm8B7R4XDI2OVlZ69gRZ+Ft5H7Z6rbAaZDWCCVPfOOYHJI0Jfu+dTT1RHatXRDPBCRGYXp3w/YSbXlFcZfJC5UJ+Wnk8b2hMuNmo60Yz0P0yHDvihfmQOEyJpzDT0swDgiPAVof41gmzV3CVIkppIFbxtWP+ZonRETNOy0K0RLDOLAfUe3R9ouavyd3z0CJnRi+GRY3ur05kjExr3wqpVVLfgchZKs06VZ9GNiF7ZjacGk2V7mfK1RLVeqemjoYJr50qjd4KVZWLD7BEXBzXQPCYVKoo4ubRkKwnzs1IbWWvPwCthNMEffjTxwauD6veOSVkrdCVPV8o7ges2bgXZblKIKa64ULnwj1aMshEOpzoMiRN3ZQ4RWYPG4meJqLzlL5iUSiuMWsk0Il0fJhJrxP95u7xcA9zRKbEume+mAKH+Q2PHfYgiMJDU1y9sKJoCqx7p9bCpV44LQeSizTncGUbIHQz3uavEDIbM+e80v0rpvkVPr3h4BP3eWNycPCe89NbeimUWtn0gRQmUjDuCJxqBt+p+QIlD5e5kvACiUjrQu2NSIPyhPTREHB/uEfEEeLM4oXDYciz1C/k7cKsDWc7sQ7Ht0dtyOWJeQfrO+Jnjq9ecXe6o2XDvA0gnS/omulkNvc1LY2FYK1XEcMccTqY+XVdaSLE2XBWqOUCe6eHwKaOXCuubMw4KBlpGRciWoZZQEh1LJQUJB24tAulDNcj8dAtIhKJrmMBSnHkrgg/vBPtrzQgb6rct7fo3vC1oT4T7UCtGbnKEK58OCKe4Vd+9VxSfbYkdwyLPeuGaBtFoO6qd+tXfTkMqYobLirPPrTP/x2A/tly0Q17NesyDOtFRuUwN8/a8e+xBhxGdI7qwkh/tYrWypYru/e4rdL3FS6e6CPiE4HB8ExhvkpoPHPYMVOaD2AOEc9kBr4xzUKuOyYXvOzgZ6SupCUjywm/16tG7477S6c6Pxip+USZIZnnaIH+tGMlXwszHCoDOCY8mzawSPEBvGeeR6EEeBKB5Cf0/EiJEbcEoDFNwh4mFgdfTIHajLyDlM5She95T+4VVxRZdySMAbOFTO2Fc+3MwZik0badtG9gC9U86MI8C8kfwfah+VWYQyTSRlOUGGn7Rt4qcZoJ05FWdw5hLPKm+YSdXmHSeLooW5kxBym9wjvPcfK4uWKt873+PcwShrKvD8OCUSvBNth3Lup56nk0SPGeB+/ZaPigw05PHUt2iE0Ijm42fMZrH+xsyOiW2XKBGsEfCW7BcsMdI13P5OD5chFCg2IOY9w7ve801zmrwxfPKXjOW2ZSweWV3oU5HglqeBnWm6NbnoGOotvzQ8PHO1JYsOXXceUJfbhnVq4ymQr6iJiw5QmXPM087qKwnrncf8WlPlKW4ZayeMdREkkMjhPNH6jLNBwKtIK7+qUf3tDPO6WeKWVHukdrZ0YGe1YaWOdyvmdrHmcen+voAzIPydRdekPZGs0HTuE1Ek9A4l6euG9Q2kouO7MVYv0dRDxp/gILM5YNCUem5QtcKez7Tu0NL4JpQJ86bVHesqPVKOkwuq+uF5bYmM9P9F4pNIxItMAcJmYZnQYrBfHCLpWq62DwvNIcvM0XcnlEW8MmN5oTlsaRiOiwXfQuQBR8TNT9zFePF4Kr3DnP3AxKJqiSlu8R0miOY13BLzgvCHeYdrS/RcXxdDZyEIJztH1n8onTMtGDsDMh0Q0WdwocJmOZA+Lv2FvnqSpNX3HQA/E4kWzH8iMAIS1EX2FJIAfENQoXtrWx9kipheoDnQT7Rn88U3QsTpZ1wy9H8tMZFyZwCwGlbY1ojsk5Wu/QGyUEXod69c9fSLmz7XVYku47l3IgdeXgMt4bNSyUNJo+ucVRVqN2x+NWOTXllcDWVqYwcb9mnEHUjd2Dny7sIsO5aEoszlEumQ1Qifg0UTOoOxJ7Y+dC9oLrbTSj0pXFe0KO7NOROcTRtOxqLLAXpaeFQxcOdGprtLqP4rNL46k3qhOiZZg9XQJWgd1QD04Nr0Zrmcfpa+aQWEyJ0aAFDlW5lIDEhVdB8CI8tp1LPqPAxMzUHdMUMB9p16yfdmGyQKiNECqCMDs4LRMpekwjax+Lr7wN5nmSOyZdEO+w0DHNuLqRy5lWxjMg3pNcZT4Zh2PElZ2SN+57QC2Q2sa6nTmvf5upf48pvkZ6B4mjdoJAwBEoBDbuzw+0thP7KJAVP9HixuoF9UrrlZM2/HSHyit6PNC6kquOLKfbKAKaK7NTtj0Tg2fTzlrzIPG+eiQe3yDBE+LM7GVkKFOCNEGDDU9rO09V8ebwqtx3pddM6UY0kENkwXBdsaj0niml0WqjrU+EfMazEk+vyaUzW+AUHAsJ1yfCceb78wHvjFfLkcl58mVjW1fW+7eoKHGJmBypCO4qHyNNpBhAK2W7cHZHtHvsXFEZBJjvEGNGZUfSTIijCNqqsriIm09QNvK2M6UIhwXr0yC9WqC1jV4Ke7sn1BWXOk6OMHkyjZw8u39FLStJwKvytO2jd0QITD6PDP22s7UFbwE5GznDlg9YfiSv9zQPnoaWJ1pYmOIddjjQ5ztqM/Syc5rBJ+XgjDidYLkj54xZBTotD2zovUeCIPORJSxoN/LnxkDfEgI6BZgG+Ax9HoDZXRv0uKs+XIbZu7taDQ4pi+DkKnC5OkSJ2Hi/v4Hta+GmGc7H4Ts89nzF4MILU2Xg2gDo+dcrOL8Wdeq1CDSYXcG/Mj9tNAu43kdjzTSR90c0X7B1Jy2BAw4XDH94RZqnwXZWpeGYXGXflckHXh9gmg+03HBlOJXk/QxWOZcytMKmOJTX8wHphW4diV+SnKHhgFMl9cY0zfQwKvLnmjE1LntHRbns1+ZuongXYTuxVbjkR86+Ir7AMvEqz/jQiUkJyeGnCH5hnhemN1+iVPbtgl+fmLTzap4J/kRRI++BPRe+ujxcHQEicndAl8Pw+agVp50vF+MYAwmoCc69QXngNCdeBSOEE113StmG9vHSWHVHgCBg7mu2fPXTjSd0jtS64y2Phk1EluWETgfcHHjFYBJrfuChGV9fEv7k8CEwWSZIZZ4mWjtjl1FF7uvobJrxlP1MWA4s04Re6w5iyfhuuDDz6te+zxQi3gKbM7bzPW3fcCj+7o710Ol9Y2pn1HmW6UAXRcVxBqQr5bxhfiP6SGoec2PSdHSCv2MJC6eUMDVOr49EPQ5vV3FMBiLK1oWH7e2oxp8z3iWcnXH1gtcZUDwb2ndmf8Ilx65QuseroRW0KiILcXlNioltcbijcVpmqBXnPF7esCxKodJaYTsbTpR9L/gUxvO4bzhveHbMO3xzVElM0RPSwh2/hrPM5eG3SeZwyeHcBZsVlwSLwl0Q1jw8mOWyUsnkXdmkEL3Q2HirO4t4QlMmP3HZM67tLALzmzvcdqHuK+V8xgu8fjMTbEYnw/sjWxyFrjFfOPiE7V9AVs7J0VwkOViAmpWv8gMxOtJhJhy+IAahiifbRmme7o1JHDkb23mkcF8fX2OiNFE2bdxNE0EE74RDjNA7OSv+afiG25zozuH8QsSwFdgT5gLVF7rv1HhA3Ym+PyKa8aKsfehrvXScBErrbCWQc0ZT5FU68PVlwyFsfTjOeB9HlsE60jPr1mk4Xs2J6l7jXGJy83Bryo2Oo5QO4UCrG9PkCHbBdiA63HTCfRHIl0fUOm/SIFTuvDCFyjLPJIS1VJz5IS8RZb88UuoZh1D8WOD7fuFOO4dYxjixd7R2NAjT8TV+Y7R9b41wWkZquihBZ47OEZOAS7Ri12J6hdxYt4LnS/bo6MdI9AvSV6x35mVBiey9kNuZaBfaGsj7PrpzqsfpMBpYOoPpLXlYWS4LakqonlY7+J9m3gABAABJREFUF6nDCnQSahLOWmEruAbNK8GEZo6YG842ct7Q3igkzJTFhhuJHu64OAhWuUwHEqMwctWKzxBSJETPXW0Ub7gUOS0LwsJ8mlEr4CJxjTifIAbqV78NNbHVgsYZTQttOtD6PnpcuMDMCYlj5vSl0nUipkQRWF0l3L0iOSF3iGGi9zNdGtvld8maOGfP5iB5pQfQvWBd0K9/QJ+BVihuxi0TeEe/OkaFFHlzd8fSIjFGctXRm693WlHUxudoYTih7A+/i/UI2gmTH57XUpjYueyFS6lcyoao0PtwVzM8mr/CidD9gen0imBGLcr86sjiAmaJLTjusWvDtOHy0jo4Gq+8I/rEfTeSdJJP9Lpx3irWd6q2a3fZRs7Dl3/LnS9PJ47acds9ap714iAEPPA2vCWUjaSNcEiIneByD2rs/Yw5z/ykdAq9RZwfWEbWisqFXj3NnZEwk50CY2FiZuhywNwjzUOtsBGI/Adc8oWyVR6CI7oDcv0Op8MJmU9UV/j6vLOUjfDw2/jowX2JM4XeCM0zrHB11CvpyHo7Aiqjq3FWzzo7vtQ+6v2mhbAIevH0ckZ9hzTjXh2ZD18Q5iMWAkcf2LJhbyoiDdYHtrJx7vvI6HTFLBPE4dWPhawYMRtoYOuVCuT1c2OgbwxrhZi/5ntf/N0Ua8j8Bs2dkObhMX4FwCKCuWsXNxutvW8tuQdkFpChHQ9OEOeGHeKzLGUUAF1FLMOD/NpsSGyk9Yxhwq+3jdTG/5276suvRZ+MdNjNcrHVRzZmLqpMZejUnQoSX7O6jGjHnyLKcDtw6rBitJhoESbbkHJPCJ5tndhaxraGtcE61dqoXQkucjh8SfCenjOPrSOtjozARUYjImtsJtjjGXgLMTMtB1qp3BdD/YJ3kRYmmu+koJyipx0OSFbYPEkW5iUxTcO5oNvo3Bia4eqKU8c0H/EK4id0VjTNoJVHGYVKWhvFlpF2p3K6m9BWKZevcevXdAKmjkUcaTkSDjMShbj8AZL/Xfb7J55WwXRCt0gulVKE3jcsd14fHCHcmhA19jKAd0yNomUwl6ZsXphKGQ16TJgmIQaPlM7ULrwyoYki5zHAWu2YVywIr0pFQiD4REgnYkqEuzeUtlGcp5WKJ9DV6KHjqycXoT4ccEnZ+9cwH4ZSPjqyc8QQeAXUy4HJzcMq6/CGokqsykyg6E4QR+OJ3tuocWiCP0646FhiwKxAyOz6RH/qfLlAl4J4T0yBGI8kO3IEcIktHGlO8dqHOUmvg50NCd8jKoFEwLWA10Y0JfqACwk/HQkhApG75fscjwuHWdCaWYNgfWJvO60alwquKa7d0y/3tDShh50pNaZgmO7EOTFNM2aV6DuT3Np7Z/w0nFPujhPT9Jq2vOG8XyhS2F0juIQV48l1hMLed1qH4CZcDxzbzKsUOaZAEMWFwGXNg8VeK2xfE/rO1EAnz6V41HUmEtEljh0sHlEZcghk4vjFAYvCundEOvm8czlnTDrdBWq4yuuk4WaP7I+EdIefZmaN+GxDd0vgLnuyhvEdSWDflHMriFXyFImmnJuwtcDUja3PtGVB4kzUyuWx0DF8mHESiH6i2kTSSFOH9+DymamshMOXuJhoCUpX3p4z3VW+CBNSAlM4AAVZN0yHpeIio9dkLTb8nR3YNNPja6r54e0uIFGo6mghIVTMldE0Sk8gO1GH1C/Md6iHYpWnOEHv+DijcR6a3VcTRSuuQwwLEHDLHf78hFNhzjveOsk8dnkYEjEzxBkpeCIHtHhqbaSUYGv0rWJcMMC7MyUkund4LxiNw5SJy0JbDVcT0+GExogePa4I2mfm2jiRBzkqnbfq0ArUlckrdzEQ48Rmo6iuuBktDY9SKywyE/dKL6MD5CEop7qxzDuEidAKkRkXHZurTBgW7uhudJn8wp/odUebYVMY3YN15eAcpRnFR37PlBAnwhJIbiKGGS8K0XHIDdmVOiXO7cxan3BtwsnocusfvuYwnzjcHZCYOB7+AIZy3p64P+/oV/fUvl4tgO9Qn9C9UcsDq1XMTyie0jd6axzvvmQ53OHU4d0A4A/bW3KtSPBUgzgbRydE7iB6JjGmlgn7A5hRamF/aKRZkMuZy1bw85CgBFHS3ZFalZjeEFxEaYCRlplaOt2gFU8uZ5wf8snWE7XtiER67fRS0G4c38wgiXBtolPyQqjGvm8U9aTkkHnBbedhdJAmxBZcNBoO5yN9mvDm+N6rO6ztGErYz1gupBjIWXh7/7exUBHpzOlA9I40ObpfkdiYjzOn6tFSeHq6B82kPrJGxYzpFPFTpMfEcX+i7iscPbYIYsLTVpgFvjfPmI+oZPz8mrrvZN/IaeZ4+vVhK2v3jK4TgbIW1IQqmYJR1JDzW6J4OkPqUvQtuInDUaleUBH2xaDPECd23QiWifsTSCDXhmpgFNoZLiZ8WlA6uVYmCTQLPKkhDeZlpvaMOxieQE1v2M8z02nhmIY2P05HhtBBEDGmydhEuDS7wrIMloeV4SSwwzR7XBg6+rJm5FI4P2V2M+IxwvzZh/wbI/jIF6c/yBTfEPXC6fVrfu+re/zVLWG4GgjmRkcyEx3FI9fiTOdGhbWZjk5yInQcqFwbNDhgOHqYjkYT79r+CnpV2N1kMWa3zmlybZJ29SeXoSsTHc2I9HY8hH5csC7sVTn3MwevvD4NrVI+RmKBvEx0p6MBRq8cQucQGiwzBye4NIGcaEHYHzOyelJUpvnAqy+OnC8bYUrYdEStE+9mSlXK+TKAR4RzXofHahesNmL0tApdHM4dOPqGb5lwcMjdid01eu1c+k6YIum4MMsdwU/E5tm2le47vWz0LdNsJ8iEV+UUI3kXWuho23EaMIS6r5it1Ka0tmFhwrnIpmBW6OeKp+MPM6c0E1wj70+cH+5p5lE8j09fj4ksvKbmwnn/AeY7JXYkjZbyd9//u5haI86vKR3cuQ9nEV8wE07HO3Jo3HNhyZWYApdSIe8wB9wp0C+wELEw0ctKL7e0QR92d1GYkqP0MfQ/FkX3CsFjzeitkXDovrJeCiksSB/2aVsdHRPvtgvSYddO1kwL11bLe2c6nIiHhHv6AbHsRBLzVWfeQ8T2O+Y0kyUji8PCgRQ9Toyv885G50kn5qbMa6T5I+agt0CYE6kL5aJoqIwk1DJsw9TTVBAttK6UvpPXC1YNHwMaZjRFLAmdhrZKBnrbwHuCGX1PWL0Q0lgkOS3M5rB+pu5nmkBrlamfiSVgwONVPzhNDV0cssyYBB7LPa6VYTXqFoIoJRxRf6DL9yjuC5rttFKo7BQ/nsU7P+FfgZkgHjChrjvVoIQJczu1d9YUUQPX4SCOU/dkcbh0x26VvDeie4NrnmgbMgWCBCYK06TE1NgBjQ4fEy2vHF4d+DJ4pqJstXCRwtoy+bETe+NVEN4sJ44YNgfW8JrqR5OLVs/E6JkPgR7C6CjaG9lmXJhZ/RlOgoQvcOFA84FSG3cxoUtlapXjmztsu/BYYX86k8QzB2OZru3G54h79SXnGMAadzKxHDKtK2/mBHslauX7B0fejRbmMc5dSY5WYUqjadjlvpI9pHmiC4iOMbJ5hyZAjewqvjRCNQ5u4vuHBQK46Gj1wF42mhc0NkreuejOqp7p6zxqbbSw6VuwhNMKuZJMSJKZUyIxitGV19cs4Oh0rB6ISgzCjKews+ad9MpzNx+oXYnLsMk0M4oIx8Mr0t0rLK+UtSEkGkbe+mgG2QcZon0DveCt8YfSwmaOp6b4+RWv6JiOxl5FDdGVgxdUPMXlkR01w5GJ0kavg2UinCZyAVeEeZqpUnG1UeMJK6OBF+bYMaSMjGyoo8V7nRN+OjD7ipfO5mx0I/RCCIHmGt0JnkbujVYd29OZvT0O4kkdVTO1rwRtvDp9SbqcOUwTebnjUS/0tiElITJT51HDIh5ggCYfjyCNPQ5d+FEmUjfSfIAU6NJorPQpYP7XYVam+UhshcULd3OgolhQtvXMpexM3uHCgewSW4HSGt4SFiaazcMOtMHxckFdZz46jq/ejIJ0A9GFqV/IFlCZaFYQAz2v8JQxjHx4Rd42QjckTrAJh8PQTOPSsJNVmC+PWAXbG3q+JwUPavSDh8XRWkVcRaxgj1/Rc6bWE3a6Y79kKIVUG9neUrYNf36E2dFqQsJ5jCtuwsUAdeP89m9TOQzrUgv0APLqFe7LiFwyq4HFA+YipIX50IjTF1SrPPZGm1fOXslToO0X8IbE9twbooTAU74QgDksSHhNkQhLZhLBS2ayDVs77fTr9B6I093IMmlBe6N5YwqJeQ5MvXI3fZ9lr+TzI1WUbgWLle4U7z1OLsxx4TglTAWTGULApQUXE+nyxMHL6Plgw0FoFiMFOMwL0c0kNazt3Cog/OSG5NM6ix/ZLnOvIQq2boSaKfENGXA6uqL2Xnh8yrRLQSSSotDaExOfJSvfGOICcXkFQdmf3qIXT3CRt2+/4ntvXuOcH2z31Ue0i+H8Vcvdr8y5KV2v7VCfmwO5ATrEgxOEUane+2Agrge/OrmMglDHsFe8AfDBzPMsbzG5svA2Wjc/PD2O5ryv/yBRoeULe6ucO+xZaa0g7Q2xe+pDx6kQ2oYLo6i06RPiHrDDG2C0d+81I/ky/EE5U+IT6fWB3IzkA4c0wzQRDkfm6FgjeDzTIXBWG81kdKYVxR3vmASmkMAKli/MSUALQTPCwtO+IU7wTRHXqdrG6vrcsVwIIkzi2DLQO3FqdODh8gMQY5oPYzGjEX84YjZcVlwuTHG0p667YA8bPhndzdjxC8x1KoUzjqYQiFgTmhlzWMimuOQGq+08ppUUGY2HKnz11d8kpGlY+V1buS9eiAFSC5gG+rrT2kYNM+oWakwEPLnW4Ue7vOKr2iEY+AVfFakr4h1PZUfikVgGA+694PMDsn91deQMqECPJ0J+Glr9VxOzjQLYSx1psjhFTDy+VF51h/MThImLFcLhDpFAaeV6EwYsOEI64OqOR/FuQqYJxBPdTG+NrCu2FVYr0BKazzzFSJwOhDjRa+Xt20dqbfSWkTQRKMRJSO6A+ZnQFWF8vxIPuFNgPs4cliO7S6N2ozVs/wrVjPZM7w3NHcpMnSaqB2nr8C43AQ2oCVN8jaaFoI1UL/QwQGHPF8RFgn+NMBEYnUPN/Tohjs50i4GUQp8PnA6Jh8fL8EmXhqni9soM+LzhBaI44vKaJSx0lIP31NIJVmHfcASW4x1YZldj7cp62UazJxdBht7+bnqDdxFpK3k5ASvdu9F8KwREBStnXIM3pwl/OLDEgMudQynDKaXB+fzEK905zROvJ0XO96CKd0f2dkbFsGgIM0cLqPcc4uiQ+7SvNNkJ6xPkPgqb6yOHdMD2Rp2FtG1oqzyFgkrnIWcm6iCHakHmO2Q5Qkx0VoJLuH1lb2BNCBaR/Ux56iSnND+DvML5AxL9cPxxEP3M2jYUR943SldSVVqIuBSGv/VVvyt9wx8FrGMixNRpKaN+2GD01il9NMCBhuQLyUPXCM3hfcD8cBtZktFUcD6MHhXxFXF5jfeJWL/GC+O6+Ant4do5d8gdnRMkFFj//+z9O69lW7bnC/1a668x5pwrHnvnqbpVXKRCAueaqMQXwAHrOhiAg4GExQfAxsPCwrkGEh5IWHg410WIEh4G0hUS4l6KqnzsHbHWnGOM/mgNo48VO/Yz98mT55w8ldFSkbFjrTXnGnM8em+P/0Mo1yeevvqXqChWDX90xnA0bgQKaVfUC3tKU6llRNZhbMOn+pR/xPsLxYW0XijXwtp1moExGK6ENoh5JQZQAsRB1o74Bv0Ft7mfeF6wUhgn/Oj5eGZkx9LBOL4l9+mEKesTUQIaAzFF2iZIzmgc0+7HA6IOdRBGPN0mwaohHbod2DDoMyEtORPtYKGQPBEksOk6Fb+sk+wdL5vwchjXl9/TtdKlolKR5S1aVpIeSMw8lcLeK6JXSJEeQYdxSRn7+KANeCoBdyN4oGvj6AfFndQVVCAGhioyHJUbpED3zAhTmi5rRGLhY71zEyd//R7SDRkDrY0ygf+sy4Xy7i15Wdl+/4F6dEIsKFOtTCvk6BwqBLmwesXqg5qUfntP9YDJg+GVKlOqJ4VMevOe9P6fkzWSROnHv5tqKPVgyEY9nKaNt9cLSSvaDh6+8//95g/oh4BqQUQp6xMbNwLKW9mn4+1ynUTLHAgmPC1vTjOqilBoKGFVNCfy+78haaLvB74POsCYrsR7gj88KrsdjKAwDnQcvDwS7TidP6MSPZDWN8ii6NEZ1tjYSdqw9BY6SJpyhHXfyQVSHIgPUnSevr4g+sTHjx/o7QVrL3hYWPOVGDPTYiWQw9upBDM6IQZG3ek26G2jt6mQOYU3duy2kHXhGiulNfpI0JwUr4jEyWd7DNKbd6xh8vx6qPgA7f1U0Jma54hSt84YeSpRfXymaaV6554v3K3ibUOPAzzCrVGD0F4e7K9aoj8Tf90JOUbRg5cmjLjSxqCsmd/9/t/y29/+O2A6aDl856z5SaPQT2jKiRVHTsc2mYxjOcmfMDvqp6KKfwdcmd8SmdKqwCfhVz+x558unn2GIZ/vZzYdQi8SIA0uwci20MhYO4jdWR3epIArRBOIgzsrLU+nqdCN++G0EbD2LUdzjm5gzvUS6XLHQoak5CSUVNHR4LFx1M7YbY4T+ywgYrhgdpCfIstvIqIrQwOX/Ja23ZDHgd03xghYPVB3rmvGt8HoU9bN9xekd1oX0mUhlIKKMR47IgPvgeMPOxqdjKKaMDO2UEk5T8jHEJbwjiUtOA00sVwS+OBYT4nA8UwMCvkCPpNepbPVGx/+4Eh1JMD7r98w+oVtfyHpysN23JXDM9tjkDQwemcrBZXAOg7C+Jbj+Zn7eKFeEuvTDc+BuBj94+8wBnJ9z/thJIwYE7FviL9hr5Wl7SzXr7B05dt7I6rwdn0h9Smd1j2yD4OU8JC55oxcnia8ZMBy3HFt6LJQZcWk4bcrS8nUNvC185ID+RisORMUtL1wCbN4PDpsMghygHE6bLapzNEHKd24YrzX2akcHnhfFsSNzRrVZmc/B2dJGWfKS7XthVIGRQMhBhBl8w4pz85wVG75wnDBxgt5fQIC7X6nU/A1YUfj+Hjnw9iIK2BKJ1B4oVjANSJ949g3tr5x+BXJBcsXqA3vK74N+Pe/R0Rp1wUfB9AJcSG2TnjZ+GcLPF42em1clmXa049BUkUlIOlCapX24YXn4wO0OSHTGJDsRHS647ZvSaETzCbHYyloLiRz7Oj4ISS5E5c5PUus9OFUHyx0CoqhvI+JFE9lp2azsD/6dNxLicKdp+xkMoRGHI1wuTAYLIcQZOXQiXMcbXDcD0ZtbI+NGBJ9nW6ziQC3rwkhUdvB0IAnZ69GDkJPETGfXc7rW/LXN5ZLJNcN00ynwLbTjoPHtqP1zhoCKWTeJrgkpX+9zHs1JUKENcRJfjrhfssi5ANamRhlbyDWzwliJaijCC/3FzwE1ssNDwl/CuQcaC/blJ8VyKuyrisWAekMTZgGVFcGnZEKkdmtczGUSsrT5S8Gw2Jl94ZJ5WLzvk3xgouzHQ9CKERzqjWCO2Uoq99QeYeEBuFBj4PdjOCDVQt2SQgJbXdsr8Q1oa4kzeA+nYbHhVjespsxNKNrYKGjwHZ0iBdSiqw542T2529x6yQyZIix4zGjYhwukw9UDwyhhEaR31EWI5RpnR7sW1QTMSRGFqI8TQKfGmqNsW/cPz4I2jlqo6RMSpl8vbFcErVXHqPTvKA58nLc6b6icYXqPPY7JS7IKnxrge2ysh2G0zg8kNOKSEIc6vbM9vJMUij5ypY6w5ya4XYpxBBYU+B4PugVbEB/nKZ9Lhy9YePBSM7iQiLRt4OXl28ZFcxOOUfb0Xqw70IjkpdMGDYdQdVZ2Rk4NRotJGLIyID7xwf3rdFHhQSBwUf7lmZOuGRyTnhQ8nVl1QHmPO8VDUIwRSRRsjJCQ3ujXCbRubY/UC2QSsG/vjHGFepOf/k927az147fp1a/2pVNM8KFWAKXeMW1QVhI/sSSVy7rlXi9sjcjHoMWE8EPYGfN07RGNdBU6DbQDEN2etun8ogpS7qg4ujubL0xRiPjJFHEIo8e6JoYOTDUoR+kZPQ8yB7nuZBAtUrTaaImKXEw2LuQ8hNFKqJC7zsf7t/i31RKuVBiJA7Ht0awgLgzaPQMl69+w5KvdNugD5oN1K/0+8JLa4RQZoHUNsLR0OPKIpG+/R52R/J1ygbHjuc+FVqOyhF3ukTyaPNZMKXaQasV76fy0OhIDOgSiQJb71jdyMlJdvAur4SSqJK4ByHeAibOQyK9t1/MSf+qE3IPgY/pRrXCZi8cW0WaIm3wpmSEQACSDNbrVN4QF5oGhhgjT63szIJJ4L5/iyK8DyuRQnTlXje8P+jbnTEGkgaX9YZ1ZTfh4cLby8oadqRWQsoYgW/rATkTYiRowFzY9o0lgW0f6b5iapTQCEERAkt+YujKcWzcfz/QFElfXclxqqrUx8bwwOhgaozmtJjxY0w4jEHaKtnhIi8ssnO9/ktcA4NGysZqbTqGDYg3JfupBRmvBIfDP2IJRt1pxzesl7f4uNB2ZzShHYIdg+WyoCmw3zfqR2ABt2mQwhJZSiRdr5R1oe8H/WWdknfHYPVOLAF3xY9OeBjbN9+il8SbNRNjwo6dJB/m+FeuqCxcr4WiYA08JmIUzAKGg1foglkk+QVPBjIteEMXnvRpylOddvD2aOQSKQZDHRvPdIvYuhJLQixS6sqtZC5HJVB4d8uM/Dcce5md4X0jpwAaplavKmEVLvsLT7crw4xlq3QLPD19haYLqKImU6ZzbIz2FtM24R6PjW6OhBULy+xU1Mq9VdqRiU9PEAYlJ9QH1zVRUmZCo6azYDQj3X/PRTpdEloSzY2Sb7x94zwPyCfJJeD8bntwpEJXxXslaKc+DpJncp90nSHK/vGb6eIqF3zJXPOFfux8c/+AWIV98DI2QryyLF/jPpAUIUReloVmztGfiWNDtXHRQahCcuFhiTQG6ypY35Dyluubr2gMqkZCmuPl/ePvoX1guGJR6ZpZPYIbuwmhJKIpz88f+bcPwV25vfkNlamus7Up63URI1pkl4KHg37zEx87S/NRt9mhTZmShTe3d6SkmAtBEiEqdhbv+96QJBAz++9/x+g7Xhv96DTp9DKx6JITqoo/NlLISEzU0ZASsbBij48UwENhbC88SqPcMoSCx8CiFVcjWKYZjGPQJTKss3tkHBD3gepCjoF3Tzc+PJSBTXJ2E3ZuDN95g6DlK27LFYuZKIFbWbBqjHQjPN2m/Npw5PKe8jQbETnFCaVIF7RX9lGnWkbrDMbp+eDztS/fkvqNvFympwCdRRQNgYcfXDQT1kzPGV0WbumJLBMf70tC5JSCs0pWRZaMRmWkQn15PqU0Vz6MObm8hitv1jCJy0eHpLSx4e4069RyI8iC6IKngh11yqSmyMfRGW1BWjxN6wtiFXOj7Z3enZgDYz+o/Znh70j5K1yeGL7DvuM+sLZhQHOjmVB7Z7SD4S8spVDSwhtRFjl5Sq1ziYYwiDJgyYTyDtdMqB8Z6ohGSoxs337D88NmFzMLfXeW5ULcFAtCKBFjKnPoozH6Qa5GjM4SLvQKlYQx3Q6rZJ7tIJmTH4WPvU93TVPGMWh7pZTELSqt7jx6JcZEyJkyhFwWnlbFzsmApsStKaadehNSb8TYZ4E7Gv3bF+rRedkeJInsQae0ah/sFR4ERgQUXupGSJHFM9IDZRghLogoqqCy4DJOPwroeYNteiqUNDHTR2sUGjRhiHC/f0PbDv6ggfY4pra3HyxXpfGgbi8IkeBXKIVBYbGNGCJpXRlxGt5pgBgDLjsWT+iVQLePjPvvYSi+FeKzsY7CNV1IrERfaO0OloiSyCFQ0sJzr4SR2WPikhNJA61u3OUDuxiy3zHPPMV37JLY+4bVA48ReiUF6Ecl1o5dnO3ldwSTqRKiSrB1Ou8KbH3uf0u+gAZqmjrqORfujx1pUJY3LBfhxV+w45kU0uTGYWR13AOxLFg7cHnmkIYFYVkX6ojosVE25xKcuBRaKYwRYZaauHXa406KC8f+MgmkUiBkNCgSKiXn6TCuc/++iNPbM91eCI8XPr48I1chL0+0+hGO43w2D1r9/9ENLrcbl3JD4oJy4KPOZ04b5hXtystHJYYFNydEIccMsXB7f8E00B4dlUrJK5flym+eEs9fEvJfCFFChLdSWWJgqwumnWdNfAgZ7Ubdp/PgdSiXZeV2u3LJCzuDl37wsI4USDj//GlhN6XZHKeaG9/oRsqFwDSQSaky9AULytigWGKpyrIGuimqmT0ry5sLaXTqUWEIEoSSlBgjtr4jmBNLmfbM6ojBRQeEBafQL1OpJL5ZeV/mRrjh6L3TD+PYdoYoZTFKVFKAuztRBA8wRiYcg8vxQjf48KgzMWHgrtTlQtQNFFLM1O2FkTJv1gvdoQzjsXVk/x2WbiQiYsqy3xneiXJgpuyPiqqTYiEvF4bPcxDKxBH7y7dccOzpLVJWZBjWK/F25TgeszN1c9I3lXC5Iqc72V46te6QhaHCEXzCPKgcTKUECc6a8jQ3MEctEFV5+/VvJhmVSolCrtD+8Fu63XE1bL0gvrJExfuBzeYMG5Usia+vkZqufPMR8Eo9vkH7G1qYZLNFV/AbIsqigdomJ6DXMCEwFV7I0BtxLERpCIVUCiKCumIxUvIFHOyoxCVxxI/U44FrhGuglICocN0HR7qQLwkOeDecqIWwJrw3sD4dOmFKMq4XUMjuSL5NwtBtmW5puxMFilbMGl+XzJHezI1t3+jj4M1TIeuVcX9B6p3DjSHCINJqZ2Gfycb2wmgba3DeeOSxvXDEj1isHLKw9UJKK/UWGc3xlrkpvFvesWnkYQU5Kk+hkCSyvl056rc4joYr5f6RFwIlKosOnrgSyxx7HjHwzYeNmGeCcd8PXIV67AQuaCnsmvjtEonuyLHjWZFuLAx8zXhIxOUrSgnktcwO5oePbB8+YkRCuaAq5HKZeO3utFgYDNYY0Rj41g50/wgvd+rHD0jYSBGsdg5NbCLkMXiThXJZsOAsoaEl8lIKMS+MHXq4ENavaZJ59m8YOliasOhCEriETDWIIbIGQ6SzSOGwF1SMzSAuAS4ZCZCuV756c2PnTjPIUZEKS38hmHDIDckzuVdRtsegHTu3klhTIJaA1YF4JMoGDORxcGB471xTnMTopHiI0ANhBCSAEDG9swzlOlZePJH6NClyhRIL0adsJG2gdUMXEEmQE+GSiQIfh/HSDFPBjweDwfHxTt827L5DWuiScRt0DYRjAeAalZRWQlhxTSRreLtjVI5xcP7aKW+2vfChH6S4Ipa4eMQezsvxkSadyEBsQy4LBGX7+O/w7ffEN19N0rZGpABB6NtMipFIfwzs+Ihtd6Qpj/SBF+us+d1UxVkX6APLF+zYiFGQN2+IOfOH+057PFgCpLSwbwcvLx8Q39EUMFeaBeThqOzggf448DCB8ToCUQ+aCdvLRksPLC9Y4sQBBO6tsnOHcaf2xMcA2YUlXNhapKRAjgE/GjocUeFRDyREht7o+2BZlZIjxaGqIvUxpXhRLqrEtqCuxHIhfHXFRuMpJMLtLS8e5vpybCzH4HEYeVW6zEnyQxwfC0JBzej1QKIRlzgFEmLGJGM9kPofWLSxhHfEp3eUJWH/7/8KwUjJKBgfxoPn7WXKNVJwDB2Jugc8CWt5h/YCbuSciGGhuhFH4uI3xu3KGpW6V/z+gUEijo77hg7QmJByo//hOD0IAhIGD/mAsBNr5dqct+8L1IMwpka/to1BZPREHTpdIse8H2xA1hWJhZiFiwrLvtCYJmxxWRCLNB6oGGIrfZ/kaymZGo14NVap4Ae+30/xgY3wdCWqkqKgXnl/XSk9w4CYnDheaBKJ1xsRmapE48F9f0CrFDvQurMDwzO9T5WWoIl2KC0OAhtYo338HWbGy1C6N4QH93hD8ekp4ZGuQDBar/D2a0QhPd0Y9YEIrJeCjg1dIvoyGC//nrwm5JIwhLBm8rjRbTDGg71k9t4oA0Z/zM+1PlGfMiHOhoz0wjCZk/pR2fuAAO3DR2ptVA68KE97Re6NflRsr7+Ykv51J+QIF1kJDK55QZ8ype/8ru9UMm10HtGmdm9KDAw5DrZm9KBIV6555V2ZltArwmgbe3+h14FXn1jzEuhLnh07f+FWriQNxDygO8feGM8RSZHt+ZmDxvXyFSklIpn+qFNXlEE0w3VKj5Vwwf3AraM6BeetwyUspEXo64qFQouZ1o09D+rY6Frh3Y3kc3EKZ2cv9UYuSkywyTv2R+EbKu5Qn2aHYbFKbDsSKzEpy+0rQrnRf/eMt4NDKuCE/EQIG1hH+yBfL0RRzJ+QNYEcHNvBUKWo8fTPr8Tbb/iwzeR08crHlwde77BeKW+eKJeV/uEFTescDcZptb4Xg21BJdDGYBuDZzMWXXBgHwdlNO42VVfGmK6WebmBTue6nANBBdn+wNXn2PJwIedEiI62J4YthNG4vf0NdhhLEIZ39m2bEBEmu7tpgqwsl4B2wfeDPpzH3sA7ixiEDwQ6L/7EozoMw+vBfnRwx2IgrgtDL9jLt7TWwIQSA72P2clj0K2z1TscE041MDoDj4UadU54ytSm318O+oCkQlGjaEAv67xvxmA/ycaXnBmj0X77bwnrhRAC7jt934BC7Q2CkWNBPUw5umNnVEOaT/v48ZH+8i0wuL574s27d6RwpbbGOA4uJTEuFy75DSVEcroxfv+W0L5Fc0H3zrfbxmFCSQtvc6HLTm2DuwbuTdm7oOHKVRWWlS4B7xMv3i8Rrm9orbHUnQPYNaIMkh3se2BopyQhrishKzIqLQbeLysxZu5hkrK1D8Ky4gLPzzsaF9a3p+ZzyDRXdnPuHvFLIi7vMQkoSm6VuzuklZ6cl97pwLMNvBptdLJBMBiaiNcrFpTwbuVmzrfdeVEIt8nfGHll2w+8Jvx65RojHjqaLshSCFpIWVDbEdt5DOcSlD1M+dYRIr4IYd8YHilHJo2NS8zo09cceXDsB99+++CSI52dzZ3EhRydVQuDwNEFMhgTXoNFehRa2LFqtBSoHFPRxZWUhLGP6R7cnaW8QcJANTAEDm/TUdSmXJ6+mc/Es1fuKowQyNfMQPCU6JuA2HSNPJxtPwg5wpi8h4KzD6MdhmokEhgSOO7Q7tDYgUoqhZgTzRvEzP3lwYd+oGUjBmF9+54+piJQM9j7TkuNfXvB9o9oTEwQ9oNKJaSGHXcezy+gytO/eIOmgIeVkH6DEqa9djPcK/3YkXiBXOjimDS0D6LqTOjLQnrzhDDY+0bXhN4W0tv31KPy6I6EDG0j7i8ckjnc+Ai4Btb9TsSRELm8/4+meFcH2Xc2HdT1yrtlwduD4QfWImgn+kGQlRaUwcbzvWGa6NIxwELC8pVdOr1X1lx4HzJFMnbNSBeuy0qog/GkZFsI/SB4RPONcRzTbdcVrhfuypRNNbjGgPWBGVPtZiR2F67XSKwHx7fPjCHUdkyY2JsbF4eQEtegsEXG4wNLSVzyhahC3ws+KtqP6dsRI0u64nGQuTLaM+yVXu5oFdrWaDonCiEp79KFlAopOjEF+rVwPBqu4GEQ7UIncQvGujYUZZGFvj0zPjTs/kK4XZDjhb07phmXiLJSmvPeAikt+HXi/D0v6Lsn6Af4A9mdv8G4xkTLc63fx4PfhMhTKHw8Kvo8iHJH+kFc3iPXG+IZAljbCP0Fbw3F8B5IGinlwhDmnpKe8N7R6xXNhQ9+kJc3pFhwHrD/nlIKWjvpiLwpiV4VH5U1C7Io24cH+7aDFqJciUdBU0c5aCrko6I5EBFKKpS0MsjoOHA3XuLgGeWbbeMyIORAefrn1HbQjkpKA+kZY0VjnB3q3pDkxDYJzk9hOpeLBH47XjBvZBTSW3oKdL4iRGe9viXlSCRxv/+BMRpJhCcSw6Z/SYmCpDfENHAtLFWow6l10O7fEBFYVyQKFgeMwRhGjLO5F3GuOU91vlgpb5xfir/qhDzGwNvbVxzbR4IafnSaNa7mfBUUWa60cuVlFKI2+ssz7I8JLwjKxfLEXb5MWZy93fHRUYNFV6zNE3wdkYZSfdrfrrUgWojA8/E7fn9vJEukPTJw1thZ7s9UHO+CpQvWBhI6eV3Iy4XanGtZJ8vYZZIMVbAauWSfmK3gvFSdrmdjkCSSc2ELGe/PBJy2DwjrhELEQLNBSoFLKjxrmkTTPjFjR4js0ln2Z9poFBkENYROfkqE+84oC6TMttwIT1cuhSkX58J4ObCYyF+9xT78Drm9RSqk+gHJARsNGTshLxzPB8lemRkH2+MD2E7dPqCnte7x2DjSymNrDHU0Q9GFIpEnrjxdA3U43447xac2cQkCdee392d66WjqFGksMaB5YRjsHfYQuB9wqU4eU8KyxTRJHi6EAEMFH8qhPnVt2wCzqcmqC09xJabMwZ1NGkdK+CEcxwvDOuwfOUKnBOWrNyspw7oI3hXNEMNO6zOJsvudw5WWE4pQMjAy+26IJUBJRUFuU+0nLbg6Rz8IUZEUkVpxnR3JY1RiF/ro3GudVu0oIwZCThzPz9Tnj1wdSCsE5cBpUdgsktxYrBB1oO0D1gc5BbpFsg9iFGq9IL1z00K4FqQ8od3YHy+0cYAnbut7BEdj5vrunyHbxBcfbWNpd0brXOrgN0+J+3jLbzWhWui+EeyZVObG9iwKZFaNZMncw8KIBZpwu03d4j3fuI/O8dinvKIYWQLh3ogiyPXGm+ubeY7czoRhsAhoKUit/D4uWEj0VDhUSGkWPYs729FozdA5owIRRlbuvVGDk1UxyVNxw6DYVOe5qKBvv2a/vmcpkWtWrk9vCRhPW+NDbaz5dPhlw4+KP57Jl0I8OrVWkkaiOTEJi2bsqByHUy3QNWIxU/eDa4KkaZqVuaJrIruzKxyy89x2Wt2Q1sh5pURYuxP6jpXCR52OdeKDSMGCMGxwfbdyr7DVaUK1bxtLjpg2nnsjyoouK9aM0MGOO5aM1AqY83J/cLRKnRxtkkTk+IgraFwoMbLcngiqPOpgX4ymxqJXRksogXt7sLaBSuXlcad3QTqMtE+DnW7kJZJvvyFgjI8Phjnmxm47H5oyvJOT08fOsQ1GWnkcB5J9YvhdqTSUiFzfYJdMdFhC5uXxzKNVqEaLSpEIlydEpylNf96JtnJNCwnF+o4nJ757hxyNaBWVgIZCWIR8TaR14aunf8GoG88vHwnlhiQlpQUpM3nvvU2teYS0O+sYpCjs1jA7iDZ110MYJyxw8kYOhF0KNSysl6/Qo/KxPzPqwbJOrPMwY8SV57BOCGRakeYsIlzWgvBgPz7Otk518EZKRhYnupGf3tDLwntV5PEHvB6U24XeMxaXqYFeK9dukDJpXcgDRh+MS8DHIElA6yDmK3vt3PcDuV0JOaIhU64XgipHV8b9mcshHB6JJsQSebNekXcKZjA2UCXJZBDXMRBdsPrCJtN12lCav5CWzEgFK09IEP7ZLcMwCELMC/r25Fm8TMzy8uZGkYGkRu8HEoWXY+foO+PhtDhnzCkm8mUqVrVm4JBIsA8utyvLLWLBCbcyzck8T5OsZcFE2Honlkhud8SVmyk875MT5xuyHxAv2O2Cl0zvHcYBaqh0athxBk0FiQ1fAtv9I5I6cCemQvDG/vyB1Bry5i3BnKfrldv7vyEdlaiJECMu0NsLwwbDPzLsweidIBNWR4y4dupm9GNKJyYrsDwRgNWV4+VlmsillbJkHjqo9UFOkVJW1uUNboH6zTMhd1IsxHglxMRQp94/krLwHz29Y/94p45OkMD+vBF5T8vCowdMFfrOCJmQlYdtXL3wRqYqXbtcCRLJPVPHgPQtMRTEI+s+r+m2G0u6MVrjKScuiyN5gaxT2loC+75hvdJD4f7ygQ/tAzFlYoDr8vaXc9K/14z3LzzEIfXOVhuel1NRReCWpgzeqMhoaBSKZtBAPx60MJMa1UDrA3sxYEf1QDHS2HE6JhNzGsm0+oxrp4+B50TICxcNVK9IGkgzbAhZM4kHtPs0nwmKLZMAl9M78vKEpkToA0QQyTBWMGW0AwiTCzq1urA65mZbd3KEvERW6STVqWoQ52vxTs0Zj5lLDjhCWi4sy4I247Eb39TKroljderLnf1x56luRHsw9opHQeSCBsWsM8QZbaDeab3THgfDNuT+YNvuSLpCmKMhPxTSxqNuxLZPY4ss3IKyPZ7Z2oH2C6NNB8jaOy/bmIYz64W4QF4ClxBp2wMbRu8J94PsPrGlFz8/s3C7XXjkNwRR1Da2/oB+YPUD3YQ+Kr1WvCdan5CgYIKJEpKQSkCArIl0eYu6YNuOupDzhDP0OjAbSBIWNS65YtF57p3NAkEzMQrXp4XL0+kedlSOHrHmU6u774QQSUUw2YjLJACPbrhNs6QQFkJK5KcV9Q59p2tmuLMsipBo1Tk2Y/gAjP0wnMqjT0OfnBSYBLZxOK3uGJl9JHzfCOnC3Rq13kGVESJNOzkI7y+ZiBHLSsgXfAx0NI4WiAyWcpvY8aaUCCMKpitRDUm3STTEICeQdwRdiRz8sydHohM1IDny9rbAsk+Sb9lJPm2vbXTel8KOstzecbl+zRITx4A9K/eSuKwFBbJG9M2FLMJNZJp8PDre60w0cp5YWBEikE/TKERwD3y9PvFickqZGtYN2XZuNrjWyr013jxdEHcetTFEaNuOtM6BklPhN2uaLohHYwuQlpX1/TuqTNmla4zT5U3hlgo8DlamLKqUhPRM79+g94OYp3Oi9YrIQJeIMLibISTWuJDfXDlkkhxThzhsmp0FB4lsEtjEOI4XmlTiuqCXQltXnsrCk09d3l6eeHl8RJZE8EBOiarCvTmGsKYr29gw7ywuPJUMS2Gvz/Q0i9jj4Tx/3Kn7wA6Z2Geblt/DGjmtFFFG9RObPvXzIwVRJ+h09rQOz+4Ehca8DjkGltFhaxMvnIURjRacLgcWjHJJrE9X0oBWIkeryBqhRfJYsVvgKSvSjA8fHlif1tySMktYMRuTjCwdz5GQIkEhRuU/vt0Yw/HuHK2RnoWkma5Os52dA43Qb87ojXF0Dtu47E7KNzQsFBLVpuxu1IyGzCaGS2Q3g8fBTkfCCyAsKeHmaFqx2qij0kdD29R8H5JoUvGRsc2RoSwhoMtCMWFoYmPKhI7hHMuNsLzhCBvBjMMnjC1c03zOQyGZsroTUkIlc7QLoXV8q6QxkHXlxQTUcEmIZkIKyO0dYge3t+9pNqgeCKGgjwcGRJysjrRGaIPRNx6nJKmuV+SSQBaCXUiXKzHe0JQxG9j2e8J+oMfB9bZMf4MwUPsDH//wO1R1yiO6kJYnPDgaGyFUFoPr2xupTSEGxxnrFW4FC5keA7HcuKYV1UiIgRwzixZefr/xSBP2dUtMeFTISFKuS+KWIi5GGwOJQr6+QaXwKuzQrbH5mOv5faNdrogM+vGHU188gRqjZHj/NQ4kd5J0pK9ES9MgrVREjbeXKQjhY7IZHvWgPyopBFISGIN8ecuQTtGMkjm2Bq0Qr0oLF4I+AY7aRn/sbL2jJSM5kvRgpE5vFQ7BY0BkgB9Yn9CbqBG1SZROQSchXmYzaLy5kUohuRA9IlYZoeJrRlMm5kQJB/smjBZhCKucn/GyzOfIIrTKEgzslIYOmd4dLQVaYqRI3Cq39Q2PsjAI5FbZulIUrm/ekpKzxED36VVgGhgKRwxoeod9DLzYhovwCAZLxA1KuiJDCAmWYozHR7bj4KiChJUSDTHjbhvXnLmFSHz7DgxCvP5iTvpXnZCbjWlcYAeprHDsJEDrIK8FSkGPF2o3WhfWsnIAJnNEnskcrWKt4d4JJaLhio+dcQhJA9clsFyfWO3Cw4W9Ti1pQzAx8uVCsAA+LXCPYSzxb0hxIa0X5NtvJukrwPBIWNdpTLTI1MHsMq2SB+y1I964Pl1gb2BO9IEhSBikXFiWG0U7whVUZ3L3/AIacAGXRlTHzGlmiI2z+2z8JvosQMbGt6GiJZG++pcEUdbtMTGCsaC+U4fx3AfP1ljCSnLlsIiHQj0cN52Oe9rZHg+kd/JlPsxRFY2KlszwygiRb14Cjyq8MYj7wZioat68fU9en/h23xn1DxPisF6mO+D9hRGMeHlPOyo+Oi4BD5E36qxjPmwFY84L4E2a1bKL8tBIDCuihogSXagaWZ6+YolTj95EUXOKKmO903vjFSXmITGGz+vXIdnOOhrXVfhGL8TlPXG9ITFNpR0RtA9SE+L2YLmVuclaoFtD7EDX6yljH8gxQhu4dRgD33coaSr57HdySvT6YOuTTLv4gHU5de0DKQxkm3jDBaftd6ILjtK2Bzgoc0riONIqeVTWtJCCoKXQHV7ujRiEqIPw9MQ1B7aXB0UyYTQ0JjTGWUw9V8LRSLfEWgLluuCesVHnFChPF8LYnZSZBdvLg74NQpgLaF4vpHCFo1IfO7QXcoyIK8kGdGPYHUIkLopGEBkTcyzOGMbD4bY8kVXx2Bgvd0SUmhISZjfNa8MeHxnuSCmICmnAYkJ/PCaJ08aUBVsymjPVHF8zmFNs4KqspfCVjeke6p11zILK9oMwBpYyaSlEFR5bZxs+9ajdCVnmZxuz+MhppQ8ltApqtJdn8rKicfoljObn+rDg2lEV1lVJKuyiU35VhZTWSWCzwaMO6v0b3iwX0tPX5JgQIh/GQT1t3W1Upu9LmeQ/DXyolcMnKTSpkphdUQ0RC5DTBc1XyvoVnc5oHU0NXyN7H1gKVDduSaZDaliJepkSgToI5W+43SLBnX2rjL0jySmlUEri3mEzp6uwLJE1CMtROUx4++aKxDR1hAV6a7g7OSruQnNjLA5patKnKvijcdTGkqYT7tO7OLulMU4beHX2LkSFx93IYgQTdAhZ5gg+h4IG4aGd1h+YQ0JAEqwXQgbJAS8ZVFgORXpgLVcgM3xgqtiIrGESIl+Ojwwb3F8+0mtHY2S5FWKISO3To4KBF2B0rD/mWodi3bAAW+gMG6R6583lht8W1CCq4EF5jAOiEFPAdTpF9n0jr4VcMos4T2UhhZUlRHI78G5ggWu5YqHTy9vTmRoWnFTvlByRZYEoBITgBY0X6A+CTTv6e4zsboReCbVN10Mz9v1Br+dzsD3Ynr9ltJ1M4xobYSSCZzpT8s5CoD+9YX3/DrZJMg0xUGtn9EpQwcQZVF6en4kpoMuFJFdCKmgJs4tuMPqdlhWhkZZC0IV361eowFIWvA9sDK7vV7qCUFkvhTA6XRO7G1LSmbxVcu1TZS2+owESw6fCX/tBqw09nCM6IWc8vWHfnKSFtCiHD477v4d8JZ3GhMH1nNYKOSlG56Ub5BuujrdKa8bWnBgzKXaaGQFhSQsxzOTQX3bECkUuLLcncnmDKlyvX3EcD479hTY62qC+uhmqIO5oa8QcYXmP+SRTaxKkGu34gKQntFzI72bHO/RI7BvWd5omNCixOrZkVhdiCHS58IcmSFiwMIhLY4w7l1AwvYE/0VtlCYqWQh13TALNJ0crLxBSZtyeeAyDbtxK5JYTbTkVnjwwtsoejNYqrSaqBswPUhos7ixaSO5U6YTbwnJZieqUEHnZKosz1WFyYhs7ropp4DAjjB1MuF3/BU/LE3GBMTb2/gVD/rNh+DyRKxx2UBJc8pUSElEEzHE39jHofS5o0Y0nQK2iyVmlI0GwFkmeIC90hyYNk07jwPaBqmKWyQRWMuIdHAqZEDPoykvboVeiOUu6EWLB1gPvB94qPjbq+P205UWpRwR3ypLYbLC1AXZgv9tRDTwV50mnRu7Rp9h9Hgkxp+m0PnfAXcECx1CkLCSdVb3Ygdt0KDUTLknJGKpgGP2qxKuwmfFSp/lMqEaSaWVbRHEbM6EtVy6XSSLzrgwJWBO6D8Qv0AK+G6lkNF+n/bMwZfXkQdo+kGzwMGFFaX06pUU6SuNdiTxqYs1zM9AxtWAtJIqsvL/dkFwIcd7y/XjwqDv9qNPK2H0aGevK8MI+OmWsxOEMV+TpOrXih1D3TkuBnBQ57YADTnPnMKOkK0sKaAggwmHGAC7iaH2hDSFLIuAEAUIAt5mQx4CIo1VBAyHDguAWqQ9F6jT3OUbj2Q4W1bmBhemAprURt2dsODEqVTbaUKJP17VLmeYqx/NBbx2xRk4ZHw2ac7NBXgypHc3w9u2N2hs1GBcPxCEQlFp3LreEdaGK0vpBqy8sFnnugdq2mRjaTgpTHSOSpiOrCAwYWU7NfSWQpxNi1nnsI85OeG+EIFhvWDs4tj6L5mtGljILiHhKCvpguNDDlNK2nHEJXEPk3XJFZF5nqxv0irmz27RZlqVMco+E6aYKpJRIMv0GJGfEHe+DVYzmnZgzEsvUa14WzByvnRSVKGCPDT27xAKMlweKz675vuPNCAbHy8HxcSNfFgIwRDh6R4+D0JWIEpeCD8eH4SgjL4znlyn7VhKaV7wb/eikMvWkKRHRyLdjMMYssjXECdF4voMZ16gQEpfliUuYv3u4kabTPMcwHscd7zux7nPqHxI9RHqvuBmXKGTvtD5YgkI0xjBoHbSjKfEkgXEoTymxZ+GF2ZHKSXhpOxaU2+0tS1nRYdhhvLTBllaCQI6zM1h98NIrd3V2MsOZcnIhIWHK10YzvJT5LAGXoNSgUy5OlV4Hhz1md3soSKDJQtNZzL3slX5J+Bqo2zSGcTqWnEOnQYsFY80JsUEzmXhim/ezjunoGXIiRiUG4cMBkozgCThhCjniTOWLtn8k5KnHXqJi8ZxoJOhj4k6DwaiBS1IuKTEuc7Te3KEri0QWgZjfYUsmjohEo7xV2qh4r+gVIGB5mbKcqtzWwrBIUGFJATOZCbxM/GvzCFFZbKFInolQnvrt3gaSEjEvFNVPe2toA2iULBOaw1SG6gY+6nS9toq1x1Qkap3j2BgxIHGlxwhvv8ZbJ4jT6sbeDAmFpTwhyw1RxUYHF/Lylvj2q9msWAuMA6+VGFe0VfbRCQolR9rjQJtMDtZjfu6j78gaSUuZ+P6xENeM1Ze5boWVlPLs+JpRP94BEFXeXCK9O203PEdYFqxBc8HG5DBQhFEP9ufpvbGsK6LKYWPKBh/QSdAFD0KyC1mFKZ8v5BBIrUK7o6rz3jlOqeURKMdgJCWUfHqWCF0SURoaje7G3hSJT9jpKko0et04rCFRcYT89B6VNO9jLaR0RdMb1l4RjJwXbHRSKROiYU7KAYIyBmzjICyBETqPxwN7fpBGAHdSmfr1IrNoTTliSfH0N4h1YpwmTYypLJVceIzBt4fz2J95WgMlTkjm17cLYx8cMbIsmf68IWuZIgU47ThwMyCQUma5rhO6KXB8fOGlHgwRIoGYLhCmfnyKidqMbk6QxCUr2v7AGt8Swg1XYcD0rlFFg3LIC6o33kWhpyf2vqF6Q72x3P4GAhz1hd4qe0+/mJP+VSfkEfjaJ7FIUpis91SmUUoSMEMkskplj4o1xWVBo7PqhAYQE6ms9OeIV8PToGah4ogWxmiIg4TZacwpEXXiNq21CRfBIShPmtjHQSRNacHHhrogvuBtbqqMhvjURu/2mJ1LibQB6ob5YJiTZUIelBVcpylNt0lKC4pHyG+e6MeBDSEuhSBOWcuJBXaGREJU1MG7McLZlZc3WLzS6jP3AaqR67qgfaAiFE3kHKc8Vr3DcGJo1L4h+x+mO50psayI5lMKamEE5SgLUacJRnentk4dgafrjae+04bzVoWHK/XxYK3HdBMROacNUz5yKQtJlY8o1YX+OJD9OBPAmUS7GfZx4+gN1mUmgApVBSRwyGDY1JDf+k4pC7lk0qk5v/d5jMMnpOXDMah18NSesSikGAlpoaKc6yo2hK6ZEtL06DOnjkGtx7wpZ/NhFnASoDd8TK86zAk2CHUuNkcdDBE8hanRrAKHce8R8kLIgVoFiULUBd5c0BjJAu1jx/PKkIxcMiFn5HqQj4N0K+QjYXmhXqdtvR8bcmrBBp8M/uPDN5SQueQLWymM2rA+aOaYBy4pImbElDGVaUo1It5tJo/DqUf/tAhJmKZYZoakRAiOy0BjnKTVU4d9e4DaADd6q5N7IINt7FScvY45OiWT0oS0DNmn0sMwpB4kr5TKJARpIT5d8DE1+EOf5l3exySqhoB6m+YvOSExkpA5xk3pvJccMFSEPpwOjDpQOpIn4TqsN8SMEBR1Rd894W7w/DghDAIaiXS8N469kjxj1tiOikYlSsDMZ0fszQWxhXi7EWOCbuiopJRpDjoGPQiSAjemhrw5BAmEomxm3Mc0/Xq3FEJttLax4/SxzULEFYYiIxKCkESQfCGEyPXyxKgHftx5Hk4nTSffECbOASdZJ+yGIOSoxHVFdECaRlzXoLxb36Ixsl5v8z4A2jGmjbfAwGGZybUeDTGf9uJ9ErGHda4hERVKKbS9U89nHJgwQfczyVBgEFNgSYWjzcnUNSXakljadGvscXq3DZt/X65XQilEM4ZlxJxbyNhQujvbSyU45GU9XV/nwyw4Saf9+hgBqYmGEYLgIlisc2KYhFIil5S4pckzMOv0MDu2WjshL1zjQiqD0h0dyl0jTykjI+CmXPNOc8XChQWlr534lHm5f4MzC8xLVnoMyL0ScuAqRrqe8nZn9Cxslz7v27qRBS5JCMGB8/lgrqHis+vnDbzZbC74/Kn78QLdp4oMCdJl+ldLRGWcGPFMrY4fjkcloMSmXG4Xmgw0ClwuvBFnmINmRkgMd9rHZ4IZpgu6TQnNbEq/bxNumgJCh57IS2bNiaMKhwVCuTC2B/3R0Tz3UO+gw8kjkvMb3NOUOj6Mag/kcsH2fTaySuaolXpMU6S6d4JPp+Kd0ydwLgtInFK7Zk7slW3fCKlMuNEA64OhETfBNtAciVFYkTn5xk4DojELP1YOBpIUj8J2VOKYhlc+bE7C2qDe61TMWguqgo1Ba1NlyZrNzyEX4mXCPHafzrOXMIudkISQFtqh89nXSHvM65tSoh+dxzEFB7xPF0ozgzUTnt6y9jtJGnWvbAbP1UnA+xJQjTw3o/o02lpyBk2YdZCdhGOt87vHjvcxFYk0IfhMm8wYrVK3B/Go9BCQY4oGyJga+yk6lhwV5lQ5COGysPbOsa7EMKeHtTa6HyQTftcanc6bciElJ5CJRDRMPwoHqu081wdbTyR31rSyRtDbE1d5y8jPtPYtnpWkg7EfgBHDL6fcf9UJuWpgub6fuMx8wYNhrU6XsyanzF+cihdF8b0xAsQCmgt+PAj5QlzeoWnircwj9dhZ8oXb9Yb7HJUyXtm1k0C0u03mbVAkT2Mdj4quFzamGYuNRsmZp+sNaYUsCTsXwf0xNWutO8fznbGs0HaSzJFhCAHHGDIwBpTllB6CHIScI6VkNofWB9eSJnsaI7dOqx1xodvEorkZQiDqTGifgpBEMY1IyOQs6E0IbqwxEkrBbcJEsE5hTAJqueL5LZhyvRS0ZMLjmeKBjy93xv7CLSVGa7NLCNxUCSpkne6bSYw8Iv70GyRmxseXSVqJZeo1hwukJ0KCW20MH0ieaiJzxZ0b5s0bH70htpLXjKRC8E6MF5Iq/f7AhxNyJPSOijNSoJ2J+KPNBegpz67W9XJhUYj7hrdBTRltg31MndIaZgcp5kRJgV7nWDW5MxAkzeo5iqDR5wjMYbR5zPG6EKPAkkg5Txc0H6gKsTkpKRKEY+9YN9SMrQm2JC7McbV4pruRs1NzQHbBDqf5wJozPFH3g05AQuY++nnMK4HpgucxMnLk6JW9NZI7e6uoJBYCSSI9BkqZnfcYEpVJnpvuaaDuYE4dNrs9brOL15zebBIYVRg6C9GR5magy8IY8EhCPw48Kn6ZncXhM3kJj42rBta0cKC4weNxEPOEJZWohKFzAxkgo6K7gAujG90nW54Y8W1H4ixQy9MFDeHEj/vZ9Rvsj31uuuKEHLDPDL2wjrS5Obc6CMOxlKZjIAFiIl8MG07rfa4XbUqmBnWEKeVlwxitk2JCVJESyG9uRLc5MfHZrQ7yWhg4KpOgFhyKOb0OUAdR3q0LhzmPOvW9e52ugfsYs2PdKpflSikXJBWslzkVdJuchhhQEUwEt8FSVppNcyPJC9IDCKSQ6dskkcWwMnoFd/JlJaDTujyE0/b6O8O0lKd7ortzrwMFUlDWJRPDgqjwcnTaaCBjTmFwlMm7qW3QzwRhc0dsgCmmMNwmnCGETxOuPoSGouK8uyw4TpTICBf2vnGws0jimjMqyhgDbdDpmPun9w1xJv1VDOvOqMaBT0UIhyVGLjlwiQHU8apcstAxLEW6TPI/JzRAgrBGnaRMcVzX2f395rf0VpHbjVUjicDmp9MzaU6g+nQItdpI6QKLzg5iEFobkFaWy4XQNgIg+Tt8q1jm6Nu85/LKNSY0TAk9OIsddyQ4+EwAHcej4cPp6lgWUlSkDpQdtUhY5hp23+dEoZQFQqZI4BoNyStGpLYJ3cuaTuzt5HbIMhWNJMwJ9l6uE4rmNmVF68ZLa9jRuGRmUy1llrcrcU1I0umizAAVmhl1DELPaJj76xiK5ECwSKsK4nSM4Y02PvJ8306VFCEjpFwwDfRjFgdLrywh4Cha4gkxFFqeJFUZ09E3WyOIkBC+GY01ZTQXughBldbnpGlzqEfj6c1lXrveGdWhzwaNDKE974QgvJEwRQ9EkNq5bw27CNkjdUyoIknwWgmaWNLsHIeoaJsNCPIsgps5iwoxKts52UtBOLrRRpvFchuoOIvMvccjtDDwGLg8FeKjItYnvMUzlzcFOQYjOhaEj01IMRFKpOFIn3j6IEK8FN6+SaRtY1ThGheyznzMxekvO1U6+3FnTc7TreBa6aoEvcC6UOuEDUYbLCGTc4R8w4YRgOanx8TR2bc/IN4+ufVGr0RWDhVab5R+KiphFN+Jwam2k1KglCvH/YX48QOyXinitOPOo3c+tkZQJ5TAsdsv5qR/1Qk5OJoiulwgzi4WNhUIYFb7WSbuLCDkK7OiXQIv+4ZzIG0QwmMqRZSEDOXiCylFlpSAwDim/N8MQfq0q3YxJIHE7y7SRYQ2DOgwjL0Zqo3QGh6EOQkemIZJohtjku7GwXqdpJNejfWrJ9yUNozaDU2B9D4R3VjE0DGgTncqVaVJADrSGqT5UMc+eD00H1MeMc/WD1ngGoTOoMZAMcGXZW5uBhYzyYxLWahPlwks2XdcE4fP5FgvmRSVhZn8L8DeGxbnuM9FiQpPtxuNQKJPVjwFOQKRQFCQ5YJ0ncl/H7BORQBUSGLTpRQn5wXfKqIgKeKeuaxvkBBImdnVNJlSY61hTKZ7WC+kbcfdqMDd5vRh72NiClMgiswk5TT5SSGSNBOWDGN29DJAjN/rRCETf0pQdF2+f3d2w1Ig+CSjQsfr3IxEAyE6Fud4MaVZZMQUMGnYY5/j+rJQo2DqM2E9ptmJqBKCEnKku9COfRqNeIQqFDJFL6isJyRHkRSwXDhsqpMssbDrg9EPgnWuqbAsK54ij0dDNXAMQ4ehMWBueDP2Y6P7HN+P0ag9wGjYmejacNISET8hLcLUdx2d6oMcAjHHSR4tgZQLA2gGYUQsh6nz7U5onbosDEDKlKJKMugPmRMnAXoDn1q0UZXxcoc4r8fwASnSGgyU/qi0x2OSgTVO91ybn2+0+VljmN0iqef9GA1vHTkm3tclgxujK9ZlyrBd8iwIjh0SbFoQd3JJ5EtGRGj3HR9Gj04fRn/+eCaTnRGEkBPiRpHKcOdjE8YQSghIEKoO1su0frZgRHduKmQN7GNQbU5icsmUkrmkCypKLAXPRj9gCc4YLzQTRiw4Y7rjeqNtddpR5wRDaV6Ry1w70tMc0SNCTAlSJsZICeEnV2Y5C38RmbJ1droIA6gj49XNeH7pGAfiRqMhCKjPKZ+DYmSZRic+2dlz2jGvBnTniUBXJ6eZcL9GC4OIzimfRTQqSafZyeu0rY6KnZO1D6Mibjxao7iwV0OSsuTALejEyiOTseKCO1xzmSZJMh0Tj3P/CToJmMEa4pVLzhwx0/bOFlZarcSeaI8Dxk4n0XSwq6HXSOo2HQwPYQmzgGzDuK4X0EHKmVIKbgMPy2f+0aCauIRA7YOUlZC+u06tjnMi9OmH8eFIFIgwRmdsB82c5AHvg94apAmtsbojbXKbzBVKQ9xJSyGtV4ZPtRZJSow6oWDGVOgxp8icyrrAwwRfIrkEFhHGEuh1MNZGScKa03Q/9cBj7xxD6ZogQiCg1zdc3ydSKbw6ZG+jU9spKblckdCpNtAx2CVyD4FwiVMHW08+TkmQI9eihGXe69Znkct5274Ss01kXhebk3H3CU0KQRAdLHJ29RmQdPKVQqY+Kt1ngymmgg4ISRGfyiv7MUgMcpn799gHj6OieSEPR5ISQpzY9XKhHZ3NhTi3H65BiGbUrdIGHM3QDL0NQjM0CtGNm0SaGDErGoRhMrHsJeLmPMbBvu2sBHZL9MczIgn3xtqVDWgxE3NGjxfepkBIynh+nrarTP6dmBCiEkNgWW5cY0AHjAj1OKhhQkFDKZScKbnM8xoFXZ4m/LEbHJDUp/pZnDwa604fA3NhtEa7b1g30uWCBqcEIY5IDBGNNiccA/beJ0dLZ4fftgf7OKg9MLapm+4f/0Dwjo8P7OHCkMTl9sSIiRa+JOQ/G45SdQUPjGMmzOZT/xYViEJSZbjRumPGOU/lJNVNx8qt+3kjgZmc46W5qIskwid78Nld+Pyky2e4O4Ar0IfxODaaHGxVudeO1kGXg1wueAyEcXCJQlPlOJQ42uyO68IozNGgyLTnZpA/JYE6pYrGgdazdQeMMLvfKSiSMzELbfg5nJz5YE7hlF5jvs4bYThiRu2Oh9l11DCTadUJhVhSpJmQ88IlL7STAf4mx7mppQWskdc4c6NcSBrRMTH6HjMh5An9qftJ/DuQ7qBxkmm/+prx4XkSVZc8iSfuE/c7zhGrdbCBeURSxsZArZNyIGBEGxwI1hphdFxAUiaEwDUnrDYuUXlujayCujEI9GGE2s+NxBkh0PdG8w3JEdWEGox9R7Kh6+we4jPhwE5c9ef3pk28sOQy752oeK14G+cGaFPXXXXi0G1ORuZGKehlRURYjv6JfJJK+HQuEEFT5OlypfdOH21OA0zBfS6+y/L6oMxjAYIKe3fEYY2JpDc8Qv3woIxG2Ddajdjeufezg9oa4p3ug8f9hd460QOxwDiMbTcyPouZlJAIl5TQqIT03dPyeDwYtVNMyUNJcSHmQkqzmD7GoNqEIzh+Svt1Vu8Mg9hnItbHJBi6OxqmrKco6AktkZNngAi6LPNc3jdsTEUQ9X5iEvrkHQQlLQs9zk5hLAEXw9ZpiIIKUiJhAR8d0UlqJgeknbjwPmYHMAbcYAkRNUiSZvKoSrqled9EYX9sqEBIkW2/03ojp8KjzpS095n8m9qE4wWnBOW2XEhhEn+PcdCloyKkMTAfLHklrW+xMWaHtTU0Rmx0zJyOsLUNcSPpMc+JTIRKksR1yWhK6DbfbzvuBM6piJ73VghnJ/f79/zPRYlKPBPAvRvDplyc98ESle5CDMoYNiXezkhAN8fE8SCzcHhdz0TPZ84pIgQRwhRWx/ls0xyzSJThSIeYIqMP+uhkEhFFvHHRacpSvU61CYSSw0zmgxBRVCbsxmvHPcxnuhkaE0u5MrqBTMdkiUofg0czpB1zvQ0FqLRhaMqEmFiuV6Q3Gg9yEEZKZCJBzu4phtRBiLA1p0tg2zvVnRKnUVSLGf9sH5oJsGPDoFdal6niNXzyGM7kWUQ+8ZA0yGnqBG6DdY1cNU91Ip1JjAQnpUA/pmxgl8T+6NCVGGbB73GS5CUoscQJs2iDkCf235jFrllHl8AalDUHQjwnubeV0YytVrA23W3NiRHcJz47R8XHhN+JKqlkyvLZrnyfBcBwR1XwfT6j9xRgOE+Xlffvbp84Kc19JnOl4G64BzBhjNf7XYg5nOd2gEJZLkhSRKdi0zKmo/HonaxGDIEc5rGbw3KSNq2DSWBZChID63UhqPBNCHzYK6nMSYK1Kbu6vrlxuWXeXwrlUhjNznVvTmwnwVTZemczuOg023nscz1NIbAEYV3iNFNyJ62ZHJWSIpsP7ieMLIyOufFcG46jESiF7jL7Sarz76OiSacENM7F+xTKMCfdntA8IVvtZSP1QL59xegb1hvBO9Y727FznDyUUC48NKMep+lRdOBAxpS21KwMc563A90HkXnfjmEUnPrYeINj60q5vOWjb7TeEY3TPCkqve087IHZmA0OGWhYSLcLw3zyEdYLfjxzNKdqgvieNU37WA0BlcAmP92AeI2/7oTcobsg56ICTDH3dZ60V9nBBGg3hn3XFYlaiOFGHo6nK9SppWlD6NUIvWFt47wV0Rx/lHz/XMSgvLlcgSv13ICoMzluBOow1nWZblD9wNIkK8Wl4HFBJhSWIJO4Ohy6f9bRcOBMYugnOUUmjlyDIjFSmFXl5/EpGZ8vQMJcPG3bgdnR0eDkHKkyO/nuBbji4ixZKClMCM35O4EzIc+kaKRsuAaCTBZ3b/dZ7MTz52PBQ4BkqLcpUuWCd2euujZ1ms/DtNawc5Me5siY6jMTldDx1vAYmAOsea0ZY478rpdPx2gysXH+/EJpc8GROvCy0CTSe584t9ZYNNBiZFibbm8y8bzujh8N8/meY1RmWjJJON5ey5/XOkmQpN+N8tcF1jPpHlPy7XLCYDoDM8fq5+/hnxRDTp4PEl8XBJnQHVFSziROkm+bcpqav79w+JgJP8DFmEmmKpFzoysrPDqtjpmEu+MmhLxADGRVqDsQCEnIFiYkIE8Fi0kqCsQQPsEJour3npmUF8LY0cMY25iJ5mcLXGIek6aCW8f97FIdO9aMccwNudVG3R/EspBTxoJO59zeCTGeMAbgNbkTIdwuBJ9yddRwYtzj7H7ZhN/EpPRmjDahOZrCp4JXc57/tikJCaCXy7xer4DTAYoiYUKSOM/LvADz+SIIokLO7YSHRNQSJSXWPBWYuk3VmzDgmgJvLyuZSYxNGk+VHUFFT0w1bHWq6pg4scf5mQZYN/rjQEsgpISJoOlpmhkBfsxCJWqkRCGkQiyJEQypbZq7hEjPU69TW52/X35tOn6uTeFcd212vjEnByUHZcm3ef+4z2f0s7VO+1TBuZRIPAstd/902T79DlUk/Xh9VhW8D1TCpw7qGEY9Oqhi7gSfE9RrXFnT1FoXgRIz7XzuGZwJ7MkFKoLkgOxMSIbK/B3NGY+NkKcalMaA5ilDh+ichPQxNcGDkpaEecTuepJIO9iZ1KqgEs8JTqQERTSwn4iYcN4LyCQfzmJgQptEBHdjnA0AHTIhTwDYKbHLeU7OtaVPbpMAqcyCAcBzmMTr3qAPYl5J6xWrg+aDdEmgzGTxPG6Y956rnNKmzjihf0GF3g1/+Dntk+917ENU4hBad1wnO3m0ijTj6gEJAbsVQong06W5Hd+tm2aTmBsjlBIZdC5SoMxEseS5NsFsVCUEgjBuC6Tw6fhfMeI2XtdhJjzrwuRxwTyn4pTguAgugaDh0/MhcU4IFxUYzmgdk04qy4SmnL9rzQHRhTWcEwEJkOHrU34xvxYsURhtHlMMylrCuccZ92psIdL7wWGNvITpbBoDhDQ5P2NizN2M0afgRT1N5swGDYhrIo3OUwnzubrkOd/2mWe1MVXBamuw1UkSrQ11WHTmSXMoLPjRkRKnYpkZu3RcnZyMy+VClAuP1ubn1ThlNoPNifBoSIjTiE+cegwwn5K2cTrWoiClTzWh9R3BEvvLzhgFT3Nf9dHp1qhjJwUhrxHV/MmMUTWiekK51gtL61QHC4MShOZO9+n/IP7dffZT8VedkGsQrtdZUe5t0M1RnVjFH0aOyokb+CyevvvP8AY4kyDfznF6Phe2cyb1J0R+3ZAlMXrDjgdxODFMeaqSMvvJStbliiHQBmaGilLHvAHXNAlQr9GHsXebXXv3WXycGsyfzo/+8pYpYXYwQpj67bkkYqtIKejwT8UAPulNMAcPS/yJwkQVQbmcRcAkTjBt4EcjjoqE8ul7hLO7oBPvJQrhduFT1vj6ti3OjeD8jkuYEmQSIEd0ycTrT2iDiqB1uof1M6l3mR8grAshRfZvX+DYUcbcL9tAMfRaWJaIjYYFJSbl9C2fxzEmHMn2HUKYndlzdPn98yvfFS2ff/3sun7vc4a5cE/i2vzv2bB3RjvH/+mXq3M5O7k//U3m5mtT/UFCmMdgnGRIpoNsNyQ4TzoLiWP4dIcrmctyow7FxUmPQSyZZV0gzOS1n1Oqg4lhjD+8ljGQc6GcH0NSwLrjwc/nbH49xIDImXzpJLzKcRZEBqKBmIy0XkkaadtG7ZUc9JMKj7vTj4aI4+27Z9fGQGIklzk9+FTEwNltn5rYcxOWadvdDAl5qufEMElqZ1KqMVCul+8lkZ+uucjEyv5ExFy41ztq896OEvDx6i8Q5r3W5rTH9oN64nxFlZjL7NigIDAYpJQQlKiRagdDnC6doW2aKHmZn8uMXApxXU+yIZTsUC6cSAt2FVguWIBARCxMOI4KTQKXc5KGOxb9Jz/f9249ef0/JlTl7FqXdeJz3ebqIjKLDB8zISbMgtHECD5hFQCHGe18jb+uTD+z1AlT1SjlTPZEZKon1dDIMVFHJZEooXBZLyRJ+My+P2GH3ZyQJkRsyIQsSPjujw+bMDaBKTCqSIerGvF6+VQ0vcawPpsSOsnNXgq9T/My1UTWKavZ47y+oUGIQiqJS54Ohu2YakCv93CtjRBn4uvuM+kQYebdgV4FiGen104Fi08nCQfGMPzci/JnsLy5riSMhjUDj8jRGX2uJRrns+BjJopBhJQDqYRP193dqXufCWxW+j67TqrzmfvhXTTtuiLDdRaaw1Bzhs2iXcJnXfU2vled6aST4D6wMcncIUViST96HieJ9Sy6Y5hF9+ffF5/Tpvbd+RIRQpIJpzj/LTL3Uf0B6e/z/dgx3M77yuwk+7/eFBN+cWBIVEJMZJ1QtfTZe4QwpQGt+9mQmd97ygkO42FOJ7Bk4TfvrqQYOGzyA5jLPUMETQp5NlFUJ3G8jdmwvEVlFSeMeYAhTx3x/Po5xoWXl42x7YhzGgzJPHcaPpFDc8l4rVAbOSibFixFSnDwQLxc0XD6ZPSBpAlZjDGjSWljsCPU3rnGQQpCEKfLef56wxDKdWG5vp0T2jpYyltqbmhIND1XiZiJI7OekrFyQhZ/FEHQoSwwBQBkFi9ms6Ea/0hO9VedkMPnWMX5b/2JBOjXvdFnmMfrV7iPTxfsT3zH70dcCJq4JmdrA1cBc245oX0+lo8+O0TbWVwEmfjxEvV7yTjw6d8S44+S9b9NiDhrHJjolDvME2xVxInqxJQhT3KW+fe7XT/9fudxAUuQU4VmGhcN+Q5jLTHObkMKP5g8/DBR1QkPEEH8hIakWU0LIJp/fnIh8xzb6EgI0w2Vs5smwtM7pW0b+bWAW4CghPUydcG3M/Eej9kFDzI1eQHb+5lAzK61pPijrvTfJjQo+oOXv3Z6f7km/3Vx8qaQ13G+zk4tKcxunIN7BDVimthCALV5D770hljHdSY5IQhuMyGKYd5/EgNjGKLQxuzOBZ+do1OLCHVmgQNTuaF/v7s1j/W7e0ByRoCcZqLR9k5UpdwCsRTUhNgHW9sYwUm5zA1PBYJOo4/ePxU7cHZYfRa8n3bE12KAs2nO7PCNZlNT/xw/y2fkXeDc4H99t/jT605n3ax56vW3MzEvecqYApdlYX88SAKg532rkwzYhG6dIYMQIyVkYiyIQ7eJG65S8ZiIPjGprsZWd+pRyTGf6hHpE9QnC3jgU/fQgk7kX4OsQlehpsRmE3cv8fvntHv/0eecGbcQz7U0OKgBCrsd85wa5LicSd1MFutok/NhRncQ++4Z382n6c6JFZcgP4KMfXeiOfk+jsws7ewIC5Km2/MaCzmc73cmZxL1nGT84KEMgumYcCWROQFx6PuOjdfETpGUZqG/758DaD6FrvlMKgZS6yR8ukG10zTMiefEyDR+mozFs/vqYcqLdh/U3SfBfD3XU9FzpN8JYeKj7YTrx6zMu/w8PSfHox3j/Oq8OP5KvPx0wJFBwdQmvqnad+fpdc0/iZr22t0P31/XL7cJmVCdeunW7Vw3frx+B3dEMwdMFa5QyMkJr918n8m0yLyn+N6hCiwZt6maJPG8/7vNxtHn98pZ5HI2RH50++gsLs7abBJ9x8lRe03kg3wq4OWX9uGza+51ctBen59X6N0lxenIHKciys/lMq8FwQ+/dlsSlzE+dflf4YKX8zqaOOpT8hjmVHp5FVyIc1pVVL8rAOJPNyH1hK604RPets4GATons6/TDokBCwqt4XWweMdVJxdET7loYE1p7hM2yDlQUvpUGP32aAxViIEFKKrsp6lbbJUifibXJyoiKSKRG5HL+dm283qt10LSn26SfX4eZ+PNP/1cEsGVyRWTn8k1zvirT8hfYyZV9kcrmF8Ts+L9M59aEQiTqMaYlA8NcwS2YJ8KfD/JTPiEq6SgXPKPj0VEWOIcm/2pyTixgI2pp20nge31/YGofLoBRYRfyMN/PkKGswv4+nI/N0V+AGn4yZfHKTepIcDoczdPKz/KXn8iRBTz+btDmAXA55FKJpX8Uy/Fz4Xb9mN2F2JECEg9JcLOboKcD++P2uN/pnhdFMJPTH3+VqEyEwBjbgyvBd2ZmOcgsMTvJa7AdPQbg/HYzs7+TOA1g8eA5u+S95CUkHSSlm2Okr191/361DhWnR26MbHu4vJpc5s50Y/PpZwkvpTCVMQIJywpxZnl75MDYLrPhPtcxHNY4BzEj2T0Wmne6d0JEijyqe/zqVMbyyQUmye89Ukwls9H/j8dbbQp7fUrmgLm3++uvZ4X0fM+h+nO9/Q0CbtmZ1cwYudzKi5nR3NuPBpOdYHzMyWdko4ymIlHVCzCcd8+cW5eJwownXI/P/YogmN0a4w+J2DdnH4WKuk00pgHM7uJPxWzwxwJGqaKynmuqp04+WFs2+PE6J3PUlQCETUD/FMRDUz9dBlzmnCeQ5fvIFmv8YlQzCyZNAfo55RF5HS9necJTlz6mT3/bGL1A7jO660qMRLLNESbH0HmqHz8VDouiAkaMzb2qQUeFFI8P8NMVKfMnRNVGBgy+NSpnao9Z2LIfPZUB6N2QtSJZ2dyFNLyx/cy1fm8ppwmbO2UAbVXbgtz2hmzfu/cfH6rq06N589hK9/7HVE/zag1MBsrPxORCef7fCkIBRjO5/AW9/ncfD78FqB8/t4in7gEDId4FpGv76O/cL15XXte/3FOgF8LO53ERVX/FRPpuV7JmEo5nxo4ZsjQabwT//S8Q6ISXjfpn1iDVGXi2j/byIVJSv9UsP2KPX4pGYsHxzkxBOZ0R+Zz9L37YyieMvTHp2NABPkspwkxkRFGq/DaaT/jfYrs9h1ENupUtXEJxLhix/79cyDCJQbaCYmD2aQ1n8/Rr1mbX5ssn79neX3dH0k7viTkZ4gIJf7pHcp/qJjHeWIXz4scf5hsyffzu/xTEJGfet3fNkKaf+DnE8o/deLwGmd3g3F8+h0nCuZXv/V3ifSn1O5XvS7EOEeiwqcK+teGqKJ5mv+4QCzl+8VDOX/OmRj8v6eEHCD/ig31j4UEnZv+z33/s+Tlh18vMeJPt+8tZq+Ofj+1ka1Bz6Tnu81rB1wn+U6SQmPK/LmeMLHz/A2+I65+HkE/FRLqMznzs4sxcsDvU8N49xdGH3gK00SnzNfYGNOlOQhZCipKs8ajb8g4W2xng9c//R9ny3wWdSaOIqfpkTLsM7w/s+vuODn8dJH3ediZ+akoKkpeL/Pj248/+3RatU+doNeNXLow0+SIMe3mP79Gr1CJ10RZVLiGK2tcP30+CYLXH3BCziihMHxMsjezkbCoMqKwjSnNGj57rqLE7ymcvJ6XrW9TBvKz3Wz4QJCJ2WbQrb/WTUgQYk5TIcacYLPR8poWBTP8lJ+F2eX+uTFSppwEYb4bP3cjhYDYTEiixnk840zSfqmDdv5tw3FOAyUHloKesBba/LqHODHEPxHuPpPmkKdyzGdriwZIJzb4VRHl0wr4mkOqomWubVnip2ftNV57mz+Ey/xchPQdbl3OQuC14//6jOuZfP7suTmhKq+a8X/XCD+1JsW//TQKmFCKV3WZE271acn+2xzrp0qMV1rALNB+ZbdK4ykvKMb4RGA+z/Pf8ZzN6/TL7/FTuUTmuybIr0tYJ1k/4rObrMxE+ifutde1ysvTL7735P78+HrPBFxp5p8agp8bWLUQfvR7g8h3hQmwqjD85ycOf874kpD/E4yfwrh/Hv8ohcXf5836qct+YkBfsXd/KhjoVx7rXCj/9HMpOZPzH0+uJMXvwRj+Q4wfLqY/l8DD7Eh41NnNOvkNl/j9gmAm5f4Jy/pLxcKrYs35i+Ek0jZrNGuQhfDmMiEmOTHaOQEIigV/BeOTpUwd8NfPYsyNkUk0en3/GONP35s6O9v9lEAVftxxee18/9F4Tax+kMD+8jj1B4ejgUGbxNdfeO0Piyb94bn+mU5l0EAg4OnsLn6WxKc0SOmPTwPk/F+1Oq/VGY6fRiFTbk0t8ImwEr4rLF4PvdprGT8LhaTTjU+ESTj+7o0/RbNG88o4FUeaj0/JWJRAeG2rGkTCp3vsFwvX1871SUz1c+wufMbZUT4VCKn8/Prz3SQofPY1PuHpX9/39adSCX+WRPen4vOkMqbvOtMiv3xP/uh9Piuc/tLitSDz8V3R9VqA/G3eA6C/qp38iJf2q94EH4Mxfh6q9w8df9vfndcy83CHvP7xve/XvP8PJ9ivUVSnUeJPvEc6Yah/7Hf/ms7/nyO+JORf4i8/Xhc/dwptYiIlTBWY8RO4U5hJ/A8r7s93ib+g0PLHF4W/tvhEXG3jEznuRz/zmYrJLyaifEa+PCUhcsjfS349DRqVEANLyKRl/Q7fPKZjqITvEho3J578hhQj+nNk2B+E++z4Bg2U8P3rvvf9FxPyYYNjHJ99rp84Jz89pvjsTHz2Zf2us/53iT+WkEjUeQ3GdGh1m9O5X7uJl1B+El/+ChX5dAw/cRxBhOupaPHpZ2FCCn9FrV2tItGJKDEFODt2fxcIWDy7wCc7/dNBfQ4v+zyp/rn4ScL3D7/0muP/DEH87yMmjOof5Ff9w0Y4iwWVXyy6fim+gyq94uT/9icqleXHE1X5h7u+f+c47/UE/2B78T+Vc/MlIf8Sf/nx2gXs23yI7dSB/kl85acXQbn94Gt/f7CQL/H3FFGnBvTPJH2/dqEVle9d/fgDhrzG6WyYJMFnpi/zxeffn7/B926lv12H7JJ+OgkOEhg+eLTHj7+n4RMc5RXm8cPu+Ov7/+i1J6705zpI/2Dxemzuf6uN+LXT/qf/2j+t55pCmvdJ/PNv6L80IYKfmEL8iRGiIr8Cn/wl/ni8cmD+ru/xiTMTf31R+r33mGOHv9Nx/GPG5GzIhOz8ScSy/3DjS0L+Jf7yQ+Rk5Jwg0dcuosb554c7mw/oO9TH9xcutx//7Jf4i47JWv9zXbM5wP+pvUxEWeMyOVc/y4T/XI7hz1/cRY2cBuTf/63un2AuOeTvdYZ/LsJn+uwipzvmP3K8qvJ87zT+hcc/lc7az4X8AA/7Jf7xI/4R+dm/hvi7KIr9hxxfEvIv8U8j4h/HYn8XOrvobj8e7YV//MTkS/wjxSdA7U+N+k8oituPeQN/tEP+50nO5YTS/F3jEi9/sYnk3wZv+yW+xJf4En9N8eeZi/0DhIj890Tk/yki/4WI/C9+4vtFRP4P5/f/ryLyr/4RDvNL/KVEWiFff/wnfsFr/7XGz0Cpz+99Nwb+Iev+J5Pbv2D0019qMv4lvsSX+BJf4ufjn0RCLtMf+38D/PeB/wT4H4nIf/KDH/ufAt+4+38T+F8D/6t/2KP8El/iS/xFR9BpwvQT0l2iSl5W8nr5ZPn9g5+YToJ1YEef6i5fEt8v8SW+xJf4En+m+CeRkAP/HeC/cPf/l7tX4H8P/Kc/+Jn/FPjfnf/9fwT+u/KlVfQlvsSXOEP01+v9/ui133vdqfrzZXX5El/iS3yJL/Fnin8qCfl/Dfj/fPbv//L82k/+jLt34APw9T/I0X2JL/El/oMOiYqWaaoj6dRED4qkMOUXv8SX+BJf4kt8ib9D/FNJyP9sISL/MxH5NyLyb37729/+Yx/Ol/gSX+KfWIjK1NY+TUG+EBW/xJf4El/iS/xd45+Kysp/BfzXP/v3f3x+7ad+5r8UkQi8BX7/wzdy9/8M+M8AfvOb3/i//tf/+u/lgL/El/gSX+JLfIkv8SW+xJf4LP7bP/eNfyoJ+f8N+G+JyH+DmXj/D4H/8Q9+5v8E/E+A/wvwPwD+c/cfat59P/7Vv/pX/Jt/82/+Hg73S3yJXx/ujjtfzDu+xJf4El/iS3yJ/4BDRP7vP/e9fxIJubt3EfmfA/9nptfw/9bd/x8i8r8E/o3//9n7u1jbti2vD/u1/jXGnHOtvc+5l6pYmCKFlDxEGEupKgOJIRZIKA7BQshGKgcZChDOS3hxHMOTsaOgSLbjRFHyAvkgWESxqZgEYxKLSBQGCSRMEWGVCVIJJbig6ta995y915pzfPTeW2t56GOtvfc55957qjjUrbp3d2lqr73WmGOOOT56/7d/+7d/c/+zwP8e+PdE5CeBjxig/f14P37RD+2GqZOn+N6y7v14P96P9+P9eD++C8cvCUAO4O5/Hvjzn/jdv/7WzxvwO3+hj+sfdgwS/9NEvnzDboHvx3faeGo8+kupg+H78X68H1/csGXBzYl3l2/3obwf78f78W0av2QA+XfqMNtw10/9PoSJ8DlaZL8f3wHj6CD5Ho+/H+/Hd+dwG6SM14q3hkwTkt4vz+/H+/HdNN4/8Z8YrTV+6qd+im3b3vm9uwHyhUsKnvb7id9+vs/6NiC4eZ75Fb/iV5Dz+2DhCx/+SxeSu/l7t5F/xEPV4MimhPje3eU7cXjvYxow+yU6E7wf78f78fMd7wH5J8ZP/dRPcX9/z/d///cjIgdghidZyWga+sWNwY7LOxKVT/7ubVnLO787lC6/UAuzu/P1r3+dn/qpn+JX/apf9Qvymd8J44n9entIENz9naDrG1Ug96o4o+gzfkaXyW/3MHN6VWIKvyiP7zthuDva7Pn/Zp2Qxv9FIiFM365Dez++wPE8V3xzP4L34/14P74Dx3tA/omxbdtbYPyT+u4vmh3/vJPuZ+vMP89+v0hGX0T48pe/zHv/9s8/3JxWPy1Jerq/Yg5PipXPvMRujh2LtDnEX8An1t3pzUiH5/Y32RAYwPx9i5x/NOPpkU45oN0xq4Rj+jbrnwuQ+1vXCXv3b7+UGHd3BzMQQcJ3aAD4HpC/H+/Hd934ts1mIvLPisjfEZGfFJE//Bl//++IyI+LSBeRf+ETf/u3ROQnRORvi8j/Wg7UKSI/duzz/328vvfneWyfAOMB3sCmn9cY1nb+OUH4W6zpNyj6fGvPuNs7r7Hajtcbhv+LGe9dQD7/0Gb0g9VMOTy/QpQ34Ej9zdX9LEB+bPfEqP9CDlPHzYdU4puM99jhixnjflF600+x4b1f6XpF9YbadYDqDt4MqxXdNmxdsW37zPtEu9F2pe1j36qfePVvfI3dnb6stIcbtq64fXpbN8P2/Z3XZ233RQyvFVs3bFnHZ9U6tNe14vrp4BdA3dHPPf/+Ihi/VI7z/Xg/3o8vbHxbGHIZuo//LfBbgJ8C/rqI/Fl3/y/e2uzvAT8C/KufeO9/G/ingX/y+NVfAf4Z4MeO//8ud/8CzMXfLCZvAPqnx2cB5s90SPG3f/Q3Pzl8Nsb9fBOy4wd8l+ff8Pz/95P6t2u8DWRjCoT45p4IESw6psPu8ImZ9M+4Xk+3XQiC2gDIyC9MYPR20NB5F+iEGN74pj9l2Y/j+2ZM6wgaGxAJ4Q3DC58NpN7NSgkhZFwNfLSz/04Z9qnAx5EohCCY7eBCkAK9I3vHOrQoxGggDUKCEHE1JBvEkat4uoatLeAQcyGG9M792Kt+c/xnRl8rBEGCE3uHUt7ZxFvDW39zL9shx/rEdv8w43muNUNigBDw1o+zNYZIQy7vOpXsZjR7kvzBJX7BskMzvHckRuTnse9Pri0Sw3tA/n68H1/gcDNsWQmn+ef1jH4Rw8zQb0AYPI1v14r2a4GfdPe/6+4V+L8Av/3tDdz9/+vuf4tPJVdxYAYKMAEZ+MoXeXBvJkjhk6fo7clz/Gy8kZSM1ycn2E+B+Xc2f6MF/wZHw7/xb/yb/Dv/zr/7TbYZevMRCIzX+PkNmPmxH/sxXr58yW/9rb/1M/fwIz/yI/zoj/4oAL/rd/0uvvSlL/Gn//R/8IUz7N8t4+mSpvzZuuoQ5BnQur4Bvq3q86tXfWYun/B3q4Pl/NTnmT/v5wv7Dm8HkfbmZerYW4zq2/d3/8TvP/0sNMzaAJnHMNuP3/Xj37df9a3XPgB9twHKf4kNt8Fm277jtb7zN1NDdUXihsQN1RVTw13Hd7aEe8N1hwihzEjO+HQmnM/I+YTMMwB9a+xrpW6dtiumFTcFUULwd8A4fHPCYRz4AWbLhEjAVUfxYa3jXzNQRVIknI/jkc+e1vaubO3Nq/8crqPqguoy5CohEKaJeHd5foWSx3T6FEi60XpFW0dUiabv/P1pNHPqAdrVHfs5guFxLtpg7T9xXT85eu/03t+8tzW8NQBCyYTLGcIA5ANELO+8/K33fieM5/uo1l+02Yvajb0r+olaIDVna8pS+/Prk9v8YhntF+lx/YKN47n5hX5+zIze+/NaaN8ia/jt0pD/48B/+db/fwr4dZ/nje7+V0XkLwI/zUCc/xt3/9tvbfJ/FBEF/q/A/+xbdev8nJ95/DuA0fMu3YbRiYTnRW0A2LcYp6fCyyeA/Dbh9y1MNca+vgG4fxYdv7sTVSW9Y5f15v2/8Tf+Rv7cn/tz3/L7/qk/9af4kR/5kU+9/xfLMDO6KeZKjJH8j8ge8rlwVu1ThJV8K13184bfeJsnltvMnkGSmxOCMIwWxofGOHTDbdeDbf+MgtB2gPTw2c2F3HyI0I+herCMHPrhT7zHfbDdMQZiDu/s55OM6nOXURlg/Wk8BQ5lTu/st9UBEGWekDDuc1Mhl5kQPpu9cDdUF9w7ag2RiNb1uAZCjOdvmDV4mgzDP2K98SezIp86ngO4iYxLEVJCQhjseG8DLB/3svtKXR7GfCMQYhk/G0gJ5HKiNzt0/kouDSegutFcCCUSJGI6gCmE4/t/xvMcAIXeFGHcW0/AUlICO+4tEVwCqOK64zirGghkEcrb847IAM5vDTOnqQ/wLuAh4g7pcxNWT4saxM+61k/X10aGYO0rtizAjAgEEVoM+On0PGN2c/bn43S6O0mEIMIpfE5XrbdJmtrwnD/jeRpuWnoEM7LtfGqEYx0RGWtN7yPT8HSCVIcl4neIHaKrYm+dBwHkC8yofBHDzKnHM62mzMe1UHf2g3xIxzqg5uxdST+HeSZ/xtz7ecbelabOOcdv2eG5Hfe4I5Tv1JqLbzW+cHc8/1zX7QmMf97xS+7JFpH/GvDfAH7F8au/ICK/0d3/MkOu8vdF5J4ByP8l4E9+4v3/MvAvA/zKX/krv8GnjIlf3gYdwmAtPuG6Mn40/JAR+FOx0ZNsRd6SIrwlNXDXQ1UyAMUnviV/9I/+Uf7kn/z3+N7v/R6+7/u+jx/4gR/kN/2m38y//W//W/zQD/0QX/3a1/i1v/bX8Xf/7k/yJ/7En+DP/Jn/G9frFVXlL/2lv/Qtz6O78wf/4B/kL/yFv8D3fd/3Ud6aCL+1bv3T+9JmhDS+3xfZ1Mjd6dbRt7za694PUN45nSZy+eIAuZvj7ZPX+JOB1AFuP0+ho9oznglBCDG8A9wGWGQAU4OY5A04f+uh100HGFEjxEhvRjwmczt+D2A3HZOPyLO0g3Acvr+RE/RmhAAhDelJvrwBEW6O7h3dFQM0DslNiIcMqhtmjj/hn9qJMYzv0AwNQixvUNbbLjNuiusTkFyIErDWwRIaOqF8Njp7CmjNKm4dl34Ewnkwx66IpAO0OzHOiETMjHYwkCml4/784u1LYQQ5bwISI+W3zoE7rRnejHiZkVrBDBehtwWzTiqRYBEzReqO9nH9Q0jEqeI0kFEEjECeIr0avQdUFZHBpmMQUyHGSLOOKYSQcEYW4skp6gn8BxGUI5hqQ4/uGEgfIDdEMCPKGcmFUMZ37Ai0Bu40EUJKPM8iIYzvd4BIAEVAIpO2AY5T+hSj+Fwz8Y2ujzumO66RTz71uzq1du5yH5/d+pizSyKXTOwd2ytbqZxiQUTQ4xk/x8Ct62DHj2fqpv5NJS7dxt/lkNBIKdi6PQcET+MpIySSgKc1IgxG/wDdx5fmuLSDalFFghCOzMfQyjd0WcYpPp1+Xvexu7M9SXje+n0QPj9g03ZE4nG83uz83dTasT/VBZECW33n7yIg5zO+rp8K4H4xjKcjzVFo6iztzTokwOktQFy3nb0Z+snvEeM3CaICJf3cr+HTR1Q15m9AYjxvy1PG6PPv/1s+h9/GYWbPTHP6vMHpF5h98Vqx2gjn0+cuKv+8oPzbBcj/PvB9b/3/Vxy/+zzjdwB/zd2vACLy/wD+W8Bfdve/D+DujyLyf2ZIY94B5O7+x4A/BvBDP/RDb85SvT1t8Jyb35s/3/g+PuzTN+gzQD9Am/l4AN9C82/bGIYA5TllfOzP34AvNeVv/I2/wb//7/8H/M2/+TdprfNDP/SD/MAP/ODz4eE8BwtPJO6P//iP87f+1t/iS1/60ruH5zAYe2UEGmNC+Q//wz/D3/k7/x9+4if+c77yla/wq3/1r+H3/t4f4bOaFH2j8cRawoSZ0PdlFC6mu8+9D3OjWSNKJIV3b0c3Y+nLOO/akGNiCWpAxNy4HtdNRJjiRAxvtLPfajLxJ2D97gEBfrDHxzWVdx0ovOmQh4jh/U2wBW+Y82dY1v35bwN4v+u64jYK7oa+dzDh2t/6+1sPckwB/ABO6mz7AHRmjlc9JA5Pb+QAc5Bk2CWmEiDJ+ErmBBFiEtquyG1ov90Ex0dBp4PEg/l2J4YwVtA+PsfM30nSONC2DZF5vA+GvESeAo8hSaGNjc0apIj1I/O0G+bvphQlBORg6EXCm/vTHfFACAXVxlMB81PArLoeE3d+DhDfkQoc+3Hvx70yIUDKP7cp8SlAABn1ABIIIWGa2Hs7jvvIhHRF3DEXIqB9BQJ73TEN2LbSpI1zhSGnglBoe6dtGzEqQQpqK2zO0OHP1BaIFgkh4N1IQUgUTHdiBt86fd1ovmMoMe4gQpjunkF5jsKUI7Z9jPkDevoSToamhKhou9H7md3HsyEC6kZHuKTIYoY1xeORTTSHphT259SidcVceOYq5Fhc9/35Xvfj2ZASx7U/gktdVzx2vDfq3hBzYsps6uQUyCmOAAGw1gbT3/cRxGIoitHZ+oqunRZ3ZjJNFTmfCCLPt/J8LLLtrULQN0TKoFfUeWbWgyoxpjdg9gi0UB3spG7HfQI5zAQzJEeklPH8rtvz93w+MXDUA7y5HyUlattovYEp55yI+efOKI/p481E8ZQJdCBGJ34rja0Z9KNPh0Uo52NXDvX67rYhYSFj2sE7weJg/J+Cjzgyen4EcJ/9ccd5fhv8aB8sxj8CxtdMn+fPp9OUQiAyiISnz0xvZVDcR23FGZDIc1BXmxLcmKb0KVB+2/tn1g39XMYncV5Xo6mTo5AOnPG0xOknN/6G+3RuB8Hzc8oU/QINVX3nnvhGmc9nKV3Obxkn/MMD86fC8c+jSf9Ufci3OI/fLkD+14H/uoj8KgYQ/2Hgf/A53/v3gD8gIv9zBtT5Z4D/lQz64QN3/5qIZOC3Af+vb74rPwqmHHR7+g3PCIPjHz+aNLh/mv0VeS6rHPnkT3zCwYCOfRrubxdbvrWxv7l4f+Wv/BV+x+/4HZzOZ2aH3/bb/rm3pCo+Jq4nGc0xk/6W3/Jb3gHjTzfsk2by6S12FFv9p//pX+aHf/iHiTHxy3/5P85v/s2/6RPH9BYAPRaksRiNCbxqfba4M2u45+evpaZj0SSQUsSC0m2AoRTSOxKTrW84jqLPgFxNCRKwdoO2kPOJMmY5ABqdTSsiEfGAYYjLAPYhPmuMPQqrdQJj0o9HYWR/6orX9FMVClGE05y+ecFgkIP9O87UkwPKMzv01uKtNuQLCNoUY0gMpmmw3COVfhCRn7h3bl3fma5TFLKNiUbNWHYd3ysFBEdKIJbB2Hg3Qgp4ENKuBBHyHJ9lKr0OoGwIaiDqBGQwkOb047hDicQURtBwSGX8+Le746o07Zye5CdR0NoJMeJtaOBDBEQhDOAaSkJkZlD3QigK6vS+0/sOEkbAc2QO0ulJxtGHzrwZqUTweASxdmScHFM9LACd3hshRHKenp+J56DgKCJ9wkG97oebCYSYCCEdjOanx7Cy7LjrmD8kkFIe996hfVeLSBzHLTaYnJgEcxlWlt5wc/YaWXYHNaKDZCCNICOojaJOH9kIkUhOE6orag3TBQkbrkIkk+SMGmCNsDnuK/HyAtFGJwKFRAcN4BsSC6FEWjeaNmSp1P01i3XoFSFju6GvX+Ha2K+ZdL5jup/fmh2ELoDB5gMMCODdsdq5B+bTNMDndcH3Ss8J3Onq7LUiYoQQyOa0dUhloo0MTttHkJVywBWCT4g5WhsPHz2g08QWhDkHltvKra1sIXE+vWSrx3xlA8DnGIghoE2ptbIAp3Ribu1gtI/7el+gNRRny5lIZlLAjFUCdoDIEasP5rQHJ7ljjGcitOP6qtF1o/cdNehxABymcU92d3rvpBjfyHBSIhwa8rdBnISAT3k8U2vHVPGgtNYRjHk+vblHj7mom+MHkRRkzG9Pc8oljsyKHvr5Zka1QIFvCsrNdRRiSxj37PMfjgkxTuOh0obWnS4d1R1vjSm/IEzTp4FJCHjXd515VDFV+tCJMk3TsYh10P0oZD7xuUZb3xwfjIApfZrhNFPatg1eLQieMiCIGVGXY6sMeX53/8d6HOY3HVZbV5SG7pW87YTLu3LC42u9OXcSPre04gnIfxLQNx1BpNgbKZg9bwvLulG0Ey6XEVQd6zJxwrshrdGt4yGTUqK706aJEr8FuaWKH80Uv1WXWVf9hyqsfAePfALweq3UQ85D78wpkHJ+c6K/BSB381EH5RCSEONn4IC37lGv9U3hegiY2fOz8+l6w1+kgNzdu4j8j4D/BIjA/8Hdf0JE/qfAf+buf1ZE/ingzwAfAv+ciPyb7v6rgR8FfjPwnzPusf+nu/9HInIB/pMDjEcGGP/j3/w4DNWGuI3Cp1SANwB7SjImardnsCWfTA8JOGORPajAwSAdD7qZHezD0wUB3nqI3i6oMrMjIBjM8ZOjxtOIMT1LHbb9uPmPotPz+fzuzfk0QciQxDzdB86bm+OJEXr757dv1ycwP1gUO8D/YNn35WfJIqR8wskDaLjRTHlYPqb3dJzDiTwNnbfIAM3NjiImCThOlIi6PstTqlUEweqVap0ogT1m8vRivKdeafUGIRMQ3KD6zqbb+JzjednqxtU6WRI5FPqBeFMYGlHrPgDQk4xkV7rZWBTsm/gyP59MH9f5kKLY3t89of2p0NLx4Hh39tZZ6tDQypOUhbFYvv3omw+AHA/ArkfiJobxC3EhNmcOwnzOYMOVgxieJxFzZ1HD5aC/gowF+gk4+PhsmSIeBClxJAXU8aZUxv1njMWaxhE48szk77WOoKMc7CRCZbxfzdFuqAaiKDFByhcYe2bZ2vP9n0vCWyeESIgZiU8sq2F2MKUhEii4V4JMhBDpraNdaaZoGyz80zMhoTOf0wG6A8PdpROjEML5kG4I2lcsNmJMxFQIcWST3tZmmjZqbc//j4nDAaVgWkiHk05fQW0hJCGXBA59q/RWcW2YObZveH1EXKhWCAp354mUC3KecXf2ulFViaEz3QXEA+5OShHVgFpAspCi0HtHJDHFxi101tZZPr5i0og9w94IpTDNJ/AdEdgfbjgdodMPqca2v2bvC43ECyBP4CGgcabtTnRhwnlREk3kWW89x4C6U9++t3LhFoQtGCUq3jbUlM0NesN7R1tlW3diTqTziao+GGt3zklBCto61Iadp3Gtc4E48SCvyAZpD6QAXQNq455XNbq/cTQIAtGcU5mZXgwg3LRRrZKrkfvQdZsbi1ao2zPxsXbFMG5bI0iiWidhxDiRntjRY9Z+aBvSd2g7AlzmguVIZqb0SFOjbo4xdOJPI0zlmSke04tAKZ9ZXjQC4Y7ZTtTOviw03XACJ3dO03xosweo3LSOGeY0E4LzMk+o25s1wBUwppJHsfaTC4QZ3vbPZK3XtuC2g2RiEE7lchSiHtvGjOHUttLbgiq47pgqJd+jriTV5+2rVtq+kT1ir7e3js1RM0LJjFmovgFi+w4xgwUkpXcBnnawN8/qWMgUQgYRalfqPoqjJU1cpjcwyNSoangsbHuleICYEJ7ZF/isLPLT2vt0Xc3o9QqSRjrbOrQKKT1LfEa9BtDrCDAkQLk8f/fn9eUzhtU2JEylYNrGNXdo3ZB5xo7ia+oNDxMpDXKgtkZ3R9YN8R2XQea4btDgEmzsrzWynGlqqBt2dOb+Rk5CrnpkgAXbdqQY4TPqAZ5kV5/H7cTd4TNcSay1kQ00O9bJcVyuitVGP4gsO4q0o+pzVqetFXt8BflEjIE0TYTpTQ+H3u1ZQmb9HeXZOCYb2eEwlUFe1YavA4uZgMZIa23IIwFTfZP96v1bSly+bRpyd//zwJ//xO/+9bd+/uu80Ym/vY0C/8PP+P0N+MGfyzGIQdRC90YjQCgHKD1Y7Gdm+wnQyjPb8NbnDqAqT8yoPz9MT38fHyYcnApvaxj8SOeOTxqx7G/4p38Dv//3/37+tX/1X0PN+I//4z/HH/gDf4Dv//7v58d//Mf5df/UD/Gnf/RHxzsOoPwUXLxh44/d+vjUtwtE3Z3f8Bt/A3/8j/1xfs/v+T185Stf4cf+4o/xL/7wv4i5vSns8sHEBnkTGBzwHoBuiraV6nWA2yCkGOnamSTiIVB1J/r8LCdp1sChWWNtK1OcyDHTe+fWbrzeFsyMS77Q+05MGSuXQ0axkySx9orilBRJMZMkkmLk1m58fXngZCM4WXRHSqTgFHfqbkw5Hsy+ozhmgogj5pgMyYmZwc6Qd8hwQ3m2c/NxLtzB62CoYo64ygDfdmi9mw22NgZkimOikgE2YoAWOlNK4ANsxvJpNx8PRo6RFOS5MEdiGMGEOVMci7AABMEQrI1sTji2AwhzQBT2XdnsTaAnQ8+C6Sj8MQ7f8W5oMyQLFgUDuoOokUMgpEBkzHGtHedxNxCn7Y0YI1XGeWzayFvH+8plCvQS2HXUWTQbzOhYk4YcYUrCKWfSIVNptz6AwjPDAX1X1OsIQqZASBFMESCGQiRhCtoE60a1KyndYdYIMaEecJeDHXSCPznZZMQSMU+ordR9HcGHGbjgpLEsywDjl1KoqxIPttS7kXOma8FdR2Bk4DGwd4c6tPfEBhoxj/Qq5BQIMQGGbTckCjkGWl2QruQyEcuMesJM6d0JEXK+J8UJWFFtbNevYmqkaQbGwhjXK2hnnhI0o+sVxIi6IX0Da0jfUQuoOD0URO5ptY3iwpDQMLPJzq7KZEMAUsRJDNmTqmPaiG54hSQBR9jU2FvldW9o23ncZsw2PHTmuuEUEpkwvYDe2W8b2joandxgd6fJCU4n7lNg03GNJRkxZCbgguCSkJzZvZIbpKrAK6ZtA4QQ46gvaCNwDuczMUa0KeFU8L2z3R547JVNnXMulOmCm1FrY7veMALpVOht50sxg9RjnRAkTCw4k1Yup0TbdroZuyTcfWS+JBFDJ+Rxvz8xiO6OpHQUctqz+1AIhU91hXZHrRMJdHc+evga3h85zzNopuuZtadn9xvLI8BOvdJU2XrnbBNd25Dd9EjfV8AJOSFMWDPcIm8X9n5yXrL9kZxPaHSs7Xh6PM6DPLO8qh3FUVO0NUKA7o1bX6i3B2aE+HYxfhzg5Z2MpTjBGrIrKhF7YlokjOdx3xDyQYK9da6svWGcn/cVnv9vLmMeFqMzijFjEEwV6w0jjPsjBHofgfpzXiEk0M9w0nFHzWl91HB4fUTrDScSJOOtQjDw9Hws8lSzkJ4yrAdwFBn9BFS/oRzDahtzTq1sQfAYGTO/EfYdDQHzDbRhNDidmU+nkbk0g7aPICDOIIZZp3XDko/6HDXi9AFBDa8NGNjCaUjJA2wfrkUS45CGxIBME76so7bkAOTbQc5MKRCeAry36iy+kb7at+3ZTcvc8FpHlsh9vNcME6HVRpUM2gkYNp8oKVC7oduKtQat0daN2pSUBWPHLINxZEPHOv9kZAB8qv+G6WH/2o1wHpK68PQdWkOv1yG9AvZ1xbodc3UkTJkQZcg+v8n4JVfU+UWOZsrXPv4aFhtII/b4zLD4sywkwrHwiA/AJTIYcFP9hETFn9l0OUDyYCYDcoBvZ7Czz5U7MD5HZBSGOvzAD/w3+Z2/83fygz/0g3zv934vP/iDP4gB/8r/+F/hh3/4h/nj/7s/zn/vn/3vDhJH+9C8wQAoxy4ljof+SfP4DKUPzfpv/+2/nR/7iz/GP/Gr/wm+7/u+j1//63/9AL1mz8z1U0xyeDQc33AEDTWdiO2K9J2UX+BRoG8EjaQ4U5jJUfh42TC1Z213loTj3PRG907wgHdnrSu9NQwhhICqsy0wnyekRpoO/WdMgb51wtOxKUh3ck4EizxsC/JGojikL6aYdFIOGP2QDUFzJYRIOQIC60MT+7isKHYUMcKcJ07zPIDqUVnv6tjWkRiwPh5ib/omunbHY4AyNOUxBjwdum3ZaLoRPSKc6AjhLUIHRsHYpp2UjZgjMcQhy3EIOJ2neT2+cVh50tDq01Ubk91mTjBoZjR37nOkxDd2jBoGAB9stJMELAg5RnIcAcPrqty2TsyBoAfQP3yp73JiOs2EKCw6rmOSNuoo+pBUNG8sxLEQAFGgmJGyAIGHvbHXDZuMk79ADt1iniLtcHVxG/dyzAmVTtsa0RN5ntF9SHfCkakZ0hmjXiuEwG6vx7NCoJohIizH5Hy5FErI5FKw9ZHWAxoK+y40E1KZwIeGv+RADEeB12YcMnimtzJnEqbDpnHFu1FV0QjGhokQJHOaT5QpE6oSWcGuw2deAqFnQlQmHU9bNCMSiGWi9Z3CmRAyKU10NzatXK83LqaECfIckDmgIQ2ph02U+/sR+HWAQMx3eB1yvYKjfUdjoM8z2+5svZHaPgpTVehekaBs+4JfX4NvFI+QAl4rOb5AvNC2VyAH46ywGdSUiaaY3pimM1M+U1vHXNnzkBfROr02FGWtigtMPZNwajM+JhLcuCNQHUJrQMVzJMl5yObaOuboVqlaWa830uXCHO/HDGZKOSaGZas87pUU00jTtx23wH0sfGk+IQdrFmJk2zq9N07RCDFxzncHKXPU5Ehh22/gDZML8TxT1dlCwB0uKaK+k5KgMWHHc9x7p/ZRQOHeyNpx71QCQSI5XwgWiCJM3jDdsXYdp6tdWdqVKSZCvmBtQa4BS4+DcIiRug9W+Ewh1p29V/ZwEEwpICUg6TwCc93xXtGm7E0G+x8Lcrl/ZnSDAH1HYiPmM0ikX7fhZCPxqJ8J4AHThtZK6kLvSjhnghtb/RjdIOQJyYkSygCJ/ZHmTix3lPl8BCbD330USydkOj3rPKw5zTux7yRLkA/mWWSswSFCfkvOsl/xPrIGuleoN6b8gg40NbodsrV9R8KQBmpf0d6O/TpjYXnLyectcOVmrE0JoREwtFcspJERlILVjZAKQjsyA2/Iu+7CphHqMuprUsG2UTRbSqAE3mj2GeSaSCKfTui6Y0CcZkoUpA3mfOud5oqFyNaNuDd8mkjCmLC0gwkeE2LD9aoBNUScQCx9yClzgVyGGYE7vo5mXOwrZpXVnDJdSOZIKQOkljwY/MPZ5Uki2tSZ3jpf+JCV2P5NrEJTpNkohh+ZayNcLoSUBiA34+GjRzSmUStVEkWEHAJNDvMC3YnB8BCx84yHPgKv1qD6mANywZ4yogehTXd030emVDtabRCPvMlcPAeCqlhXwhQJ7lguUAJRnWCGdh0B9rewkf6uBuQOrNuVEBQk05q9q9k4uOAhJHliuAfoFh16s0OQgBxAWw6G+gnQAoiNtI/40IOqyJAKhCeqddy4PuwRcDf+0B/6n/CH//AfevakHUGA8Dd//G8ObZ47f+SP/BHcnN/9u383v+/3/r4BmZ8Z+YjxVmGjPB37WETcjP/lv/u/GBHeW4Up9nTD+Jvv9fQ93m5CFD3icqL1G5MqwSNOYlsXTGY8BdQ6JSREha6dpBXVylKHnm+WwFTKSJ3vw2O3xIlZnMUquznSEsHaCGq00LujWhCMuu207ZG7KVFOJ3Kcyd7A9gFU98q2P9C98roPKVEKifsvfQmXONLPIXLKE+IRN2frne6DvT6fTqzbSttX5hSxqse8LMMtJI7JUbtjYXiOP6V4ddU3OvTjmqQc6WpUrdS+szQDKi/OL98q9H0614r0lb0JrQdKnmgWsbf8y7dmeFCsV570RiXCVketQggTt65sUbgvke1IKe4M1ndWeT48P7IijbFUTAdDrVWHnrl2JIzwdB48BE3hNEWSB4J0gggpGeKB+ZxHepMRIIj58FmOZdjKuY3nR4SchzuH+mDfJRja2gDlOYwagDDO37BSjIMpDJFgB1ukdshdBElyyFIy/qRplqGJbyaEbpzSeTiOKNjauEnjelvxtmBVsTARY2K6n0fQcFibBoFQV2bvaBvMfXeoPUK6HM2RIm4ZukDj2dYy50zFMQuH9MiRoIhv0G+EkBEviDW87uRY8Hwmhj4iTzNiCFTbsJDQvmO6U7cF0RuuylROpCcWLp+HNCI2PCrdhS6BIAk5n4nzjhAodScvG92UpTZ0V2IU0pOWPGQuaaILrLdHZOskc7R3QhquMH3qRBmLeciBFjKxK5MOoGvqEJ3TfMeUTxQX6IqEgG4VVWj7wh6NW72yN+d8buSUWdSRrXBJwuOoBMW8s1BBdkpI9L3y0G8s3Zi60cVZl0pSRTTywd0LLgFeb5WtPtJ7f9Zs35/uSOlESudRIF2OhlVuaDRaBo1O950i4ARSnIakQm/U9pq6fcxqwnXfQAKdQpahpT6XNNYGEYIYtXd+5rohEbRXQjix9Y07W0mpoDGCbyz7bQBFc6K1USsS4ITgEZKciXFmVaH3jdYfiVKG9CmNbE6ImdckToyg4pX2cV/HLxNSGRnLpkRtUHd6E4xAPp+RKOi+4GUGhpxw8oZ4PwimhuYIeTr0vBHqhtSG6jYKccs9Ml3QKbPVhaaVFCdCvKN3pYVGPggZ80aZhJ4ctW0AGAGVdrDjickaWRLqDV0ex5oVC2H5mBAnJM2E7FBOz3PxyB5Xds/sZux7J9aNEioeV1YfwUerSrDKab4jyVg7uxltWThJpsyXN0xPu41nMs24jHvXTJlo5CA8WodcyMec083QbRsBIw5xBAIjWTkCmUyF3qAL5hNaZrxMhNA5LMzGfdk70o2IMr04A4JfPz5kTk6Kna6dbg3vAqr0XqEMRl1SJuQIpw+H7EcLtEjuOjKAIZB9SIqGXPKouzKl+U7fVs46AgHvTrs9jHtOJ+AFe+3suyG+PROE+cjyYkoQ8K0ieyWFMJj1z9Kci2AiSO+Et2W9+85TO7CY8ngecWaBpErSjoeAVUVTwVJArbI2xYIhaojuiOrIdrzasfISyqgLkByGyqg2PAwnpWh1FK2HN8G6qj4bBfhhbyhmBG9M0dH8gto65TzR6rBo/kUrWfnFMCJQ1NE9Q7pnjhMPvJ1WGEx2PB4iSRnXfjDfOgBwjM8gNsaEmL2RNSDjAthg0v0A4sCznGCwI+GQlQjBj6poHzIYOQC7OOMP/iSbGPsa2x4Pqukbq0Y/IunB1VNi4id+4if4bf/938Z/9H//MwPUHds8Rf1PLhX/0u/+Ef7aX/tr/PP/wj9POAoV7Eny8gTOzekKSfKQZoyzRbSIRyf4k4QlUFvlun2NZIZ6wIhjUQgZUWNZFnRzumWYhBhAeuMiEXdlrU6MGS+Ka6XHDdMNvQmtG8kmulbi6Z4pZFJytuUj0h5AjcrOeb6n5ETrTliNGqFro/qGLaOoEIQqhgRnysoUGj02uivWN8AJh0tJ9U6zRsiJ1hRdIJzunkvauyv6unI6F6ZLJpgNZrUbte4ITiax7itezhAPMCkDCKRozDlyijN7r9TeyTGRgCmGYRcXA4GNlEfR7rYrOWY0yAi6go6inN5Z5ZBWmLPZAN+L6UghHrq4Mp2eJQibKq1t9G2nayPPMx4glxmRRACSdmRK1LrQ+qh4r+p4EDCn73VkJssEW0M8E0mogRIHSxZGUeB0yfSoZBlZHxEBPbTfJLCjqcqTLjgGyvkEXWl7RUIizJFcyliAWyPPBeojKZ4P1kN4vL6mJGVKwmKV3g3rncd1P5JIQ2N6niLnlDiXSETZWjuCaaCvhJiQULAAXQxRRdiHj7obog6t0fsKQdBQhoZcwiiKE6EzQcl4uyL5jpjviWkaAYF2LAkxDK3i0KDecKv0upA9IASSQPLA47KCB3LZSRYgOHGaCWmm243el1FPUK+EMBPTCVNhCgPo6N0H7H0n6sigfHDJJDreFta6oiJYGPfpFM9MobOJ82h9sL9LJQRF2Ql6Jkghz4Ecje36ih6UzeFh/4hT+TL0iu6VMidajEjfqbITy0RJE73eBqAUY9ONVDuaChIiEjK6V9Qr7o1H/yo9KB+3nb43uk1M5cL5cibFTvXO69sDj3HoTy+XF5xyIOfAsj/Q1oXL/JLrvrPsG6KZcribBOBFDFQB9wpSnqbbZ7Kj6cYcJkq+H5l0FJNMDpnmI62dw8jczEGBjh4sKraR43hOn+b3Uzojnlj2V4grIgVXweJE9YCgxHCHT5kpXwhEvJyJrY71RwLuRtRGCJ217uySEMmYBLKMZ9e3Aa62uiC2I0FxzrQQSL1hywPBKyGfMXaWvkKvxO2RDy7fgyajkg6XJMVDhrYzpXtannCrQ7seA9v+MVo72m7cT4UpOwmjR6PXG62vIxMVAq1ukDL4jPXOvt1orbK0zmQ7wYc0xLaVLE6JIzviKsQQiVmGFjufjr4MQFRuraK60JYb1pygRpyPrLYpyYyYEud0Gc+wgIcZcsHyaRSOPD+Lo0kZvaK20x9e4R2CTFiI5N4gXLBtp/uE7vshSk7H3NYhzHjbkHqj3F0o0wliwfdHbH2Aaab3SqMSTY/3MrIybUV8R2zCFLyubLGg1pjFKQI9D1Kh7Ru2rPgWgID0BukyjuHoUUBbObmN8yYBLIJ1Qix0h80Mtutg6qfETSMtTPTakXqDlAmtcyqVrkbCCHooC4CI0KpRkVFzlTNmzikGYimfalb2NJ6AbhLBw0HwuKN1x2LCZEi+glVcHdUI6w5bo22VbW3cXEnRkb4RJWHlDPlM80rvj7B29PHrxNMdJUcsDXLVexv1M92I/XEYf6SCxJfIUo9mbkKKiXg4JlE3XMd9T9vJRJIp+cX5c2HS725AHhMfzBfWry+EtpHT0PiKDvBpcDDKNnTGjEKCJ6Z4kM7DIjEgB7DR50LOscGR6hE5xB5PbhbHQRxFl3YU2oiMbf2QyLiNAOCZeT806xLiIUlRUEF9pLh+4r/42/ze3/cHGFuPRWMqhb/6V/8qf/cnf/I5eAhHEQQ+ZCrjKEaR3//pT/4JRMKzzOTtwlM/8gWuDdsbLYyAQnsdz7E4zkrACQpanb7csGslhoTGO1JKhJi5BUPbDetCPr3gti9s9oitbbDHXZnSxladORXmNIiCk8y43LPoQkwZOd2j9UpoO6dpxujUuGLTHaGceJk/IOcMAttHr1i2BdKJ0A3vV1rZB6Pkztob9zETZUyOaRrLZwszu4806rZ1tjqAekmCi7LsOyWmZw161UrvTl6MsC/IFIcjgcPjduXD08SLVNj9hlO5NaXd2qFPDlTr406Z5iEjodGas7QOoRFLIoaJU+wImZQntr2ydUbRJzuqziSJtd5IIQOBcExuixp7XQer40fL+944Txe2fcgJlrqRzQcDrhByRPGRXVBDSFxixsOCp4nuQmNoiVtdRlrQlOl8h2k83DEGoM4BUCWVkVKtOGv3YaWXGnmacOvst9vw4T7Y9uttGUHJXEYxnDkRP1KqSvVK15263zjzglO+4JJwGfrbLmCS6SmTzs6+R06nyGnaKVGIMWJ1MNL7vvN4G0FODpkUhFtXpHbImTAlejAsCJNDEgWG9d9mw2JwCSs1ZE7pzKyFzSI1ZK7V8XZD/MaZB5LcEVJgMmGez7jutOVjmu/kYy4IAkv7mJttnJqRxclM3F5/nbpteJqw68JD/1nAiRJI0wu6LkN+EBMnChG41YXbk/RIhhOSuhE9ckqBXCKJgCQfaeOuqBU6lX0bhYBrX7ilxJxg741TcALG3vrwtjchysScI9aN22r0fuXr7vhtQ7xiQbEQhlxvgpwiH8x31B7J5SUlT2j4COkRb8PnPblhrY2g1Bu1bWy60yxynmemMBFTJOeZzMpMZSeOomczZq+joDok+rLSu9E2Z3dH26iLCNnG/G9yuBHtyGQQnRR2ogxgZW64ZHIqnOc7YMhOdocchxNQh1Gsrn1Y4SlUVwJKCEYO8F+ZJ9QDIoVQJtwLs1fuk5ClYOsNixf+y/U1izfO5USSmZJmXqRM90KSiHs9GOEhPZS+8RCuqFbu4sSmxrXdCOtr/HFkkbQ6uZzp+wPVdyx2PDQkNKR3smzsvVFkpvuEaKNdr0iJqKysayXakECod9Z8xWiUEnAZfRG8d3KYOedxTPvjP8BTZNuNJpGH9Upi4gOUUzS06nMhqO43xJRs51E7khLmAYuFnBR3wfNEOF1wlFU3xAVp++HxqKSUMU2cEmQTNJ4I8xnmu8Ez3R4pYR/a+nVFJdPWjdY7eTpB6riGp3TikQUb38v6yGhFy5R0ocYMckNto3clToJcIrggMdF7o9UrohXUOOeJHBMuBSTiZLCF1B5RyewhPBNGxAKhwFSQ0KHvo1jUneawSWQPkSllphDQEAhxRixw3RtYR6IiMo1776hXIY6CV47i+bGYd0q7kQCPZWRtc+GBM1WclBJ5EuDlKNjebzgzhI1yCqQwap3Mh8rgNIMuK+yV9qjcNueWClGORlxl1He87TTTt42+bUwv7tD9hrWOe2ZXQ1Ik5oQ0x3wYm8ZLhgTrdeH1x4/0qpQonC6ZlALkPHpfpIynTNWdzkIMjkujWSeqMadCECcGZ3v9Ebqv5ByRuOJrpZ1P9BDwdSXGhN1/GVs2tO3EUyGEQtMwpGmtYa++hrQrJX5zm9LvakCuXVmvOx4MjSvi7ZCaGM9+JzZkHnb42DpHt7oQCEc3l+EsAFjHTY801OCmOW5Gf9ZgO/2w9XvqBiMuzy4jTzUPo45ySFWMg+0Owz5P3AYjGA5fahv7cBF+zT/5a/jrP/6fPWvtnhjyjh7a9XDsOwy/VBt6NjsW/GetuB+tm9/ydn6SXpg6P/MzX8H2xlUXSinMjAYF03xPvptpbaNuN9pu9BYIomgWyl3GQ+f1sowAwARfOn660ttKDA2zlb1uBIM53OH7xuIbqSfKaeZ0vtB3ZeNGj53HuqO1M9HJdNSMx0WR3LnLE3O853obrLqUwBSUOEf8cWNFkQ6XdGaTyqKNQGHrjb3t7L1Tbaf1TjfhhNDaKOSa59GMpdtG8weiOVkz0QVvOiQQYTR+KDaBQUYgKlsbxSjbXvnKz/40kgqulTkWJA1JzDndIRpw7wTdCD6asax9JZWZFK5sZqhmQjc2SZgEmjZIN4RILncka+Q6FgNstO5uD0fB290FcqbdXiNBidmQXodUoS9UjexBh83aWtnbbYDZ+USWM6oJfCViWDmhKnxwGk4BdXvEPZBjYroPtFsFaYRpGrrQPth7gH3bqfuORGHZOn69gRvbbSM53J9eUCO82h7AYVbDbx2Rwt0cOZ8vPN6uSE2kYPTtRq2v2dOExRkPgYCxWSWUC5s7KxUpPgoEp1F0lILRpFF3UF9ZFmXKEdKJLomUCjlFQorUttBCR2PmZ1Qpkkb9RQxIngeI74WIsV0/xtzorswh0tvG1g2SsmJkyWhbWNkGQ9yuyKa4Pw7HBu0QYKkLW1i5y4pJpMTKlQAvvpc4v2C7vkY0oRJoZmRrqEdiUO5PZx7oY23HSenMi3k4WPS20K4r3pUQC20rdIEclBgEiQWss9VK74mSOqrCi3km+Y0WM5oD+EyWEyKZul3R2jBGmnpKgbh3en2NdYEZtmUhiZPCzOl8R07CFCHLRIwnYnCmMo9zakbTDjI0mq4NkjGRcUkEg3/s/AE5ZVSdWhe2pT7X7GSPsAiP640pZzQZFznTU8OPFkFqkd53rG3QO70OlxWTSj4LqZzp28Lt0IMu20JHmPMFr7fBFHujeWANCZlegAzN95OjFG0l0cf5QKG+RkVopgTJTGkUnp/KzDANcywFWoApOHM48eH8ksqQ4IUQKJSjWHtGcEIcpAkWOaUzGiOnfCGGwvX1RteRutdYmc4zl/MZ24f8gxCZS8Hc2OoCOMUDpQc0Rep8QeLMdDoRYsebE9cFpkjIiWXf2DfjdPnegSF1RSTT8x0JR8WYUkGXjXNb4TJYWOpM75ldlD0IbV0hVIIrTsL2hUQgyowTaVHYbbDud0TS5Y5OReRMTPMoMu6Kb/uwdQxwursnlMhZE0EMW1+Nwu0YsHii0cEP+0vJaKuILWxecRR0JeY4mKFyYmkbVSvkO8SMNYxC+BhfMKWE1dvhBqPggoqwh4keD100TjRhvzVSDKTQwQs5ZmIKXIKjCBYTpAIxHyVnY16hjT4g7vuQpcQw3JmIzHFIJFMupBdfgroyCkd3JMbRpdYTzSIhFKxto4lVDENqR6e7ginmC9YqG7Amx3vlPh2GxeJMAeqycd13QhiBzxQn9j5wxbMjUW343rCSSbOPDEbKdDUeWqe9viE29Ouujm87IsIeI2rK4+2BFg6JTzwje+PD6Y6YZrrvo2ZJTmz7jvaGTwnrylYbcc5YF6Ib3Fbq7cp6fRyWmN5husA8Mc8wTR0NcayFUZHzPfGDD5B6Q2vDN8VTxdqVToJX28gcnwq8OGPBaK1TDVQ7Vh9RF0L8RLHYJ8Z3NSBvtfIPXr0mvfyQlAIxRUy2kZ7kME+TwUiPNuYD5HoYaX4LkQBv2GMfyZnnVuQ+rOXMhwxCzJEncCuDZdKj8PNJXkIYPHo45C4iI+1jfnQYfHJwkdFMwY7W2yIRl1GUJyj+1nbIAOUHDB9Bvjwp3e0p6D8+9QDdT4GJ2xF4vJG0IEIrE5sbK4kcZzYJbCr4YqReSUmpXYmWuKQz4QRmN7b6iqs+slU4aeaSL+gOZo/svvLBlJk4Q2vEONE8oXZC98Zqgf260Kev0sWo3ogSmFRp/ShWiiMdFsmjSPHWMRaKDNlA7Y2bKLp9Hbu9HjU0aabmjaadV9cb1yRM/Uxcdrbe2evCJpESC6nMQCKkSEEJDE3uC5RUA50OosiycTYb95UaYRlSEUokVifOG9oOi02D3A3tDXEhyXBlOYdEMsViZmMwxARnbZ1QA9Nxp1BXtG70aISSWG20ib9PkaYjuLnVlXw64WoErWjvJJkIBuveuTYl7DeWTUetQ9xowalAmk74XmGvXPeFrXYucwYv2P3EVITQOmlTzDubNVKeSD5YF92Vvl6R1kdnNW1IMiwGWh/aujk2au6kNOFdyV6GzKQ4ao1QKuaNnDtimUAaTLdXbm2j3iptW3lxuiPEyLLe0O1GKGc036EmxHBiV6NMnTwZk69UEq2PtvMhZFob7a9zdE6nBNNMzcLj6vTtke+5n4g5UIOw9speN4qcqK2xBziVQip5BMKhE2yH2sitgXem7BSgiPESx1TwdCbliaXv7N7oaiz7x+juXEpGTsJSQcRZe0DDC25+prkgmtEWyCaE1BA6oTohTcxlIueC9m1YDN4eUYEksLUbqaz4HkmuWN1HYH8EHZ4LvTVaj4gcdRk5EkOj2kbMM/F8YZYMFVISJJ8HmOkZ88ROBT304bExne6Zqfju5LszXC5ouwPduO5C62e2Vtm3G8l3arsi0ahU3BJzC5QopBDwulFlyJVmztCdU44UM/q+DN92e0CkUWtn1wD1jD/u1CT4NDzjz/NgBxsdk0DvO2sfRWE5BcrFcc9sDdQCbonlYRvES9NRYJrOnD+8YESyHMXTvXPbXyO3jxg+9Z1MoZQLw4HnNOoqPLO0K0tfiCkh3GjbxwiJOd8TYhrsOh3yHe5KmV5CDOx7HYBpVfbritchq3ryLskhIQR6iDRppOkGLMwKKZ7QDN4fmMs0gi5JxDDjEjEd7HmOQ07Z2IbMwA3pC5sXqp9wKiYdvXwwXCs8sqYNjV/H6pUcM4lB4li/IqkQpJJiprDA8lXaEkmtI2EUWsaSiDGRpx1JkOLE2grabzQVqkOWjkmie6MH51YfqR8/ElIglxEsSJyI00wnsr1+5NYaYhPSF0j3FIFAxOrItvjpzM1WqkSCDdcQo7JZGISPGLsrMU5c5juaj6weMhHcyDliROhGLCcIhRArUSYkCVvrrM2oMg1NfEnse2O5LbhsSCncnWfUYEp35LbRLDInP2z9jCTDvUtCoIaAxDMadsw7t+2GSmTRyhIK8f6epTUsBCKBTZ2TNnxbUH2kGzDdgYyGQmpG9EL3/uxRHoSjsyyUFPAcuHij1AVbN4JkuoEHofjK5oHFM4/aOAdhjoUk0GRIFT9eR4ZD8h2FOnTwcadM0F8/YMs6agymE82VHjqXqZCzD2OHuDF1CBrQKuxt4yF+zEkM0YaKsanQDKb7F5T7gt8Wsm+EPDBaSpC8cTtlwt33IlZpt4UmhXCaiPOEBaVeHwm6D3nUKaNRsDyzNSHYAqvSl8GsT3MmFBn1Qdc2aty0UZfK5BXBiOX8RhnxDcZ3NSB3nByN+2nHJGOeiTHy8Ucf88EHL4fPsADEw/buaNZwFG+66rMsZAhSZGiBQxzMtvWDYYZgfuihGFowPySrLuPhPKQrfmjETTgKQI7PFTnY6wHYnzTlUY4OoD4EJ0N3PtL37gwNu4Q3tnEcwPo4dnwEBQ4cLcaOQxmfKz64fjtcYl69ekVKiTIVchZSSMzxRO3GuiqtV9bHBQLkNDElYWuNUTcrZDoP6vQqWMi87jdcGjkJJU48ykz1RBSI+cLSKrfNmKdMC4ItO7dXP0M6n3jx4h6TSuM6OlH2gD8u9F65BOCcue1XgisxRep+5bEtRJS03ygC5cWXCAk6jRYML8JuFWzCwiga09LAGpvf+Jl9LLp3kmka0Qa93vC+EeTF6CQtnTwHQi7E3AYx0VfilAjmnGLmRIAMrXU+KIlzKOwJ9gWSJVoSNKwEE6jjOteuw6p2u5FdhkW+O5bO7FPAQ2SWE9mUYMOL+NYbpWdSDyQfTGWQQImRmGdCD9hcmMuHVNs4pRPKznB3UopDsI5rI8SNL+cE53uyC69vr1gfF7RMnHOgs9JV+bp2BCHKOG5U6bcbXM7YqVC2MKRTklgdLJ/ZtFIxzhZJvWNeh167CGswWq5ct06MgVOYB8u7V3zr3Gyn6gprxT6YOU+BWoXewH1oLFvvtKw0W5n2FZFODMqmwwUhlTi8r5eGWyP0R259FDWFLLQ0sR9FSacp0PpH9Nqp+84LmUkxYT58tiU2pknQWOjXK6Z3lBSY7s+IJVydmBKh2OjaaELojXPvBF2Q00TJmevNkFao20Lrncsc2HUlb5kynTkHh74gmgnBCQ87fd8p5wmsofuKv1qYXLiuNyw4c8oohuhGl0JDwCK7BSgZNSXLxn91zriH0V2zV6ruuHW+dnvARLltAlF4iHFoJmVk3CJG9DBSvjGRTi+IPWAemcSIMaChUvcHbP+Ybp0gjjRIp4VweCr3fSF055YCGiKn8gF3+TLm4X6j6CPsr5CkSLhDe2GujraNlGbyizt6doqBH4FW1J0975zniZycx8W47ZFymikBulcCQ76odib6Ss6Q0pldEq2OtQDOeF9H0yJ1pqlj1xvX7tCuVFsooTDHSLUF842YAxITO69wC0jMxJAJIbH1FZeJS/4epimzPX6NW7vSaqP5QrMrOSRSikgL1LYQpp11W0gB9ltFbyvNIYY0nj1GA7ZYEuTIum9srRJypm+NOY0CYw/OtrwiLg/ELqSL4NMdosMW1EZRC8qw3nTbCX4iyMxOYq+dEDJzztiiOJ1kRp4uzPMd0dMhk+zMOTBPmfqwsz4+4BnmkKEFJDpmG80K0gPR2sjYhUIgco6Bqo0YO3s05py5C9DNeDBjJ9N6J3nmxMzj2oixQBDWVw+YDmnkpituO3WK5HmGwFEg64R+o/fHUTiPkVTo20JrcNXGNBeqZOKkLGS2tpNQvnz3IUUc6Yb30SCvmuPsVE80GogTtNLXFVOBvrB1RU8zZyrigVXOtH2hdeWmSkfxqmiYmYMS9xXrQ2I2rJ0SOUZUG2ttdBdUGO5Rkri9fiQdzSP2kBGFkzdE+mggJonYNpI5WxsBuUmhEClRcDO6VZTA7n5kkZz7BLs5+f7FICCQ0X3aR/HjJURe7xtXU1K54NFGjVGcOUlijoVwdO3d1dnYCXFFY2QKgZQLpy99D2tXfF3prRKiUc2oMXCqnTkc7ncpwGXmWitbz2Tvwxv/lJhfzJQcaD5hlll7x7ZHgkbm84n9ckeaCqeUaOeF29ZQN2rryGHDKST2bCy3G8UaHhNrq7TW8L0TdaKUxGoz3oXWOnNKhOhs+xW93Ygo9+d7Cp2SvrmW/LsbkEugBeGj65X9owdqN3rObMuNr/zMTz+z3HAUaI7M5xtXkoNPFhhFjPgzsH7bueSJ8XbT8bcwdjT6tbzxIg88BVBv3F14+rynH3mrEPOZhfehFxx/fAbTQ/v+VG451DdyRLxvOn09vYfnQAPsKKZ7ql4aOngBYoqcX3xA8IiSmXsgVFjWldY6l1w4hTskZ5o0um+0fcViwVvlvtwTtsLMRNGJbhUwqjuoE+Pw/nUgXeJofc5OnEaEHKaJ5dWrUSCzBnIJdG1sug4ZRlM0OpI7Ue9oLbFsKzFkWl3Z28p9qqQIPr1krQl7WDEWWhAebQWBqTh3UyKEnd0Dqo2H9YFbU17Ggs8vuLkDHWk3cnJCFpSEC9ReWbyT6/AtCTLRaiW0jbmcOZ8m2rbg7TWogE80hIe+IpqR6hiJ5pVgwq51fP+YmSURQyE3QW0naIV0IcVIrRt1uTFHYWH4Q0uow+5tHyUPsSQ0KzWvQ2rVHM95pM+tUHQl49zLTCLT98ajBYwTPRvT5QOcgLULra1su3CNZwiKSsCiIr2y1o/BjLK14RncFvQmkOehv4wT3TraX4E4aUpcbUHdmWOEvRGj021De6f2SDlfSCcftUi9cVuvNBOinOhh4rpnRDu6diSf+Af9MqwF20Y8XwkYNUzoTQn1SjNHciGkyENYyQhxngnTmU0yl76SAySt7LdHrrcTPQgSEimOooYeMtobrY0i0Zh21hXoj4RdiUXQVFBTWsvEXch5xtLoGFptxbDBUtUxd1iAdUvMp2X4oLdAknv69nrIqPpOmTLRO6MSFvZeSduNKBELCddKVWULienuQ/KUiVGISdiqsm3Ctu1IDFxOMOfCWlfWpbJ9fCWHmbq+JgSh7UOnLcuVbJ37WAjRsSCINVoI+HShW6IjpDwkWrEN2ZytkdePV7p2au3j+fVOKpl5npE5kKZ5gFOcuUyIQ7JK3/fhZ23tmBkTcv8lTvf3RN2pXUkSyG5sPRIbNHvEw5Cyrdcb22qkVNiXxwEq5nscIZ8z9IzFRAqg7YFJIhId3XbcC/vHP8ucjUs+wS3iWbhVJ/tRYHpbWZeNfe/06GjcuRMl3RW6CZtNXKuR8olzmkB3lM58mYlxJljAFF5/7SOmONjZ4IlVhAdtJEmc5pfkTYcLx+5UGqlVki0EAyyS7mfCKdGrcXt4xNtOsROTnMa8aMajDIeripNCoKTAvt/YtVOys399hfklqbwcisqgw3nGGPeaAczc58g5J+CemkFFQTsJSD0M5ykNdNsJOiwdk4wibdavY7HwKPc0y1AVOWfyJROkDBIgOBYnNA6P9pgiKU0EnWgYKk7uGzlNFCY0wQlnToleX/F6XynThqaV2/JVTiVTXnzAJU+oVsrlHgKY7WyqqCtqlWYJ64H6sACNqMbVlNt25c4Td/OHtGYsy2vM61ghHyJFAjlELjUTiWjvbG48Xj9GcZJErO+k9YZJZjoJbfkY8zNrjsRS2NbGQkHMRufe9oCoUsMjPR1yDxdMEvu2019BnC80c1ShY7w8Ze7d2XTH8wuaKOcU0Nao1tBYD//vCYsXugz7wCRnHuWRbYX7aUZKoF0fsHoji+JNeYjD3eqmgRISv/yDX46GBOp4M9ptp7YHejjRcsJK4WvawZUgxhSNqUzoyfDYcUbtxlKv9MeG7YJ0wS4L54frMHToDdug7JVWX2NRYbow54y2gs0nLAsiM0hnr1c+mCdOU8D2ylqNbvJ8foiJW55IKeJsSF2ZeuKDDKV1tt7BnH1bCOeMSmJT52pKdKcEwRIkc+LJcBLdO84ViYk5CbM7JWXuwgmlUBEuL+6gbU9uxN9wfFcD8pAiHjKK4OkoulPD14UYM9N8R5g7e2vc3JjPE3c63CpUAp7PfL2NdPaX+84vj50iRq03ugteLrx2sE34ZeeXqD6SXn6Aho4+fozk4bnN6Y5zOcO60+pGvLvnlM8s+wat0s1p+ACq/YHuG7sntBRC26g73J3PzOd7SpkhCNfb1/jKR49M8Z5TEu7vZ6oa2jtad5o7wQOTKMKCtaOiejOi75xnoYUZEWeLgq4bL+YJCWd4WEk5UhelTHfkWJg7zEH5IDZ6vJGSYBFebQtFIIXvodVMkCtzrWQzLO+c/EosMqy1pHKehNo7c07cxcA5JOwk5DkxnzKiwuvivG4PrGyoKCkIL0qkuaA1wRRpMibL6IatN7ruWF/w6jyKcFMjzQlkx9YrGVgdVt8pobGmr9LPJyBCF1pdmHqnh0ialb6PpgTzFEcL69aZ4gb5RIqJRQqokNeNxQ3NhV6Num+YVfTjhdd1x8WxOKz+mhq6vhp6zdbYX2V2oB2uPrkUKB1JM0vbqa0z6Y3L6QVlFvbmWFO072SEiwnaOr0Pb3DMadV4DAFOUKdRsCnacOtU3ZAUOJ0vIBNzvifKHXVZ8BC5NoUQiXZjXyvbsnOKiShOsj5aw48ni44hcR6OB6FTT/dIu5LbldAi0gTrjXXdhhyzRLzXUXyZCpMErB41RtqwXIiunOqGPX7Ebp2eExozTiF44tQqJkbYdtZloeUz6W7lolfOGilr4HTE2F2UGJ0c+2gsEwNNA0l2pBTMA/2stJpQ71gbGm5rN2LMhL6ju9Fm53XZkK64RJgKk81Y3Qktos1YdcfqAypKVMN7g1CQkomloLUSzmeUQPRIqFBbZ6s3rhUkFcQz2+MrbouSyJwmZd+UNAslCa2OVLDOHwx7S1VcZnoU3AtFCikO27dtFTwIIXVS7nC6cHc+8eJ8z14f+P/9zFf56m1B+kZfKuWSDzldwnvEmGinF4RppmTIwNQa6eUHNFeqbpTTPXEZ50V0p95WrusNzRNzyXhIzCWTohCioASaBVovLI9XahJOd5lzyUxlYt+cbkYhokHQfELjC6TuIyuIsW4LWze8PpLr2G/bd1h2JGRiCZQ+KoG2IqgLeMVvC0EmijU22ZHpzDlH9jJTVel7p68LpDZctjKkpkwlkssEa0UMQtu4SieWxL7uvP5qxKcJUqE3Z++v+DgVCJ1dDYuF6XwiBChlJuHDDg5BdGfbdsydWCI9vmaW4Vw1cyH48FVuJdPMkNB5ud8QXQlEQlLscsJCYNsf8G7065AqTqcTczRs2+goJc64L9y8I74Ttq9R5kIIiRAjFaXbivWMkQnuBGmcdARb+3XB0gXxTC4R9iuqr6lto7Nyly6kckfXldoa2iuPtbP30Xhn1B+dKDkgseAeSeWDo3amsfdtSEclHsWLgoZI0tEEaWF0RpUY2YG6rizra2Rf0HhC2o0yXZh8Y9aFlhNqMq5lOGSmYWbtw/2p1Y3bvtFT4lI+5P7lPWm/QatcLl/iti/o3pGS6X3lK/0Vphm1SLDXQy8eE6EU+vUVJWdOIaKtM5sRUsOrs69KiEayQLt+zHbbCDIhU2Y1R7uTHao7NUdEzpxOZdS39cApBebzC2RK3PbGtS/IpIgbsVaaLLQ8YyZ4GFa2uSvBInt7jetrWriwthvRI7sYHUPbI5tlYluI0QhSmNy4S5G9Gs2Mx7bylZ/5ac7ByCmydIP9gdg2gj9Qzi9wF1SG1Z/2R5ooVQqvKcOR55DAuj5QPI1GgyT8wVmXr2Exc4t3VA/k/khmY3tY2WRiSaMXhM+ZFJwSC4/VUSp7fsErHc3RoutQPrgyHwH/x8sryh65O2foylfN+bo52gMxT/i24m3n1IfE7FZXyiZEjBQ2TqKko8Fc1ca+V1wi8TKBCzVC2Ef/gA7UDg9ro7fOnL65ZuW7GpCLG1++nJnmgpVIJ2CtUXvlutx4vH2dlzFzXzJRRmrzIgXZR2e8vu3cPVZeP2z8vbbxcDfz8u4FsUSi7UxzJIUz2IKcQPJMkx2zwVIvfRTRnMOJWiNihSKKbMpjW2m1kfprECe2Da+Nqhs5ZkJYmKqw90BryvXhyrJ/HSFBitiupN6gdbhc2DmP/QRjOgfuJFFIiAfMP+TV9op0+hIyN2xf0PYK8YBkJbSdFBlpMjH0dmPryuOtEctKvJTBziWocjrsrZxOoKtQ2yNwI0riohNn2dG4okRygbvTCcmZ7o2TKFs0rrYPpjiEAfg0st8q18eFZa+E+UxkhtDIpuTeyclI89DbmU7ciPSkZALRAn1VbjXTtsoqUGOiqDHlwlQKrRsvwsSdtlHV3iMqRmBmnu/papQGvhuP20hFdXzYfvWdxkdYnolfekkqM0ErF3d6UKhf5aUkltiQ4Cx1ITRF45kpFppEohmX8JKQwbxxlwKXttAIuBeST7RdKd3Zto5rJVtFbz/NQ/9pcoijmCk6LQKHNaD00UpapNHF6BbZPq6YCFOaMO84HTlPw2bs2nC90eZKmith38kESpiZciLUhkShvDwjRdC1k4f/JilE+r5wFuOcBHandSWc7/GUMHWicqTVhS0UzIzCabgkTHe0XLCu8KUJjyD7zrY3wsMD574g58DpPMCC7xsfe+NSb0x7hXAhYjyIs+mGf3zlLjgziX59YGkbYgGLGzJlPAlbbNAyoSseIlMcr6JGbUeXTWZiDvTQqDniCEvdSer0W0N2YW8rFhcu4iQNpHLG04yFQiyVTZR1vaJFIAaiQupKJmFroBFIk8ApIC/uads27o0wip6222uMgMdMrZXoxhTu6fNMLmcudKYpkU8zUzTUHfwl1w32rbHXTt90MIK282HJpOLs28ZqGf/4ZzEa53WnbRvkzN3dRDjNYEMOE7ThpzvSy5dYyMOtAKWHnV4b1ivX119lP23EdUO1otapnul24XQ601XoLhgTd+uOqxGDEgOwdNp+dIclselKDE4LzivbRyOxXIhJuISZnk70UNh8oZ9O2P5Iyok+nyjxzDkZdr3CNHM6n9jrA9f1gSQzswted3xWNsb8f9s37PwhdnfPbXlEQmA6fw953xADbSOjEF0Jk7LtYHMblqrbI04llImWh8Y8xdGie8qObXXYw0oEV/bbij4u5FmI8ws0FjwGLEAW5f4cmVPmWld6b+h8xlTJeRsdIRVSfjksLK1RpwKi5HKC0EkmPDxc2bRx7bA2p5TIJUUWiXgx1h7JFDQDU6BvC6FfKcvD6KC6Gmortq+0ecLYR9MoAi7OVodrVJaEYJyC4O1G7zspDm26nwI6D+mEVej7BPlELmdMAqpXHltFP94Q+xix0aEyp/OwxxVGz4AQCQqvqGiKZOm4ZEKMTCFhKrxeG21z+u4E7Zwy5Hjm2hNt7cPqLp6IU8AohNOZuUxHt84PoHcuuvDyckGT0YnM84kmjU0aqyjVOtGcu3ymh8EalzzxsC6Eo/g6LBv71Wl9hVgGoTAXau1MMAqtSYgGoiTgwrk45XA+mxyuIvQeaLUTusBUqPuQ2Eg80RXWVyu9DI/vV/3G2hMv0x3bTVHZmEukmlEIaBaaTKRSeNwf6fUKobJ7HfazwZkEanPaw0qRzPn0y2j5JbK9Ju06ArK6YeK8XnbWKRBNqTTu7k60TYm1gT5AHSqEJIWtObtkYoGkG24LljO161g/y8QmN9Z6pe8rUwhInqh8RIqBSYzOhJbL0Qgx4cnAR1DXXI8mVwXyhSldEOu0dmXXhViGbn9ZX1EfH6BF9lOh9syjweO2E0qgnM+wr0irlPaSOVW6MHpKSOFFHmuqloSZkRVKH8RDmE5UN1QCj5LIkui6stpKNJAg1M/ofvv2+K4G5GrKoy/sHgcojAFqI3ki0IkVpDqpCy/nM/3jyoYPy7c2dLXruhFN6L3zeF1Gpe3dl5jCGV92OGXiPJiqlArNKjkMhj3FwrZfSfU1Xl7SZEfc0e3Gti60/QZzI8lI8W6WUO5YN4Yu+jQ6Ys4ljy5qdiNqJ2ri61doGinBCFZZdKELvChCTFDX2wAM4YIiXMqZ5itQ0e5sm0MwhJnOsN67tTOhgmukEelyZb47EeZhIagGTRNh+hDK6H5JN8plo251dODsirdMnieiH8Wo/UKtKzGfaH0mtAXDuG7XoY1vzmt9oO8b+/bIHBNz+JCH20dsIjiBtYJOJ+J0FKj0K4s1NEXmck8JZ8gfsOdElwWVyDQFpqyj02M4EbQT2gJ1tOkNZcL8Ru/GdHfHPxZPPHz8NUosFGBvr1hbx/fRSGHvijw+InXlIRk9OFJmOBcc6DkR8plug/FZ68opJsr5BblcKNmxboR5op86vTuiF2bbiLeK1Y7ebgSEl2lmx0nmVIZPe9GNWXdeV5juPkDuvwedTrjstFMYPtHbQsfJVgkIJZ7wfaeJE+Yzvl/pKeGssBhJBNmEcnfi8sGXmPLMLoGSC6eS2Vtl0ysuRojONAltHX7vxLHQdzfO87DKqkHAAyFNoEbRjvbKi1SGRk9mvMyU2IkvZsLlBXZ74Hpb2O8Uf7XTTEHj8DEm8EE07nIj7iu3zZCSudOhJV6j0MuJXmbq/oD2HY8JzQ5ZeZ0qZsJaH7F+Q6pw2e/5ZfcvqHXYWZoHYsrQYBPj9vUrvSuKEAnDccGFVXc8KxZnTjFzni+kmMjl8Oy1RsmO5peEOZFVETVKiiTpw1EjQNXRhS9luKSExwnpjibHHh4RIu2UkDAWhyyJfJm5T86ybtweH/HTPJpxhGFF19aFycb9cnal7hWLkbgLcd0IhWFrNk9EFeZ8QkpGwsS2VCTU4TsfCqfzh4gJ/XqjESkvLhSLhNZxifStkbavo+Ey7CjTNO7rciKmE/EoArNqPPYwHDbaaLZDPiMzLPvG124N18h9viDFKTnQtRPiTIwvWCTRfcgg5vsXw2u4vsC2G8txzZKMFDNzwlOmhHtOkpklDmmPG0TIfce88PrxSuvK3JTOKIqcipDSxBQCIdwNV4i+jKD31RVSxu7u0P1Ek525FE4vv5cvh0Jondg3ajPu6gIY4o25NR5ffYTZjMc0XLsIkIQanDQVptMdl/kCt69S+8hobksfKZ4pQzrxwYdf4pIjr7edJQ6ry5oca52pG3NK2HTihSqnWbGgeP2YjTjc7aoyxUR0yGm4gLS9Euo/wPIDhECJEFhIzMMpSEfWeKuVPQwgTjjT18aqndaVHUeoFE1cl8Z0EiRlLE2UHMjnC30u1Nggn4YQyUYB6d4qxXe2tqJ94j5GQodt3wHhMRjTPJHU2euKlnuWMCwomxoW7uinhGahygnzyEe2U0h8aAsx2WCRSfi6sm4LpzQRQiJLINOY7y9IFnrdeXz8Wc7BRkOk/YGLC+emzNsOd2dclKadSQFV7u7vsXvh2irLLhQCHgJzKcQykaON/hPSsdbwdIHzC7bthE+ZUB/JQfigCNEzt1URAnrK1KCjqRrKfqvUdaU+LBSZyTIane1xxVYnxoTbjmHUkKiPK0LAzhf2tTD5Cy4pU/qMopRcyF5Z9w0o9PPM3d0HhHJGtGGt88oULU5tSuuNHhI5F17IxKmckFSGS9J8YdeN1o4gPgVymgnlnpPYaHQ1wVdvD+y7kO9eUPs9Mjfm2vjgwwtzKmA7CWMKgVg+5NZhf/21kYGImd6U6/VjdltIqXHmzGUuuO7s1ZBFKTJsNBEj+8yHEcwCucElC99ThFsOCMblLGwSaeczHcGDM+vKFI01FbYwsW6PhD4TCXiNZCpDrJrJ6mx9xx1uDq6NW1dyu2PZGrW/d1n5hiOlAGVnWXdWczidMV0ZvmoT9/cXQu/UNsDG1pVVG7e9Ib2SQ6ROyn0RyEanU7ePCG1n9X5IPRaywEcPOkC07MxDfU1rF66bsm1fJdhXkFiQMmMp4n2HANFmXoSRIs/xhLlQ5kgpL1GGhinuSnNQuxBF2B9fsd92Qk7cROits9weCVKYP7wgKeG7sCxCnived6xWujitDy/eEC/EmBGJdG2UIMR8ZspCjvdoFKh3nEPA7u7HdmacUhipxSA0d0oU6vaK18GOYrZAuPsSd/dnTsvD4SvtTGSSFdwyYR9tfLNFAka3zuoMl4d4z5wFtn0UwOUT0zyxWaNjtFhYdWNrmaDDiYC2QQpIPqHlgnx44hwzRuCxruh+uKubkevOQzPoC00blXV0Gn79yM9KZqrDb92BKXbynIm5UOWCeSO5UB9vPExDy+5yT0yBKRViyKy7ca0bMt8xhYDReXj9NVb/CidTPJ0o+4XYhl9v9Y3gleSjKdVeH1iiEBmaUHOnRygOPWRetY6as98emUUhTNTrTpgT8ZLYQqABswSCG0oj5cQcAngnzhcsBxSlPz7gemPdb4T6MXV9xbV39r3z4amwekBCZll3bq6EOXJ6+YKUCxoKW1tp+47XDTsVyEJvAUknsg17zd0azR9I3VjUMBka4EkEroNNtCnTw8T88h7yTN4f8N65nO7xWKjaB6C4LEw25GehV3y+4+sWuLWdNcahNf/eX4aq0qIQ+kKWisSJ1IW9ddaqvN5Hke7G6LB4Com8NJru3JcP8XCHnSN5LgQ3iggtwKsqbH2ju/LQb7R9aG5scUT7YIAl43phq0LMJ7pV9mqkEDhFZyqFM5Wyv2K2yKkPNi2YDcu5acKDMX/4AqYJXNHrTnt44GfZqFFYe+ej3Snh0G+HCyUG5jlT5hPROu1RYJowd663YRFmYVjY9eC0KujegJ2vr49EGh9cJtRPpBiY50JfV3Yf2v94nkcA7p1U79HuPJKYVUgqFB8NSz5Mo9j5q9eFtldsPnO+nIYOuiQuJZCS8PWPv0raDQkX7i4fMqdEjIHadmodrbvpCW/KHpzeIpcYieaEGDn1jjehmkCY///s/XusbduW1of9WuuvMcaca629z31QQIEoxZGAkFA2l+DCsiOIQI5SMRGylUriSjBFcIwI+ScQJEdIJpaSUEpIFIglO4kSbNmJglJRSTFGQOIIIhy5UAFWCEgQIeeWcdW955y915qPMfqr5Y8+19pr73POPo/7Ovee9UlTe+05xxyzjzH6o/XWvvY18BNNlaYTuU90Aa2VrTecj5zqCMXjFjqV7XTmyrnhWSuFPgknEiZKZUiynd+7JZpBjJxOZ9Z2h7WKlETQCs8m5mVCeiQUG/PmehiVa9eNL39ZMZFBoVAbrk90VCds20jAlMZ09Qyakauxtca5N2JY6OeV8uKWd3VUkA0xENSBRLJLo1S5FPzFEVOuEqcm2O0LXIgjh8oy17ODYvRWiTExTwrlJcSh1mT5SKERasf5QIozRY2tN7LJiATLjjt9SazgDA79wLGtY5MZFqYlIcGxHm9pfYO7Qls9a80gju4cs4s49UySSLpnmSKbJObdxN3tmR4zctpY6KSeiFuhVkXnCfGRWhviGt5GflcKC7OLdDrPy8jenHBclUqk0FvhXEYCee5CmhaeSaG1RswZXStrOeNfvouWwmaVbMakjlPunF5GWCY06UiQPqwECeTZUcUhXti7hSSBc93oarSwsDKkdGW/gDj8blArgjdKW4eUpSjRPMl1dteBJvNIaO6Z3bIjt0KNK4foOcueOSS82JArLBvVO6IKxMBpy9wdj8jdLQ5hrhv74FhCRNsKgKkbSW3xGYdYUA9hMuTaCGxsu8xxy3RRqB7S8OKn6PFFsdNLai9DjtlP1E05bRU7D1lo0zJklFvnKEbsBa2JZo509YybqxsWMbgkdbvekdrp2QgXquBh/cVR8C065umKromKEHSlpZHMvPUD7b0ztXT62ujbSmhGDGOuK80BDokz4WrBI+ycJ+g6HK2nFd8a0QfQUfYeU2pZ8b2zdZCuSD+iUaEF4tw4i5DrEScd65lDq1SEWo+cihFtu6jgvZ1E/oU2yFszTi/OeFG678wyklxWbRSn+JDYLTPHdSPXzhageWHvZpJExHVOJ49p5/mu0+PInC93hdOasQ7RHM9SJNdG6SCMhKvsFGnbSPT0nZAqoh1bJtLiIUROZ8cqHmRByoSKI4SOt0LYKsEZKQrFN1qvbHVFUmKeGl+ZPQSlCCTvWM+VZoa6NBQFvNLYOPbjKNWcDGfg6cwYMk+ITzgguaGyIm7wLnsdGuH13f+IbauEd75MU4+kGZkmQpzIZZS7lZ7x5cyzemYDQpw5lsx57ZxrwTzoXChdORzu6KdMK20Y9NfX+JRobqF6Rd3gDNbt5dAUt8pG5v0CxyzoLhH7KJ2+LIlZ4GwJoXGdIO4jRqFvKxoTp1Mh1oJzUGtHMNacaaY0lzi3A94XvjLtOa8brRzJ2wlnHacO80JSh0TlKiWKLdS8YVeQ+ntsFJomkiXoI+HRzAh2jeUAEmm9YprZxY1JbFQf3A7oVnDmKfVSfc4v+Hmoyq8yjJrFD47oFs/I+Y7WZ1xfuRp7fSTNYINn3KeEzDsCQoobVzYRTxu5FHrt2Ham+wDSiQH64YQYhDCqu3VnRNk4tZXbtnHe8igAUzu5GT0K8U55sQbMLaPcvWSqv8IJ5PVdUgcXdyzzNJJqnKEGV07x0w5rja1s9LgbakPnTMsbLe9owZhOd2RTrA1a11mU0hhG13LR7i0rVhpeZ3xxeBP2Reg1s+aG1oyGxNonUgtEFTROxHc8xf0qjufM3fGbXC0BsRkno2pqLUY9wzJV9j5hKbLsJ85lpeQzzmC3wpdbZCuD0iNdITrwHmcjeTFo4FQaL9uQvLtxMwWgVkwax5Jo5wwj7sGz5wvTNLG2SveN7iBIJ/SKhCuOZeXQj2zvfoMalPRsRw6e4+2ReVr4slf6doCwozsHVimt0VvBbwU1IfSVIGDdWA8n7sSRc0VxhMnR2HEUKAhzdPRt465Ucu4jv+F4IJih24bkE9QGYfA11TpX19f4M8yzp8UwQsDOmCbPtJ+Y5jS8qr7Rg3HbjPM84+cJa8JtN25LI64j4bp0g9ro64nkoKwb5o1VAtOSiPOCc47brVHUEfyQjMTuNeeVst4i3jGp0vqZGJRFGshGFiWgeOkUyZx74XQ2umUWICTPdrhjXVc0DcPWtUbYKjMLswtsdyvnWjl7xUvD5VFcjvWW7BJ2vBu8aGdIHFrp1hW6cVgZ0o4Y5jriBfwVW/c898OJEnfXnO8i5vIQHGiNWCHWwvpyo3HRFM8Vvd5x25XWKhiEpuStU5JhpmwEXK2s54zTyuQ8MCN1VPztRTn3PWveEaJgblRWPNeX0I1ZDHOZa3XM+0RQx415tlyw+Iz1JHAqsNuTyshj6WFQBEMWotuxubFJck4wGrlnSjuxucp6t1HOK9F7glNKHlKotRpTFpb1QIzL4Co3ARkSf6kMak3TztI3zhVebhtnl3n+zg0xTQTtbKVRbw/I3XusUpEpUXJAbDiDrCkGRDaurhdCuKZvZ/qpILrRTyuHIoQCPQbsCHpReIGF7oRCJOfhKPHSqLbRyonZBrVB6okviSLpCp8mtDtQo63foPeOBqP1FUzxztFygd5w0rha9lzdvMOC0O/OnA8rp+0lzgqhV3y/OK+uI3TD/IbOE9F7wGMuIPlE7QULEEOCcyUfzry3dSZ/xe2Lwjm/z7TMxDiz9xMiGemNshlradR+ZCuQXxzAHIGKa0O9QpzR7MTL0pjSnsVPCGUY3v7ML77/Hw7hiPUOqxXvOtF5DjWzaafhSXiSekpXtjVT+xljKFVd+4XcPJTzoJGeNvp6YLONb9Y2xBCcx+hcTXukQj9UjsGzZkfd2tCTZ6hJJefwOiPqx/jqC1fLO9wsM9I6d6cX5HKgyYEcErVU1hKoysj7kkYp56Fk5DbcXFE3+PZvwxfaIEfARPApkSZ/eUu4ElgbODcmtXNurNtKi4FSChVBdE9KEZVGoKD1SHeRefeM834jrkfyWnmxFXJvo7S2GtchMYf9qHzVPWkRnu0ci91yLo3SwJ+NdFam5tDo8VPE7QKtZarBdjhRANGFmAKGI2+O7BWviS9/9R2SOI7rkbvzAVxi9yzQ1jO6OMiNauuQRQsBr0PuUdeNrVdyz6Q1o3og+okePcUqft0QGyoK5iJtK4g56qmT+y1BXyJTIqmhGNbO+OSofcKnHb4HbO3MZpQXJ1qrWJg4WedYNswuageizCni8x2uKuZnXEvsY2eFod89L1yFPVNVelkH/+v6OUE6pc30BrGeCTTWug2j6ZypNtGqsN7e0usZnSLqAzvd8AjpkPEdaoSvRKWy4OvEVRc6naITs/NICLhlHuofJeN8IbeMjxnJG8+KDuNpclR1nMPYlOEbu2A4IrUbWTrdlOvwDkuYOd694Hg80NWIN1/Fr2eaK7jpCjdF9nnH7CfwgRQWLAS6Cv1UmVPj2G/Z1g22EaWofQOXUAeTg3OpcFCOpXCyUeEvqNH9CikSqhAq4MCXE70ZW+9su4mcrim7NCrSphNyOkE+s7AQdwFfOy4E8vmOfndCWsN5pS3PyGWhENCra2ocyWUoqAlNjXMIqEHZKi5eY17QZ0K6q/StEYOjypFNF3IBSZl5Wsirsbah87o6iEtEneOgjuhlqEn0Mzs307OR2ox5R9+OLLZx3E6I3FDUMd+8w5evrrg6CddXM+caRqllCt5HXp4PeKvMopyPtxzOo6KnOkecd7jdyM0Q9SgeayMZtNWKuVFILM0zfqu4fGItDWfKO1+6QWellDPHLNz2RDkfWKWPghL5liCA68QQKKXTjkPdp7ZKunuJuU5UT+wzLjuMSMqdkJVgwqkeqDSOEkCH1KqGUSWPZaJ5DxsEb9wAqx+0Ip0as860s1K2jWXe4TRAryRXOJ1Xtl88kRVc2jOZw2lHw4RXB2Ry2JG7I3tPvhTYsjixLJEQIyXDoWdenjJ+9tydC7MLfHnZoVZ575Q5lIrUjBNhicrsAxY9UiuxFZoTTIc6jr++orcN4YRJG9GwfKSxgUFfC207gHqW5R3mOOG8Q9rK+/kWzie2vNFCoE97zu/fkk8HBKM5z36a0G0j+iuuf+iHyGK8PLzHuWd88bi5UE/vs91m3JI49EZdlbke8TGg0ZDe0TBD62gbWtnNCjkfON3dIS5yqkajs1vSKFilDqmO+Zzp2y13x0oTx+QmKsP4X3onn0+ceqaHPZOLuNMtLw8nfHBM0XOsFRByUeJW6e2GaR+J8WpUCXZQjkLSRj5vvFzhJA4lE4rh45kpBubZ43H4vrK2O6bdjt3uhuO5cDieR9sQJEBvnVgysVcciTXrqHjbYPIV82darUhQwtU7iCZKe5eyvaSdhbRVQhp6/UbnxbmiLjFpoReHiKAYoWYWLzhXObTT0GA/G8diLEmG9rfdcF4V1FE34XBu9DJBmHl3dsxTopSVeb8QfWPu0FEyyjkGDgjWfgmdMl5g4z3uugGByU+kuODmmVYauXRqOWO7Z6QQ0HUFB00i9sJYe6bUdSTKbpmJFe/mUQBc66UAl+FSxHygF7jrG00yJUI1I20ntnczpQ0JU+INk3dQjgTXySR26RkhTdzl9ZLEGenioHfyauRNYTsTo6AuYbnz/mlDnHEVhL4VTBy6CtdhpvlEX1/g6GTv8CGgYSJKo1uj09gvz3Au0nvBMZPLkbhV5hhZJs+xncjnQq2N83nDnW5ZykazwJqU65sdbtqPGi6tYWGhxt0QcjxtaM8037BqlANjMy5ClBHl67tpJGCfj1zdTGMD3MeccK5HpI/8iSrCycHWhEk8U4QQHN6Bn/xYQ9vG1lfKtoDzI5doPaDicbfC3iWmTWjeCKOqEaUcyWLswhVRd9CF06Xw4kfhC22QO1Gu91/Bp0DwiWMd5ZLvtpdsNVNKQ/MLjtWYlh3X+yuuj3ccsoCPpBBIEWIz8m3h3DfQPb989wx384xt3XivFIIEaukc1sykguvCy5NRNiPME66Gwb3uK0lBaqVTCDcLuzQR0kxVWEtjy53DKlTryDRzCH5oz05GcUpbO5sPnE8HSt4wgZoLtTecq9yeD8yaaG4iBMfNl77CvtvwTqbCXdVRAVALEiFOESdQ1gMqnYCS2qjcV+NX0dzw00Q9bky9UvMtp9vDKC1tZ5ozquwQ/4IUA+00wtR+Djgv1H6m2Q7aisiK0yMhThgnVgpsG5yGrNNZIsXvibPw7OZL7Hc7rBnH4xHee4E7fgNxOnRaq+JlyE1G7zhvjc6RqEZyAZsmluXZKMPcKtQT5idcPmDd2KcZn65x1fGib1Q94PqM98bNzR6ZE71sdI34numucj4dCB6evxPw1RFcx8eJl8eXQ/byeqKtd+xYEYVTXjjnQj6def944q4caKWSu9B84B3vqSmCKscUySERkkfjQr/oBNtt5ngqbD2jU8UvgnfCuRdUdBgmTllcGNXd9ERQGaFBr+xS4Mu7BfyXOebCWoVQK201/LPnhGcT7vSS3E6ILvhlwYsyhWf4paFbBVGc2VCE8J4a3+Hc3qMf7vCSSKY8v/4qpSZc3GFRR7JRE2qr9N7w1dDeiK0QspLPnXMpdDzJO8St9LDDX/9yUt4oVuntSJFR0v7LS6IHpfZRBEaJhDlQ2kZokd31NXouqEW6NVI5Mqti60ZqHV1PzCYjCU0duYxqvM4N7XEXBN0uMoEaiGHP1dU1EifmeaGLI5ux925sbqmUbeW8Ds5gQXEqqI9I6VxvkbieOW6VczvQm9DbSssQfScsnn1veFfoYSFO+5GYq7DKSj6ead+8BTHemfZ8OSw07+huYsuV5/sdL8/f4FzL4DqWlayN0yxYmJFcIHeiQsjryKkQJarx5XnhvZKRxRHUMxk4G4ofpAnrlTV40kUq05kwaSUvQmt76npmxXGyPoq3bNAssoU9IUSOxzNWM+G8cqyNtg5JslkiS1vYhY6jsw/C7CIxKHkrUBdqTyMxUgURw9pIbqwm1Fwo3/wmUs/EyRH6MPKwgNwd6L1SzPDeEbTSm3I83eK2F7hSBlWgC4tNkPugurSrUWwrn6EbWSZeViFLQLwQyhnnZtRF/HJD3Dy9jEhiwWNtQtaNpIEw6dgkTxMqE/L8HaQaeS1YH3rnyc1o3WEp4OuR2ivRTdBWtK+UPrFqp6yOcxEWr1y5yqSwph0HAkxXxPU9sixsfuKUX6BkrnVP7IpzM0EDua4cS6N449AcwWTM88HT6qghsJkicSL5wNzHRsu5jiZBxeH9RNkq/bTS7468vCscz5neCvOVx7cT59opdcXaGZ12aHyGnAuTCNozYedJU6R9846yntByojTB22ko9PmJ6XlClyt6bzg6cVNy7bjk8V3J1ihm9LpRWkcUsiz0OGGWmWVQuFKDl5vyAuFuPaH9NMrb9wBNOB4L+e6Er4Xy4hbd7VAfUWMUoNJOK5lW45DptEbplegd6iPBOjEzNurd6OsB3S2ozyRtlMWzmuPG75nnr7LevWCrRzKd5BrRdTQq1Va8n6E2TD2reU6HEzQ4miECMUREZ4IE7mrh0Dem5IkhI/mAm6D2xNY9wfWh+KEOcc+IkpiiMs2Bc1devrilBE8wIc4LlcaXWPDSSA7mm69AtMsGTHFX79DDFdmEST1BKxJntAtrP3F7e0t1juwdmj1OHbsU8ZOjiWCu47uMfCSf2NUDaT/h5nfY0jMO60abdyy7K256wZUzroF6RWxE0nAdWSJrn9g6JGm0ttGCw3/5GfHZM+T2JbjEO7s9cUnkttLamXjOlLzSWiGa0PuR2TxX8467XujqwAVa96PKuRotZ8xVslV8GAXBgngWl2jq8Yvi06ikSs40C3StzG2PlkTFs+iTh/wj0Q2qRJommkVMyyh3mju1e6R3rGb8WtnNnqUIURvZCc0KTYwoht8OZBzmHOvxzNHNJKm07czeeW6mHToL/5GMkFNQx8KZzXemMErC5j5Cw1GMUA9EN+Gnm6H/aYYkRwse55X94TyqdrWZ3jKWD8QmTJI4t8qLdWM93CLa2YUJN0146ZgKqaxDUzZ3pDT0F78Jfnj51IR9mojJEywOJZlySfZqiXmZ8a5Cyay10VMiXY+yu+HZNW2rbHdncv4GuuxRGuIcxJlaNsp2pgVPcTvCfI1ZgXLEyi27pHigbh7RkfzjbiKn91/gju/hNFDzCd9WwhQpR8eLfGYXAlqNczaeSeFqv6e7iDschie3dcwphIBkIYaCdiFOHq8LrSjSC802eheaCm7yxP01kYVSOruQOJ6AFtFZ0C8tmBROh4K3zLMlsXWlp8TkJ+YwjyILjCQp6ZnrXgk9gL9Gi3BeN1Jv3ISZbfY0X2gNJMSRKFs3lv2CrZnGmdVPqOxwPozCGQyKUw8ddzOzWcZcYxcm5tOB03Yghkh1HlWHu97jlt2QGSseub5FlsCpnDi6Skge6YrVNrTo74zaj+DB3Txnas+5WzeO6xExIcVE0h0uGG2F4KD2YeTV5rHdV6ibsa4ZIux6wHvj3AqyCjufcKJUFzACk1WqdnSe8eJH5U2rpNigHQit0LqD9/JIEI2O9/IdEiPeO4oXKsptOfPy7gVJdsz9OSaNzQnvr512XgntxP5qpkrkZEK42nEdF/R4IGmld1DxiPPYlPAGm43ahzvnUB1euh2VWYSWMylOl8q2lwk1n+m9cs6jMpw6G7x6GxV3zQ3d4ZlOzhtRGl4CNMiboMszUnCU4y1SDxADGkZ4efGJuhg2f4nbl+/z4u5InZ6Tlj39fMKs4EJl3it+uWZbDzSdmdyzITE2JbpP9MMRRXFrJfrG7Xqga+IcNrp2tugo0vkV0zVXOMzuuMsrLimiEY+S+kRLV0g35vzuKH7j4UUNVHXMqRHCzG7a0yhoMWQ7UE539FPl5CtxN7FopDHoFCWvdGdsWfA41pAwl0bOQ3TgHC1nahnlhlc7cax3SK74OpKnD+9tEBPERK6Nw+EwFG3ijsVFYkpYUA5b4VgawSoeR2oB004UwOWh7iSd3dWOd/0vx1ziOizA8Og1OxH6EdqZKJV5clypjn7rJrBAqUILwvRswUkdkn43O5xzmLlRvj34kWSWPHOIfPlYqW0jLT9MzQVpkA8Hcj/Q+sw5TGhyHPIKtQ5Fk1JHhc6keDeheUdvnVYaoXn2TMwyjIoWIjEIMidsH7glEVRp60ZynpgmNheobGjozH7CScKdC957zKCcCluEnM/QFGPH0RQTRa4WbtyG4ZHimXPGr4KooL6zrQe6CDF0tDmCOrzzuN2CTEMSL2996Pw3peaVng29cei24YCdJvbR2LYTZTtg66jxcbaGTREpRzDhJntC95gs1NSwUoi3L6mlXShDSvdKORZUI6LKfkrUbfDaXQE3B0iR693CEpRyOnCrhkVPlIKzBTmfiHIaVZc3j6iBj/QoyJgUkNwoWQe1Ne3pvuM2z65dpBeLpx8rrRSScxdn1p7czry7fYOcjZT2RHU4bTQrEEZxpNYdVDArnE7v4+oZr45jdRRreBdRH+mlch127CdDtA5aaq5M+5nkZqwc6IwCT9FVrveekCacC6OuiSlyPCPtDjd7XK14K8Qw4Tx09UMEYzdjApomVDzWCt0g9MpGYpnSUNdaK/54ooSCzVeU5QbnF6bjS8yUGoRknhCvceLxaaJsZ+LuOS50ct+ItyutriRhFMvqE4jHnzO+Kvt0zeR3uOaY3TU930E03FWg0DCF7fQ+Viq7eQf5SA43TNETXeTIUBnLpwOrGFa2Idv6/Etsp8pd79AF5hmqo26ZVDzO75DoENmN6q21Yq291Sb9QhvkKg4tEy1ObM4NT/PxXfwpM3fBacM34VAr+9KYdEMMeqv0rXNoyuygrxVtwlemxNYcKo7b43u0vCJkXD3S/A6vwoSSTLlaPO5qpubM3VrpVugdWvBcpcEf1CRs6xHrSsQTLlI7MZwx55inRrZGDTaK95SVySJOKynBfP2ced4h3qHWaKVw9gELSs8N7ZW6FbYuuHQ9EkGSZ+qNdspYAy2N7B15y5wDXHcQl8jndeh8x8E3dHFHcw3td+yiY37+FSAj5nFhz3Er2LYhhwNxCQSvtHoipyvq3S+NoksaOJkiPeDlGteVd+RInCZsucLEsLXiPKw1s7XGcXM0SyTnkN7g9JLoPRaUeVngbJRa8CTqNFPXjEye2jLb6QVSKsElphDREDHnMQLFAltrWDdc61zZSNJEBOcbThR3vcengMeQ7Uh3gS4TWR0tN1R0KDWkK25iI+1mqJl6KJgmJBemoLwzXQEJ60MbPV3N3K2XYkouw93Grm6jcJMq7VjI3qP7BU2OZ/OMr6P0u9M9Wx8cyjA56Ctbzsh2AKdIdUgro2rabs/51pErI0FGO6YFqRVnieAjs5+wroR56Nm2DN6MKIkmienqOW4pmOs4aRwPh1H90WCXPHm9wyZPiCNRZj8tnNfKyor0ylobdEfDUXtFvONgK7lsbO2E5soaKs45at3gdKDKM5SI72eCbzTxfHPd8PGG6COLeooZ755/iVIrX5oS6XyLoLjpavC+rYHOXMWAiGftnmoeFxVcZ9aMMgpm1XXjbKPY0S44ci2c6FTbMGusPdNG+So253EY5gJoZE4OZxurNw5rwUngatkjp0aV8xjX2Y1CF+cDMc3sns8kr+TFU08RCYlNKl4ck+us+QxqpLmx2xrmz9S+IWE4ELoVINH7Oih5IRFjRG0oPPno4dke6GzHja16znljtkIW5UxFZWh+b31DdMgIljiTliu0G+Vw4tQyFSil0XVsSqvBqTW6q0zeYd5zOh8wX5l6RINnv1uYrgL7BNUH1EVevnxJr51aBQf0vLGd7wjTDpJSeiFMilgdyWEIxRrFzljyuDSxD47alOPdgX48UF6sdOsE8cTn77B79oy65iH/mmZiFcK5cuUD3We829NzBVdgfgcLgru5plhFp2ej8mgY2uhLdpStgTthFCQr3kduJqW3SzEdG5xnE+iTx8eR+Jd8wlqjG/TjEYkRjY6GUM4b1MLWC9vREB8I3lFcorRKCIFnkzIF45c9WygIx7XS370jNFj8yAOS2HleC+YdrTb2IRH2E8dDRsNEmCItOlwtlNpHEunk8dnh3UxwhlU42NgUBRzOdWIKtK1RSyEfKyG4y7zZkOkaZHinb/uE5UiKntwOFFZ8O1HOlcZQG5mn3dAtb8K5Cv7qyzB5Sl5ZDxvRCYkZf7yD7Za+VWxdiRhzULDG1RI5R6j+fDEkFU3Key8DGiPmOyYdsxNeG2YHrn3BxeGo6C4Nzm9v4I0aQRaHbcqS0kjoLy8o6im+cFLHunRyd7jSsK0gqqxxpprAVqnTwhQ8TRu5CJpPhLVgpaJd2UshvPglqinSGt0ZTcOwI86enjdEjqhGfPSowlfOrxI24+JBhQaQhgSroNxMiXz4JvnwkpSu0HmPUugR9stM8gv1dKbaCiJYF/LxJbkM1bhnX7qipzgKAk6whm1IMq5C7ZVOJ7gZO4HmFZFGqBumDU3XiCraC6KFGGYsF/YaRh/QQAs7aj6xq5Xg9pgTZirnBi544jTRiAQZNge9UlzD48jWaJZppztq2ZjU4U05d6FhuBhw+yt8CNCM2j1bi2wxsOwWlhhRBR8Ttt+PauYhktJQWpLzL2PNGwWjn26ZY8BK5nxccRoIBHJpzFq4wqCDlCPJR3xtOAqcV9TNtCioa3QceGGXwPmJUqHXt5vcX2iD3KlwpQLO4xfHVE+ssrJ6I7IQXKCVTLKI9zdQK6JCDGBkZtfQJsR5LFIkw14eyO92yLcXbnainIxKZpNGcBNrN0iQ2Kh0XOg8D8LpXFlPK43KKiMRpjcgCulqRy2XYjdBsQZT6EQzcvfo/oZSK1UXyu03WKYrbr76ZbBIq42WjyNpo3XW2ghpz+7ZFYcXt2gp+JvnqBeCd3gabe4kD7o1pm5sPlyqjXpgZHBPdSXcnai2EeOB6Xzmrnb89RUuTnRz+NZITkkpjvDbfo+/SuTzmbYaYVuxdSNeB7zzaGz4KJy2d9lWxWshXz8nu4DS2TnHsiyjip+TwRE8jsIYLmbwjmbgQkCixwVQq8S8slbHdPUOMs1YN2rNsN6huVBrIa6JvZzwYU/nAA4kKM42LBTc9czhLNR336VOiWneoxJYUdR1lskoGhAUrCPiEBQNgdgEPWakr2iupP0zXDiSdOhQg6N3JU0JMWUODmsFUyXHHRoW1MBPgRwavcPWh3SnbhlfQXW0I7qFfTCcVuiZkjsZRbPhkrF6oYtyPo0IkY+OGBNqHbVEyyd6CxCfkW2PqWDOU2fPbh6ScUKlSofUCaYgjmneE1yi5souTfRtT23PCBHOZRtUEechNEIcut7+eDcMxyaoDIrI2hrrlcM1yEWYr77EtHyJUk6044G4XEOauGk7tHecE7QLPnjmDjc3X8Uk0tqR89r46jSPyp/OU8RxbplNK7MPJOmUfMuJE84ngpswOq1VTncHXDdyrXQvmAt4n3iZ3yOkRIwOIWBN8ChrLsgys18mvA84Fcp2x7qd6G2jnFZO2XAYbsuI97Dbk6uO55dm0u4Gb4VtLaR5hwsTZWtoLbRuHDYjN8W7iujENA31mLutg4voHKG8ZGXjSKWKcROg1feoeVQ1lXXIzAUfaVun4omLI+LQqEgT9n6mq2MzYWtAOeLThLmZ0jfucsarI3jPnW6caufYGpbfQ8wxxx0uOVpZmVzCLxPSbcyhnHFBeVkP3BZHCBENhjrPkmb2S+J0e6DeHZCUKeGEmkOiDDUlhdYrhUyzTJyfj0Rb7XiBZ0nI69hIF42EOPPs2TXOOdrq6TnjUkdw5DwSKsN+T9SJHhptDZgV1CvdLZR2hzdYQsTHSAhG6ydcqXg/UWVojXsXibsJeh/Jp1tHnWBBaR1ybYQwUUojIVgvdGuIjKrMpRv5orpy7h4RuNlN+Ojxs8e9L3jnkST0UpEVpqs9LgrVJvp5Q3yjWKVdvYNrhscjUsnaWOcZlUrvna0WtGy4Vpj310MzuQuZUcCEDt0mzA5EVZJEiMKcIlkdpUOaLgmAoohWcm6U9aL+1DLRd9xuwUkipC9DPYywf7zC72+Ik2eXHG3beP/cIPgxRtUo5ohq+OhwMmPOCH5GvzSx9TNdpyGVqJ14JyzTHksONJINduGMj4H9PKFBqOuJyQVCXykEXEjECPW8cTq8YKsZ4kLBwXTNdtwIEebFsR4OnE8nDvkF+0Xpbmb2CTEh94ALVyMRVh0lvWCzTq3KnPa4INh2IGelyYSI53j7YmziZJRnd8GYniVcrTg3ondOMgGHrIXuZVBgEPKaSfXAsjzHVkEOlV4yZxrWNsL2At+EtN9dkmQXihsVTf0c6DlTTsbaDG+G1OFM8XXFnxziHCHtkGxIN8wbXTtdKk4dKpni63BWlVH1dSStbriQoCvnEPEn4Nwp6xHnK62c8LuK9YyeK+vLM8s7v2wkHddMVJjroKM0yYPu0wtuPVOcx3rDO4fHEd2CritBIi7OtKBYM/wSxvx9e0ua9khaaKWSNFHrUHxbD2e8DsW10oyQh+pJ2xq92rDNLICNVdlaJ9pQVtqFHWnxuODJudJPh6HMNg1qj9UNWkE8uB7YRtoqrRq4iqREenbzVpv0C22QW6vU2/8Y3a7gbuW8bpxtg6sv4Z5/FTXId3eU80q9munnDWxMpmFeCN5IIng/octMkyPaMyRF+pfQuIzM9nPmnKHQOZugTmnnlVspWEhYSPQ4FFzKauS44FRRPGvo+JjIeSRDORse+OZgC4Z2j5VMbe+hU2LvPS+PhvoFFUaRBRmliCVG1tMdoWXUGn0bhRuqKe14xE+RiUGLKbJdktUibau00mkoYblUEhPlfDSoRmkNyuCri1PUGZPr3J3G4uC0Yt04r8P7un92xXE7Iqb4/TXVDzH92IVV90xhIu2M0+2JE9O4bhohLVTnLtXVAvjAbjdjbkOsD73gsNDXkSEubnBNXYPeE6U0vJ2Y2obzjpOAhBnpBfIGZSW6QaUwPNY7ThSVeciIrQW3GvV0N8qzN49tG1trTK7iVLgJEZEwJrE+qnLFXaLcZfLtEekVK4W8nWn5jA+evl9gSugyY07ozUZp+n5ErBOnK3p3mBg1D8PFuY7rna0rWvrQwy6CtIL0jkhEWmQKe9JXOuoTLowQuehFftA5uqQhSaXQimEScVcTp9bQqx1eE14FTYLvE0EmajEmP9NaGUpD5w0q+Dgid9EJPnmaeIJeESaHtEbZzkxxRxA/ZOwmR5BAiB5vDikHxCvEL9OaUjixrZV5d4WPkdPxjmP5BlET3Y8iKs4Jk/PE7sl1w2vHeSilD81rN6FTQqKndUY5cVOiHwuMtBFGvApKd0KtZ0qvlG6s2xlfKqrCFBd0njCMm/0eNU8IDhOlbScQJfjM3XHjdk1jfnHDcAxbwcfIejhg+cQvHm+ZrBGWSIgL1YStQqonjsVzd24QAsEKTqE0IzM2X61WugpXGki7K5Ybh5jjvCqiRg0NOY37gsKhbbR+ixfw8zK4ufMNuXckzvTQuPGJpJ2704a4jsooM08IhLRnUqG9XDkYnNqG1CPZMhpnWqwgmcO5ciobO80sUQCj9sbaVya3w8sV3cG551Fh14ySbzFxbD3ibCQ6l9OBwzFzKBttveOlO9LXwE737JnwElg0YsvEL714n1b9WKij4Gqnt4opTLs9+91X2PworKTiMEC0sdqBkguosCZPSErZTmx24pQrU9oRdhMSHQpEC/huzBopDboowe3YLY3JO+660VDSstDhUmzNKNKpDVSMkhtlrcwA6tBgiI8062iKSBx1GXw3fKvDq9s7U/AE7+kqhHkaBnkQTNuonoojMCo+G4bmBrUjzqMFes+oA93BFB3O6xAbeFlGGW+r2O2R7iPp2RWtbThTRB1eDc5KdIFskXOt1A1MjP07z9gtCW2M6s89s8x9RDHbkJBFHd5HFh+YEuS7f0A5NbbgkQRpnogxkf1CsCOOzi459mlHUkOsAYZ4T0U5b9DOKwiEWenWqOeCFeX6+TXx6oq2jnoN6pV9MvbXO7wIp5YRlKoJcWMu1WVBujDxJSJD+91qJUx73s+VzdbhJFlu0DZU1UZeixK8x0yZfMBpRBZwTiFnynZH6xtTbbR+pFpFu6fvHOoD6/SMMEdSDOTTmZqHwlZxRk+Z2hUJC91PuFwo7SUmxnS9H0nMVKqMOhW9V6QMZTJNwvT8h5Aw4aY4aDmt0Kphp0arK3psPA9XI1qKUfqJXoUmz6hnT7vU7nAG8/WMn418PlPLyC1zMZLm3bAn6obFmUMtTBIJ6tmaDY12c5zaNzHZcFd7eOlgNZr/MsEdkbLRDt9EesX1Qe00E0wicQo0WbBS8NJBOlUUXCCkmcN6ZtOhQhXxiF+421a21Yh+h3+eCFPEvGfXOnnLnM5nTjroo1MQ0qw43TGJUstGwnBpOIV29YrNz+jakeed5g3tlSsTghPcfsGa0Jcr1n6gWOPcDOsL1mFO0LYNemGaJmY/I1Y4n++G4tVb8IU2yJsZd8d3qbcvUCoqAb3as9fE1A3xjqMKMV0ScuICtUKtqA6dUecAHEUVY8Ltv0SpG1teoVyq5bWKBWGzRulHqEKgEVQQp4hlanYUg0LBpKDO07ZGCMZVjKCeYzWiM1SvhnRUa7i4I2hhzUe22yPHfkeunXA10eSIn2ZEJqR5fIXQ96RaSK6Cntm80KVgW8bNHnMOiY7gPLkLm3qYAtPzwE3wzEEQUU7VkS2xMRJOZcsE6fh6IHmoL1/QN6VJxXQevGQb1JzT3UtO5zv2UnHLnml5hm8NWJgv3gtdHOoOkBszGdeOWJg4H1bojXPdaKbs/YhahNxh9cTcKadM2xrZjO4NZxtJjI5gtY1qkfty4XjdkEKh10hY5hHObxUzI6/bCO2FCLnTtwM6O672X8Yk0DTgeiFthdjkol5huOSJwWGqtFLAB9xO6Nsoe48qzu9xZcGZUAtIM6idWofGsZlH9HrUJS990FWCYRcjH+/wQYhOoesIFctIGBmeyEIrw6ugk8c5R5xeDfe+1fFvb6xbI9cRfVnCSGDS6ys0uKFmYZ2tZyZVnDjQhhYbCiQNJu+ovVDWikcJQVA6poo6xccdyTpqSl8LdTXOTlAUaTuEMIpy2cWgKg3rinMQ/VByiKqYJnTa4dXT2jBUtTZcjHjxJBGsdFQcEhMxTeTi6F7ZVFEvaFzwrVLbmWZjc9KpY2GgECTicXSrTPMNPozKanLRR5duLD3S/YLDYd0o6rDk8SkztY0qil0UWHCOOc3YnIiamPUdSl0hbyzT1ShNLhv1cODcNjZ1gNFlGrVMNaAXjm3wnhgiGceaV1w2UtAhI+Y6bas4EcynkYgljhC/wpwi+xgoeOp2YluPg69eCi1v7PyF6yuBSAXbCG3k0Liw4G14Zk0d3gldVtzNxJye0baVqIHnuytW61y7QuwVcZ4ihfd5ga1QMXyYSD6Rbq5QP8E0sw+JtVQwJYmn2EopgUVnVrdjmq9G32zGqcA0OZJXel2Rlnk2R+Yl8Gy/IG4kVJWtXqRCPV09VjpL9NTWKRgteLpkpBaur5RJPa16wGhaCBHEG+ecOV0W0N00g0ZiHDJuvYKTQM2ZKIZ5xVNZ1zqKIQHHWpAO/hIxM+0Ihbp1chPC7IeEJSsuBMBj3di2xuwdlEo83o21xjl8vh3ScCqInzFA14ooTEvAlj22HdHaOa990DDqRooz11dXxGUHopx04+4c2M4nyrnT2y0+zGgcxXZcEEJUNss4RgSu1kY+nqlrY9kpiRt8HWtfnDziwuC7X4q96eypzuMEBNilxKpQwo5Fh8JHR4dDITieP7tBeiVNw/juNhRMVIUQHXk58s1330d7Z5KArp5aO1YNlxIhTgSF2ivBw5V6XHT0c2GtdSSp+sFHT8uIXJaT0vqOuI+INqBS9UCtB9QbTnYkTSidGy/MYVSGbnUleI94JaZrcinQO95BDDuOwZHzRtt7NmmY2yEakOAxKurhJu1IwZE1kTtMZnD1VWoy+lbxMRLna2Iz7g7foHXP9OyrTL0Mgzw3WuuIjjlsPaz4GIezbgWdOlNu1FzxE0gVtNQRUQ2dOM/jbz/RGjhxhBCwbNRSMOdR15EuBAn4EJB5TwxxSGcmhXYGP+F6xjNkpFPviDWiKd5/CWPDh1F1N7eZrjPlLEOpySdqc9gScNEzz9Oo0BodNSvb6XbQ09aMtQx4uhtKQbNeEfc7qjUynR1jXlAVgvdgFVqjibDfBaJrnDus+cTBBPKBGJSujtpWhJWg93LGCajgOk2E5pW1OEI3chbCceTchTBzM11xPB9ox3XkRE3z4P63W5wUwnSFE6HXjldDyvZWm/QLbZB773nnV/4qzAmqQpyeUWhE9eCFzUCdEsMMTdELf3yEGgs1Q3UwxUBuDayjKpyPlb5thJtrdtMVkRmccmNDfL6jBDeS0ZwOA1ckcC6FcDpwHSpOOu/XTNLAvMxjQt4GD7ypgoIpuDRhzKgPTGb0Nl7x6hoXGrWeee/2PZCOM5A5EeNXaOuLoYFuK8u1MamyhY2TVVwRXBDEeaI0VIYsotTKMQ+vszpw+4RXD7lgpbB1IwRPcY5WC2ZGd41DOxIQNqk4btG+kRZB2LOqYecVUQ9uXFezdchQSSDuPHPs+PPgMp9rQTQi2zbCry+gmw7uoDvj5o6bPX6ZUG2cygERwccd8xJJqgS3oGTMBYo5vFNKSPRlofuLIkXJIxS3ZaxUHAHCTLqasD5R10otHQk78NOYDLWMYgKEEbWWkYRW2wgB30cQjMF/nJ/vCSHRjxkNAZ/8MMZrG5WHMGoHRBDnSPuAeKXlRt0qyCjBjuPBGAdQYFk8IjKiG20Y8g/GvL0aA6qemEb/BkhhvgwOR7HKZhsC0I3FT8OT0SEGGbX4audmijTnH07rvSIqmE2AoeaIpsNrP3lUDPUeFxyYDW1WEZhu6H2lXVR/VGUkjNmQTesIog4XlSl4enMYDdWAph2I0e4gV6VWxXzA9U4w0G6k5FBVwFM2R68Neh9VBN2eap0YJtbTilpDJnA2PJE2ZKzpvePmMR5hbJ4Sgy7UHUN33xltKkNP3EEwQ6LnEIwqkeQ6UisaPP2YiSEg+4nYV+bdM3YeTqWCRPzuGu0V3zIwkiYPbdBDamtjkegrog4M8ma0HobyQw+QFnqYKX7kDjjniCFSZOjib87h6ooWY6ceH/RieEbO+ch6+iW8d/iWKTKoGls5obKn1YKIY4kLCePsKl6AUqi9DweFC1Q9QRjRLRSiUzrDEAtBUTcK4uQ8xlmUyC5EmirLfs/7OXNcT5S+oRpYJYJWWkykZWa/2xPmPai79PE65kEEKR1qp1AptVO74TWw301Ep6gIYkZpBgo3jNyH1jp3W+HY76AZIU6IS1gYi2uxjRb0Iue64umQVxKGN6Ea7KWSvIAJXY2zZnwflV3HZsFBLZTSKMcXhBhozSilwc1CaI2tGSIdUyPnCt7hRBGG+kY/rfRa0CkRdvuxKEzDuy+xIDnSU6DjyNVTamctDnGGRoeEG6wvxP1E2M0EGxG6GJS+eUIrTPsZJxP75ZpmKykN1vJWG2pGiAE6+Esdg96G4pIyvLMAd60SzRF8ROZrXBBabyBK7h0VqFlZqwGdEGGZRiEZVWP+6hW697R6xvdEryPR2lxjt5+xZogIc0yUXBF1qBNqyTQyLqax6VmumHYLp7sTrQ21ktZA8agbydxlu0M6hGnCJ4f1yqQNb4ZZRPHQG3FSdskR6YBDtbOWSldjXgYVK8w3+JAI3nMWpfZRdCdOE9pgUgFGNIvgmZNQw0qVzqlmjjljqoSLfr8PgVIqkgIxBOb9DlWP/uL7gwvtPV5GTQMk072jlA2/Cj0uyOKRm4iFOBwiecL3Trqa8E5ptVLvk6YvS4qfpqFsJMNx0SuUepnsw2BoZTM6fUgWT5FOQ3PDdfCxEfyeyc28PGTaNKFM+GW60EcaKexGpV0/bof1FUIeeQOx4wNYryNqY+D3O9wyD611jFUavTcqI1ma2jDr+BhIwbPsvsK+bRzOyvuHjZeHO6Jmzpd104cOjIgDdRQzClsZzzBds8VB72ll5E1UG5FEEaFKR5MndojRoyqYf05pJ0ov3JYTkU6c3Ji73maTvvXTH3AYOkqLByWkhPqJBLTehwZsLQQ/dlylC60Z3QXUyZDsq0JphdJHcRHfCr1mwuQJ856r59egDixdfnHPlFdO2wa6Q0MC1aF+YIZIo+vMyXmcGBojrXX8dIVzDuc722kdYTm30WxjzSe4SC5Fn0Cg50qYFooZtxscumdxHaeZ5j1VO2EKYzfRNoIGgouIOLbS6af1ohMtOEZilJohqrgA+dxxZsxTZLm55gWB9QiqDgt73HRFL7eEqaIuUzmzVjjbRvSZJoAI58Mt+d2Ma5WWFuIvW5jmMIwzYN9h3kUWn0ZFx8MZSTvmZ1dM+8p2ODA3g97pDixniBG3RIYLq+Fbp5QhFafOYSZUM2zbMBsSWasX1qZQYZ4cm0Ezj/ee0APWGlYa+B2iV8MjP3dq7RSFbpWmQutCPxxxszJKQBX81Q7tQjeIaY/bK7UbjUQMAbXhgfdxaOleZr7h/YpueLvLUCi4h4sOF98un/RwrFdqLig6ruERJLiREzGEcbFmD8Z6nCbUKqUVDCPUgMPhYOjAqg7HfBva/T680R7jElKXh43AMGoEXEMYHitRQR59t9dO3/Lw+DOSWGsdEQsA8WFw5b27KI/AkA26eNh1JEFZHYoSISWmydNqp1fDLhVjewMrjZ4rEgYvcIT+IbQNEcUvQ3ZMvMNqw8zQFNH4alK930Bd9k+YJEQVPxkqK+IVO9xhzZg10BC8i3BfOGQXwHmgI/WMuFGQhO4xy+y4G31CgTCBOGJrzBYJYmicMRkbFWlCyHDaFFtHcYurXcJPEavDWVAuSZ77SXjRhIN1mmVyOSHTBF0I0VNnBw3alqku0FqBVnnmI95PiF8w8YgTXBkJvbF3NMahKHP3/qjSmBbC9XPmZRqa9rnhfIBuBN9wZUVdQkLC++FMUBNOp0LZOiYrITqu5gkhEiwRnNA73NUOIdFRzBRKu3QFwaleOqHSVKjAGcN5Ye89SRV/KbduBi7qkKvUsTH1wfEsefbTSOYKwUMbfNPqHd48zkNulSyB9fIZBpJHMrDzDqdj06m94tioYrTJoVMAOsUZlA6qbL1D61gHPa4QA3jB7FLBdp6RtEPoaC+A0b2jybhO6Q7VQLUA5ogK4gvN4Pa4YWcjb3k4SqgQPGHaoTnTrFHySPA8n+owDFRQn1iu9/i0kKtRsh8VZ21EmLsYbk7UYngxalupMupQuO6YXKBS6dbxXmmmFLtQ8ujUehrjWgWxhtULzVAM58eaVGuG0hAvTD6hPRDiTC1tOLWC0mrHuo2IXAqXCQ7iHOhtpm6FshVAaZWRBGhjDirbcLz5MPS0hzMgs//yM3BQ8obXSLv0XW2N2oRWV27v7oizI01pFN2RQNDEnBQfFUtCv62IF7R0pI05ZppmRB2tdKbW6SI0HRVGvUuoGC/zCe/G+N0tI0+B3jmXjnNKWiJQ6L2gviCmaGQ4+JzQF4eVzvm24mdPXCb87mZI4/odrYLp6Ld+iYjKyGbq/RKxlrEWN8Nqv1CIgHS/tvgxn1Wl5lFzYvY62tkyLhWoY26O++eYBp7JiVY60jpNBWzF+4jTbUiYqrtIlXam5Qp/MxxEvapVsqoAAQAASURBVJyoJQORtha6KrY1cIMCfL2baW2jU3HB07NQy4pzYNJpdkYUrnY7pvk557tRZbmX0ed8CGxDVR0MIhEvhRiEaU7E3tmy0YOg0VNOh5EzUzKNsSndSUWiXNZQR29CxtF6wKsnhIXcnygrHw0V9rtniO+0bpRcCF4JdHwapb6dKcvVM7baLp66irYNjROLBrb1TEWIIRLVsHzE6HjJhGnBZEyoD/AOpWFso9iHMVxvwOwFWeYR2g1KnXas60axIZ/WRHHR4SUg3TGLUVtlrWPHJm6cp4uylopYx84bi8Dz6IfkWgijLLoGiLB4R5KJ6Byxd5KDqgsmw6vr/AgbltzxYUxawVW29TSUW84v8KZMU8XZ4IElaVx8RvQS6ZZGHng3qJkuE2pCnBIxCSFX0tU8Ehd9Qr3D+cg+dfzF8OzuRAmdtglqjh5nwvVCDA4RoyEgBZmEZqAS8X6oaqzb5Rl0xXlFJ4+lK6xXpKw0VXoJII7cFXM6dr7nkRgU44KthWzQRQhecbOn5sa5deiwlstimgtil0FXKlOMo4RvLuAgtk5RP8K6xuCLdxsGZ2eUGe6GeEWc4tTGBHYx1D81vBJ3cRj7jyG8ZuRHF8HxYDyLjFBl0IsnSoaE5EV4hHLpu37y6JvG+Meh9KFC40Z06MFzL1w80YZYQXCoOlod4ycmTyuRLh5TPwx5M8gH6O3BaHdzIqx5eEhklEbv3YbyRe1YaSNqgo1NhQzvmnWj9zHOQ4oI0LshziMywqESwhsXc7lfXML8d2OCds6NzUdrmAniE9YVxZBtlKuWaUbmNAz83oZhBiCeZVbGbq+P5x7msfGwjosz+2n/0B/Keh6yYqUPHWQb4ffAoD1UO2EXT6U0IcYZ6Zm5bZxbIYsnpB3LsmNapqFAYxVzjknHfTU/PIVaz6R5zzQ/xxibpdrep+WMn/dMro0IwW5G4sTNcv3qTnVjkUppxmoFcQknAa9KiOnVcWaIHKkM2hIywku5N1rZKDhUBa+MewwjqoSMceLcQ9/23Witjw2xDopX9Ert66gyev97CN48iVft6NYxZXDUvYIIa17JteGTI/pIPa9ka2QyS4gk8dBAoo4SIA9DzLNbBPGR9ZhB6ohsPZ9RUXwNw2BMwMXJAIL0Dq0MZ6UB9xJ5IsOJNAstn2mloBgtFwyh0kl+RGppSg+RVka5+JubK+LkL+eYOR7zMIKAEAwJ/XJfhZ1vXE2e7pXT+j6trjgXSC6Se6e0bRTIEsGLEoOwqCP4GefGWClNyD3jUNZNB42oK1hAFZLX4Z11nVY76ka/KjZ48aUL23rG0KHk4eIlSqvj2d7PH4CP+tpcZ/0SNTYdChsGrXa8D8MLGj3QCMnhw/hunK/ZjkekjU28NiH6QDYlAjpFJr9QzFNqoxr0y/1TP+OdDDUj52it0WYZbbI6usPIgUeTvxT0Emo3qg4XhjZH78bzeabkFVEdcxB92BZ+QkJECCOS26FrwEvAoWgYYgR6iRAWiczBEXcjEba282WuNDR2hDE+aGNKEYlDreT+Hkq/zHKKiQy9aIZDJ6oQE7Abx9bcLs9D8GkZxbvUUztYO0MwfPJQO2rQ6qisbRitGE4cqh4XAoobkQ836r5oH2st04SPE7Qxx3bGcxICMJTR1GREwsVBv2chKCIe73WowFknnw6jLdOC9kzPxpYz3U6or7ig9HwiRU9MSu+N1s70euTYAtXpCFRLQ7Rg9X2sjHsrQZmJnN0e8RGXpqFa8xZ8oQ1yFWWeJsIcaI8GtdZRlh0EcQuoMsX7CksBRmoOtXVanAgyeLSqAjY4QmbD0ysir9EJECVOF1qAXm6/OsZKArEY3o2Fw5mjqrCeN1zoY0faDXGO6CeieHxrdIvUOkKuQqf1xnpeCbUiCNfLxG4KIwlEOn5KbNuZYg31C3PcoaXQc8F7SMuCplcLE4DPl46uQoiGX67pfUPrGb9tBLcnzGPXCZB2e3LteM04v8MQylSA51S/oKrsp0DrQjuecFbYDkfa+TwMYj8mhPvIWARwgtwszMmRe8NPY+KwbpfFL+H8mHCdU1wYr5jg4qz9gGHatoRh7HYBK2NjpoAXoSL0LmziMGlU6qiM5oYHu12K4UxpTEzWIk53aIx0hNt3X7C+eB9by2h7DPSScCkQkxtcU7ERcXnE7+bR357BWxZ4tLh/coiMCe8TH68ffqx4hYvxM/nh5QcI7u2Vxz78N8a/vRmmRq+vNqwiHtVOmN3Q7JdRxIjeaNnGYqCXjYPZ5XnKxVgd53ApsZ8m6umIyr13fozBmkcZUo2KnQuqbpyzXTZDduEA21AEsXpZBFAkfMh0aY/+aJ379WrIeI7NRhtaO4NT7xUN06vrvV/41L2aD/z0ygh/jFahnsfr0Y3UlmmlDOWUKSE+4KYrtA+dd8yGARAdvbuRcGej+ul1eoZ3EXc+EacJN1+TrMN2oO1m2pW/FDoS6u1/zKmcUefwIdJ7x0zx8zS0tGvBitAu9Kc3N5DDiHJoXfEYvg5DTt8oliEi7J7tX93i3im9YE3Bd3pXVD031wuGsomx+EGHeXN8n0t7eERBhdmPBTRbx4nDyYhMlV6ovXIxo4f3to9k9FaNdtGi39aMMCqdiiS8RErPOBxBlBQSRBma6Y/QrXOuIyxOUu59NPejJ86JaT+qUNp4PCMi6QzKvXE0Q9pT80ZvHR/i5X51Sj2R128MhRPtIyoijaZDlq+3kRO1+EBME9Y7tfWRgJ8Cbj/mewHmC+UkesX3DL1Q15fQMxIC4tIwAD0kAtY3zrWgqrjuiKJo3UaUEpBeoW009eA9wTum4Hhsfox5yrDeKLVQrRMQxAk+BVotYEZ0g+6jKuCER64uer84Lx71gX7ZpKsbY9H7YcTfb6MBfBifla099FMfJ1qutN4BJaXAvMhwIugw3GebKLmNNcPfr/WCWCefM72CqCPObniN/YhARy/gIJ8u0YHoEAErnap+UEkMglc8ntOaWWvFq+DwVBw1V07n7d6XB0CNF49GGf1MLxFPP3lSGmINALVBKeO3Q3TDKWLjWZmNNV5eo1Y8GlNy70V8fTl6cDrKUEfpthFiQmym94rZ8OQjg+5KB8Ho/TLXCgge7yMa3OizeST1jsjtSDQWBdWIC/PIrXKD/tlqvkQBE44IGBLdcJJVe6AY9j6cDcgYo366gosDbOmeJhHhSM4Z7xPOCf18i7V4KToouOYQncElFh/Zasdd5G2xNqg+Ohx8dEFbpacI4fK9t+ALbZADuMvg8u5R99IZyukSCv9ozo93Y2f/Gi5lpcX5D/doikDaf/D9h4+HB8lJx/uh2VvyNnhJTjm0YZg7HdxEjMGntcpUV1SGZqiJcD0pq3fM+/0ICdJwQHAeN0HrBSSMRLBLqNYM9EParU5oFy/jWFg90hz4hZQunkk60ioioLsdrm707vBhHh5hPQ2lC3+Z/L3HckNiQF0Yus+941JC/ZueSPCiJHSETI/noSIjgDVUGXxFHx/0uuXe8nuLA3dJr4wj88YxD4+gL3kkZjpPR8A7JmCjcdrGhH7eKnjPnPwY8F3QuEPnkbh5ZYblFXaJuBvZ/b0LXQIqg8ZifNCI+MC99zoMw89gkH87cd9O7wT/KZ3ijxGSp2/Dk6J9GNXqZISdDZxPo7+3Pj63Ecodn/lXXtHSIYznbLUMD3i/78PgfMBKoff+QEVwqpjr3Heeh1uvQ6N9iEMrlsf9FucG77/d08o+4iHIpX1xqAANbzzjPGGCNDOct4qGj9jEvGmAvwnnQffDm24jZwVAw0SXUdREQyCFBeqK4fCXCIe4kUDeWxvGjSyAscgYyz1czrndXTa3MvSq3aNxOD8j1ExneP56v0QuQoAQRnSBYfDQ21iQ3rxNQaEJk8ZLIuPH939RJWrCqWeVjdw6yXk8jbUY1Tpbb7T6+vceDPGLg+P+t+rFUAwaBqWEYYhky+SeH77vdWxGVttG4SIY+Sk4ujTQMTZHFEUxHW3lQza17RLun9yELvrwm9UquWV8UJo1cit4N6KL90lq9Pt5LA5qVgg0MtbL5X0Zmul4ogjmF8I00UrGzqdLkjiXed7AhiKUuEH3EBk5VGZGs4a60beqgajHqxvtmR2oI/lEa2NTPkWHcDXk60SGoW0GbXvVP8fFcswbmympn+n19TGgosx+pmuj9jooGS49PB/i8oF7qk55vJfLa714Z+2N44YsKYCPjprbq/eDGxSeNr5jlzXOeY+koTYS0kdMdpfH7FQIwT3qxzpySi4OrFFVVnChscig5amzUXVSBXeZD7QXcsnUPsalbBXMcGaU1ml9rOE4GYpZYWxuBvUKar83XgX8eK4j2vjqXqvzhOiG5z9cVHvk1eetnTBrmL2iNxr26P/2YHwPmp7Q+/bIIAf1huJQvazPl02NY8K5y3MMo//j8zCQGd1c3TDGxw+McYXKiJbK65He+23VvTe/9W3QHAVwI4rdS4PSwATr/cG7b/0SFdDRj8Qp0gzvA7O/IqWC+qHg1E+nUZU7r4h4nCacD7gwUS/3R5qAX6Acx/oUlrEm1D5UkURGNP1j8IU2yPWNsP0DRCDuPttJH3m/PguiU7baWetIRgIo1aAXfJShe3mhTRyPDauNeRLkfhLyE06E5AWnFRfcJQz1+u+oBlQfLbbOPf7wA+1y7sINu2Bk+7+iN9Q8Qv3Dkzt+TJ3HKBdDhiEBeaFpwEjUs25oCGh0RD8S7VwMH/CaAVjrSO3IxRoUDK9GtwYNKI3uFNR9JnaHiLCLDut9bKKjQ+bL8zSHnc9spYwUHhFCbSiG1kvJdbHxFC6bPLe/wvrYfN17wMXswRi9Xzjcx3iZHyalz3JRn1O45GkX76XTe4N8fHbv9IYxPtMUqL2NIlRdLuoCg2JipWPt4glpDJ380oY0pgmWO72dMK/jnDZ432qXPuQUo6PJPRjK3YYmssY4GnO/vturdo3fvl+kXnlE759kb50mYVSrCx5xF57rG8bCp4bIhXP+yLsIhDf9Bj7w6DY+QJ27JFEOb1HNmV4LhDjel/v2ySuP/f07YSKka5BBf0CHx2g8xIR6AXG0bb1sgl8ZnvcLtogOg00+fX926ogugGSMgiBcpcDLdeVuOw3HymU+N7OHKM7ghjxSGLo3FB8ZIvd/RxcfaFr32F2Kh3TrVF8JGtjaNvirqtDG9yUo1TVKG5KCjzczrY/kYPdoXhMZNJnSC1vbHihX1SoorL1dpAkvnnVrw1EEdHlF0UJAl6tL2/14Nh3ogtd5GFMGPgbcbqJfPMsiRu2XaMsbBQRVhueyUPF+pveCl0B0ERUl6IXOdT/X65B6vM9/OfXwWk+vGjAxIrC8EWkatJTCqZzGMdEz+4/ZnL4FPl6i1Y/QtD9sPHwYKjj3x4iMnLB75LVe+uyH+9Q+DG/25Tc3CzC80b3fy0IOyo1z+uC5TgxqpYo+bCAQLtGEzjQNEYj73xO5qLS5MbdNOgxAayPJ8B5mRs3bcKLJ/eZAhrTpB67D0XuhtfNr37+vMCluVBYHcP3Vb6hG7se7KpjVy+tx9PN1OpHIkBns5i7PZkThafdRScY88RFR2/v5HIZR7vxoj5VHv+n0YoRfvPBhFOvhcT7VxXC+3wB4HTKjqm6s5fsrXNsjfUMumwJVkNJHPtolT8rGrujhPgz+JTiUJoKKfNhe/TV8oQ3y+7DF5wne6Sgo0h5RaLynt4L0SvDDODPhojphVCAESOrQKVFyowMrcUzWjxa/+8H/JuRxx3cff09EZGgd3/9f5X6j+zCL9c6Fu3seVfhyuwz4Njz5jyaX0bYwEr7e8pvAg9GL2Sve8H5HfXFHPw9+bo9u8N2+Bcg8v5pARJDdjsWMrRuTCv1wHtzwUuiX4+SR4Xw/XzyeUETkNfnBT9yWHyBjHEZxq/t5a3DJ5ZVH57LQPJ4oQxzSiO1+gvfDo2HdwHkkhkEZKR25eP0EhT74ig/G8/1t7PeLmbtw4y9ezot7/d5rAq949SM+LI/+5vVzPsJYkBUuC+PIDZCP3Xx9N6HqXtHnPsnxl7LqYIh2uk8jqlUY9Bk3rjWkiVrLSIY2o27b6wY5n70/O3U4c4y0QCW6yFWC0hrB6WuG2Ck3utng8vbXLc57qsrj8y6yfGi7RGTQW3AEwoNBbzwySC/XlVu+JDOPv9/8zTehohejZJwz6MjbqFYf3vuAZXdp72ttREYeyOV/1jsEiLs9vQnJGWk3P3gVPwr31yoi5JYpFy+8YQ9tfWj7G9aF2aBx1j62neHR+nC/OfGqD0blm+2/36x6/dbMkjfbBa87PfTjHCB6r6pkD5G1tx7/Kfry40PVydjE3rfRe3b74cCxizEHw0h7jUD6iF5r/aLKxeO4wBtUMRHCo0jwGIMfvsaLxMs1v3FNl6+LygNf3rn75ySvedlH+/WB2y/i6X374Dkv56PZZZ0c0ZX7fBfu1WfeikdX/cg+kEfrMWEoUN07euSyaaRf7t9jz/UlouEePXcRAS84Xs2VAuyScsqVnhzuEoG0vhv9OL+ab7wTgtNP1E++2Ab55xQiMnhmF3j1tDIGqKjQ1WEydtwBT+8NsYzqoMlMXh/GrAgPE+DHGYK6fDAs+MnbPDYIrQyju21jMe79fuCPIkPOB5Z7D12zC5/v03kNzS4DmHse8aX9KdEvekz3CiJvbfPbPtQPH0BOhOWy0Cy7mTon/MfwNz5sgfiiQ1TwbxgV7sLlVPdoMpV7O/h+YzT+ued73ucKwHDuigN99DzcbvTp1zzajzbiw/MzdIRthHEejnnc1hGefWycP2q4fXz/HdKbn6/N/6eGCDJdDU5/XdFyfPTZowVMFec9tTXKOjxtLoTBOb/3tH1Gg1xFmfzrUcg5JOYP2cfHaXg5P+n4+6Rtuje4jUsSMIYXz+QChj0YtPZGv/io889+HnOl9QdDO8hHOyY+Dveewt7aMHD8UCxxzr+NvfcB3Bvf50vOwtvuj7skJq6XqO6I0n7yX3uNGvUZEZL7JEPxYyHyKor7cQbhp3WuiMhDPsvb1icR+egF6vH3LmIAY3J6+PJb2/BAG/mI35WP6Xsi94b2Rz9fEcW5+Y33PnivHgx5MzT5YZTDg+H89nbwKir/GBcqysNxH7YBvJcLhtfG6aedl5boH6hJwHDAvNkJP0U08HtmkIvIPwn8Lxhbtf+1mf2P3/j8nwD+58B/BvgJM/uzjz77E8B/kXHb/wLw3zUzE5HfBPzvGFmX//b9+9/5q/nOQtWhFx6bduNcGvWiu5qcAnmEly8ekg/w2r8bbXRDL9p0fqC8OK94eTUo31wYlWH/fJzhfI/XjhK5d8G/+r0UUO8ZkmPf+Xsw5NU+elJSr9D6d6UtPwhQlQ/yb50iYg99RFXA66A+2djQqbs33D96qA+jesQsHs+NclHksO0+GfuhMW+eYXhSHjta71eELxrujad7rjB8wAhQdfiUsN4RGVrjctFOH4d/5zepw7j4zpwXAGNQVy7vfcBr/ak8p/KhHvRvBXLhKt7n1Hxa3Ce93nvH39a+4BT3Gh3hMzX5W8K363mPteye1vTtv5BPut59onOJXJzdn2+nj+qHG/nq3IP3/tP3UQHrl+TPx3gUyfwkZ/kWn/Fju0budeU/I74nBrmMrdWfBn4H8HXg3xeRnzWzv/XosP8Q+D3Af++N7/5W4B9jGOoAfwX4zwH/LvCvAP8t4P/FMMj/SeDPfaeu43sBp4OH1O1SiOE+bKQfkUT6XYLqvdfxky8qokJI7hMPiEfr4JCT7Fwy+O65ax9i0H0PofpBBYknfDrIG8/0Md9T+6Uk+aMJ+a196Z5D9GZIN46S2cBlQycPWfkPxwT9QKhYnIwEqs9Pl/vu4bFH86Ke8CYGB/MRZ/pRovVnMRA/TxCEahXDCBq/ZZrFdwKi+qkoSR/4vsgHohFvww9KJPDVWvaE7wY+81ygwn3Rtgc8yqv4fsT3ahb5zwJ/18z+vwAi8n8AfhfwYJCb2d+/fPZmaqoxGE2RcdsD8Isi8suBazP79y7f+zPAf5kfMIMcRpjkBwWfZXe61T4S1oQHze4nfPEgjxK0Ht57S396oBG8cYh4j/i3j6kPbAw+S4N/EOEjF1HSj4WIEKZvLen984RBMRkKEI/50k94wg8yXNDPxfw3isy51+UXS3tFK/w+xPfKsvuVwP/v0f+/DvyWT/JFM/urIvJ/B/4BY138U2b2/xGRr13O8/icv/Lb1N4nfA4gIiR/ocbEgC9D9/n73dv2hM+Oj0vQeg1eEPv43IInPOHjEF0cpcpFPqDK8oQn/CDj85SY/gE4vUiufn/O8d93rlYR+YeAXwf88OWtvyAi/zhw/uhvvfb93w/8foBf/at/9XekjU/4zuGhEI1XSE8L4RM+Od6aKPWEJ3wKfB4pKk94whcdooKk79+x+b1q+S8APyoif4dBOv67wP/j8QEikoA/A/wXgH9MRH7uQmP5I8CPAn8VyMDfBH4M+NeB33o55xl49uY5AczsXwX+VYCvfe1r37+xjSc84QlPeMITnvCEJ/xA4HtlkP814DcC//nL399kJHk+xk8B7wP/58u//xPgvwL8vcvrtwO/Afj3gH/GzP6BiFTgfwT87xlJnf/HtzXi7//9v8/Xvva1b9MlPeEJT3jCE57whCc84QkfiX/koz6Q74UqoIj8GPCngCteecj/XYZc4c+Z2c+KyF8F/hPADliBG0YCpwL/K+CfYCR4/gjwzMw2Eflrl+OEkcz533mb7OHXvvY1+7mf+7nvyDV+UvS+0Xv9wPvOTW/V+XzCE57whCc84QlPeML3D0Tkr5nZh3qCv5dJnT9vZr8PQER+EvgtZvYHHx1zBfwjZvb1yzF/D/iSmX0T+Ocv7/3TwH/bzC5iuNwxUv4b8IvflSv5FmHWLsoQ7tF75fL+k0H+hCc84QlPeMITnvCDjs9xuuzbISL/KQaN5Z9/9PZ/3cz+08A/fnn95Id87/eLyM+JyM994xvf+O409i0w64g4nEsPr8sn39N2PeEJT3jCE57whCc84buD75VB/gvAr3r0/x++vPehx8iouXoDvHv5/w8DPwP8N8zs791/wcx+4fLvHfBvMvTOX4OZ/atm9jUz+9pXvvKVb9sFfRa8YtO8Kf0gX8gCgE94whOe8IQnPOEJX0R8rygr/z7wnxSRH2EY3j8B/NfeOOZngf8mQ03lnwb+b2ZmIvIM+L8Cf9TM/p/3B1+M9mdm9k0RCcCPA3/x0zaslMLXv/511nX9DJf1aWEXo1xeK2gyyvbKZyqa873ENE388A//MCE8yRE+4QlPeMITnvCEJ3xSfE8McjOrIvIHgT/PIE//b83s/y0if5xLUifwvwH+dRH5u8B7DKMd4A8C/xDwx0Tkj13e+53AEfjzF2PcMYzxf+3Ttu3rX/86V1dX/Jpf82u+4wbxMMY7oB9ikPNQZvr7AWbGu+++y9e//nV+5Ed+5HvdnCc84QlPeMITnvCE7xt8zxTUzezfZkgTPn7vjz36ewX+mQ/53r8M/Msfcdrf9K22a13X76Ix/jZeyuuf3dNbPq9ecxHhS1/6Ep8HXv4TnvCEJ3zHYQZ1A2vjbwxEIe6+1y17whOe8H2I79+SRt9BfJjR++2nkfS3/t4Hf3tQWz7PpQY/r5uFJzzhCU/4tsIM8mH8rf5Sqtug1/HZ01z4hCc84VPiySD/GLwyhu/x7ZxoP97Aft2T/kGP+kfLrL9KGP2shvLn3Sv/hCc84QnfE1xohbgI/qKM1eqTQf6EJzzhM+P7h6T8PcArY/h+cv0wg7h/yKt9yMveOC98lLHsfeAf/od/E7/hN/wG/ql/6r/Eixcv+GjD/Z6HPl7/3D/3e/izf/b/BBi/7bf9Nn7tr/21/Mbf+Bv5zb/5N/PX//pf/9hr/j2/5/fwIz/yI/zoj/4oP/qjP8pf+kufOi/2CU94wkfAzOj9SULp+xFmRml9zN/3Brk+SmCXj14nnvCEJzzh4/BkkH8Ehmf8nlby4Z7sVwb7m6/H37n/3iuD/eMm7Hme+fmf/2v8B//B3+Cdd97hT//pf+W133xl+D/eMCivP04FhH/j3/gz/I2/8Tf4A3/gD/CH//Af/kTX/if+xJ/g53/+r/En/+T/lH/hX/gDbz32e1Hp9QlP+H7FuTROpVFa//iDPyFaN45b5bBVjlul96HetNXGWsbrnNvnc6x+wja1btRv4z37LNhqZ6udc2mv2v2aQ+Xy9+fxPn/e0T/Fs+1tcPfrNqISn3eUdbzu21y3D16vGeQT5CO08r1p5xPeCuv91etTjPFWK60Wem8fe+wTZeVDcG/orqVfvFn9Mu+O90XkDWP8lUrKhymkvFJTAVUh+WEsv40Kcl+l88d+7LfyN//m33z0yegQl4Mwgz/0h/4Qf/Ev/kV+1a/6VcQYEfmgass/+o/+Fn76p3/6oX1XV9f8vt/3+/gLf+Ev8EM/9EP8W//Wv8nQZX+1qfixH/sxfuEXXsnD/9E/+kf52Z/9Wbz3/M7f+Tv56Z/+6dEeE0T0EySqPuEJX0z0btRu3DvH+7fRaLs37oMTSjNK7/QOzQwVHn6zdiO4b4FK0TuUI4QF9NtQRbis0MugfTyuSqzulaFrBmac8zC8tAraC0nq6/Onegjzt96mt6BdbmQ3KK0RkNcN8icP+WeD2ehXnyQhtpwHLegBAm7/HW3eA/rFmSb64ZSk+43CY9hjI+xR/2gFXBjv3ScF3x9bt8tnnwKXcfIA/RZ8rb2P6/sC0q7ujWa9zG+9N0SUmrdXdheACCFNnyD/z2glX76i6PT2efMLbpAbvefX3/lQo9IuRicMA/TxZ68b1m9KFQ6P9mO6yuNxYw/HiHzQQG+t8Zf+0l/ip37qpxiD2S7fFTAwjJ/5mf8Lf+fv/B3+1t/6W/ziL/4iv/7X/3p+7+/9va+1D+Df+Xf+PL/rd/2uh3ePxyNf+9pv4k/+yf8Zf/yP/w/5l/6lP86f+lP/y9e+9+f+3KvvvPvuu/zMz/wMf/tv/21E5EKjecVtv990fLe8cDW3h/vogqL6xZs8vl/RaqG3hg8RuSwcrRbU+R/YfIW1Nro9WpI/bJjU7UKFkGGkfoJFdauN2g2vQvKO3huljZMnrwQ3znHc6sMmwMxo3fDuUy7a9wZDy0C6/HuBenCfcjl57XyPcTEG6gbqxyyTGyogCNUMFwPBxXF4H9ztb2vOy72CiosgQmsVa4XkhCKBnCsVQ7QR3WX+ebyJeMJAb1DXseG6f17wet++p/9YH17iuHzEuforY9xFQKBdvOQtM4xlB2H67O2t+ZHBf3mOcfdqMwrDINcwNo7qXv2+3Ruy+iiCouP1eLN4f0/u+/29zeDi+Luu4/ce36PH1/7wXhntEIV6/pCLeWOz6OePn1NqHvdUw7d2H7/D6G1E/Jz/9pmwrRZaGdEJFyJgD/8HUB8enLG9locq62/DvREvzmGtvW7Ufwi+0Ab54HO+uRi8MsiTU8xdiCciH0HjfmVIPxijZo9M+mFIy+XLj0zzi1KWXTzdrxaT8/nMj/7oj/ILv/AL/Lpf9+v4Hb/jd9yf9rUzCMJf/st/hZ/4iZ/AOcev+BW/gt/+23/7a637Z//ZnyTnzOFw4Od//ue5vwhV5Sd+4r+KiPKTP/mT/O7f/bsvmwnhj/yR/z7/4r/4P+DrX/86f+Wv/GWsGzc3N0zTxE/91E/x4z/+4/z4j//4G/fhVUdr7cSo06Sovupi9xuPt2Hw7TvWjdY6okKvF89Ub/gYcOrp3RAVrBu9DS33mhsi8mCgf5LfG+fttPZ6OMn777xx2HtH9c1IyusGxeijHz2Ie+/03vHe49wHJ4eSNzAjpA9OrjXnh4gJgI/pu2IQtzoS31prOBFaKfRWsW74GD/+BJ8nmEE5vVpMWx4LbpgfvMjWKj2fCE6ITtlqv/TpML7vwjAkWubVxrtjGj/gGhAMfbQRbrmCOGIYiYXJK7UbIjwY4wAqQm2G2TDgASb4dEb5fcjVbBgDvbwyPnoB+ZSec+uXjUd4/b1exjnbOL/5BUInOsFb5rhVqiQ6iiAIRs8nSvOg/3/2/j/Yti2768M+Y8w519p7n3vv6x8SwtaPkpIGYxFArVZBbBz/k3Jhp8qWANk0oShTwZJTBsyPqEgZp1IytlIIy8YGuexSbFMRQREGuxyZ8CNBNolMbBACAgEHRCzZbhyE6B/v3XvO3mvNOcfIH2Ouffa599z77ut+r/u1+oyq7nfuOXuvvfZac835nd/xHd+RyBhTUiTl84bvHYe1cR4diDFKN7ImpK9Ud9BMs7hX+2n73nILMD/HcPdxfF64n+/76C2unbW4Htt93WJ6dLGBuZCGbmyxSBxD9BZEXl5XLRcburGR1RyfsVQoV3fB53mzO45jPYD28+O1LwMgX9zH3i6KeMdGtC/QxzlvrLmm+PvbjTlNA+SP73q5kd3m+noTr9muUTs9x7ZfnC/E519ueNzubgytBWjfNgh5fvH6wu1nPA/+X/jcdruhyLvPjZH/LKKt8b3P7LPqvetXqwGcc8rY6Sm9NVLOpP2TF87ZerDhjgdTXiv0BU0pcAUCOuMiAcjNzuNnI5kQCaLpOcVEypnWO219Hm/ejS9pQI5DXxXvPQDNbjdAadwo97jAgYP9lv0+A+4A7+4Bt5/XFokIaCwa8WAF0BTRgav9XtC43+/5S3/pL3Fzc8Mv+2W/jO/93u/lN/3G33h34jp//C3l7hYP4eU5/IHv/wN87GMf47f/9t/Ob/pNv4n/8A//kduv//y5jvju7/7d/JPf+q38vu/9fXzbt30bP/rnfpSUhD/7Z/8LfviHf5g/8kf+I773e38ff+pP/anx3vNRAKE3w/rYsXswGaG96kz7u+yHJCGl7XobfbyvV6Nvu0siO7EsC8si7HZvoKqUKVFPlVY7aun8nawZnqC1Rs4ZVaXXuDeiQsp3H8TW2p374O6s6/oS+0snpUR+hztzHwv7dp3MjNba+VjuTj3Fdy+7/fmzl9PpPIncBy62FJuZklIwpDYkDO6Gj43G8+PM3bHeYiyq4L1jvZ8Zh42BABCVcwrv/u92e+y3Y7r9znjtYUzxPtKBhvbaBoMcrPN9YdZxc1QccYMW9wkc1YT0iouy1k5bj/R1Yd7NeI/nwFBulmDVcupMczBonnfcHI+4LcAS9+m5z96XdK5OsWZMOaEaGy5VYbonW5STsLbBjKvckc+8VvR6C6i8x/5bUrCZmwWg9ZcD8g18bHKUs+zuOUCABkAxg9OboBnTDGpITkAmU6l2Oz9gDZYjeRLQRDOnAaTCbncgqVzIDJ8/rwuwBaAFR/DehtZnPF9pQlJCtJLFySWDZlZX1m60brG5kQEqn5cuQADGy+tz30b7QirQLMbi+e0ipHeSCTQbzG1/b73R77u3Z8Z2MLMiY62yAJHWb4HoBv7KPoCodcADhMIAuel2/E2bRGWMm94CYJZdjNN2is8vh9vP7est0G6nYILd4jUQ9+YSdKd8O67biTPozhPkCTfD6lucCTKdEE13CJa3jfueFR2A2e1WurLJWdJ8V8riFtdL9PacXxaXLL612NBs92h+HPfM++2mm6Fp38D7dh3rzZi//fY8rYLOr/6uvcX3bafbLKBIgPl3SAI9r8Xe2Odt/bz/PQ3rkVGwXkl9xWUOEA3QVnw9oTnHvLo2sE6aJtIgOzaiQAbJ2FvD2ra+WoB56zRbLspJAu+pJjRl/AWK5W58SQNyN6M/fQrurL2z++AH74LaATQC9zre+12m/AIQ2/Ywi5wvumy8uGys18XN2HxrnfNi8bwTy26349/4N/4NfsWv+BX8L7/t24K1jSPF4iDC/+Qf/of5vu/7Pv7pX/fr+Km//d/zn/3pP83HP/7xGGhjAlSBf/l3/kt85Of+XP76X///8PN+3s/DzPjDf/gP86t/9a/mD/7BP8gv/aW/lN4CZDAKR3/DP/fP8ft//+/nT/zJP8k/9A/9Um5ubvjH/rH/Gf/gP/hL+chHfs6Yi24XkLPsxneodtb6DG/GcV0RjN10wMxugaWD1dikAJitwYLnw1ij/cx2mxnFlN5OdFsQnehdaG2h1wDaZT/TW6dWR5Ng3VhPL4K9affisL9kmO9jzC/vSx9gtZS31/m1WuntiFmN3fMA1r13ejfggKrQlrHj751+PKJjk1LXhTQm+vzc59V1pS1jx21xPn0NRuB8T7ZU2Uiv9VbprZ0zNnkK2Ug9nbDWUFXM+p1UHdzdJFzGlubbmIUYO8EIvNzPnzF5bZskvfO3zyZqt7Mko+ithKl1OwPP7dHdANrd84oXrd3ODHLtTre4VjmNTbd7XPc2NM0YXk+4lvEBwXTn3OlaacsJrwviDUtjgnZi8S4zXhtrOwbobD2mlFSY1JE8c7K7G+elGScL4CcCh2wkqS+muLfvZB0Bighlvh33N+uthOVU+11Ne1+RO5t12OklQzia4Ui6LUCzDizx4g00bJsvN3x5imwp/nK4BT+v0Y14O5PY+NwwA8UtrlUPHVAqCckC8xXNwK1S14XT6YazBKhfsKRbPF9oJRqfuAHMvGOb47IK5HIHQGRz1g6nZhR3xIRJ+j0yHKh1RaYrclLa6fpeFjKpIAOk9NoRc/YlcVM7Jj1S6a8DYNpy9xxetVn6XKMeYTMXyLvba/w8Sw1xXS/lGlZvJS1jvMbmrt0yvPV0+35NAxQO1r2eRoZpk32Us4SJ5dmQlIz7Pr8xQKtDH7KR7ZpsTPOW7dk2F3l3O0Y04e2EqwbZkfLIBAvQcW/ANDZC24ZM3rn0Y7o611d4W/AWxIlcZhUgrtn8+OXH2a71dg7bRrdeX5wfUUj6fPZhyw55h8Zg1Gu8bpvr0jTkNQ36tjla4/eXc0BbxmZKAYvzFon31ePFd5I7P5v7GFbb+nBBPF5sZvM046L4dp/zuN7WEM305UQf2UeZdvhqtNM17k/P2GP7TJVYn1UyUND5Ygz3saHonSQaRMnYeGueybtdgPQLgklE0IErXif7+yUNyFWVsttjtdLMqAOE+JABQCyeMTFs7CnIljo8W18J9DFgJFKolyB+Y9LPqTjlDPTPB91eP37eWM6PfvSj/IJf8Av4wT/0h/i1v/bXjkE6NgeqfMs/8U/wn/7wD/M/+vk/n6/+6q/mf/xLfgluHe/B+np8UfZXV/y23/bb+Ff/tX+Nf/f7vo+rqyv+3J/9c/zvvuu7+PKf9bP4P/0f/2Ccy0a9jQX/d/yO38H3fM/38At/wS/kl/+KX85yCtbue/7V7zl/nS1jsMkr1tORVAQVw7PRawzSvU7koucB6u60asGo22lIXXbUtpAEzOtISwezkXNBteIYCJxuboKVVMW7kSwjKtCd3gwVoZSRodDYyPRqY5PEneLXS2ZD9W5R7OXPp7WxrCvujdINiE3alOQMAvtg3HEPpnm8BjL15Ig6vTu9H2na6WvswDUp3Rxvt+y8EBkEwV9gX1SF3W5H643eGvV0wt1IZToz3WHVdqStK2XenTdqjrPWimts7FQV6431dOSsMS4lrtlaQU5nEI+ApkzKOa7/QLriMfKtVazVANoiYP4CM5BKoY+JK+dynsjq6cSr4thOOHYnPWnm3NTOnELicSIYYTwAdtbYHGzynpISJStCSDZu6sLN9ZvxncqBSQvJKkttuChSMq1vn9XptaESjGWvK5gj0y7GTVLa0VjXFfNKVjjsMkkLTLuQOawrSZySQ4CynI5YPY6FCkopTGNRWXsnIcwaDFWRSjdHk1PNKd7ppyNoIm2s3oh1XeitQorx7KIYIW/p3XARTtZodSUPiRfWw81EII3n4Ng6N0DKExjMHguS+ok0UtzeFtbe6bkFi+iO9pVZBa8rbblGpyvybheAq9cAOpIGZh8bta2mwDp0x06NVVfcjjAp5tBlvh1NlxjTwNeOpkQuO5LbkHw06kgVz9Nzm2jJ5wXc68K6Bkjbz9MLjLaOefEyVIVdVq5PbRh+ZHS3Q7exOebGXldaPQLrACnrrVTp8nTWE6ndjGvgJBXUEtIa3QT1RtoYy+3cto3PHc1xG+Np6IuXp7egVWSAqgTeiAf64ruKsLbY4CaMwljDNrb0MtoSf9OM9wr1OrJuvUJq3E3vxOvoSwDOTWLiHuz4xti2AdZTvt1I6AC+2zmmmbPmvK/xvzwAT97B6a1b0L9trtoJ74rVhk4HBB/HGQw04F7xdgQMyQecRPfI8HK6xuozKMGG5zKhovHd6wnrR3wuyCbVOTPIUQ/yMkni7UW6WHfKDmzCjzexjktGlmV8FYVSzusutd5u2gcuIGdkA7zjPsnGoC/XscaXfXz/TXu/yYU2QK3ptvB63Z5XvQDbg+neskzWbjdPz4+T7T7k+bZGoK2393/7+yAuQ8Z4u1n23vHTAirIbocmJZcpCI52A2a3iuIxjnxII701XASdD+RpopmFVFkSeZ6Qc+bl6vYajTUyxLAjUon/1SPJOgmHMl4/1v6U8+eka5f3pRXW5yk++ot+kf9n/9cfZv/kCe36M3gS/pv//u/w8/6+v28wioRo34cYX9It6N5SOBvbZgGSnWBrGTKLeN5utWvukdK+1Y37wOrj4ZIASHem/TPbGepRccet4RtfPph7SQkI55XAycGUasrnz3Pv4PCBD36Iz3zqk/HwumDbEicXn+mbeeL94bad8+0r/vrf+Ot83df8D/AkLOtnyAluFsfqwr4oj558GSnvMHfMamxe/MR6ekq3RmPC2IENfbhX1BpTzkzTFSINMFQP9DH5uGowxSKkXNAs1GWNyfIizJy2GqkoKQnm4P1IEkamPJM0Bwu5NoRESoV5V8gp02rntHYEp9aKagAz1wB2U0n0Wm9BKhc7ZJmQLmcNmZlhfqJMiZQOiCiphHQlp4vUp4C1YKwllwDnW0p7XdBcsFpZb26Y5jnGVykBDgejvp6OAXhFOd6ckJRj6MKQ9AjzrgDOclroFpuZXArttNBOR8rhgIlgCFNKpKRDClSZ93uSBBtjvdNqDfBeJkxSSDgunAlEIOVyvidrDwBb15WSE7ucWGtcw5wSOcdz96weOdWKGGiOGgXDad5Z2pHHZaI3eGupOMJcElNWHu9mdtOO02nh+uYZz05HVBMlTezn0PZJO5IULM1ndm4/XVE0kVSHlWDHbUUlM+2iwn5dTngW8vTGOUNkvdN6Y10bu7mQvcVzUvYood03j0xRayv99ClOPYEWHu2vaF6DueknblojiTAnHbKlxH48P2/dHGOCqdf4dEUuM2g4BJgZrbYAMpJo9UQbTiUiQvfYUFiLbM80JZJAXY/kXMj7x0xFSbnw6aWTeqVLhtPCZAsljQzifIhNxnLE1hNiFW8hk3AS+zyRRubABVouAYrbQjUg7/Bm1KEFzZpwVdZ1QfpKmnesDZqHPt4RdPeIJE5SpeNoh2k3045vUVsUZJUnG7PlpN5YTkdSmdjvXy3dOK2RJZqek7VtY1XgXLuyrZ29e8wXIrRmd+bEc4avG1qfIQjdnSkpZfc4FvILqVyrMTY2Xf2UlKTCcenB8vWFw5Rj3tlIom5j7Um3DH89xnwxZXoLxv72Kzm1dao5vTm73SPylMa6FYXCtXZQJYmwz3BHk7xld+FWrjId6P2Ib4w3Cd29gUoOtx82ICoB2sRvawfyDlIZ69PI8I1roGkG55zBuZPZcsfX6wDems8SFbGQZziKiOMUukmc1/oUl0x69EEyL2YxWr+ht05vhkts8M2FpDt8eYq1Z5Rpj0rIxvAOmtHdDKxo2gW7qhnXgq9vIuUK0kTvN4AjkkhpP8bOMdZkAPT8e18js9auj1ia43ucKg6kKaE43m1sqLYhlG43eCKQwe0EaYqN3NUHIku1yWEuwfF2SXtHfMwbcSDOEqweIPaFrIfZyEz0OPa5wPYia7HV1uw/dLtxurzu1gZZUmh1xWtFUiLlyJzYcoJ2yzzrbh8Yp3c4S4XHs7QVzVpFUsFTbA4kZxClusHIrJETYoa6oSWywDJN3NQb+ugfo6IoSveOijKhZA/M5WmGtsn5bgkrkYEvzsIJOf857R/9mLt/0wsXgS9xhnwx47+9OSLLiVyfkiUkA7W3QTgog/rG3BG2NNrtxRWPCVDczyltTFBJF5LvhGOYx0TWtwFBsLaRNhFExm5ZgymL9PYoCFU5A8xgeP3s2uAimIULgeqmNZYB9O2cQjG3M/sN0DBuhaSxexBiod44zQ5ROjWY/3MMBj2uh16gdue6B1DovnBz3cjlCs3Kcbnh9NOfGPpVwSWAnbNg7uQpFrSUQU1ovTExQS6sQGuGWWc5voWtf5dSZuarR0iZRnGuQD/BEk44qZT4DsO6SHXHKo7VCtXJJrg3pjLhFfy00v2EWdjFKdAQllNYHJkZYo39lNDUx8KROZ2cp+uCqJ8lGKlM9NWYch6ZhGCL9iWTiiAd6BISwV5Zayd7RhO4ZiaCca3NuD6tLM+OQeS0FXFjy5TmMtNuTnQD5QY8mF9TkKngEsWSrSnmxtq3xV4oJTEVOJ5W9nMiZw29uGRsNfqbz2A5sdSV+ukjpSQ0Jap5TBwq5P2OQzXETnHN8oTqFOB2XViqkXcHyjSdwV+wo8Egdd2x9E6ziteV0+r8dG8cq6HembMyzTPdK8cW/vtzh946S200h2k3UXvj5GuAFImxm+2K3uGnbt4E3qT1irWGSWwGaw/P7pnGQeCwK4hcx1OpxrO6sJ9npjShKGt9Sm9OznOw4iI8W56y9E5KT1FR3ATRQmuVpS8xl6zXiGS07FAyWeP+6BTP6l6U5o73hU8/XRA3kiasdxZVCuF/zbEjmrhOTkFYekNLRlPB1rEgiOI0nt4srHWBeWYWITXhuBq9v0mtjVOa6FYpvZPLjD+DkiWevXZCWz2njAXhoIqcTpyOK20/sT9MoInjdcNpSO9kB9EZ0cSU4Fpnaip473SHvhw5ferTpFIQURaUTmf2WBBFFfcF9x5reRLk+ppuivnELluw9utnaDQsJ1QnshnTzTN6fRagNM9c7SZW6fTB5qOh71xP12SFLBm6kMtg6MfspSnqezYrySRRY2LdOB4rOFGD4hsxHe8M4K0kMWprAdo7WBNkZGvwRElOKYcY+92hO6oSxKOHZjWAqSAac2xdRragJ3qfWSyT1pV2fBoLvSaUBb2oMfKUcC/cGFQviBi+Kuoh2ejJEZxlPXHTVq6KsbuaSECtRhYQa9Te6KQAUW3ojDdQ3COTJ/MV1pfgeSWh0wcwjC7CdY9MjqqgtFsWPO8RibmR3qEbbpGp6SbQDbEbVGZUIlPnAwSJ6Hm56WZgkNpT4Ont8pQmZH4Sa7B3sBvwiifBaPTlTarrrcxSEuY9SB5PAQDt0+CNlGbKPEF21n6Ni1IpuClT3tHaiq3BlMtyHZu1QVZ5vcHnZ1DmqD3IM+YnnJBzArgXfFlodSHPT4ILu3mL3hv95jMgDc05MnIje6UCaZ4DsAKNhLWO6IFp/wbZOn0NskA0YzcrZTqh03YtV7i5QdabAOkSq51bRUio5sAbQ5/uXiFlnlljrUd2eXebMbUofpShsbe0D8Z6yxL1IAfUG/bsp2Gp8ZkXevjj9ZHuxrS7Qi2yeGVXEByxHpuc3czSYs5m3ewJhUlzZHpV0X6KhVsnSPuQbNaK14avleadNU/YukKLDURrnYVO3u3j+dZMsxXVeKbXFuYH3iPLmlNGk3I4vEHuYZogaWRABubqx5VTW2Nsi6BJxyb61QT4lzQgxzr12SeHdVgj55kDEozZGX5u/y+D9RkZeg/GWT3See420lKb5dHYzQmob4yCjsFPDJqNcEjjRx8e42df0lvP87/y//qr/Ppv+2e3QwIwzTM/8iN/Gu8xgffeUA1nkg2Uu9vtIBibCUH4u3/np7Bm57kVFXQD+BZZgO63hV8iMmzHLhYvH0Bdh4zGQ1/93/y3P44mRVRZTpD1LVSc9fgW681bJAUVY37yZVT12B3rzKNHb5C8Y+tnaG3haDXOT405Ja4OX4EmpT19Rq0LRmd3LEwlAObVtMeCdkNTwnLhup9igbPGpDtUOm2kP82N3h3bCuKs0GqnAfs5NmO9rdTlSD8eA0T4wptJQ8rQwE1pdeXmuOKtI3Mh7wrdnOXUyXliN+8gJerayCUYL7eKNsN/up2zK1oyJ6+4r+SyCyLDIuUmZqjEOLPamFKi985qLTZ4eQdppmwe98sz0jwh84QIFHnCTEJr5XA1k8sOnYKBsC7BPDen1RvEDV9OHN/8JGkuWBIwofsMGIt7aOhOJ9pnYJ73JBqeE00nxI21Gaebt+B4PFf/mxheduESsqXZHUpOTCU2m2YexZ6p4JpiQnPn5vgm66ky7WZ2+ydId0pJCJV6KrhmnrVrPAmo09aFt2RPIbR+tRvqTtZC3u0xjOXmGm9HmhpHVd46XoWMpHdEKjfL0/ChtQBH2Vb2OVN1RlJmN82cWiVNO5KudOmcVqPXio8sGW7IcgopjX+GpY9CXk8kKeQEc8qoCVdlx6mdKDmTRDmuxipCsk53o9aFtR/DD1sT8zSx218htnBcY0OavLGuC2sXLEWK2E1CIcDKnLc0MzTN7FPmy/UZ/dhxVUyUG3daW2m9U1OidyOlRJoLrRs1dTRJbCQlWHRvnYlCToUEiFdaoHmSBoNWG1AruwQnG05K7kxzIYmgUw7jB3dkFHHautJbZUdiTQlROPVOWyreTuh0oIkiZNROJHNYHZkmmHKk7iXG3tpCppMHz1JEYlO/m5CcWHvHutBaRcSRFsybdShSSDKRDzu8TJE9yzqkKcKUoOMhEfKYL8tUWNclwGhyUKcjpPZpeu9oLng3eqvI6ciuxGvxRJoPyPyI7kKrfdSCHFnWFTGB9RmrN5q0eL5TRnQmi+CuJC10f4ub2siy0E9v0U1IkjBRmmZyCjlSeCyDiLPXzJwmHh32eEqsp5uoedFy6yKhStLMnHusAfqMLrEOquxIecLF6fWam9YwEZJHfUGyhmNI2aOipJKwtmLWEGY8X9EQRDrWrhGHSZRSdmNuALLiQmwCk9JyZ+eVOSV0yKWchVzjs5rFdXdyFAT2HjpqD/lQH3NMNyN5IuVdnCMzeXfF2iqntWJMlPyEpI/oCG+druHmM/h6RPzNeH5sRY43qIPVBe0VK4qVgkrmxhQUSkqI99A+t4wvJzwZk/wUYg2TimshiSElR9G2KOs4V6Pjx5X9VGhOfJe6kvtPI28KLAtTmiiPHqPzY07XnyEthxi/7iGr6aeQY7hj3qmuqBZOZrRayZrYiZCnCVdHyszRIaeZZ0vluBgmQRriHbXIXvfWaaJ0CRKwV6OZMmejHq/RWnFxVgkiT9pEriuqhnXBzNnvH8fGQXdMQ+ZaJXMtjhGOR5REmgpYItcAvLo+o5Pp6qQ0R3balCQdO93g9S2aKHM1nJAqSzpQvZN3R3KvmClIYc5XFMlDZZwxh5t6xDgisvJ39adJkimjyFsMaA1x4XgdG5t5zrgYvYY71svUBlt8aQPy0wI/8Tc5CDRJOBP8PV8By61e1gGGzja4ajuzx/G/mJDjdRY7Oi604L5Bc0EkpAAXBHtIY3ykQRHELgpJ0fGwwd//9/98/p//+Z+BcWyzkGu0td0Cd0I7fctcc0dOEvsACUbdfZzrULCpYtzKaDZgLhLZARtT1NZXxBzqmcUfvzOj1ZW/9d/9BPM+U1Spx0aWzKEoXRwpID5T2zPe+tv/X5p3qs/QE3+7rbEwIDTNJE14dsQrtd+g+hMUDEfRuSAVlhbSFDNDU6FM02DvFbozEYuTWcgG8rBK69JQhdULKU+UnKMwI2Xoxo6OSaTKrY3rND4nlwmXAiNjYt2RHhmGdEykFBuiZ3YNNFLP5GnCujJNmdWhLtfI6UhSp1kiabjBmEB3xfStGDMYV+rMU8bLJlkymiXERtakLdSbZxxF0F2hryv1zWcITpqEIkauiV06oFPi6aTYEuo4yUpbb7iuJ2rKFLPIeq5HalGY9wGQzNEGZsqSJlKWKAQ9rfiyBqObwwUgpxkjRTV7vSGlhA9CRErCmyOe8H7CaAjGnGKcrxiNgqSZPA17y/UYGe6mTDdvYfIpZLfjRDBGVo9oiQ2zFmXSxKkZy+kEHgVYW5ZJJKFzSDv69ULtPT7DIU1Xkca3zqSZap0TRhVhmmJCnktCOdJlFKSObFhwXcrKirGQU2GeZoQpJCt5j7tAU8wafXkWFfn1ZmTjOqlFSlSv9mTAEHKODY54J7WVVRZaXVGZQQpTTrEIaDBRmpzeMk2MoidmhHZc8WZ4cizPuCU6nS7KDZnPSGLeZ5IZ5kZthpqRTDEfulEXXJylh4vRakJzIafMnEHWxiKdpMGItjyPOhwjZ2PSwmldI12voWcvGqIjy2EZ6UEYxxzQbobNWMcVTmQ8J0QSgqImKAmXT6K+0jBuliPVnXRaaN1okpmzInQsQbNRiKUlXA/ch5zCKUkjG+hCNiMTc3XHMYlHXT3kQyIJl4xZAo0VQZJBb1gqATJNMSU2EbK5cFV6jw2ni6MlJIaYc7pZQ36gUFpI45N0Io+ppFRC7YGTCKlfnQoJCSnTmBfCF1mDjTxZbHg10RF6dXI2xCxYx5TGmtGpQPUgwYXYaLgIbi2ePRKaAgirKt1i9egeqfyQwwR4iaK4hE2NuUzQVowV7wn1xJbn9W5kICVYPGFpjzMFMZSMnpQqIeOzCjOZPGncG3eaG9kbXdeQ/CHMWUbNxELRBJKpq+NpRns825iRE8h8FXITQmZoJqNmTCklk1DMV9QayQUsMZdCSbvIpNNRc6SvZGpkyGTIa/Z7li4sSxRQtnWlduNUG0WdR1cHtOxRh+RRC9VnJ3tj1ysuBdntg3U/FNrNpzj10G93r7itAfJUKFkxg7UktK1YP6GrUTyxE5Drt1jeusEpzLmALzhQ3XFR1DriRl8jG3S0NsSAF3VVSABLP1FIrJbox8ZeC3PJnMyoYmALN2uNdVMXzBuOxwaRQtWEaKL0hY6TGeu0FHIWaDcYhswlTDe6IylTxehr1JIkD1VKt0HiSEhRZFz/RfNZmtO70xMkEYoImUZxYZ9mmjjdG4XMzgtimZ0685TImrhGsaS4OkuPOpDeN5OKQusNE4NlQU3oKLlsbGuiYzEW84QqdHfy27jwfEkD8k7nePPW2KW2SLO8ccWnP/0Znjy+Ci7ZhxZqMCEhEYGtIDA4561ZUAD1TcZ3a3c4ALh7FCmOh9bMbq1MeU4fN2D/+Xey/Z+wFXPIkLTA5hwRWlsbL3W7YNq3w17oFUU2WUsPbcrwFHY4F0lsRVbbMfuZbB+AhO0chDefPqOennE4/TSHmvHBnrecWFqOorNqPLMGa6e/eaL1FeeKNBVmJzYUSZgmZU6ZPYm1G28dDaOTujFNYNdLTBzNEVfEF47JOCHDlshJOrNkoeget3WAP0ctAEwF1qaIB+PdFYp1ZFJcMpNknPDKBsM9M8lMsgrJIaUAmKmEX3pJ0BVpGVkbKTdqf0arJ0DpqiQm6JVSY/N1nRVPwpSiKCoURXon5dc1I2k3KskNWsWzBOPbKwxnFlRxTZgrU3Va7axknvozFu1IB5Ph+90q0kfRbW90OiLGvDtgUshLx3Qi7x8Hi5fDRaC1BdXMbgo7OrFg6MwMqQlbBesx2V+5hc+4KG6h5S31GdKNtNvjCtWN5MpJJ3ACyFcnlZmeAwhSnKvdnqSwHI94W6lvOpXYDLlUiiaUYK3RYBW13sSmgBpFwpJpvtDdwp3DjSWF1rgapJyQNNP2jzhSyJIRUSY1UuuIwNNnR5I1rC00YnGfdCJrD/1wSiTrqFvIo9TRLKNqP53NG6Q5rdfQ8XvC+kpbF5pl+vWMJaX1BR0SnJkcrJtDyg2RleqGpXC1mbJCtUjPipNM2IvRh9ROtWC5sLrgFkVq1oxqnRt3jjeZyQVJBdXCKoWmCicnJ8el07XT3Wl0UoYsKcDwcQ0wOk2wNqhLkAkI0jtVhCOMtHJk4jJGUxl21cH4CUPWgNMkATtQoSfO8g3yYIvNSQQD5z3mqkT8V80wLYjCujasZVSm0P3WE807TRvdO9bbKNojQDKOWWSAygxmMuSBnVXCeaK0Fq+TkN6tDo0ZJAC1aCZt9TGamXRQNqJIW+k5hTGAhxRF60rXCS87zCIz6SKoOriSSOyyQRsblrM0yeJv1BgnLsCR1n3UPIRUp9jKtMKqQpkypgZrp64nGgkVJUvopCV13Feq2WDTQw7pfUHEOQkYTvexYXS2alcggH7roavvSGSDEFTBZMKtQUp0V5oMWQ5EkVz/KTI+NmwhxYy1ttO7cC0dKyk2cx7uSW2tsZGSiY6iDmU4PolE1ofeo+YhxXzkPUiBQX1CTiGLsk6Wi6J/tizKAVGnqGGe6GZUc1JSpjTRpVPdqB4ZPiVcWkw11o/W6DRYwigCizoT0YRPJdyDdpnTnPEp0/pESh199gwlISnRm9G8R4ZACannWT00MIE00hjnuShSF/rf+UmaNVg62hu9C0qAzJxCYy8WG/CuhZ5jrIpsUthY/av3uO9mMOa4Q6pYynAExzDJpN6pDhlhYiLlA5MEFlI35rqSxTBXkpRoZGYL1W4ig1QrqykmJ0gJlyE/7ZElzoUo0vfYRKxuuB1xjfWljbGQK5E5Hue8qtI0ZLJZMm+hWEqIZkRPGDbImEYOMITWaOaGx/gs6kTJndO7xHeUjFqlFsE2VYI4dMVSQ7ritQMdxdH3a2MgEflHgX+TIAP+XXf/Xc/9fQa+H/gY8EngV7n7T46//QvArydg5D/v7n/ydY75fDSEv21K90LXGYqif/vvcJTMbjezCTQ2Bnjg1yHZ2CCunP+2yTnOnPkoftnAeIBgxl83Bn6zYBuyj4sjiDtntcsmnTkDdD0f2yHYt40Z3w6x6d23GP+84P7PLxOMCz3OeOH4bn4rU7ndGGzHZ5sPqOuJT//dnwY+xNNuo+1sQ3piRWjrCSMFCyRXqB7YZ2VWODy+uvV+9eExnCZ6yah3dvunSEsc9RG+39Pshjekkrwxk2jLwtoXfK0IFvrZ+hRrkMsNZIW+RiOykvCeeIxSioOHxqw1Y6krx5uMpILkaNO9OhQaTzTRPWFtIaVE70K1KNoqqmSJApDjsH4QdbJbFMzatgAbBaPKYJl86PhzJpkQrxZMEyJGl8RRBCGKHLUTLNO8i0KfdRmbmg7SkRKpOquJjtI9RwFhX5g9PMrdiYLNecL1iFBCF+2KsCOZI7NTkiP6VoyVJNRxduoLU62k5PSc6OJ0izRzbSuLNnbdyXS6gJZEtUKbBMkFJ5GvDjH2y45UbRTGCHnIrqZ2jTRnMei1BIOPBGxbV1Ch7Pe0RGQLejxHbbXwe10WZF3o04z4gdUB74hPJA8dKX3lg6kg00SvHcXYyQ3TckJdaCkyST3Id2jL2apREZpkFpwccJluK0kIECKOI+jqcAqw0kSwHHUSkhNmmS4wCagesHmmLjfASjUJfyFVsoC7RlbGOupKJyFZUZloDsvSkHUlcSDgsFE0Ixi1RBdNMcfXft6gZxF2yVnE4rkUIEUdQ7KFK52RqQ1qoJ8XQZ31nM1ppwWZGrJLtClBVbLtMe2cegbXAGxFwBpaYxOj4pGx2OYhVUTnKNK1GjIh11Ek7GjKZEnR1dsdy4lT76zeKUVJkpHu5ASbc4glxeZrcm9IagiV3Hp47rcKSVi3+U8TWQsnX1jH9W0a3SUTTlHloDvKcDzy1qh1xdyZHXYpAF3qwbQuveI9XDYSxLW3RE4wuaMVzFJgwpJC5pYL3WE5rXgJKZer4yk0014XzDWyqE4UDqaJ1lvIJTRhXvHWadJoumNWuDaLTYNOuEXRuJcCOZGT8CgncnZ0Db/t3upYWTK9CasITWKTLS7s8FFrErrZYoNgGsBLtqyhZjAnI8w5I9ICRHsHwo7XbBRw0iG1gZETYjFnOpXe6wAyzkJiUWJcDXSaRVEvJBSpwZK6VbqGXWDSgomMTaLRLGp21GNDbALSNWoSRNHeaLWHHMIV10xPhhQnMwX/aQ33ilmlE3K/lAitdClRL+bOrBn2jym6I32gUFIU0t74EWzFVZG1k5pxaBkvB7pISLjSaEJTV1Jb2ZuxotAETTscpXuLTHJvQS6N71enYGrdOrZErcnkjlvFUhRmNo9N7ZbpEDekCkl85JEbpkFwlZxijsaDnKg1pIGsdEbRuQQof2NKzAjSBb05RQ2FCtIcq41sHXJh0cpiBU8Fl3AO8gaJRKHH+4tgvaF0StohJLRHx8ySItPnDs0b6pXzDdUaz42ALrEBWBC6N9TXqEdIEwkZqsgWtTslEQaNhTLtYy5xi+ZAKWPIkPd0lEZOzqTKwSurrYhmfJpIXinW0eG+55pxSbEOvSK+IIBcIq/2bwH/CPAJ4EdF5Ifc/a9dvOzXA59294+IyMeB7wZ+lYh8PfBx4OcDfy/wp0Tk5473vN0x70QSYT8pvocpFep0QBM8629xWoLRsCVhT59G+qEE4yDXx7Ca88ZanaqZ3bRnKhNYYrFgqfIujYdXsBrp9ZxWsnfUOthMlZl5tyP1I3V5izQJSaewT/NwHMhTWCklM5AcLNzjA80nVIVTX7k+nUKbWzvaO74Es5vLRF1OsaRqgaxc5WAhZEyk2noUJZkTMMD5wNUOHRXO3Su1Vo7POjre46LMEhrRjlBrQ9TZ55nlgx/Ap4nswg5FNJjvVCv06D6HhEOCJMWkc52gi6Lu4SriPbSyS2VWYVdmdo8VbyC7AvaISUJCkwTarrOMDcVqRlo6VldOx2cs/RhNOyYhXSX2Sem0mPR7bJTyDFoyGaU0I6Hs8kSedyzHE/36mmO9BhKzPkJlgnSrg92cbsydvRumgvcrEqElJQPLkZRA9wmb96Sht/PTGoXquxKMRW10c2QS+jqaSWlMHOx7MDo57LvMM+nqEIuJG2kq9HqkXWV0Cr3nnArqEymB6xTOId7wpWJrY2eZVDKanVqj8NJayIvQjq0Na85OpmDCUabhVy6ueKuYZKZ5hx8SWpxshrDgZcb9hq6KUhBzqvVgPrrRy4Q8AdpKl+F1rpFqbPWa3FqMUxJqQp4zT652ZLHwjB3a6tpO+FoHDyHoNJHKhOfH7PYz3qJIR8i4ZqQYJUNaO0qiA0tv2Oma5dmnkRZSGnIBM6wosj+QXUhpikn/GOl/VyclYTahLyfybiaXKygBBOpgY9ydfa3BrmbBtSAWTje7OQgA7VFo5PMObxrZEGwAxwoCOSXEhZ7zSPlHEyPMSY8eYSWTZGKnheObb+IuKCtWT3RVWpJgmeZY+k7HlZt1pbYGNCbr5Lobrhu7KD5dIUlhkozMB2Sz9sSx7DBlqmZ02iHTRNPEsVb6WtEajTJELZx/JEWZDBa6SwydMtMUTj8CaGuDieyQHPVNJw6+RnHu6h1FadJp7sGOekZtpUj4gy8kUnKEhCRB1LCcuW4nujSaKEr4mu9V6GbkdEWzFKBdojBL+kLWmbyfmHeJdQUtUaPgrbPUBSUxWeLUwjHCWmfOE0aQEzfLio9GZWLgdDqQ8oFdyWRv0Bt9qSzWcYSchbU3zA0l0+cdZgG0VJwpZ54tJ2Q9oanAHBab0juTJPYpcaOK7ISUZ06tkzSRk5LwKL4WxVKme41nYenQVmoLll/JHKaMeAFzZgtHouZG4MMOOuFk9iXFZmtdmNU5LddRiFgET0I6PEE80dewCzguCze24iIcUgnJU21hlmBK8nhuXDJlTtj6LIrlVFBrkWUbRYg+Od2FXT4gJLAl2CSD2hrNlCoaxxdn2CpF/YNO7K5mlu7RY+B04qSOrCvXy0pjoa7GYd4heWJKN+zmwmk5Ir1x5YUuUfxb9h+MedOVPMwLrBuuNtZdQewJe8l4izqtvJyQDj59AOZEwTCNZyAkg6MmK0MWyDmcn6qBzHvoRmVhTs7NZ25YPQopbbnBtFHmgkkCDJkmcilUa3gNcmCtKwmPhn4j+9TXqIvIArsGVTQYZU/oGxNeUsipyOQc+S0qpKgIxvqK5RVyjtquAvY4GgUKK4+nzH4NxjjvC1oSJp2SYfJOW1tQk+kJqiXmzaWxWiflGU9C95CeMbJb3RO9OTIp5eoRTkhVREKaqBrrQ21OciNr4IeNkEyHid4WehI0FZpFpj/ILcV7Qy2yHLk4negB4S3RWx/rUaNbZy0zaZ4ig4pHs7H2akT+hWLIfzHwN939vwYQkR8Evhm4BM/fDHzn+PmPAN8rQSV/M/CD7r4APyEif3Mcj9c45p3QaebR13wdVZw5FfYUZgHXwqzG2laYDJ8nPGV2+x1aEvrm0wAQ2ukeC3eqBfVMbcKpC4uHplmT4yj1AxOLw9RWUl/h9Gx0YBQO+07JM2ZfQU6PqFKjuJnQ9eWU8JPg65GshlahfeZEliNdlKsyc+VRmNgnohPf3EnJsdPC9IHH5CyRUrYSjFAJKz5fT/i6kKZgyNbrlUriUyYUCoiR0oGeM8zB+krScB2wwpxiwis4hcReBO2CSKPpWHBtRSeF9Agx46YG86/ZmYti64JYD4CiGg1S2soSzltMDtSOXZ84rG9Rrp/F4rO7CoZVC0uPNGhOztRH8d+XfRk20vyoDZYx4dX5TDtSbQk9pwlMsZveM3HoR3qt5KZMTfjg4cBp/jA3SfEe7iziK2YrPk9YhnxQlNCv0hreM9pTFI2mxP7qKpqjFUVsorVwMoj04q0kSHVYN7qGt7mt+OmG1Zw3q2BDZ+oKDE/sXvaklNhjvHG1w09H1CslRfq7NaE1x3OmZ2M6VrQLVRLLNLEreySHvlNSwUpGvOLXz3Dv1KmS9RFNhdWXSMkPBxudd+SbTqKjbcElx/nZDc4Ona/Q5cvxlKhJOLVn6NrRbqQ5JmB2kep0yeymR5g6VleOfSGJhc7YE9qdXQ6P9TQVfH2KVqPzBPaPkJLpYqxvfYrl4KyHN5hy4WoyROYhFRtNdESAgu9rFEV3YydGv4L2wbAyC10quFn4be/2IzOl9NbZW0OLkOnoXFjtCNfPKB5FQSAwHZCpxAbNOuISdpXIwAodqOgcbedtFIWSBPeOpgNSCoVwfpmmK0qeuepGuzlxehae3pNm0tU+ipCYIE0BOvZOKhmh0THy1WH47Ce07IOtuvkk7nCyzOl0ovfIu1ly8lzQJKSzHd+E7h6xdmW1eECvykxGOLYVQ1Bx1Dr7nXOlwXK7ZKZpx7zfBVvZYjM/9sScbOHYQk+/SzOrncLuVAhQQwBJF8d9wXrjyiYe7w+s1bAejYAS+UwkZBl2m6Vc9B8KacbaV5JPVFGSOnDC6dzcnJinHUV16Pt7ALRm1C60bpGNTB0tew6HHVqUK29kkQAN7qRSMG9nzWjAhbBdlSFboBv9dGIdTVNUAh3kXQ4AYLuwfl2e0VlpouSkzLsDXVucB/DBYckpKZEkReH34kwejlkfyiFpNAn72b6c6Ms1MqRLx9pIZWIuj9mngu8ndHoUdSFUvAsQhcUksC7k/Ry2bs2RXtmVHTerk70iZrRkYJmpHGgphYzttODHjknDrZNIPE4Tb5THdMBOC5KUwzQPiWEU9UfTsQkXYbGJglBKGbVDlT3E+qYhHTkclKJBpuHBHpvEZlA0U8pjyn6OgkmEZ6cjzYOE8W44GT9NrAVgZu2VtTWOyynqpJJgdiDnmUf7J+T5QNId/bRySJlUZmoOjfw27Hpt4eMgcq7LypLIIqzDVvnqdERUObFi6iz1hDqQCyXEPEySmG9O2BoFmYqgp0byILby6hxmpVrGdnv0jTdwDclQSjm6VeKQldYq67KgSVAKed5TCOcw82DGuztej4hKFLxKRlyYHh1gmsI21wxrbfQT6SOBrkxzoVxd4Tmznk5IX2NDrrHJytJQ7cwpc5SC9zW0+jikieNpxc3Ig6FeutEkskpZA7wWnZjVedYDayQ3rpKx/8CHo9aLyOwcTyt51LwkTRxrp7YW5g9muMHT6xXoJCq+PsW7oruZlGLugVifVYS+9LGeGEtbwjGu7Ml6YF3fIrniZY8JsYaNDtq9vj8B+VcC/93Fvz8B/JKXvcbdm4i8CXx4/P6/fO69Xzl+frtj3olSMl/1VV+BeQ4XjjSNwqZMl3GjxMP6yUCWEyTFHxd2u8Rh/wS1E8+e/V12gAyvaZfM01Ok/1JJaG/4lEklUdITqivXvdOXI0k6h8NMFkXYk2UKqQrhvWlr5+gJv1Jau0FsxU0ppzVkApMw510wGQ7MO64OM0uNyvWlntDdzH7/hOX4FtIaaVgrLvVET0d03yL12UAOAbbNnOsWqdregoWbc2L/OKMlcbNAawurp7Dz6c6UncdJOXY41ZisT2sDMTQrUzwxkIx9h7IrTAnwGZ2irWzvMD3e4b0hns/WYm1dQ4t3c00pghZFUqEWo/VK9cpBM48eT6jvEFuhvwkMxxlVzMINwkR5NOWwLxordbOwh6zesWliTU5bVjwVbN5xSHs+UBRJod8T7/hacc2UlDh56Fynx1Gs1eo19eaEaEY9R5e//YRPe5YV1tMNSRzxld5PWFHm/RPytCMnIykIj/HaWZOQu/IVux073WEoy/UNa13QxzA9yRSrtFNDuiG7PXn3ZXQt6FpJNytz7pRdpLSZlHzYh2Z+Y4BbdJMs7Fg9gxXyGweMlZon5ieP0VzopxvMQj5jp8bJFT4kWGrAI7COtRVdFW012FJ3plSYUUp6wj5N6OJhZ9ZOLK1y3VdUOuVqZqRUOOBcpT3Vj0PHGiBjJZhnS5k+Zcw7SUtkCESYf/ZX8Xg34/Nj9tyEBCcXFj/h5uGYUUNysfS3mJqh04zojJbHUWNQpmCok+Jq0RgjdkxUayx2YtoX0pzDpk3hpncmZqxXXIy8dLQUaCtqndROoYvNXx7Vc6q0atzUm3ADmaNraru+JllY85WrKyRnui+jFkFYPLSKZVZ07fRWaOpYnvBdsDFTisVCyh7dzRQSMj0K3ao9o7cl6h40Mz/5clYDrQ29OrCsJ67SjlwyeSpcTRPqyrE5y3qDIexEeZwTngIUlQb76UOIRhOe63VlPyWuhhe+yZ7siayZ2is2Ra1Ix7G1UaxwVR4jIqy1c1WeMKccABPhpi2jG3IsaOaOSGY/ZR4dlCyFWldWaeHwNFxOGAwcJRwdHMe6kZbE5BNLi1oaJTzpb8oxCkGtc8zCtHsSmXpzaj2xWljidutYX1BzfNk2ipv8hmB4exSIy2jQo66RRc2KNI/Ook+M9XQ9Uu82iuegd6HnmSKKPrlCcpx/O4WbSTwiLYqjUyflPGw0w1t+3dfbBmVFoDtSO67G/GgivfFhfMqIVObjgoqyeggQojOwsPa45lOZEY8yYweS7NjNT8ga7kC9nigoefGzfKb2hVU7lMSkE6kL2T02w9Y5pMyx3yDduJoOeE6sreG5IDlHPYXUs6uK+cpyWtjJh5nTVfiCD8mk2MJhtEG/uXmLY1torZHSG8yjpXutYU+3KzkYzqeENNIr+yEZ3WlBRp2D7AUeHzj6giPs948oaaKvJ46nG9qpQt6h08wySB8/dFI/IimTH+Vz5s2J4stdCkbZ3FmWFllVwDIsq+FvOtKNnSSSwwfKnqkU1jac2yzYZ5nmAJ+p4Nc31H7E9hNrV1QKu0cT82FmyiB5ComT5lHM67S1Ya3FmNGQNKqEqQMupN2Ed0fLHJt3lZA3jT4Zy1tvgRl1WYaDmSOP8rkBGcByc0RyRqaJlGKNlJ4RPKQmAq2Nhk9JeKyZaZqRXGg609047J2iOVRvKpFZE6GeFtpxCRnm1cS027GXmTKFw5OdnpL3j9ApPN3LunKYKybRLE1T4rAvIUfL5XzOV8cWWazWkOuZncBhn0m7i86jxBS0vPl3qWujy56r9DgkrkTdV/7Ah2KO6kZfK30V0uExOu03772XxpdcUaeIfDvw7QBf8zVfzc96/JW0vrD3zpTKsB1srDQsT0Qjhx4FGfscaYuU6BJMxz69Qdo9xneZSTq6HumnTlsz1lZ2KuwPj5hkYj2Gp2va72Nn24wpQVFnzjMGw0HF6b0F++rOHiVroq57VJ0kOXa2xSk5M+O0GgVHvt8Ha1YNJoZ9lYKvTLkQdqkTuQhTvyHnHbv5A1G80ZxcJroL69rAokmA9ShYQQSvFW3CG3MCdUqasLznhqg2p4eO8kNXO6aShgevUOZHqGbQRm0GS420pSY4lC1vRJYoUNuaVHgLDrGLIEsj9bCCW9cbWBpXZabbym7XeHyYyLs5NkX1hPab0KCKR/dKvSK4KiXNBZlmrEXaNalgywnva9hklwNtPXFMK1gmSebwuGDdyCXqAwRhShOiBWtwrHG9ppyAD+AfCp1hq5VTjwLYtn6SVK95Mh2YdxO13qA1dPMTx6H/vonukByxnJjnhN88Ze6V5Nd0UXY7QTRcOYokNBcqz6i5oHlit3scNQlpxlIjv7GPLtKtsahgxShpIpdHAJh1ntU3qebsAO/BjljZM+cDh5TCjlB3eI/CGq6EQ1swP4KGI8rSwazQq5CZSF7o6tGNs94gfkR0hSnawLNWTIxpFsokFF3YyUTWcL8hz2SeRBHu8TP4emJXDjiw9lF0ud+xmw6RaakN3RqNZCOlR4PpztjxBvEJcciPgyGeuUJE2VsKsDBarJs5zUo0gEoCVzMyJzTFOHlke4qGDCDYTzgUYcrBKDsOS1hh9ipYWyi7+Cx3hzmh+x3m8IH1gNc1iv4kox8Kq8rN17aPjoM9F47LkWnIrHQupOmDiGaO108pj56MpjVxTSEzTQfyLhpFuRveosBTpdH6yiKZG1F6XcjemefMpOHHu5/2mCZuLNK8nR4p2j68gU2iSBihieDH43meTVkp8wHP5VwTkrWEG0o7sZoxEQu4qeHWKTLTjbFRTuRcmEsU1O+HnGlrJCUCi59QEeY0k3Jmlt25G2vvnZIKshe8hiOVZOVmvaEe13BbSgktIV1sZlw3xyUyje20kmxHKSn81ZOwn+fo6bABQYEuztNnJ3aHiatDNKZpdR3dbSObiHlsJjwcIzBHS0amcGSarqJZkTXDag8bRBFSKecGWgCSBS8xJsxazJnczpMw9PViXKVDZJ9gZP+iAEpUKdPdLor2KDJtta002rlEaK0hY9qamjzeXXHYPYpNDVFL4ThMKcqPSsOPRlc45Pnc/+FQYjxNOQq3A6BmZj4cWZKRMZo1tM3PlmskZwoZycGGuxuPZ+dq9xhF47mwztpXsl5Rcrhr5fqIQ28YMKc5pFJO6OJbxXqLKh0Z7kgeWmkXh5TZqrhaDz/5VK7IlknTjO4nOHV2aUYe70lXHwCHVkPuUJ9dk9oUdqySIqMzasdQSDWurUtoqKtC7ZVshS7K8fET9k/eoOgh9p3NMY3MSZ4TOiWQOF5rndY6mU7BIYXTU316ClB4NW3NI4PU6j0aEnbY7n4qE9bbaEXveKsBotMtLJRRHxZ7lnA2mg5PQJz9E2Gt0YBJR/M2lSgaPTwyaj0hKsyHqwD/Ei5u6/URRn2MDCefvp7IJaOHR2wjPoohid4qSc/PXSXh0zysghOSE4d5ju/HkPZZZD2tdVhPoY9HkBoSTEFIh0z2ICdpJx5Jo0jHC9iTJ1H/McU8QZYzcPcals0hLIoMTuuOtYbYCctKS/sxzzu0Ts+KTDP78mrI/YUC5H8L+OqLf3/V+N19r/mEiGTgDaK481Xvfbtj4u7fB3wfwDd940f9yhunDE0K5mPH5uHNrOMBFZRdO6I5YT3SposttLbQ7AbTQmkT+zLTywy7zGRwIEf3wvUz0UTrqrAsC8vphpIPHOYn5KlgS6V1ePT4MeuyxAImDdNoFZ28QTX6dEBEmBWmXKAvpMMBzXtolb4soVlWI+1O7HbRUUqzh+ZMDtz0Th9pIdEDu92TsFIa9ok+CZMocx9a7rqiOVHKLhxW3Gg30dRg9+QqdrVzZq3GcY3uoeKNJ08+hKRgbNblGGn/XLDR9CUdKldpdA0TgXJ1+/T3Fg9JX2G9BhEWPVAfx8RSRHhkwaIjMizrMrus2BJFHmV+A+kLzSwYTEZzIAj2vWSYHkONpgb0hk4TVp0sK+mQkTcekfpT3I3eTqzcIPQoXJsPaJpDg09HpeO2RJfAOaq3NR1wM1przK2xHN+k7Ce8rExXV+T5ismuKOUrkNORevwU9fSMWlf6esPuUWGeMrMUXPboHA0kEh7fJScshWexWUcefYgiEpOjlmixnTT6AAUOQIDJFqwfEWngzwBIqiRpuBomIR2SHl0LVaIA+qZHN1RTY59GJb46bgUdxW9Sbyi6Y0Y5nm4wn5mnHbtpz/H4KdQa+3KIxh2jpK+1cK3JFp0+mUbjlLHpUXMO84G6V+rxKVIeIZo5eDSlQQvz9Jj8+A3qs0+NItkAP5IVkQlbrpl3T6CNBhu62WVFdie0iC0KNwfQ6GWJtPnYjAqKVUhj0yIdfDmiG+AZLb59M+/36OiouZAf7cKnN+/ZOvNJKF3Dpn202/bh6iRnjYUP+78MqTAvldrDP9nNaRIMm1xN7NKMt0b3TEoCoiSdhjRknFPWIANSJMHnnEilUG9uSEkp045unVoreSqkPqzwVKkCR79i3u3JquymBL3hbQ3/ImtICo2oe2e/ewQiVKv0trDaOr7R0MRK4WoeHRqTcWqGZGGfNLpF2kqyUSAtSprKaFU/0sc99NkphUSltZBCuDt1XbHewga1G20J27mltujGXkIbWqbMYZdZW0hTxKCoQKqoBqiSHDarvTdELYgFi2dwTom57KN50LBkUAuLQLKgc7p1S6qRgq+nGj0jesEtnEjGgEAnRS8Bc47xqejZD19yIqfbboduhudgn0U1mHEBadHFWDav2hGtNXqrIY0adUbxvWemsmfLQuyyxSbVh7tG96H5lwCLdaV56JybBPeXdonDvCdrJiHRgEmV6/WapVfaGhaFu6tYy1prIVEbzDkWso7D7oo0ZGPTNI2C7SUyFW1l86qQHmRC9WhSVCRTnmtdvjHA+eoJ1js559GE6lY+cGxHzI3DtCdporXGaT3G+5qgphSZYTfR00qed9Ra6dbZpbCdLNnIuxzN2nobrj3RqdlbHyXxwSwnjTXElmV4nwtTeRxF3CnmDUmJNM9RVKiKFI3PbA3WhSLCbh/t4Lfvspv2IbvZzB3G7SIR43ASyITTlgUYT2UiT/ls4nCOFCDU26j36aNz5XA5aqshPiw3G2iODtOlxJyTl4x7p6TYiOEE+8zo67CLMdybkFRxwt5zG6+2zZPbVHjuXu3k/Yx6lKQ2W7HW0SlFF+RTECHoMUB7gvL4DZAhSTbDj8+QtkZX4S20MO8yqET3aHM8zxzXRm990C4CFl2w/bwfzngCpoK3eHYn1fN5+xQOcWaV05axe0l8oQD5jwI/R0S+jgDNHwf+58+95oeAfxr4L4BvBf5Td3cR+SHgB0TkXyeKOn8O8OeIS/N2x7wbYxGd1Gg5Y+G4FRA8z2F7N2wDdVTsmt0guwO79Jilr/R2hHXFWmPaPQkpiFVMnL1C88SpXLF67PJnMfa7zOHRB+Jh9YWb+ozVVk5yHJXNYFpRKbE7zJkuC6s9ZcqZpgW3ZYDJwSi5IfQ4z1lIWUl5BzZjqdOtwrSnaBp14hoLP4lTO4ZF4mCzra3R7rzE9Un7HQYccjD7zDGo6dHeFk3R3CPPwQK1E0mHJ5OHo8ez5Rm+LOzzbugCBTk8wpcVYQU/UtsKkmPgW4DEMGRu7NIJlUwTZ5bQLK+t4bsP4jUsqDRnNIejiOQoSEs6xcNpfbCHHVsq0jruN2gu4Q1fdqCF5HtkdOlyIJmxioWHugmz5qjiHwVsCKPjXsVyp2onD79wsPCl1o4Ww6dHJHvMzAdh3g82L1NTxvePWG2lpYmaGr0fo8p/2sfx91dMV4/hcUZ6dALE5JwOX9sNbYauEh67rBymK5o3qtVwIUGwfmKpb0UnNoRdBnejWUgnVCW8d2XiatoxISTNURyjU0gOOMXGL41ubSIknTEM1T1zmln7iuges85+OiAIefchcLjaPYoU5IhmsZjrSJH7AJFLXwEjJUF1Yjcd2Mtl2+WE+8RNu8HbQhOlEgXVVju6GjpNuI/um/nALu1QUa7rNbTOlCaqVU4pPJMV4eRtNA6BXcpoi+diqQvWjLnlKCwuByJ3TGibTydY3oKyD8CWiC2HJqT2ED6mjNw37brDeh3yqtEC/P45S5nmQ2jM186cNBaD+VEwyD020WXenS1L3Yy6LuefzXpk43ow5t4MqR1B8U3rai0aM6bMbo77fDo2tEzk0fpaU0JLwX2H1Bp+2KPYty0LdTmNr+bctgcPxrJoAIC19cGcCVom9nOhJIW1B3iagnk7Hk+jG+nd6XvOKQp63anLQi5TPDfAejqx3NzQaqOvjTo8W+ddpMatrcxzJg2Q7w7dWzR2SlFI7WU4zEga0rtEmeeoO2ghSMhTPndMFJGQOI0T1Cmdz1clgJDsNxlFhVIou/2946Eup9Dm9h4bqmHNmUijBYJjvQ+/d87NhvKQCVFSMJYX3scyNrm0eC3upMFwmhnLcXRKHeOvlEIqM9md4/Ga9bSSS4lC7+rM0x4vARgZDVyyPAeIzZhlxnP0XJCkaB+yIgqSpyFHisgpR/dkd2qtoeGPs6euC5Iy8zyzNc3bPuNlkRKUwcaS87kR0KXN8KEcomDdBWsWLO8UmYu1H7GlwrXQaWGROfxJJi4yGNOEecdKZzqMpjRwrlERFdpaaa2i04TmxD4XSolnoa5rFAaiSIbaV+pa43lbHTsZMoW7Wi4lDCbS7fhy9yAgdPguvxAhrRMRVFMA0zR6NGS9cz3uvm1sKHtHhmWnrw2dErnMkbGpHSYZdUXbhllpS5AM23xv55b1Qu/19rRKpi+NdlrCECNPQHwfVGjLEo5kEp1vNaUojDaBDlYrzaAvC+4psoSEnt0Ii2CRTkzHCd/v6bVhbR1eskFCaQ5vfrPITpxU8CnDqbJaSHkRgRrPSDxvQknClMZz9txQ3DYYra6hZHhFfEEA+dCE/0bgTxK1i/++u/9VEfmdwJ939x8C/j3gD4yizU8RAJvxuv+AKNZswG/wMdvfd8xXn4lC2ZGIhjGeJarc7TTSu4x8jRLlGbF7UvFgFHWmqrKaQXPeOr6JeOhbVXfRjVKiex0Ix/YMscauK+l0PVLLmV2JSn3vT8MbU0J3hxRER6Ob0sLXGUe1oalE4c/pKd0WtLwRmlpRLHvY4k0fRGTHcX2G1xVfnuF5QmVmypEW64xmJFNGSiKlRK0LxccCUxIkZe0r3TuqMQEJxEynwzjJW2yT3Wn2FD+ulBI6v9UbWRRPjnrlcbJgt/tCT406mif4NilrAe9MJMruyfhdZs4zs3X8+BkQYZ7mM/MbD6pGW/Y0bIYAchmpsfk25ZQbshzjvIvHNR4yByCOQaR/u6w0W/EkFCns5ytcEk9vfpr19CnAmbSMQktj9c6yBoO5DKnBo+kRKYev9Kldc/SFuewREtfrQrITkLD5EXlXsHpkeeun6euKtU/RTzfkNFF0dIpFogmh5ui2qnN0htQZl86xd2p9i6fLM7YixMfzAaxiNGqvqEaLe/MUDTEkMU8f5FG5Al+pvd5O3IRuNlGZRCO9qwkbvvdJEqutZyaqpDLeq+zSLrqWNkPHBLl2Y6e3C0nWfL7Ht9ABbmqldqFoIWsOr+1yiKwKsVkUQK1RazD9ooWsCVuCOdcBHkvagWRohmTlkB/FuWsiWWHxhQpkDenKND9BzMIyrTpeYUp7Wu/oLqOHAqJ4tlsJw04RW4CF3mLyj8m7BaBqE7SKTsG6hhe6hyWYCsyPXjlbnZl32diu26Yzm8xANRrc+NDr9h42fwCaMiTYrnwA5zU8vUshn9O+zuxRjN4xmjWOtbJaY58nDll5dl1Zm4UsrSiSC6dm5GSUlMjTfAGWOjvTYK96Z84zPZXwUkbO65cSBemMy4YGwFtax/N07rmwhXksmiVF4ajIGmjfQ8qXVHl6XCFPpHlPyYVZnZITZZpZn15HZ+CmYIy+EI1ODbnIFOC21zo6cEa243yyW4z758OhKG4QZ9nd+WVDCpAHi91aC83yBRA6SxwgfJjNkSR4C0u38NC/BePuTso5AHrrMa96QnLMh2m4uvQN1HpsVr2OTqEWzG0uUb9QamQnz1IZicJBBvtsLYrTFPCs5P0Ujb9qZCAZrLc/d69Ug+lmtz9LiqKZm1JK4b4QiezB5bHmw1VIMvKL0GW7ds9/tjy3KbnvvRAbpA3Yp5TO7+mt0ftCPZ0Q0XhOXEZr9XTW91tW+nAG6RfH2q5jMDzO7o0D0z2bMBOHrOQ55qx27LFhHlkfqw3VFAx/LmHJOq7j5WeJyPl/23XZIkk6/80AT8N4dBxn+9t2jTa5DYCZk93JZCgB/KUo3gxVwfPtvReJzrviDSkSjXoAMSFRSKXcZfBhZOTruBeGJCWXGe8t6is2KY3ImWwQouCzW43nASHNe/o8h7OaO+vpyLqsd56zTS6j8z7qdlofJGN853DH63gLQeK0CynPlmnsrY5sS2QDxSQcoe6JMjCTOSOL9vKQ5wfvl1J87Bu/0f/LP/MjaDJoweagOW6+FlSnkI+069Fxao/g5DJzOdWaO8casgb6ihRlygcmjdTetnPtLXZkOWVkG+UD1B4linoMYx66MZUcejm2hyome/cYtB3hVJ/iVkn5Ec0TvS3Q3mLaPUanNyhaWNqC1BvwjpQZYzo/BHhYtx2GHGb7rN5CQ55SPHjX/URJc2wULFL7nNm8AOzVBpBdjzFIkUjD20qaHtO9k+oJI2wTKTEpqQ4fYXdUEqTM0qIqGwn9/Ma6WN5xuv4pJE0c5idx/BrFRnp4DO1E88ZyAfieD3dnxxTp6FF2Q5peYCW7dZ7VZzhOHtmSrdq61yN4FIgmie5j67pQa3QOzWlYSuYputkN72DvJ5Z+okw7RBLNQus6jwKarevo8emnmeYJS4Lf3JDLFXn3BuadY6t0C+a71WcBQnM4bCQtlFR46+a/B2uxucuZJARzLhlkZipXw1rSWLvRzZnSxJwCSJ3qZ+je2E+HAdLCju9Qrqi9hg+rRFFsHxNR1hyFXreWFrgPbb3ALkeTp2bOc1jl3lh7w+ljQlOuprvg5fI+rSPlvMuHaP6xrLhkdHe72Lt5AIecXkjjV6vB6hML0j7fLph9afgSGR8RwpFml26P2YL9OvtqexSgxrMq8fOYiM8s1oUmMkLO/5GiZ/bv/Ex2OwN4KekFsHfnuh1vQqvOAPwS3Rwv9cjna3JxDqHnDDavno6kUliouMDxGEWtH756DOZcL41SEpMKq3l4VKeQARxKIiW9e/zB+MZ9jTb2V1MilVsmccucAawtxuWGY0oS5nz3mT6uHcc5TDnAvoVO1t3OxXnXayeLMk+RWrfesFZJZWJ9dnPWXsNIkWehzDOac4BUCSeS7dzzdMF8WsgCtrF0lglcfI9XxbrGhn2aAoCZWbDm98QGWutpPUsSNuCkqizLEsWqsZ8KYFVGTYJAW25T826OFCVPc2RLervDNqfhZPR89Db0xoSEqdktk25LZCClxH3POd+5BpcA8f0aG7ANoH05h0WNVl0q4lEsnKYNHN7ea69hUUsONpSXYCtN0bn5vs9//v4nDbcWNw+r9jlkeJiEw1aPuVVLjk6qHvKfV+G6bZPzfFbhcgyUUkJSWOO+Gh7ZkRTFnePkYiPaLWQtA5DnnIObs856OkU33KHDtt6Ypplpt3vp+QVOauHrX6aoqRi1D/eNIes95EwQResOLjDPsZYty3LntZFBnKNfRC60iyzTFnHP1/O8ncrt/Hk5NrbrdnvyF9ddxwal21n+k1KilPJj7v5N9333L7mizjshQZpF+7yxAKsOjdOOTdMcvzHIE9Gh8+7CoMBhipbV7hWVRMqH+ON8i30zY0HewH/ebasQkzWWvkRVPUM7lTabNe5sALafFYb++ykJpajjJeH5Cs1XVJx1yC8O8+PQ6J0LHzZRF5H26sud4+ehO4trYEirMRmnfr5O8d8BUDFUE7u0Q8oVbTDq4ORWSWni2G7oZYfkHVPexXcTRkfEuw9a1kRtCvXEarAmjU0AHdKE54maMqoFTx1fr2mnzwCMDnCZKb046QGsfWWlkcTPYJJ2fOF1TrC/EA9d0ULzYJp28xNKKix9OR9jnpWsShpgKYtGm1+PPoQqgpZHXPtjTv0ax8iaebR7FCBec2imsyJlgWFLJvkRUiau5pljO3LQhHtC2GFzofYF80pWoaRH5KTo/grDQ0Ns4c/rLsF060y3AhSSwD7fMpPbCLjSD7C0FShMGnZrG1iddWImdvvHGg2QAWpnyAJeZAp2OZwbQi71ah3dFvtSmHMw7MfauVk7+R5gljSxnx6dGfq4+PN5Mr24odvXeyGyZLqE9/3zKXctw0dYhAbMu9vPFxVkujwfAcKN5/mPqrVzvFmR1UFt6IGF/ZhzYOjCm7GMc497quEN3f2sS8zp7qKAECAfSIPVReSOdOW4dlS5c/2eZ2frGsVi1gyRSDU3a/TuPJkPtwtU0tgsIqy1oWPD9ey4cnM8sTvE4uUW4LuZM+fxbIy0sY6GJnpPoVMZx94Kyp6/526G95WldqyGRaio3gE63aKz3pRvn0lQrIWe2+iYB+DQrZB03pGnci4Qi3uslN1+EDV37/2dWyBy79h6WUSR6u2zsEkzNnZSRM4AbQMBJUdPA9G7G7ZpN49Fn6H59XAm8jb8pyGNa7OBddWEWrQHvwxNL87HAHm6u6FTu2Wv3W/XKclDQ/9FFs8D8S1kbGg3djRN91+fWExjbE/pHhnSa3x+zvl8TTcAt6libGvqZbFxTppG/cT46CFqTs/p4y+JtpAAxZhKKd4vF3UG7s66rud6CmuDbMnRtC9Y8efJrpHVGv9tSx2SPY2MjlsYOKyD7NN8IUO6PyRn6vVy3rTmacbX9bxRuNwIycU9SzmHneHGoF9sBFNK5N2O5RTfGRHqYPRTCrKn935mz7fncNvguDs559uaj+fC63Mboe5kws1LRKMA9W347y9pQC6i0cADbvO4L74ImfZvO8/GQzuN9P89BRIXr2M6vPD7rPmCiW3n83u7yGlC8g41x2zbJe5I5YoiegtSbLgDbA/79v/REeel3337HiKjMCzvz++GkSYkXASK3loI5TzfDi5ZwBr7HK4Nku7f6T5/PUwnknYkz3ia2La+mmZOIqz9oiAj5duUtmZ2eXeHqb0Md49Cs8HwJHk5m76xBs0ac54pXujWzzKLOc13x870nOzAQmZ0oTTkMZ0ri41desnEnTXTeiVcRA5UtbBac6OkwqSDvfNduGX0E7ixLzF2PEcr6ZJ2zGmm9pgYzRZU715/FbkALOcLypxz+LX2ADfP6xK3BWq6Z/G9vL0C5+Oryh25yutE0tDnNTNad+YxsLrdjmUdnQPvfOgLOkq/+Nvz5yvs8o5nS2PtMF3MjKKClsz1Et3fikVB67H2F0gwEThM90+rJvGCktNwyIBqzoKHbM1gqY3KLbiu5tRm9OsamvSs0APEFZU7wFzV0RzuEZLj2XXzcMcx6B62oknsBUDvHpueNpwNuoZfsouymkPRYOcQSOFr3AyOODIldkOn6T3G6NbMCs10tbDp01jwmnmA3pzoQ1cpcgsEe6tY6+E1ne8fK2ZG8mDQa7egxJJSj6MQSCSuN9wZ26opNNvusciPQkgZc93L5qVY2N9+3PrW+CC9eKwtm3KOPoqHh/RkAwbpgoHPkgJcr/0MmiJLo3eGcbrQ0HhS3HtkOd3ReWxWdi8SFKIatTqfRdxhkQd5AETh5zt7xN/3sYHl95rpfxnYg7jnW4Hl9m9JOjJ/t79/PvxiHiwpU+tw8ZFwAHLrYLcgfiuU9eECIEUxJTJz5Z6xsl2O5iRTurUAvCn8ynMO73LcabXF/zb3nldE2c3bo4ym0P5bs7B3RpD5liwbP4zmZoQD1Bpzma09rlUe2KSUu9KasRFT1Zde/23jfN+GDQYOGnMJ43No0eRs2zCo6vmcXhZf0oD83Y4AWJ/9TLRpjUReApDvDQ2PbQU4kNL+vHAI3ILNVO56ab7DUM1065zsNqVmbnce9pcBYPLMZrb0ulO/irIre0jzLRufZhjFYXMOv+ptV66vKkp5LkoKWcc7iY1tV9F3xv7c8wArW5bl5ec77x8xm8FIVbd25NQjs7LpACHGXMl7St5Ho6Khw5/SAeRWPlLSKOR9B4+8qjBnpZnfm31ViWKWF9ja9yCmrNBC7gBhS3a6ADeHku4Uim6X9pJFPOPxF6RJTu32XJbgbkhR1BPmcFM7WSXMXFTOmw93aOajI9yLx/IhJZgu5DK9GdVDSpNVWI4NzRuQdvYlHES8KLovaFHqkP10bnMRPnTBucq417C0didJEMylULuTGIVmKdixpRnm4Q5QsvJsaVQzSp7pujJpirbx43vNEo2aIIoVkzMaoTjGxswLS+sklClpyJW6RVOUoQ/vTaIj5rg+uZQzkOy13spD3G/TwWOzJSI8ebTnNM6dGlfEx4LtRe4FUGfwDSEZfBfDa3ilCxcL8xab5GjTyQ9JwFpvF3sVifqH7VwZC7o7vv36bfRekgQkGn2dG7W813KR+1K47/PYii0vY8se3Bdvt7a/1+rfLRt33vRt40hvwenrxDzfrgHuA8yPZmki0Z9lY8rRoTf3yOjdm0HQ2Azjka1MZejqX3wlWcLlavv3K7+vyFmfD+Hr3db1dh5vejHPD0cYt9gAnI9B3Bi7XQe2Te/5/jvhGnRPZveF7/mypW6baC834mUD5rFZ2jIcr4oHQP5FHrHDm7BhKfY6LM5nE0kSJi8C8BRWEghyW5z3bsblBFD254LL/BI5yhdLvF32Q57TcBYtZ9u4lzH6qu/+Nckp9PDvh9jmufAID/ahDKD34jQ3UrBr5zIndN8icAa4b1NwczmXbjr43UX6Ns6rh2byns9xZyxWt+/Zj/OvPQC2lMR+aMStR6Oj0GwQzbBGJiCZn319gei8d3EcCAA+b1ru2slZ6RqyIu9RdOo95FTNnKww5XAxOMwp2Pwpc5ie3AtqpwvAuTUI0Sz0JlyfWhQjEpuWKWtsquaMWUj/MKLwG6e3NQoMTc+pcTe7ZZ2eA082tCyqyi5HR1p1wjM+KV5DfuQW+tb7AcK7F7c2c0PCcW4RfPc1obMeEhIRRKZY6CMFedb8n+UwW8Ho0OlGvD3iFY2iTvHQ2ct7jZKTIKJ3MwDvw/DauTV08TMIPZc6mOFLaOxfVafxsvh8yOS3epV35Vgi0TTLufN9BRDffMD1TsHnvcd5zedL0rAebrcbgJeFG8PJKEKNIOGGVp7zMzfkMmNDsBUhbw5Hsow5BbktjIczGH8NIUJ8VLf7H73tb8j9Y0YFuvA6O7YHQP4zIFQnRO5Wo7/bsRXsfUFDBPIXNxD/bKOkcr7+7/fiqPcqNmbFPFpPqwhZhbXH79LlbKm3sg/gFizdc+02IH7f03MJ0h3OTO/l+Zw/ckzG8Z4XgUl3Jye5U1AqCLusTDa2ulnP0itNd5mmM7M6MhPbEbbIQ06zzQNheTeu2fYFukfBpMhQzTh1DTA9bSzbtgm40LJudomvit4rOYczTxLOoOF5SZP0sB+9Ex4dP73HdVBX+lJpVs+Wggz20tewa8TBc8hWMqFaOTvW5EQemwQfm7f3Ija5wOXoOW8m6j3X69KCMAcjfvZdXkYXTrkH4DyvAXuNOGuHt03NexgiIWXy5vc/SJ/HuG8zdPm3eI7GGB+M5nZJzwWKzc6yspfG2Dh5s3OB7+cFkb/L8bLah01D/blk/e/9vKRn5v2V4XfH0jD85HWLpreYpikcWO55Hs8F9m8XwxDgpRtOkZceZ8tgPDDkX0Ihkr4Y54KHeAfxpQrEt9jIh9o95BXprlzkMtzhdJ83sfttO3Vu53yVu2u4u5+Z6+fPQdje8+L9iK6PweDfFy+7hWeJy/S5LX5pAxvPf27SISkR6MbKxYZFoJSLhUkZpjpGPQ0v8c2x5RUhouwOe3ztwc4OUOnPM8Wb9j8M88M2zUaZC9FATGU44ejtucu2iGeBdWyi7kgO5HyBZetiOdLFLyyk7tGT7LNkQoELPe/FYizjnO3++/i8u8+df28D655BIiq32OQ15wG5eDjec4b8/KHwBUfk3c969hdC5J6ixIs/D+lFjJm3Ge8qOPriGPwZEu82EL+M11nL3mmR9EuPUzQapb34lxeex5ceQ+WVc/NrfZ+id11Y7okHQP4QD/EQXxQRhUjRlj7cR27ZrUsp1QamN433qw8a/1GROzZ7SzN8yDQ3hldG8eumXX+xEBb20/2ZqtrjnN5rnenLQpIgw9d6XxJ2ab9IfJd7FxWNRjIC58Y/bxc+ikkZbh/gZ890H8XB8dmb1jJ+nu5U0grqGcfo1kJLvhU1puH0oOF1/MoY6WJ/YSHcNAoOQ8vtL8Nw6X6JQHwXuR/UvwdYZtuYvC5I0RRdWIE77jDvdbi//BT9OdbzTrxD5vPln+93JAvvNLZmNK+M8SzL8xvvnzl4/GdMbNmbd+U4n+v7n68reS4eAPlDPMRDfNHE/p5FdlNXuDs3Z814gPHdK9iwywi3IKGoclP7meF+VdHqy9bs+ybuKQvmfq8jzeczwuJPUR/p2pd8iZwLpuleP+q3/QwZUo5LEOyxaToz1RfX6GULpuYcvuGbV3bXc+2Fu6GvUfz+qoI3W4bsZZO13JtdGNr1l6h1XnUNP+t42bjK+o618Pd5z7+XcanHfj7cHV/vynteiJf0GnhH8Zwe+rOJt3u/m4DZ6FH2evrgh3iIt4sHQP4QD/EQX9QhBNhdmp2byGz68tc+htz6m19NiethT3WfLGVfErXbOwYOr7s5eK/jdZjDz8UOT8qtmn9rxsTmkrIVNr7GvYlmRhm/6Di6uQiJ3O8Z/Q7P9KyrD6b7JddlY/nvlQK9F5ToFzPN+ipEHv8nSe/b98TG57OwTHxeEvWyWpF3Nc4DfBQgPwDyh3gX4gGQP8RDPMQXdaiG4525k+TFxkHvNAKc67Dnu0cnrnLu2PoQr46z9tlGQV165yyvaDTc4iUt1j/7k+PWe/kVp3TWoz/E28cmWzc/++VvHR3vtYa7iHC9uH/j87Lw7necOG7P470G5M9p/zeW/GGYPMTnEA+A/CEe4iG+qGPOiSndOoK8G1G+wNKSn1Eht01j3i27tncjLjXt9/UL+PyfzzvGo+/TGNKkzdnIDVRuNfcve0YltP5uPXT5r/Msb8fcCog3X+n3+ho+d3zJw1rvYd54iM8hHgD5QzzEQ3zRx5e6A837OSRJSBFeU6ryeQu9QMDvh/PKinR/f12jdxoqbC1SpQxfcr+tJ3hVUfC5aHUr/HzFZdgA/7nT6rng9/OTuRIRfCsBP/vGfxHft4d4X8QDIH+Ih3iIh3iI9ywk6fuylfrmPPN+iddxYXi/x9ZNcotNWf06fs/RYVRvaw5eAnDd/Ww3yUsKgj8vcbap/MJ8/EP8zIsHQP4QD/EQD/EQD/EQ73pEl9HXL7I81xy8qkZy6854aZ35BQi57JT7EA/xLsQDIH+Ih3iIh3iIh3iIdz02T+93JMN5OxvBrTj0Cy3Xluf++xAP8TnGAyB/iId4iId4iId4iPck3qkm/uxjv7RXveoLXjdy3mw81K88xLsUD4D8IR7iIR7iIR7iId4fkRSRt5GCvE9A8Bd1Ae5DvO/iAZA/xEM8xEM8xEM8xPsiRN8nrjcP8RCf5/iSBuQ/+ZM/yTd90zd9oU/jIR7iIR7iIR7iIR7iIX7mxze+7A/vKSAXkX8U+DcJ06t/191/13N/n4HvBz4GfBL4Ve7+k+Nv/wLw64EO/PPu/idF5KvH67+CqLX+Pnf/N8frvxP4NuCnx+F/h7v/sVed39d+7dfy5//8n38XvulDPMRDPMRDvG703lF9zeYvD/EQD/EQP0NCRP7Cy/72ngFyEUnAvwX8I8AngB8VkR9y97928bJfD3za3T8iIh8Hvhv4VSLy9cDHgZ8P/L3AnxKRnws04H/l7n9BRB4DPyYi/7eLY/4ed/+e9+o7PcRDPMRDPMTnFmZGaw1VpZTyhT6dh3iIh3iI90W8l8ZBvxj4m+7+X7v7Cvwg8M3Pveabgf/D+PmPAP9TCcrkm4EfdPfF3X8C+JvAL3b3/5+7/wUAd38K/FfAV76H3+EhHuIhHuIh3oN48HB+iId4iIe4jfcSkH8l8N9d/PsTvAiez69x9wa8CXz4dd4rIl8LfBT4sxe//o0i8pdF5N8XkQ++C9/hIR7iIR7iIT5PUWul1vqFPo2HeIiHeIjPe3xRFnWKyCPgPwR+i7u/NX79bwP/MqEt/5eBfw34X9zz3m8Hvh3ga77ma144dq2VT3ziE5xOp/fm5H+Gxm6346u+6qseUtCvGRs7+KChfYgvtXgZM25mmNn5Z9UvdOeXh3iIh3iIz1+8l4D8bwFfffHvrxq/u+81nxCRDLxBFHe+9L0iUggw/gfd/T/aXuDuP7X9LCL/e+CP3ndS7v59wPcBfNM3fdMLK8MnPvEJHj9+zNd+7dc+gKXXDHfnk5/8JJ/4xCf4uq/7ui/06bzvo1lj6QsASRK7vPsCn9FDPMRDPMRDPMTrhXWjVbvzuzwl9MGu8nOK95KC+FHg54jI14nIRBRp/tBzr/kh4J8eP38r8J960Cc/BHxcRGYR+Trg5wB/bujL/z3gv3L3f/3yQCLy91z885cD/+/P5qRPpxMf/vCHH8D4OwgR4cMf/vBDVuE1wzwmMhWlez//+yEe4kshXsaQX/7+QV/+EA/x/o1tydIkaJLxu4dn9nON94whd/cmIr8R+JOE7eG/7+5/VUR+J/Dn3f2HCHD9B0TkbwKfIkA743X/AfDXCGeV3+DuXUT+IeDXAn9FRP7S+KjN3vB3i8g3EJKVnwT+2c/23D+fYPxlC88X24bgi+18v5DhOIJQtLD0JcbAuHzNGt07RQsqDyn7h/jijnciPXkA4Q/xEF8c4cSzmksCYO0NHh7fzzneUw35AMp/7Lnf/W8vfj4B/+RL3vtdwHc997v/nDN0eeH1v/ZzPd8vTDj3jWR3QQYgi4XKgNvfPcQXb2zAYwPcfnH/177iOIqi6eFevyw26zyAlBIppS/wGT0ExNjedODuTu+dnPPb3p/e+wsM+YOO/CEe4rOL3o3+nKSkTCm6oL5LcUnCiciddewhPrt4mO2+4OHEHkMB5ZOf/DQf/ejH+OhHv5Gf/bN/Nl/5lV/JRz/6UT760Y+xrssrj/Sd3/mdfM/3fA/uzq/7db+Or/u6r+MbvuEb+EW/6Bfxwz/8w297Jt/5nd/JV37lV/IN3/ANfP3Xfz0/8AM/8MBavSKatZf+7VUyFMcREWTsLbdr7O7nSc14kLG8KswsrtcFAHyI9ybcnVor67q+1v9aa7TW6L0DvHB/Lsf7uq4sy0JrDTM7L/K9d2qtD/f2IR7is4hNPpKS3kpK3s21fIMtWwg8QIXPPb4oXVa+EOEDYL1Thtrdz+AsaXrhb1tsC9GXfdmX8Rf/4o8Bwr/0L/1Orq6u+I7v+G3v6POCTXd+9+/+br71W7+VP/2n/+98+7d/Oz/+4z/+tu//rb/1t/Id3/Ed/PiP/zgf+9jH+NZv/ZVM0/zan/8zObr1M2Du3mnWcJyid51llr7QrJE1M6eZavWcBMmacXdU9AzKnRgj3fr5GA8bodeL15FKbeD9ZyKLvjmTqOrnxCa7+0uv5bbpeZ1rvZ3Hdi6ttVdumtz93LFz+/l5tvwy1nU9/+11mPeHeIgvyfCYG1NR3Bzr/ZX8dW93n0+R5+bW5/59Dx7/ggLybQPybmQA3P0FPfznK1v9AMjfJgKIv3yk3bdwbAPX3F5Iw96/qD3/u9cfVP/Kv/Kv8P3f//38rJ/15Xz1V3813/iN3/jCMf6Bf+Af4G/9rVuDm6/92q/ln/qn/in++B//4+z3e37gB36Aj3zkI3eO+5GP/A85HA586lOf5Gf/7L+X3/t7fy//zr/z75Bz5uu//uv5wR/8wdc+x/djrGYkEdJrat8vnVEuo1snSYACQTC3M3PerdOls/b1hfddjoNm7QzuIaQs76TQ81Vg6mdqbN95A3Ivi0umdnv9F+u1cvfzVNStnzcaW7wOIN8A/J3FdUhLSinnY0T2IfzAAyBDKfM7Bv0igpm90ls8pXTnuNv92s7j8tw30L59j88GkD9/zE36BNy5Bg/xEF+s4XALAeTyly+Gmb8AyO+LDezmrHGsy8dEAhS32s+68uc/4wWQ/y5Fr0bvcf5v5/SyZeLg5VLH3gzrdy9W5haUe+94rcg8v+vf5wGQvyJOdbt5wjaan7/+7v2F921PwAaqggUFFSclYc6vs4g8//TIC7/7sR/7Mf7QH/pD/MW/+GO01vnYx76Jb/zGj3EX0Dt/4k/8Cb7lW77lDkv15MkT/spf+St8//d/P7/lt/wW/ugfvXWJdHf+wl/4MT7ykY/w5V/+szAzftfv+l38xE/8BPM885nPfCZeZ45jCLeLuNWGlvf/sFottPuPXnIvaq93ZCPdOoIwp9tsQW2Vuq5U1tudeQrAV7RQrdLH+DjkA8d2pHs/F3UCFC00b+ciTxVltfX8vlfFzdpY1kjr55yZS2Z3z2R4Ge+WLvc+1vNzZSs3CcrrnN+lj/vL2Nfe+x1wt4HCV4Hy58HhZxu1rtg5bZzI+eXPxPPAGgJcP/+7tt5+T/OOaBz7Pv01DtZDApWy3pGC9N5fmF5EhdYaKaVxrIXtRWYdMxDZ4e7n8Zr17Z/zlNK91/rSc/z5672x5Ofvcvm9xjG3sfJO477NgYi8kpnfPutc+6H6/tjUuYO1+K9m+HxuJLbr9JrXofcTqgWR2znicoMZx3owB3jXwm9vzdte0y3jdAFmrd/ONQ54D7rIzTEb8/Q9imfrDs+1InFz2tpJSUnlc7+/vffz3JFzPpMzZ2b7FYD8cj3YNvT36e3DPWZk+dZ+h/33dcW7Qb+B3Q55F7N073/k9B5HTLQroOiF9CAm3+0u3L/FvNVCblIWv/s+v3gq2PTBm57r1cz75fFf+N34/Y/8yI/wLd/yzez3B0D4x//xf/z8se7Ob//t/2v+xX/xf8MnPvEJ/syf+c/vfN7HP/6rMDM+/vFfxW/9rb8VH2z+7/k9v4ff//t/P3/jb/wN/uP/+D8+v/4X/sJfyK/5Nb+Gb/mWb+FbvuVbbq+HO8j4nu60es1U3rhzvttD8LLF+fMdL7NXq1apvZ4LVASJB3wAq6IZ5dbyqZBRFVxu74m5k1MA60qlWkUIAJg0ndnzMyBPhfLcDKYojcapnRC5uwm4PG9zSAI5BXjrdqFF9xfTjhtbvKX6NwAiImcw3bqhIm/rJ/s82N0Aes75pff4EoRdstuXzWDg9aUIl8B6XV/MQmzfbZqmFzTnL3u2PlvNcs5pXG/FvbGuz1DNpLS7c53uO/cNIFo3bLDSKoKm6fbczMGVUvKZ0ZpSvhec1uXu56k6hmPNWdeGe72D3UQSQsHVxxi5jnE3XyFS6P0Z0BER1r6GBAvulWvd9z1fdi9ftjnMOZNzZlnur5l5nczIy+IS1G+xzUv3AfKXAfhtTL0bcqG757dlc567ZtYDfD//u23j7gb6eepn4A7rs/hZC5SLz63Hu9qFVHBNuG9zz1Wc+trv1zhM74814os93P1F+cZLHpczyrl4+QsSjTEc19OFm8pzr7cxz/Vqd9jzjW1+t2SYl+vI5VoHMj7rOXCtcudapJTurAGXevvze/JzpM3lqZ8/G2jtAZC/m+FeMauA3AHkYMxZ2ZxNbgG0cMlWu2tAt22H5j0AnAOiaM4IjrkjogHyzqA9bvjte59n4e++bvvdpmffBuPL4ru/+7v5lb/yV/C93/u9/DP/zD/Dj/7on3tusovvFL+Lz//Nv/k38x3f8dv4oR/6o0N3/tfZzXv+6H/yf+ZH/h8/wn/yf/ljfNd3fRd/+S//ZXJKA/WNw43LYragGiDyErj9/8n7m1jbtm2/D/q1/jXGmHOttfc+5937jB2QLUWIQAGbh0EWoCAkcCrBJSsRwk4hUiokqSNcoJbEFYQEggIVR0GyElewLPERqFCKZaXKR2IBynP83rv3nLP3WnPOMfpnaxT6XGvvc+459z3beYmlN7bGXl9zjjnmmH303tq//f//9usW5/80t6qd3Cs27Hs5vpqCCE48Hk/099vDfX6P83rfPydmiVvCDIit6v3GnxNAtDgRyvviGiSgcuczf6EnUJ3j4/PP83fGREGDhF/RH7xS3F4D8q4z3VM1jvbjfMHWGg7DDfDBGF8EGsuyoGZ0NQQ4L79+angNdmOMmBr5qKh+X5gHnz9z59wbn/intl9HRfghteBL7vFPLeDOubfj/IPQOf5BtzEGve9fTOiv97XiHIzBjwblX27eB0bbgYnGtDFYt0S4d74tpdJbI0QHYozeaHcxuLjPVYLe+vyc7whPrwNVh5pN1EsM58f9uPOGHW3SpWZiN2it4P0Z59L9fTim+yyfE1V+HKGeYyDzeT59/Yy+/3n+QZxxXoPkNwrgD5K5X/dZ/fB6v6LgXwbkPxw3Pxbkf1nefh2fY4zvcdlVlZQS/6jb52sHIhH/ZSI+6j0g/8FY98sMyn+sovY9QOgfYvupe/VN6yLfTxJekwaZ6yam87zd9nrA+b/a27mJl7c/2dBfXe5+ausVnJ/7T57+T881/9BBv465iwP/j3f4JD+4kGY2A+ovNv9KP+EPdk3mPfmr951zQlw8rYz595+Y7kafn7GPf3Ar1B/ey69rzJeVK+cc4ubxR/8BcOqF4Pz3xsP37nWbFcJfd06vdFK70/fcutypK58pMOI98o84D/yRJsuZKaqvyNqPoabuCxHnlyj5F+i2fKFgVkXM4WyK9V7/vS58aoNhHbXv3xS/ipYLZq/Pk/u8+AWyfkfJ/zv/7f8Wf/Nv/h84jsztduNv/a2/9bbwvC5aznn+lX/lX0XV+Hf/3f/b28L47/w7fwNw/Nv/9t/gz/25Pwe4V0gVw/HP/rP/Q37rt36Lv/bX/k1UO7/9H/02//R/95/mX/vX/zWen5+5XF7eOPLfryYYqo3Wb9zqbZZ7vkBu/7C3Yca1j7f9GMreB3ube+mD2htd58RxVeXG3IsIa1xJYSGGiHg39+hwyX/el/B5oXOfk6q5BinWB9aV5BOLX95K+955Vr+imqjdKK1Tu7K3Qe76tjcVhBWzRK6dvWSOXDhyodZKa43W2gxwMdpo9DHR/b0e7OVAS0bzjo3O6AVGJwh0nQJSVaUOpalRx/37XNCcGTnT9gPNGc0Z+zXo8+skHsTw9cC1G5QrlCs2xuzoduftvQorl2UhxviGhKaU3n73Y1QN+Ezr+DyuP4sHU0o/uv+D8oGdc2/n9PvtzhkiA5GBarmjq/7NjUTkNeCrxBjezikEIQT39v5ft94yyGBZNtbtkRADyGAGwh0nilmnj4lgmxXMjns5eC4Ir2PDzHDevSFDYyimRgiemISYAjFupHQmxhPiZjAIcLQrVRtHz+T7XnqdSHGdTaxE5K2p1etYGKMwRmZo4RXEUK2oZsY4ft9730wZ47g/9vt0lVfXli+TvdevOV/Y90+/spdyoZTr233yYyj3D7fXRfoVRPiyNP66vQbmX47B1+d86S7z+v2X+++f7N0XdhOsfGLkj19cIJ20lOUBlgc0LowQMe/vVIJJXTGzSS/oiuULduzfv/aqM5jViVBrvaDlAi1DuUF+mfvxCY7voLxMNPyHO8zzwWA0GP1zcB5PkE7g472c+OMVybf51bvPNIM/yBqhCqNMNP4nNlPD6vi854od+fPef9oh69duPc/X7scf7Fz/s9y+1GSKvFHonBe8d2+/+weyK/zymO5XE9q4+B/dnZO3yt4YeqeB/P6v+5oAf7nDZ4Dl7Z6SmVykNXxvVzPGK0L/BWXxy83s1+eAIoINxXr/PG68R2IE7+bVU/2HH1NfbP94p3h/yNtc3OclUG3oW+b/qwNlTtbuR36nwGdOpnPunuTPAN10TG4c7q5EnsGrASI/nKheA/AfG6j3wHc+ETP403/6v8pf/It/kT/zZ/4MP//5z/mzf/bP/sj7m/tf+St/hb/6V/8qf/7P/3kAPn78yJ/+03+aZVn4t/73/xbji0Bf76/zP/srf4W//Jf+Ev/CX/4f85f+8r/A8/MzhvEv/8v/E57ePc3nyP2d3dH6Ihs2FLWO6UAaLCKonwidFz8DV/l8lb0Iw4xhRvqRAOqNNnLnZ78poH+EIzfu1y45QQ0GBl3vfHejA2N0xIxz2HDBv6E0w4wq8oZWO5mfSwTSD25Zl/xcGL6YlAS9I9f2ubjB56DV1BhtBpa1KrUUHI4lRpY1fEaL7lvtyuUYXO8Lj4iQoicFhyMy1IFr4KbrS+2d633SsV7xTjAS4gQXFpawkMJ9IpPBEgznZ5kvSMO04gTKcLRmDCd4lGGK95Mz/PZe7DPXew7pgTiHC+tEXUahNmWIw4l9j78NP41Yf08E2Puc+FQZvYMI8Xx+uw/+k/TU/bHt9V793A9gzHmig8lMUrwPdxRcUHX3OWLgXCSEeA+cK6813/k9OHdCZCL4pkrTRogL4V7+rwVGa5i+upQYPhiqBTMlLjO4135jqKBNEDUkRrxzxOAn6p0cvSmi4P2kV6kqpiB+ot8uJGjQh6OrYBbQMai14ZyQayWaEL3OIFzrpCCo4mPH3ipsMMaBd2EG+hJpWhl9x6vD+wgyKz7fu2d1MDSj2vDiZyVR/Bsd5xVJH6Pc58z0FhSr9vtY+n5VZu6G92HGb3c6yq8TQKtBbYP0Eyj5KxIeY/ze336sesMw+EGp/PdH0uca4CUycNgoWN3n+NMO4TM1RPsBWhni5mQ6CtwqWMLJPVBWBSqSNvAz6ZFR5rHGfTyPWc0QvyKt8MbHE5l0FOR7rzuf28DcROXrbe4uQFgmcvxGXr7fN18kImPcEIvI6wKg9wTr/u7/QLGh/rRA+HuXkhn0z6Qhv/1+IvEV3MM8x3bMr/EPQPmxLzRlP1KB0HoPGNMfbiW4D6Wrke6J9/dO0b6/Pr59/1pVfdWUvIohfzBOf2ozM/a2zwpmdJw58cZluf/96Mf3AvxXp7HXKjxwr+gZWgbOCe6+Jv06muQruPJqhfoaB0yxqPxoIcjMGHUAQgqgpcwzCK8x3+c54dcCNwKaC9rvYzXcwRYRhsy5IIQx16ufuG5vFaHfpwoh/2mglv+4br/1W/81+9t/+/9+LxUWvF/5D//Dv8c/9U/9l+7Xb35IX5Y3fnhBVccU/+lnKzubCqg3rtEciPeBK589pp17XXzkbXC8DVp5pcrcn//6oc4/ojapK44v+It/QLHRn/yTf5K/83f+Dl9//fV8bdNJqcG9BaHzdRyYIjZLdHov1QkO56Crgky+K8D/+//1H/Cn/tQ/ydBBH5WuBccJZ41qE2163DaiS9zE7m9rfnX34CS619Tl/r7VGGWiOS54QhTkB0NWwh1hUSXbDKw3g66DmCI0m+UsEY6h5HEgOL5eT4i785jH4NCZFIhA9AG9BxkCnH8o/tSB1hfU3RcuHVjbgYARECdI9PcPfJ1f9oM+BmUoi4feGj561rSgEglb+t7E2Ify3csVU2VbIrUbMXlCULoCGtD6TAwJV43cBrquiBdOo6G9wrLQrJPWjTWsmBr7caPdKQghhCnmM0P6wJ1PoOltMe1tx7WMO20sccXjaX1QWycGz7okehtonrxjCxtx8dD2yWWOJ1z4TCH4MdT6S4upMQa9tYnKj7sA9j75eeeIj49Ym/eJ+31oNf+o2xgFs4b3Z0SEUi/U1hnNCK4T/EJaH5A7lQEmgtr7FNuGlFCt9F6p/XPZ1TvHEh3xTnEZTRmqrNsj7l6CL8dlOvi4ybl1TsBVROYC49zKDII7x/U2j3G74PxCenxHSJ69H7gw+ZKuw5pWWr/hxM3nR4/3ARRyPsj9iggsbqX3gXcbzjku5RPQWJd3qBW8NZwE8ihUDcSYZrUMQfsV7xeeTtsMVm3Qxw0nER9OACSXiD5hZuT2TH9rgjYF4ls44b4nGJ3JhY4dESGEB+AVVd9xbsG5yLiLzcYwWm2oHmynM94FWmuEEN7G4Y8FxtcyUezzFzxmMyOXexIlggvxLdwITgjefQ+1q7VCt0nnQ5D42f5RVVmWhZ8SL45RgIHr0GtGacQYQAXRgWzvJyfbjJG/QWxSgUwNK43RdySeCGlSRGzohHhOT5ib1EypGQmTCqOvwVOcP4cBEjZ41S70PAPQdP7iJNtEzeUuIp3llfm4kAA3v4pMFL7tqAsoHefSPIchSK3ID69z7RCWt2s2r9sNp4Z/pRKK+6KDscyKwQ83HVjNWFck+TlOtEFY55xeDacFSXGi+K9Iezwhzv+0WNlsVgdcmIlJPP0KZUbLnFf/k5ibvpwXfxgw5zboagQnvyLk16HUoxGSw9/Xrd4/W/mlNbw9rrfXWEQIv08S0bVzPXY8fuZfIXxP3zR0kEeewA3yppc6xdObcPIVRVedAN2XbiY+uAnmfPma94rTstzHrCp72/Hec9wymLCljXX9vHa+UcmuN/LesGXjtAntyNRaiEvEpDPEkZYFdP3R12Z0GIXelHHbiacV2R7e4ixTo90TsOCUkQu6pLfKmYwZH7WSZ7Y/BnFZ8Ofzv29m//Ufu8Z/5BFy59IdJTdEXnmVd47kHTGXOwI8kd0fBBOvaCp3ysIXQfM9uuWVR/mKcr8i5cbnoHoiqZ9Rgvn1C/HAPVB8Pe/5MEEx0IE4j/wEZ/D1te5P+t42F9I7Ym9jJghv79XuecCXKPDrec4g6TO+Mbc1evZe8TIpGeZ00nTcQq2Fl3olyMLeG6t4TuFEVkVF8Qnqr3DP7lxRU9peCUtgDQEvNkv+CihY3u8I3USgWxvTGk7utKEwubZdhOoHSy8Mq2+Jhhm4eGKYEVSJqoTo6abkoRSbnPLX5GP0yq0UVASXIqIDzOHuN6p1ha6MURG9sPgVqTMpGd0YgfvCrGivE7V3HvGfx5CZ8eA9EhdiCjgGeEdpkwLgWsVhBBV8mKjoEeeEEDF6a/cFW+nXC1cu2B1t9svG+eH9pKc871jrmIMyGnE9kSTQVHjZbzyK4YZSKAQClyPPMeXOrK/jE8WnhX7nvwsO00o7DpY1Iffky3qdidzrNmay1VRptRFMSesdqRLPAEqos3LTCqMCYyKsUvuscCA4PHVM3cfnBPr+Or3NilVYv3d/vHL3w096zOr9FHcA2lD6UMbo9GFEg1EbS0oE7+lDueWGmtKY1AGIlDErQP5etZmLDGzRzyqGGf6eoL6iP3E5E4y3Uq/3r/zleqeXvNJCGhIyopWQGojiJIHO4Me1u04krbgY6aYsfiG3ChXCPTDtLhMDpHieyagOYAZ/J1kZZvSxM0YhLicezj9DbxdaKcQQcVREhOZPdPX3yoySRFhcwKzjXeToBx3Dy2tAnVFTTukDitC0MMYBfA6YqyomHu2Z6COjl/tnPBij4XHccqb2wVBIItgYjLHTMUJKtFZxbVJtcDDaeKPepC/Es7PCOZM/gKM0SldCjOwl03NlTeuEWESIYVbFzIxgyuLDF6vqrM7NC2yzcih9nrtMVFLCDGgt39C245ZE2+fnq04YzqBecOoRr7CUqXkyxcUHJJzQY6fjGNLnOB8KfkGC4EfGnn+BugPQqZNxJ1gfURPMG84MHQVRTwin7yPcX3DEVWcVjZFRFboJfnkgxTS54j5B2+FLipsZ9APTMl9XMzoMLxuSzrRREWuoGr1npBco9wDUg+nBQCA80ie8jX89Lx0/zuOut0kxGIZzfq5x94Sv9ys2FG8eKQXcAr28zRM4x0N6mOub/z5A8rl64D6/t1+ZMuZ5mXx/3ZzHn85F30vGfPhVHvy9Yvy9YNW773Gc7T7mtNkcS8Hd7fqUkRs1F7R8Rp+138Gl4BE38D7MiqaTaWZgg9qEUzz96nt6fWumhOBYZaW5OtdXp2+mBa+ucsmlt/f4KgD3fsJsr7/v1jBnpHti3mtHFTy/CtboeNW/CIp+/kzsHqfFe08QNVyps/oCb9UwHYNyU8qtUuqVmMNco9cTo5YJBKZZvXudZ1UVN+b6ahitH1ALzo85LsRPFyuL8zW60WrHnEfLAX0QfMRM6XXOVyEKFn89x/yPdECOgXXBXADx8yaEO/psiL4GzV+UOj33G/E1wNY7Mn5HC/jMdeWL4P1LW+kp7gRsDrAJEt+bb7w9XnH3Rfeb737J/+DP/zN85mjMc/8//V/+j/zGV1+/Pc85x51FMo9hn/ndM8CfN+Xf/bv/ATjHsD7Lna+JhPGG7sv84S1+f0Xk/Z2S80qxcfegXG3Mx48bKgrOqHZw5BunmAhhwacwM/KulFZIMbIuAn0O+/Uujuy9E1LEu4mMcbdkG6PM4FgrghCaY7QxA0BtLNuGOcGXgQqoE7oY0YWJuqiSWqMzWMzopTJaxpwRYiKlyOoi5XqjaKfegZ6sjiJzqjh5x6HGMWCURhDweceCTA4AYL2jw2gdTBto490Ky+lM8AuxDYKDborKDEJUG/2WJ6JoRjXDI0Qz0iKweIIY2hv9m+9oOghOWLaETx53n4SSnwEFquiRCc4hOSPjXtp3jognuAStsX/8jlHKnJzFs+8XZDS8OWx4Xm4HvTbWBhodqp3RMmvylJGph9Brx1nH5Ku5/rZJ3xk5o0XJeWF9OOPGXdT5BSo2zCg6g9LaM3hhuyN4wXmMhnmFctDqjckUWXGSMFW8zAnOM5MBa4pg9H7hrbLUb2AekYgLy0S2MG51ju6HO5oVvcO/oiyq92YaA5N0v+UiwQtJoA1AHL0rRid4Yc+DY6/kdsO88BtP7wg+IKasXliC0FXoPdypTR4nwugvMCq93W9c70Ec3m8c/Qv3HB2MfgDTJcWtK+CoNaJ1oukiBioTOfZGXO9i3VF4OW7kvnPItO3yOHoNuJBwvRG74LsxUpuVATF0NBYcqo5clYGwpMf79Uqs3niIEXrHhzMtQB2eLYTPFmpa0LYTZJmUMAA5AR1jxcmOMBCbCUa2zGM8I0RGvzLajdImx1wlgO+oOpyb1INtceRmqDqGKcnBliKlevowausc5QDTGdg4hx+NIIEtRcQmUtvvyXw+MjHcE2+F4D3BO35ZJn3kvC7UPqht4JbIsiRGmUmaZyLpEr5Po3FuBkVVO87uYuhhNCqtXJGX7wha0bahxSMhAREnHu2GMvBmjNttjush9CGQBrkZ3iXC6oBKuIMMKgviEyYF04DEiNN71c7STCqC4P2Jqr/ErM35foy7heIdUOp34GIcE/wZbQrPxYNWkLto895voeExE6I2MKGVqSnyMhOwMTphaYge7M6TYiI4QeLCKZzod+oTfmBEog+k9auZ6Gq7r2Y2g99y/bywTh7bXIckYjFgySPA4hKCMKbfEN7SRMZrn0ioC/RWqcDAIeogCKRwp73c188+6V7Ugrg6EdP72m84qPMa2WgQ18/BtylYw3ites/jTfqPfk5olqe5Xt+rKD5MSmGvg5EbBEeIjlEH2uf6PGTS0UZXehlTAN4bfllxIczKjVa0GTIGo0/jibiuk7Iod80GRh/tLZ7p2r9nv6s2HYVC9NgIVKscfVYXvMzE5zU4ByawNxoq5V6Vm5zu3ju3epC7corgxdHrjTUl4mtI2jI2OvlyzOpoX8BHukDTwSksuDEwUXob1NFnVbV14vpIbQNKIY4KLlKcI798pEshsuLiI0Mc6gzvpxlHb8YYn40HtNdZ/fOObh7NRj0uE1DyC35d8X7QhzFqpd12UlGcTU3J8rQyDT8W1hQx0Z/Sur5tf6QD8mHKLd9mydlnzHYMBRuTj2mGeD8zy5nyTiT0Hqa+uqvwRSb8mrna+L5/+ffELDo5zeJmhjfuIlG786FmKXCiKIbx1ddf83f+9r+H3DNp8X4GwPBG37BX6gyATKT2h50fX60ZX036Xw8gb2d6HzA2f5rccO6ZKW+P445AziRiTNTYpif59fiWGyAj0Fsh94FgPCQlhcBwnpozKU7E53b9JUikmQNbMOuAMVogxXRHm+/K7V55jAFTpahRhk0EsCutHsiouJQwdagXNBkhBsQF1rDC6HQOLBoLAadpomXjfq3yFa8ep53JMYxIOuHU4WTazZkT9lxRhad1mRaHbkbucueWzqweehs0jFqudANrQpQpUnEpIKNPbZV6rF7pY6fhCMETANN8/xpROcPwSGus3rE+LghKVMPalW4OtfvQAWqeAYgLkW4ZI2AhYcecQOvxHUONfr3MiXtLBB/x1nESWVziNhrdhOfcaN9ewIGjskhHk+OSn8koHiUEweWG6oJaQ2LC1cLoGdKZ0g5OW8AtKy5+LnOWmmkYyQ226KjDGG6iKm1UdH8hbJHHeEaj4zbmxK/SMVPwAeeNNg4MhyL3RT/P6pc2rA3MG94q5As2ZgBRuiOEdwyddAuzzhLuAsmcGf1GV4dbTxORd3PhcS6wnVdGq4yh5FqoBvteka5EmcfLR0acUEtnjR4LHhMPMgM8vOCj3A0yEqSp3GfoTNDqhU5CmIigjU4vhaPdWJKQDCQFMEGIRIPuhVtv9Nu31BTAPzK0cbSXucC7yBIeaGL00qll4NmhVbZlY2idhQGpGG2KNCXhw8KaYI1fUZuQ20EvDemd0q64vEPMWHqcaGcK+ODn/YjR2o3eBuV+T9y4oa3AKJz9oIc5B/b6gkiijxMB2C+feDleGDhikploj1mBGRhDKz52XFhxPrF44zQGwUUYynAVsXl/pvCAhIR4R+6FUhqlD1bvcM5Tu3IrV3pvrEskumlVGr0ytLI4cK4S3Y4TqL0TmJ+5U2Vg7PlG3y/4dCK8dTg2HIZaR++2o7SAU+Far4yekZyJ24I/DG1CWBYsLIw1MKiUciPsz4xxI/kNLwlFIHfGaFjyrOuKqkPMQasYgRHuXFdNOD3jg8NJY7zpngLT9tKjWhn10wwQXYQQYexYv90pZA2HR3oFSUi4V3x0JgvWD3COffipddi/JYmj3V5Qy/jljI5CHYVgF+iBRqKEhSQD7zeqDYbKrC4Nw8VEN4XRSf4+jwP4FSTOoNyFGayXjMkEJBwRM8Grf6Mnmc2qyKQSBiScZnLRHZbOU9TaylyHyw51x3JEv0S0DYgO6RlzC9T8upDOa9Zu92VVQMr30HATQdI9gH+loGqbdAYBLGPuCeuKVp3VUn+nQx4vk8JajR4crYCSwAv7TRnXhvlZtbnVAto4xUR1gxSAoHeB/4E1oWmkjsIwD95IznOUHfE6A2RVmny/WZjI594DwbiPMRg+om7Om1/aoLpeafsLdTzPcw8eSPeAvE2KWWgsS6DVzCgZ1Xsg33ZMp7uU80xRextoSig2BesAQ5Dm6M1wYyYyh06TAYuB4aDslaNWOop6R1Ml5StdN7yCZ0zgS4S0hjtK3sjtRg8PdBSzgdueoCu+F0KIqDVaKzSD3gumlaABLMCyIEwK5tE6w0faXr9nrfhj2x/pgHyWfDrJpuuByLyR3kowOrnhMFFtYw5qmDeX2avqX9F7Zo5OyzkTMOfuqPTM6MVkZr6mM5gYckcmZxDu5N4wxn/mjpvqtPl+FdCp8koyMRPMOZy90mruryf380HeOKk6ZjlT5JUe4+8c6Vm2V9N7sWg2MVK7WwLeIffZBsDdHz/uws/PXPOJmgt7bVR1JL/xlL4C6wSnJDWefGDI4OYnSjpaRiwQ1wR0vJ+JEGNQa+aok6OPKa1Xej4QWfF+IUog6JiIhxpWMjEsLAzEKU0Hue4crgOO1S9o7UhRiJFr7oTlTKDRR8BvZ0bZkV5IScAHrDus7Yh2dnO04ahM15a1V1QUTSdk2WZlQQ385MLLMJxB8tCkImbUZjQidE+vitAgD6xAihELCjr55XVUDutszuO0UC6VejNcy1jyqEsTgdx3VAcjnXCtI+mCmNLLQe3CFldGmxx9J4HqHOV6oR+NQcXWODm+Hy/EdSFTOWkhbI+4/cpviMGDUY4rEPHtIHhH48SuDQmeU3qgUe9Bx0B7ISQjrg5nETltDKBHj1nF6lyIfPJUOh0QselQ5DzWpsC41UG7ZTYxukRqLvRo+DSRUe2VvF/pCotbCD6wRX8P6jwpfgDLM9BNJ9QulP3jdEMSh+8Fbzs+PdAVSs+oV/zddUQZ7KWR+MRpe7wnWY2msDhFxkyuBCOFyIiGo1PFiEtC/Bybp2TEKHQakit9CC56ehU0ypz8R0BiuDd4AR2eff9Et53TtmHjIDijyYViO/3a6Idne//1RDRzxsWNiKf7wLAVO3Ya36EmoIUUV04pkQbcjoLr4IexH5mmRlw2Wm3YgEFnWETCec5dpTNqxsYO1qcIeQzMGk0KvgW6zJ+zGtY6wcFyajTd2T/+DuofMBLpHPEder2Re6NoI4+MIJiDY2T2T7+NE6NrZ++DkB6ILSLtSrArq3eYE44q9DZAXkjesUcPQfHdqPU7LDfC6T2ncCKozIrounJm5WOr7DlzY3CKAcNIDBjCNowleEYQnAq83PCfPjLsSrk9IBpoTfGrUmxgNjAvtK6IBDwBhs5xoca+f+KaXxg2wZNtiQQcpXeiW2ndSLZjDPzyjnNwmJvzcO6DUg9EOod1IoHgPWc/8NIRKrhEG0brHUbFtYpKRh04nWK21ozWIhIyQwM2PGu6B1ASaNrJZQZ+U9C5Is5jXenlQvLCYAPrVJuBRy8HUYUUZjqcgN6/o46CjUx3gxF2xINfEqhHmsOWd9ReaS2DQPeJJBOIkL4ThyAuMkYgW2eQiS6yutf1OEBv2GioXu+0TqVR8emENTACrQI4xkzfwJTRBxImPdOJp7uI+ESPg9wbYzCTHjewPqitMasSZVLj+8JiA5F1zm8Y1AOn1wnSPX71Rit6izWY3PXXgJ37mj5deoRaBd33yc8fQi2Kd4JLDu0ZhxJPJxgV0YZrjbA+oMGRn6cF52mNuBSpLVPyC8s61+niHLkptTSsH4ThEXXIdWpIVJQtJi7lyrJsLG6ZFMbo8H0jhLsjlClQ6DapRb1VxC847fh0pzopdOvYUOq+8/HSwEe0lllNsckc8CEQRPEmeFcZfVB6o5VGvOs06lhoTUjBIzbobdKX3AKHKrc6JijlPM+54Yfi/MC1GzE61AdyOjF8hAPeRYclcK1TPn5Cb99QLFPjRhLPOXm2EtB7HFX7wJ0dNip0ITwFFPA66LVTSiaPg7SdWFxCk7zFgJozuTXyGByj8e31BRnKh8fHXxuT/pEOyHV0Xi7fEEsgrQvctWy/+OU3fHj/YTLJDRg67ZncpFaIc/eJ6jU45wuKxyybTQr5RLhfldniZlAuTmYmP2aAbyK4e9lUHTOofrX40rvvuAg4m84mA8zd0WsdMzFgiiHtTi0xmcG3u/OspoB0urMoNlH6eRXuopw7leDOdXd38cwrjWeeltFVJ3P9fo6IoOJ5/vRC8B4pG9EqnkF3Ha0NxmBUKP0Z1UYdB5PuEhh03OhUJ7TaWGMg2MJqnjHaFEfg2UUZYaFYR1zAEQlpQcfA9UYPSt4iPiRAKX3Q1eNcuvNGA02EToFaERy1XFBpuBFIYWC93gOJjeInsnm0G6Z9Ji0ucVWHeSM64aUrsd7w2mcica9QpG3DbKIZeENE8UG51YORL2xhpYsySmbsATpoSpQUGEPA+Xkjs1Gax+qNJg2/X5mpUaTfBg5HyI1lDOzUOF5+STJP78oxMmt4ouTfwacnzu/eYTFwy8bVe0Y0jnYleo/TSnc6A5Z6cM2Fo1bondMSwBm+Ky9u0P2YSLgJlw5LesCniJNEBEzCfF9ZaaNzdsp29uwDnveKWaFdPmIo6fGJvjxhlqi9TseALjTt4By33GifKrU/cjsC+WPDgvDu6w2/OuK4oiqUZryMyuOy0l4KHz/9fZwJp/OF4BdCWAlJiFvCijCCw/mEjMboL5Rx8HJkbrWTwsK2vONhSRSDoxWwzOV6ozfHllZiiKgU9v3KKI3zcsZ5QUxoUqm9QICGwlCeONNKJteddhRqg6eHja7wrQ7yfqG5Ker1DmJYCF3Z8zOeil2FsKwzWRmdxQkahGsr2HHlIT7wjKcqLMVwq0PiE+3TC3b75Uy8xeipUUNFBMowYlzwEhghEHVgYhMR7wXVGyk9kJZEdI5SK7+4Xim3G+f0QFgSTgZmB9YPup1o3iEpcDToC7BfWD5B3z9Rju8YfqepsZUHgkuM0e42cg6RKSDVkdGauXmH+gTOKEEJHtg2whqg7hwyBZ7eP5C7cJTOQiffoD8mLCjXlxekw9lvbPIA5UDLMz5FfHxgWGfkAx0X8mmi2YsBtZObh+wgRXob+GsmtHpPni64kChmlH0CE9NOdiYk/mmjO2EAWwwswaGycjqfMTy3686tVFz0EIW4nfC3A9VKWDYIHm9GMyMfO3sp1LpzjhutN8aIqGSyXvFpmTOCZtpxTI63Dqwc5DJoDqQfdAbBn3mKG5JvOP8VTh4ot4oO47o/M9qBDxvR3WkfTidam2fwlSWCNxaMoQ2pOz52av5EtoHzKxGjtBe8BIwVSZ7gH9jO7xj+xGhKkkZa3tP0W1ovaN/xciOuER8CMawgRq/HFNvVTBHjuVWWJeK8x/sTmg/y9dOk4a1n2lBqO/CbI6AgynCN8uk7gtgEwphC43U74VPCi2cRZdNM10qlYwqHTEqnCYzgCRMaR4dyvHxLcsLjUtncpIBEveEFskbG7QWCnyCSeoIXAqCto2PefyqB4CION2l7uSLHhYVjukwNQbohWVEGowipP8EAbQd1VFL5jmVdkT4FiW45M3om2k73juPYScOo4YRfH9iConlFhhEc1Kwc5YapcnMHuhi3/EL0CXcHl05hrvXOORxC6xcM5TE90AaIGzAqMXx8oyLqUFpP1Hyjt8a2RUROrPEBGw0/Ms4vZNtx9YY2I7qEpDi57SaYOigdvVyxvsIGrmZargwxnNvpLxVzSgmBbkowxZZG08DLcPSUoBrBQ1waXQvBeU6P71njiU/XF+r+gvMBFaG6laYOiXMp76UQXhkRZlxuVxRYmU5X3XfEC+spkkIg987QThBB9wE+Ik5YpUPvaHS45deTVv5IB+QylMs3vwfVE2JEo6d34xe18Yvf/b07fUTeglWBNwsneUW/uWe/b1Z8dx9weBOXzXH6Sut4FXXcrX/uPq3yKpJ8tY3SGdy/ccr5TIB5o6m8ijVfuVvulcv+9g7v8bXdrckmqv/mGINMc5JXjvxrU5t7YP7aAOT+YvfXvlsOwd1ZYl4b7xzODa55SlS3bWFoY+sNxbN8EKTAsID2WULUITjtWM287BdUdraHJ2T7gKqQJBDE45yn1ek84MbABviUGAROKRHdI96v8LhNPqUs7GNQCWxxA++pJtgxucVHmW2cLSb6dSe1SMuZ0SbVyLWEJUG0E+tg8ZOWdIxCrp11TbjtTCZSzAhdkCWyLBGOG0pjBKHshZVABo4BH591ihrP4HqnHy+06mD5AEk59Ery/s73LDzGB6p6sl/oNZM2RyJg0YN3XNUxThupNaIOdreRZMO88Cn/gi12XBqsyw2JC9Irl6H49cSaOnpUHrf3LL3w4islD/pRGG1wpRDWFR5OWHnB3IHEjXNXqjech9gG/nblpe2MJQKd6D3L6vCt0HT6t2u5kq1MYSMBs4aaoxSjjctEFbUwRoXwgPqI10C+7eTReOiNBOR8RbRQ+icKyuoa708b35YrMhzpfKaUF25HJQaP0xvnNdJ9ZZTK5Rj0+hH3EEghEBJzUS+VXDOMzhKN2+HoLZL3y3RKKUqr+70E+XF6cO+RoI41+nuf1bnYt3bDLWcYSs03vHherGNA36+0240Djx4f2dVzyxcWU9L5a7TsKJWik2LTXeRhjTA69faCnM7IgCagyXGMRrl+x81daf4RFzpfa8MZ9CTI04YPj7TRaB188BSEUhpdM6semHVcXEht4OzAXEX7Drqz54OjfIu3exOMfMGXRlg8p2VB60Qk1fLUcnz3LT6ekT7wHpqcuBHBFog/g+VEPg70kml25RgTu0zLIyweh6C13gP3zjm+h64EGnEk1iD45DFXQTpNFJcCNgoZoetBuRXG9QzpiaNsiIs4M2K7Tq/udtD7QPklh1/pQ1ldQIrRGOy94GtGUiKXgX6C3AMSEuF0Ij58TQwLSMTfRXfT791hOTOOG+16YKK0ftDCC4tvtNFZw4mn7UzA0fyGEEjRY0P4VCG4B0oRapsC2dp3hh60VujDCH1wHM9soXNY5lJO9PWRtKy4OniKK+f4juDgJpkqbdKUOVHGgYYzBM9mjZXJ5263wvXWueVvCGKk9R3VRzyG0w0tndEGtURw7ycNZAxWfyL4FdzOrpOSVxw8d5AWWVHc4qm8o7XKcdvmuLXBptCkA4mTO7N4Y5QLS25sp3eID0DFoRz7Qc47Xa+0clA14DbBuQ3rldaMHj4QJUy6VR348kLwgTU5rqOjNXOWY1YwJNG7kfTgkciQKW4cvRBd4EzgNbEKY0z3rRKmK1LwDIGqQFjY90K+/g45JJYlTltRzXjpRB7otc31tjER29HRV4eO6DHv2V+ujFqJLpK2dyynuwh13zE6LizElNATqPPk0iEulD5oapTbMavVtfMpP2NmbClySgnvFRcckhIaOsEZGhxW2hQQO8/qB27dwJ+wGKc7Wq+MmoFOjQWvnj4atQ2GL/iYiF6QsSMKQyeIIu7e+LBmWn3BifD+3SP3Ej4hJZaRoUPtL4x60CWxSEKG4GvDa2f0Rm0OGSCjMK6FW/ZYPea9EQLqI70BAQ41QowTLOyKBqXJgrRGEJ1xBh11haNMRsH54QPOBeJd47MfxuVinFfHEo3RCr1muHXCspJd5NocqFB8YouGpYCp4OMjA6YxgfaJa0ZHHlOs7Oik04IQOPJPe+fDH/GAfIxBPzKbKauCFbjmBkRiczx8/R73sOCerzQvc6HtnczkP8XTNqPjMKA19LajbSe+/w2WV1qICdE70npmvx3Tqui8Edcz11vlkpV8PDNEceVGWk7YwyP6fKC1sZ4Tpe+Mo5CC42F5ILbM4Rw6HEdQhgO1WbZ8//AV0UNKSi87QY16OZDzGeTEpRTa7Yp2I72quEchGKRFWB7f87h+YKSAvH+PiLBsZ2oZiBihfYNzieo3rtcrw1dIkaUMtDWyHfjTE8eUzlCksrmE4Dlk53CC355YvNA+vnDTzqE71XWSWwjyc9ph7L3gktEptNqRDt0lzsHjByzqyb1TemdIRZ1Rn7+j1M7jciLUzK3cWLSTfETboN0mPURqICwnXIxU39ktENJCjY5WBs0iwRprSpiDZV0IAiU/c14ji0ZUI1pu3DTzmDy9B16uhr91vHRKy5RjTGFiDJAcuYH2nS2850XO3Gqg9UKIFd86Eoyn5Niko6HiXWcNjgcJfNtWol84Pz5QSkWAp+CoozLGjVyNNjrpER6C4d9Fgu/UdiGFE7b/fTSCNGNLH1A3CMHQ1qi1E4OQxwu4yvZ+Y314Im1pqvNjQnrnZw+JICe6PxNc4NtPmZYztj8zypUelOqEXVZwgYFj6ILPszuqF0goygm1iJZMOQQsctKBVsXS4LQuPEqgNiM7P8VTNNRlThHMlNvxwrPAXo29Hayc+E4rasK6vcP7jaaDFw3ksjOOgzqMMK5sBuwf2VLkm9vgGJNyFSRMm8nxTBRPq44P29PUVfiNKoNuB+9Tmlx9C1z0YPFKt0HRCi7zdTjhzIEGvFsJafJhzT9Rgoea0dpJvVDCCzFCWBxnIi5uVPOUoES/wRBKTYyhtAHJJ8L2gLgNDStmlWGVxOCohd8tzzhLmAWGFjYVxHvWENlCIFnnuenkjvZpZWauM3zmdruStCHHjZEr3QkdQeIGznGKcWomGPQMjgVRgZEQC4goMjyWP5FCAJSdjAZHUxhHwxGJziH+3vFPCyMEci7kDN0io65428mpTSeDfuMpBtzlBQmGE8NtaQqH5YXbbUe6Y5WCb50YKr4OHlQR3TnJE85HJG7I+gFGwW7fsUrAPUSkDYY2TgKXAUUdu6wsUcFutH6gerDqILaELIFW+x2LmA4L/bXxkCh+vCD+gmmkF6MHaMOxl4NPlxdEO+IXLES4ZfwhqDm2n39FEMf1eObji8N54RQ96+IRfSTYQnczKFiL8IvscFF5Z4NDBx/7zm04VnEEiQRZOHmP2kFPG7tBGYOCJ1rGlRco01iAuLJskbg90Wql9RnMi4vYIne+8oYxOBDMT81jb44bnuX8NZt/mPeZW9ntGTDCqLQxbeG8F6IE1C7kYwZ8a8vE2mjX77jpN7SX30b8A0iiqXKg9JoR11i6knrHRLFYsKI47Ui/4LtiaeGUJpVqDYHT8h5xG0uJrGOdgalArp0+GiMXfIgc5hgOliUw7KCNxqgV3wdabzhZwQe8f8RG5uQKKoFLveDMs3hPH47aBdWK7xUh47wnCnQ83VaQNDUkY7AEQVunmYAo2+aJfn7mziLh9IAg030pyHTwGIOHhwXE409fzcC+l+nA1Q+CdUZn6nmcv1fAjKaVy23npYEPkUigNZsghMJZKjIqaXvCe0NpkyqgMr27VYjiiUN46Q0rjefbjegG62mj+xOYsTpjcR3thYpMMMMrrdwQBs8FwhgE/8CQyMV1ItDN8ONA+jEFvLLgXIUAj1+tRHFkcVjpuAK7GrUN7JSIT2diy7heuFxvJBFk+YqUBB+UYQ2PsniHhAd+73LjcvwOJ1vJthLFYMBxO2jxzBoT3W/IyXCuUr1RrDN04OpBcGk61aB3MGEjxYU+BiFEunrKKLRWONoztMGCo+8egqPXX9886I90QK6m0Au7QhWPU0U6jJbZS8ecwTUgTgkBtLTZ8e5xxdvdm3JNJL+CU4YYlQ29KW09s5yfSCJQB8cI9Lgy2pV8G7h8UA0KSlsiw5RIgnZBvrsxrh/pEiA+YgpL2IjbaXJxx5XWPcEpH05fY+8nL+koB4vzmHPUpm9uDjYc/RkOP9B0Jp23yV+zQnCzedGxV0wcfvvATaF9uuIvBeudZ0B9wDvFJ0N8QiVTbju2BDh5BkKvB7XvhHanzbhAIVOachwLRW/EcyJxoEMYJjRVgjuhcSHnzLV0Yo/4MniRK52IBEFSwJ82LnmnvVyx+ktUVhab3PFuytEGJQmX08JRd+pR6LmypA9oF45ycPQb2gcPqeIPuLSKLGeSTT7p0QZlRGIBiQFx8G3/yIME9tqI2jhJYsTM8+0ZnKAu4XvgWg5cryw1wzBWF0mnR/wS0dHwrpL1I/nlQh+/ieqF6O92SpaAQF6+QhXKLZOCUPugdKVmz0Udn2zn2A/AEdaE64Nq0KwhybG6GyUXshgqlWN03ndwR+OwTu4di7+g28A7PxcZE9wWWR4NG+84vfs55+UJCPTWKBzkcuH5ZlOsmRKbdvrRMOm4oJx8ovXGkQfqG83gU828rIpDCaIkhBcbc6GiUW6zVfwH/8jjMqApfb8g7oWxrDRf5wQp04nH2zIFsPGMd7MxBj3gqGTLLBJw/oHl4QPl2LkMCMcUCvUOQQRxK5c82OsFkUbVhDhHSgtdplCw94Pip0PHaRRaN9ySuCA8xoT62alTGdP5xPp0Pakd3xWRHQsrq3dEARkDLpcpLo4r5+0DXQ9aveKuN1gAtWnR6RPWC2LQ6o6TQHw4433AqnKWRyQoYobzxjV7ervgqSQLMAS9TYpYWk/EcJrXhcH1u4+MO6wkTli3jdUMdZNuJdKw9kLwEN6tnELCNWM5P1BEcP6RQmJ//oZw+RbM8GHDYpjAQ9ywdqX2yncCwSvBO3yrJBF6e6bcDrw5Wnzgkc6wHWsnHoBm4EOiyRS1Be/oZjT/juRgaGR1CfxCOQpEhdoY1ZN6IXrPtRqjHay1TqGldVp5xm0/u/esWViWE+OmwI6XD9ioKLCklW0JuBBxPmG1EOOZx3W7U5cCmzrk5RlTIcTItvhZPTwFDKFkT2UlWp80ClkZPuFHp4zpVSztQDy0rtAdYT2R6DinmFb6yPSRYMClNJbTpBetLqEW6bVzy0oX4yunnMVPtyfXCe12t9JUThaRWhgG55h4F1a6Qe5j6lp8n8L3cCJIZE0rq1xwcVDKPn3vvcfotLDAslG9o7VK0UptmWvOdBdRdwIdDC9EhOc900bh7GELiYfzwhbm5+n2ThuV6gJDlP1yYaiiceEFo+0vYK89HAZxTUhIxEUmAupmd9y9l7luhoVTTIg/0WXFhYpLnmoNr47QLtQ6qM1IzkhUjlL5WIwlblQEpEKejkneEqNBE2HIyuM2K2qWM1Y6Gxu4Ez612fisZRDHcBGVd4w+PcJ98Hg/XXBuvc8OzgQQiHqvZI+BW1aWxw/0bvhcqXkGdNspznlJBe8CHrnzth2tdFYnDALiF4RICnd+dpyt4kU9Whu9fWLX83RY1Nnn4eiBS8nQOy+9kFxjrQVXjGKOSqD0iukgBId5IYnnpTT20dnCicfTu2m+4AL94wu532lvRRGttPOBhRsiAUdDNRDM8/CU8H7hpgFnykFgHB0LSnSPnMKCBONgsEgghXvPk2g8a6MU45Qm1ch55blU3Lhx84MoZ7ahs9J212k5U25iSDjRSmLpjf485+9gni1thMdIi8LD6YRbVx6DYO/OjF759Okbrr2QW8c7oXTjKkrVxuYfuchHQojIusK9A2q1Rss7Jzwnv9w7KXSq5V+JQ7/c/kgH5CFG3r//Y2Tr1DGFdIuLBBO4ZUgrLi3E5e5UcRwYnuFXXi1BtcN3v/gFwxnx6T0iGRdXcvfsn26s63RlMOcmj29N0496DEauKI3z4gk6HV1AkbyzDsOfHzg/viemx7uAIzJKZVdYeyWFirOCG+tdQFppBfIxEITKtJTT1kA6LLCuD7gQaK5ydid8WPEx4vZKo1LdXBhrHyQ8LjqsdqIOFquwK+oBq0QV1n5l7FeeVemj49VYVDgFD+poLvHpeOZFoYtybp1RnimlsCwLfhMcgZASn0qljO/YpCEqvJSDOu5NdtaIPzpLzfSP3yIjcwjTPcN7xhC6BXQLpOvBy/WCDfhmEZbHwSPTdipFh9+UGBu5g7rBo9948J4YJ0nn0Q8YA3EBOUdwQmsNLwtahX3PjNpJoxFlYYsJPLRwwrmVWFbyfsG0M/JH7CWirTF6p48LnQt8+x9h6cRwHRc3wvqI3DY+flcw9fhxIwZjH68agQX1CZ89YVvY1oXgKn0NPKSfUa3j9cDRaLqix0e6Npoqv5t/j16gqdDrjbgYD+mBp6evOJxM562XQfaGWz39+pH8ciVsH4hB6NdPHNeP1KQUD4JnLYPbMTmdUQISZ2VgYbDSaXqdqHefLhJJBsQnikZaqVg7UKCGQDchD7CgE3kLiZwUGbD6QDRHscbRb9xwjKCMO1Je8wWWRg8r4o3gL+Sa6T3jVLEeaeJRcSyLR2rB98KRv8PirIz8sQ/veFgi5gUlcOSIqHJ7uTKWDl1Rq5TjwPUz/vg4nRgADcoQjzMIPtBH5tPxEe9XtqcPVM3TTaRNpwiaIudHZEwv9zUGVr/g/Ubwjwy3ssmG0hCfOK0bcXXstlNDnQ2lvOeWb3h/43G7oWvFOuylkDAOEaxUUvDQKvllWs3d9gMblfPyNWmLBAQXjb05kj8T2sD3iMYH3LqhtWGlUpiuJBYPhjO8P5PqC1EHtR3cnl+m5/0IiDYu6hkhsCyBZVTWMN2PWB4J568IOLaRSFIp9Yz4d6yuEbeV4QLGQLTi0kqzgDYj5O+odQoWtVzn/d46Ejw/+/AB7yGGDct9ur+0AyxTM6S+s/QLEgZNHbUtUAqC4dNARp80FB300YhxRVuj5YxfIjjHEiKIEqVPq9o+Xa1u3WHOYTb9jIc6hBWWB6JfcX36a0cKT2kjPLwjyMC7gY7O5bhyCw+oDrIo3SJaPAsD54x8NK5HZ202HaI8PD5sDCdc947mwtUHgjQUozpjiZOzWEPBSaeap0ogRGX0hqWIjQBOMMsEhOEcN+u0Me1WQ1rAgVlhtIq4xJI60gbCADGqn8FJEsdDudLHpGZFUZ7roHRQ90wOiZoajFlRWPONFAKHRfR6Zeln1LbZUCi8I8QbjgLBWO4oc9PAEhfUZ1g2+pHxfGR9eOD07t3UaJQLvVRaPrBzRO7aF6FTLKIusfmE2Zm0rXQquqwsPlBKplPxAogjbmfWhweONnipN+x24SFMLrHffhOLC5IecL0x6jfI0afFab8gfqG3gUhHZZD8+c08ARohBfwYlO65NiHUGzoCXQQZiu0XtBzsH+8djd2dtnJk+hgMpwybfvreCVLfk1vn4hS3bpyWRHBudotV5RtTXB88iNGP6739ViTUg9Ejg0TOxsvIoMrpNM0OFnZ8TKwLfLp+Ry+ddsucLfD1E/gq5J4he0QFS3ES9/qN0DJSlFOLxPhA6ZP9m9vOxYzFnRiu0hio+clH94NYK908PjjWtKJAH9M1xTvDdXAucVoCG4VRL2ySwXe6wNYr56h4dSjGOT7S4wdK8LRxw47vIKx0ibi00Xvl6gYk4bhcOSuQD36nXEBgoJRRQc68HMY5DLxWulXq2BmWp4kEHhcecOJYaGitSFOabHwrke0x8rAkvn78zxghF5F/BvhfMh28/3dm9q//4O8L8G8CvwV8C/xzZvb/u//tfwr8i8AA/lUz+z//umOKyJ8C/jrwNfDvA3/JXntV/8imanyqFY2JGFcenxJLSDQ8Zb2SxM0GCF1AHWgiqEFJNH/33tZOjSfGGmm20rQSvRHWhFWl98opGr1WRrnyrDOw8zrFd0tMPFpk9YlrK1S3kR4c6ZyQ8xPYMZtK9Aa90vbM0BsuCIOIZUOtYnharhx9+pd7mWaKGh9ZHr4m+cYiN058JHZDfEGLIvE9iRMpJXJt3OrAEVhOAZXOGA7OCZGBEyNKQt3KtVRoFZ+W6XVcd5oFHsKJJidK62i94rtj04Br057Km5C7spPIKsTbQeiZ9PgbnP2JvRYu4wox0dbA5hKLPBD9dPMwtxPeBcI2uCTPUZ45upLr9Gu2Nm+g0zki40D1wqnAu9WzbI7l9IgLHlpj5eCr88rZLwQPX28P/O7ecLoThqEUfBmIn11CweNCxC9Gp9JdhWB3i7wLtXt69dMdxhlL7Kh2TqdHtC1UDQT+GMaJxRnJne7CuNnYRWTB5Y9Ya1jZ0QUe3UqMgxELL2Fldca75cxCRdVxlc4ogpjRh+foDpGFx7CypUeGGd/pd7h3j6ynjdvlE53CefuKh8c/jnNCH51xuSL9itXI0Iz5Qag7Pje07qQY2FUZJng8W3pHWIXzsiDiyNxoNEbLjHwj1ishXxjDIWMuoqe48WFdCJzIWdlr4/CDRS4EFyjW8GHhFFfEddw4SFognIgJ2jaQcCJuTzgB8cLtVtCk3GTDkmf4QjOHcwdLe6EOzwOBEAKPMaLmKeIZS6UdBacrqS64OpHAWialYIyBjIp6j182ggilD8T2ea5eGaWS8iCKsCKIP7FEP5tS1e9oVtFxwenAE9CWSWMgfIuMQY0bj+f3PMYzpQ9K/QbnIjocQxp179iRZsOnkbn1K4eLVBfZhyMiiCoHDtNJh3uX4LlC0Uh9KSzR0YtREUQip82TzhFXD+ox3SN660hcWcQz0tfUp9+kt0q0hgsDtz7g6gsihh/T296PnZQe6QTiWEnFIIALG0OF3QJuPXMrRmt9unhkQ5KjYIgU7FEY8T3RJ9Qc6t3dCQNOo6PHZXJKj4zYbMBEjBy6IUNoH3+HLkobN7pThm9E86xOKCRiDPTuJm3NOmMEWi40zXgiYoP9l79LiisuKT41Llapx42TDmK5cXv6imwNLRecP3FxjeSFumeceGw0LEaMwXB+2rbFCH2n9u9mwzOZdnDBDKcZL55hhksLGiKNGz0tOFkRE9zqWNox233XSdGxsXCE2Vjk2hrOLTw+Rp7KjmpF9IYFpY0N5wJtDLQZ67KSlgUNszuiDeilk6uBeTpPbL1OymX1lOhpNvDdCF7w6wODRs+NoFf6UcHdwQqFWI1QvuH6DL0PJHi8c/M6m5CWyN4H49OBWZm2tvsz4oS0nllDgPCO75pA3WF0BGER0CZYHYjqTJRCRjt0KbTWaHthyZV3FBYXMfFUD882/asfw4pfNw470Ql4Vfq+U/pUfnnrED7xuE3N19Eb0hu9BXxw3OqV2hu3fMOkU1PEidC//W1imIJjemHsBd/vTZb2T0gU8rUiQViiQ+JKYDYdPEQR64DSh2fHsyWBHSqeFCPvZWHUT3Qq+/WgDljXQLPJgY8hoK2yo1CN67ffcsFRnbFGh/rIJpGldZpkbr2zqGOcHxgi2OLJWnFp4cPDIwHI333HngLxvEJISD3Q5tmH8uk6yLdByFd8U1yKXK83xrhh0jjE3RuPAfVAQ+RYnuh+YAgBJW4e6HSt2GiEoITVE4NRj4MYAz4OnN7wUZHgwXaGNUwinsFoO6fxHQ8qPKYpym9jZR2Kiwun6Kh1sB+zX7bH2EMlLBfcuvAuBGrYuOEJC6Q40FG53gbiPaM1jlLRvZJfviPeO8wOH1ld4KkZmzq2ZhyjU4cRrcDiZ4Mml4mqOBqrGyQElT41a5p4fjF0jT8VjgJ/yAG5TOn5/xr47wN/D/g7IvI3zez/8cXD/kXgo5n9kyLyzwP/BvDPich/Gfjngf8K8MeB/6uI/Bfvz/mpY/4bwP/CzP66iPxv78f+3/zU+Y0+uLxcuG4nfFBSOVjsXmZ1UIfhJNHKFWJkcx2rDecitS+TXynCvix4Hzmh1NGplx3fG3ooVaG5iDOl7VcOlPUUCEFoAAphKM03xj6N+KszdOlovs6OehgPNLoZuR4gkYfTGXQaTY2hmDbSciJuidULrjfWy5WRP7GuC1odo3yalnnLisbE0Nn6WXPhNg6K3XtC9EZsB90XIp5inr0PcopYcKjuM/muhf2aOb9/pIgnLQuVwq3cuI1B0z55oj7ivXEOjrCsRJf4DXNkVkbdaceN1hPdHE4jyW00PF6NFPxsVICxxsKlXbEPC305MeSRZf0NvK3o3tiY3fJ6uWFb47Qkjts+LfHigl538uU7QkgkH/BtoE05fCAGIyRjfPqWo1XC+oFTPBEVRm8c/TrV3U05rRGLC9uyUFlppjAcqyrl8SvSEkjjxtozl1FnALluRBHolVoSZ3/mLI4YIrk+M+oz+foRW1f804bZ18j5xBY8ox4crXP2nugOjEA2T8+Nvt9YxZFS5HpPeh5XY9kecOGBuDywbj9nfXdmWGc9PzK4kXQQY8dUsW7YEnl8/zNSmo4nx/HMUZ+JZadZx86/yTlsOB+x2jHvScvK4/t3+Dbw+QW/CK0dyMiMl0/08zfg/BTKSsIvka6VjlH7DbPOKW548WTtFGtEInt5npabYly1wbhgaXoqP22R0ykwNFN9IE3QmXXMjpDqHZ6AM8d5nSX60+ndvfGVoUuj3SJn7QgL3SLHS8Z6IZjRojF8x/mF94+/id8SEozkTxw1on12nHwXEs01XBs45yj1wt6Fdw7S6Su4PdPyADsxSBRxmAhlS7jkKbcKfmMZGyLGYEWWgXNKyYaNy7T8O27YmsCtXKyj10GVQAyBFBdsSZRyw+mFDQh7JuTBgzliH6S1ErSxcyOeFrbTI7psWAhY74zWOGmj3G5ch8dOT8jzL7EOtVciAb02wDHCmeP5Srv9x/T9E8upMNIja4w8LdOq1fqVtheyy7R2xTnHoQkbT9B2Tq4RHLhRiGWK4bYtMNRRq4JALZnnjy8k6fieGar4ZUEHMwEOZyQ63MN/ga7KrRsaISBImN7chhHCxjWuXPsTj9IRF8m6020gMYF0cp5Nxh78dKTqw5Oa0vdBUSEkY0nu7lFeacwGOdZurHG6jehN8D7SR8NcwnmPbScOg+4CzgQRQ7VQEJwTRsks3vCj01XJaSHI7ARcupGWyONDwm+ehUhlAXUkiTjpDFNWGbgtAp56c/SxcpijuzOUDNZY1Sjd8CnMcVchq/C0CCF6nouguhA9jOMg3z6x641h4JwnlQVGIe+36aVc53h/iNMPvGnHj0rTaRPs+vQLbwyelhM/O79nv1boDe9tWuBtkDUAK8MldHkC34ip3r25B7VPf/UXlNoNhrL5jUkM8sQlIrJSys7Hy5iiQZcw77jJxtGEm3h8SyizGqBH5bHdGOoIftoVt/pCywXn/bStHYZIoGdPueyEALa/8F2By3njJB7XHUtSGmNW4soz3Qu2KIREPG1UPytoiSvu8g0ewblpK0twBDMYjm09E0qDckGBF0vc4kbsA11PlGVBgfPJc9GD2wALAxciSRLpwbgdlb11cq+soxGWM5+kYfWZdQWNB7l5rlantaqCmnBOT8i20VundoVLphPQMZPxlITgI4VOSutkiPlKTx7ZFs5uUGrFq7AKeBlIGliHkRp+rbjuaXeP+1XAh8FwnTUoQTyleI5jQHiiD6Gj4BQ3AITSO9oqzRoLRtEFb51rCaTwHnwHr+Q+LaVHWqfl5cM7yqgUp0j5xNiVdhz0VqheWE8BJ4bmjh6N7s/0alyOK6uPRGfEtIB7YIuB8+nES60s3lNLwBWH3YxuRnSOp8cT27ZOc4uUKKaYdSx52uXAKbRceGnKr9v+sBHy/wbwd83s/wMgIn8d+AvAlwH5XwD+5/fv/wbwv5JpQ/IXgL9uZgX4/4rI370fjx87poj8P4H/HvA/uj/mr92P+5MBuTmHfviaMBpNB2YBRQjDWGR2hToHx+oS48NXhNxo4eDaO80UXVYYwq12HtwcMNFgDEcqyvDCNa5UVZJCB5IXtgDBhMU8zk9fcNNMs8z58QnnViQmch2c0qSjCCC1Iw2WdMKnjbgFvAv0cZtB1eUjtVWeewBN7LJDMsppxVlH3YmwPOENjqMQnt6R1kRGGPtHQnDkfKMdHa87hBP+tHKMSh6FIwtEAzGcD5gN4tEpy41scLysOOl0DYhbZsMKZ4TVgywUAv1ohN74sERya/RS0Wx0V+i1T0FSiogprVZG9OgA7Z1v3IBesfcLBCHEjKQINJZt4XGJOG2MfqbjCSFysmk5NLox2g4l45KRt9nxTEYjjxsvTRjFUBdRvzDcI7sF/BKQXAHBiyJ4nI8ziLxlWCKud9Yy6BY5u0gKD1xzpsqZU3oiyYIMYD2jvqDlynUo1SlDT5j/GcQn2vJMF2OMiknAzJPMsdhs+OO8Q/wTt6K0fEPxBLdRR0evO70b4/yEycJNVkbu6O0bRiksL1d8jCCF1XuCFWr/Hbp/uPvxFwoLpabZel0+0GPFmsecssYn1vMT4jq/m7+htZ3WjYt9ZA2RUhpJF7w21gH+4edEv9JY0LLTBuyikBaGWxD5gNYbR73SfYLoMQcuvUNC5LU1uh867SlVSEHR9szzcUO1sbqNswa6Crl/QroiJSHhRD8KvXdcFPxyYh/C3g+GHyRRwvo129NKvWVe+oFfFoIKcXU8hE4gkdIJ7dD6wLnOOgJ0T3ILsR3YsElRMJCwIT4xSOxHRtx/7u5wAdoiMUXMKS0leu2YDNxoHEP4br/iubGePASPmSP6la6OPgZln/zDWz3QLiznR04pcA6DZYONB3pcWUXI14/g8mw3LjabXiRj82fc4mnq0P2FUzyjslLxbFuAZpTi8D6wxETTxjEU9R3amC3DVNHLfzx5yS5xaCBYRJujbx63Bq575Da+pWtg8QtjKKsJre9E6WyqJLfgQqQdfXo7xxP7vd8ABrUNjmYEn4innxNiossgH1esF3L9Jb322abebTRTlvRAwDPuPtNqDZGDpQk9DxoNs4yzwTkJwxdwIA8eh7H6cU8mK2sfVOmM3uHSsfFAcorpzrZUbHGM7jiHyHcvnZ4n1UXaThQhxIAeV7qPrG7jKW0MG7zsA71ecFvE9wvbts7ujKqc++BhnX0KL81wKjy5mXgtPtHHQa2QDqPZzuXIfEL4NCo+bYjzOHPkVrm9PNPyM+IXfrnMbq7r6Tx55iHQJXHTgdOdj8fAMXg8bYw+OMqBakZMCKcztME2KqcQkWE07zANpAHZOh7jaXvPkIUyCt4Zox9s1vlwipw3x8vLjb0VfFfOy8J2fuK0vOfj805ujTh2nlblq7TgfaCMSu3QeuesBovRe2PQWU+JIh4NjlQ9Tle8TwTt0G3azplgIU4XsZZJGnjOBW2DXQ7imqhmVMt0FbCGtMBocfq2+4If0w3t27qjvVCakUukxzPBK4dbpluOGtqNpR+IDZwNUvxA0BN+PdNbRC2Rx4B14L3gZaH1irfZVu1FZgfk6/O3aGmE1dERRvk53m/4RRm5c7QXkg9EBfULxEZYA0vYWUsnl4KvRsw7mc5+fUb8A8EUdCVWJZZCYnC1jNxeuIbfI/fBuHwCJ4S8kAx8NJYYiKeVETZ0HfS0ABtgk24qjRE8fXg4FB1GTA+IKeiBjBWJG6Nd6fWAMUhjo5ln+Ce0GdeSad0IoaIvA+2DvLmpt9lWFjlP2iyVQWdvJ9QMrw94XVDJnF1G2SF5bNxI2njvBhqMS6loOViOjBfDrNBvyn68Z1sTVRbEGWhBnUfNIdFY4sK2rKDubvnYOS+Bqh5dIt6dOXkwLUhI+Iefk71MG0bzFAXE+HDeeH+C6OG4vXD99SYrf+gB+Z8AfvuLn/8e8N/8qceYWReRZybl5E8A/94Pnvsn7t//2DG/Bj7ZbPX4w8f/6BaXlQ/v/zilXxlDGSwTRRTHsEYtmZZ/l8dlYTflm9LY23QFWJzifWfgCdtExj/mG2c3vVerdiSdyW3HRsfHQD4nxPL0inXgmaJKtY3SBjkEfFxYJ4sS5zuuXGkEhg6ibzgPt2x8qpl0EtYETiveQGzaNaX6zNEXBp2gC7EIadsoaYX0gLSDlR0uvwfpa4hCiIKzQd5vxJY4pZUhp1k+H4GnpfK0vAaFjrRuPP/ygj8JQTx6vGDlSgwn6hCcGPRGCoaUA7e+w2mdPqJqBEm4vrMxkZi4nOlhsKSNtC44gdEPhi/U5mkXRUbBpTPNJXw54DgIsRHClY1I8j9Du0Gt7McN75TbrTBcQ6QhpVDcyi0HggV+tm04G0TytL0KHm9gzlgClF6hdHxSkgk6BkWMS6+424VuHWmd0ZTcC84NtnGjN0WiY/iISCBsZ47eyJcrT2vinJ5oRGpTVFZEDR9OuMf3jJcr5jKnJdGa0rIySuDhvLKsTzgNNG2kVDHn2OvOpRaSekQ6gqfXwdEOnBpO5/XdVeG4IKPTw4nT+YERjLh9TbJGuT6jeXYb826ZAql8mYJaHzE6e7nRafTe0NJAG9cjY1ukK6T+gI7G0RourdQ8RXXDrQSb3U3TcmaLJ5Z3v0k04/LyLbf8jLoE4nHbxugFRME1ROHBz8Q364GFgNx1Me20ENITVhuMwmmbvPLg4fl5p9rk/u6/+B2awBgXntaF1a2zE2Ae9D55nm18RJuQ2sppieh4ZoxvMPVoCoxhrMcz4iO+PXGSgLTZ1CitMq01nWeNiXKbjXbUndFimDiuNZN8BxNs6EwWzwujD6qdMR8YY1D3g2GKBMeRlWqNmhJLB8aZdBxs/SDmgCalFeAoWO2UNMvm7z6857wsQKP2QFgfEL8wrt9S9mdazXRprOFEbY2PaYNwhs0jj490NXItlDit5ZIE3PiE779gk47/+sy+PVCHkdvBfuzsl46Vjdsx6EU4PW2kpydabXgmmMAAt22U9cTiKuQrPV/I9YZUpgWgOqRU4sho3BA3OLxDg0cef05wnrUWgjZsTM5zLJWTa5APYkjIY8B8Au8YXSlhTLTXw3FkwmNCV4jdSGoUa5gfWDqxcMK1SmyK6TF7EeQLq3OsIdIOCMkhRMQ9cDqvnDZHNqHnTHp4gAG5gvkD3wa1N4aLpP7C+7OS3nt8D7QhpMcnmktg4LLge2YdhdvlStg9loQX58lNKQSW08o5Rk5RGL0i6nEjzv4N3jEaDL2BNC5qqHhUDPZM6YI7baxx5X2M1NJ554yqg9qu4FZO79+xuq+Q3lBVijZuKuA3Ygicl0gQ4dIrRwPEOK0reHBNid7jbcVG4CaVPF5wjw53Nsa+820v2BFYRSCAtWeKCtIjt7zho2O25HJ0ILiV8xaQUbFRoBvPo6E9EdXAJZx4xHQmJsPwZFxQCEbKlbLPJGOITp2IKXFMdxyHR6twlEFzgqwJawPXOj6BpMDT0wMrnjp2ZEmAoCmAbjgTxvsTSx303Lj2T+R6mx1dxw2VgT8JpTuG7zycFkq/sFtlHDdW10jiGAh+XVnSmWC3KXZNnY2P1Fy42oJPnnP8ivfJSGtiL1fq5ZktCI8PZ/S84fIV14w8EsfXf4Lx8I5bFyLwuEbc0RDg0ZS4LITk2UqF5URMs/EPBKTde6P4BW2D5BXnhBjfoTlTngtXMVhOqAq4wbI9UNQT1oE4wZFYH84s9o5arpS+s8hGvOygECWy2sB8B7txK59oR8f1wPJ4xtVIHkZcAstywocHkIGzRu9/D3cI5h2PWyRus0nQuAObrkH0Ea2VSxNY3sH7D0TZcbcMdcX1QnRKWh2dzlYE5x2VG5/KHPsBoY/5/oNExvk3ALAYEAKrUw4LXH2dPV/a4Kg6mwu52YgvqXDUA1Pj+kXH9h/b/siJOkXkXwL+JYB/4j//T3D2xro8crTKEM/RwFbhN/yZ2+3K/vd/yTUPjBtJJ+3ChzjbYPeO0NiCkD3UVnGLI3pD2+TZPS0ez8qH3/gZv/dysN8+0u8eorIuPKywhZV4bxfsuc3mHMOTULpVVtfReOLaOzAmleMGa1dScAwSXTaGPBBDJLRvYG+EaJx05ckH0t4pqtS+T4TXvafuF+zvFXqqiHkOS/TLmR48g0FhNntI6QmRE3rncHrt5GujdEVGxPeVYp0UKu9Xo/Ubq/f00iflRJWRD8Qil8vOx3hm5MAQz9N54d2TI543dFRMO5Z3Fi+EtVL2G9GMujjMFsTOPERBXaP3gouO4AS7XsnPV7wF8MaolSGz5fhyt0DyKbHJyrV7KopuG7kLnUdYHT0k3PX3kPaRRTO+K602rnvnqFMsqKq8//DIKTqW9QHPmawHxb9j3QLNDVoUjMS1HMQQkdZozWG14LzjtDzQJfCxd07LA1YLph03pg9yl85VZoOBXAdW61TrjwvmIqiybZGnp5VwHbSnlVNTTnR8SnSB6jyn/z97/xar27bl90G/1vpljPF935xr7X1OnbhCGcqx/AABiUsZUPGApSBsKGywhIOIUVKWohAUJODBwnmJlQg7TiEh40scLGFZQamUIvnBjmQJKcRRJBsLSsHkgoiEbck5FVf51Nl7rTW/yxj90hoPfcy5LnvtffY5da4+qx3Ns/ac3/jG6KOPPlpv7d/+rbUcSHHitq6U3kAT62Vm26C0wDI37vxMN2WbFlKcSDFwp4L1xBqPsCiukbU+UMpKdONr2smnRJN7tiok+qiu0yvTkker7/YCu5yp3ZBDREIlp4l5Esr2Ka29xMyR85mTBkSVJEK5vqL2hnrkRqX3jNoEPRB7IISNdDoSU2RrhhOJ1uiuuCxs1wfO11/h4fwpOh/p6UAohWwbcWS2smmldUVC4XCauJ7LKGM3HQmlU3zwbauHUZWkVHyFtjY0T7T+im1a0DAjIbBuAavGmQ6yImtDaEjsRBUWVQKVE0KQyrlWkBV/MFSEjw4n4nSibIW8Kem2EUrDDzN6+k2UaSI4fPP6wO3VC+rNEHPKzckdZKv02rDNaCFwcoi9YZIIkmnXQPONUGdynjEu0BpbHmjV9ukDt/KCnBNBfg0pDJpFAE2OpjToKFvmRiXmj0nHryIiaLmix0bZVrZeSUEI9cIpKyE5m8OmSpY4IgZxpl0rtCvikXaBNSpTShQPowNZCsTDPZJ3Z71stBq4I9DFqMRR/nXqNK+83F6OKhfXTmN0/GxB0JyxLlxqo4WERiE0QdbKpcPSE9oz5x4JNHKAZzkRykqXSJy+Ss2R+uKb9L7hIdBKQ26wyUJ/WIkp8PFHMx/dLfR6I7dAqWeaFJIbx6Ck+UDfOvossZwSeZnQ9DU2gO4spY71a0fmY2aiIcuCe6fhxDCxhEKgEfKEJiH3hKYZmZ1Op/UNWkeDo8+eMfMVDhjWG7d1HQl53vHLDcmZF60hBtPOz23F6KEwlwwqiAfUO1xfUEulqfLgncuiNOskObBaI8fMi8sN2SkLmo/INNHXUc1DtgeWFLiflVVO+O3GQ69c1wcMo9czSQNTPXB9eSXEBXHo5kwaiLLSl0RcZlyO1FYorbOUxiKKuXF5daGbEafG6XCgdBvOhyi+GrUYpifuD5E8z5h1XMDER57VqwuWjTANOtEE9BcPEOPo3/DsJ4ia2EqhpMaklXq9Qi6cpgOumUvcqAgh/CSiTlvPWNpoWyM+e04ToV+vnHth9sZhSaxxogeDdCLGGXTmK3EmeiNyo1GgBWqZ+PVtos2jR8fqxqv1xtoM0QkXpcnCEoSeD0TZEA0s8x2tO+vlRopCWWU0fkoBkUFtmXSir6/ovaNxoVgBj2wiyHxHmBfUjHr5hFpeYLykeMOPR1wC8zwRw8KtrdSYGd0aGr0Z0jr5/MBymAmne+o2uokHT+j2EsnPmLKiPdGjwFee8c3rp5S+cqNzWY3az9y3ifSqQzqxqnCfEk5Ai3NrkVtL5BQ5to7eLtTQUJvx3qnd6UnwaPTrN3ErbLeNap3NA75EPr6fRwmMcKIW4Xq+YkHY8hG1xra9HOyI8sD06ZVDEGIQ+iERgLI+UF+9YJUwyiEH5eiDV/6NADOBZJXmlW2nen2efK8N8l8BfvMbv//U/rf3HfN1EYnAM0Zy5xd9931//ybwXETijpK/71q4+58F/izAP/wP/xfcbg9M919lyqN6weTK+Xrj3H6dFIx0XNjWwGErnLIzLQFdJqpGuhmdyBQTC8b1dCTgzDjlckV0YiKSELQUcoz0ZyeiGZ6OXEhs2405ncihYw+/Tq2NMDlCZ7XGGgsuQlkilx7IMXBXKqhhydliGy9BVK4PZ7yBlopGYT6eiMdn3Fh5UZxeK9fLC2rK6Ok5RiaUK6EIykz1TquBHmG7VSpGijY2WzeWqZOnTK2RV5cVIzIvd0g6wCUQY6OdTvRmtAy9Nm7uqAXche3lmdorTVbaTThkOLROakYMnyIp8GptlG3jVnw0EC3baLjiEZ1GhY+EY6kPvvAUOD90yk0R66TgHJZMPB7RKAiVeZlQc0LMyHRgJnCpjTTN9M3AVjQfCCHR+4Fbv1Ak05dE8UpflPma0Vtl3RpxOkKcyXc/QQ6BsFVEnXlSlD4SoaySwwVi5uX1POgkkvDauJsmXjZhdSdR0DgiBp5g8872cObgkTAv5FjJkxF9GyWsfMW909MzPv30ggdB5gWfhJsnNKVRwePywLY5bUoImVgrh3AiBMW5DapQzPgyDbRbNqwYJdxxbTfq5SX94RMmeY4HgfpAXdvggoeJFoQwH1gsEWolFKX1ApIh3CPWiOHEPCXWqNR+o+tHdD9QSqdHJZiRDx+x1RsaI4FMrxVrAes6MvfDRjodOE5HWq+s51cUzSQJhPoCvIyNt2+cX1U6I0GWKdC9cbudSXTWtlG2xloXCJHiSsJHJZg+I3oizs/otfGydVQmaJUkC8Gda79Q/YhbRoJTYiLPgVg2fG3D0Qp7zeGkzFHIvZNxVA2LQg2Z3jpeGyHORAKtFmKsJDnTyobcfYXT88B2u6BpNC/y65mswn/2+cSLeMDL4KP30tAlAvfUIrgLS4PDYSEeD1SH9vAp/VoQbHRfjAsxTYidcVeCziwnwa434hJHYpM5ySOnY6apsQmUYuhyAj8St4l0KfhxgruvUhvoc/g4wMOrC71/gzRnalf0sdNdGJtNb5XzJ68IEhCNGINqYWFEGYIIFhWdIsvzA1s9Y5uRm6Hm9BC5ekNvNw4lcC0v+GS7cEwLs0xI0tH2uzrWGoJyjJlzHP0AqlyI1fBS6SgiYXSmrJ3WnHMpJFU0R54f7ng2Hbkc73jYHjCUrEcmUeJ6xbY2ktm6UF4UrBZKNTYZfQKCKCkJiQ1vZ6y8wrfnWPoItUSoG707zDOlN1IKwzChIAeBcCRYZ1oOhFa4Pfw6Ko2DL6O8XLsRvaMyyrHNYSEcA0UyiYVMp14LnZUSLsTWsLrRrp16vuC9cJ0CEiLPUyYHSFVpZSMEHQ1ari9Z4jT2vB6gCPd5wSWSLFO2OiKFNIJCvZ3ZqCNipoPffvNEu254A4mZ03wcOVkhE/JPQjqwbVfuzp+AKU0mQggck6PW8SL084UNp6aZ2AsRoWqjbQW80xAul1dcSqV458ZG9siiEbeNKUHuCa6jxOV1G0iq4Hjt3MfIPGUkzbQmNGnEwzzoneeVT22lFGeeI8vhI+aa0FLZHho5dBZrTNWZZkUnp08TMd0jE4TpSMUxZvpWQA4cfvJrXF/8KtYrh2c/hVallQtLjAQJJJ3p7cq1PdC1EdKN/nCmlZeUuiFWWHvl3BtTWHgAZo14UnSbOEVBeUW/bmjrHA9pUFzzRPNIqTeu1xvSJvqt4iGT8j1LdFK8x7YrRSvYSgiwBaVxR0tjfc7zhPoor4hfMLmwbcriQlSoKHQjWiNfKot8hbQ8Z8NZ7u64Xr6J9Q1n4twqpRc8DTqeXjZ6E6oXlhL4B0pFktO3K82VYzSCTPht4wa0daE25xIjrokqSi0Q0kTPYeTTqSFtpbSVbkKxl4Q8Qcy8qguJjtVXWBGkrPh8z8LeJT1N4IlGp/WVsyV6GfkS7e45iYQ+vOQ5jcPxjnz4iGWZefUwEm9727g142YwhR8sQv7/BH7bXv3kVxhJmv/YO8f8JeCfAP7vwP8Y+Lfd3UXkLwG/KCL/B0ZS528D/h+M6p2fOef+nb+yn+OX9nP+xS8a3JQSP3mckEnovY0kxBzg4RUTN+7iQj0d2D76CaDifWOzFzg3khuHdGAVIc331HplCUozQ1WZ0kejZNW10nsh1Cs6LRznyLM40czx7YFy+4TSb6PxULnROpx0prrjmtD5I7I4xwRZNo7Hf4DjofCSdfDkYuUoioQZ0TxCRSLYtaDHiYuttO0VHmYkJyQmknYWfUGchZQHR8qDc75ulNg5hobGgR7k49g4Wy3Y9oJSX+DuHO4X5hiIUThMmW9cjOjKFGaWw4F5SUOh366YJbw1/Ggc6sTsyhSNECOhNsrDS26vDJ1OoDNR4mhvPS8sz0ERHtaCTpGybsxJeLgJXgtWCqk6KSu3XuhSqRlkmTmenlG2K4UMwqBeNPAk2JJoGCk4kyj0Fa4v8cuZ2KCp0u+OeAKsE2LgOBuNwJqhppnNKtpWDnEhTXEk5/XOyTu1FpayETVyFieIjBa9dePVq41PaiNsV6grIQWmZ/dIgPvJmA93JD3SK2gpRDEOLaEzeAaTjnoe3Vkx1vMNi0rXjosir27oapR2w/2BNWXcO1/JcNPAN+ptIFhNuNnooFlLI7QK55V6OLE9XGnf/Lvc24ZPE907SWZ6CDRzBMXaQPEjHT0mogrz3YHz2tF+RhL4kslxwm8jVFy2CyEJOQdKd75xbdyuK/lQSYeI5SMp3KOlQr0goWKHSJ2PbN1GG/j1zIsgmFyhgfQG2sYm7kL86kc8Sxltge26UnFaish1JUgkhNHoKD3cUM+cTjMuThLjFhlJrMio1TwdCATicSEI6GECFUKMWGC8FzfB6jYM7dA4xERKmb5eaHHUAI8xcqtKaBVJSswRJFFa49VWCHUbCdye6VF5+XAmPPsKR01glawLSRJfPRyxY2c+HSi3je1ypolyd5pZjkf6WpnDaBNe26hN7wSOaeFcNm5to0gACfQU6croMns68jx2Pmk37vxAKEo3Q5dphLZb5bzdMBXCNI9oYN3I2GhlXhzR0WRknRMy6ThWlVauFBeCK2EB/XhC5cR0mJFjGH2KIyBCFti2RvdKuj8ycUexjl82UhOaOrfraBi0LAcsHVnixPPpDtFMniNxvRLXDdyp1rAsPD9O9LVRD8eRl1CFHA+EqBQ3us1EcW5Awsgp0nokbpFTivTQSFFJ4YTmxKFl4nmlxIVbbdQGMUZkcY4BDtNxNBPpjaCG6zNevoy0l07or1iWGfcV3ztiJjFKH0ZWiDccuM8fkfOMAq0PHjzFmKeIasXzBL3QW8NKR8IZb4mrVz5dP6UBqRltUlorWB27p9SB5uphIRxngga2fM96uVCqI0GYspLnA1EvaHpGD/dUX7kVZ8pH0iERDJ55Y5oCxUcFF7k5kwdEAseDMgVBwsTl/E1C2vZeAROmzvHZwpIWXhX4pmcsH/A08qeKg89g1unWqec46quLjpbzecK8kq6j+s5sgcuLT+kO0/0E26h8lNMEGoiqqE2IO5TKMSnT8SOsGNeHV8xx4hQC7rBdbuQoTMsd2SKHADdrXKQxJUh+IUilni/kkFFtTApLSOTSaK1zqxWOMkCj9VMolVOIWFNcTrAK0o5ErkhZ6eeNejtzPi302EeCag9giWDGnTVKDuTYsTQR549hK0ybc59nXp1f0nrBaqR1OAvcp0w4JpIaSSPuK612UCW2mcBK6jdEDYkR1cBoQL4SllGaNOSEAcpokpaOE61U0jyxbleCNZqvzPqMvlWidXKy0VFVhOrKVjqlF9oG0SusV1JtbH7jk/pAT8LLy4aVhqLkDlNU7qY7+rPfxDYfSH1jqnDKB6IGogh9upDrym01+p3S0sxWV7TboOBNE+3hJdoLtS8c7r9GtoqfP8EU5vs74vHA1qDfXhGsg8IUMxoy1itJnTglHOej00cwg+vMdl2ZtytJGzqPxlmhBrJUuH2Dtc7U7py3GyO2BaCk+rlF/4DvsUG+c8L/l8D/lVGi8M+5+38kIv8C8Mvu/peA/zPwf9mTNj9hGNjsx/0bjATQBvwz7j5yb99zzv2S/1vgl0Tkfwf8v/Zzf66oBmLMeB81gt2NY+j41xaQA2n5iGtduZQAVbm7O5A8sHmmxUDdztxuF7ZaQAZC9k2deKGZJU+UfuPsGweZsFbIOTNHKNK4tsJ8SBz0yCnNaMis5cDFDkxplABTARFFW4Xygu6Zr8ZEdqfmiuQTzc6jakAb4dbD4Q6q4voSmSeuRHpWNB3Qh4K7EfqF3K4QIk0ntrWgMjib090dWRq+ncl2YwkD/diWUeN0ajdebedRBL86xY11/YStPGAh4KsyHQI1NKwaYRr1qa1WIp18+EnmlAnry5EkJomVe/wwEaYTtUOplXw8cH86Mmfh1csXVHWO08K1bLxaO9eXVzweWO5n7r52HN33Hj4Bc+blI9AAJXLQA84BCYLmBG1ww0JvFCqczxw0Mocj1jtNphFqVegPK3M0AhUrG0Ezd96xAs0DLUVSVtYgbF0ICocubOuKYNzlmTlNSO94kkFl6mkgWNcbz+Yjp+mIh0SQCFY5APN8oJcbW99grYMacVgIcybkwOoX+vUG1ajVuVbw7qhd8cuZsF4Ricg88XA7Y3VEFk7J6KKkoMQkpH6lfvPlqEhB4HB/IiloG80dbuXIuR5Qxn3M+ci5OhCIDuvDlevlV8gxo8eMtT5CxBK4vbqQJZFsGHBBE1PcQ41tIwNRlYdWoAnP416JqGeCQ8pgYeZmibqt3LZfHWX7bKPWgs8HltMzlE6/FOz2EraNnGaW0z0WEkVHW/OsJ+4V6lxYljtw40WpLEfHOtyoeGuUXrm9ekntjcPdPbo8p2ug9Y2c77DklAAzSiby7JAwn5A5EKbEtjbOlxuHnDDrXHugp4nMQJK24PgCYR7VmYIZYa8sErOgYeOSFm6fvuT26goPQk3KFBJhjlzSqHChQbj2lX5Z6esNU2X5B+8wcSQHLDqGs9ookxb9RI2R9fKKemPU4N0TmEJQVCfEVrBAno+EoMzTkYZxNydCiCR3Xp1fUq0RLdEkjGhQgJgCQdPg0efIIWemu4mH2kfTEC+jKo8lrO+J6RLQEIlzwJqNaBhQzHi1PXB+WLnUG8veLRfvbGWlWcV7oK6NX69XdBa+dvgqU4RLN6Q4W430FOgJWm9EExTBYgMCYTqSHU75RFNnVzrEXrFWyWHGUXrdhmPWGwXn5p1JLpz0BOJsoVBz4EE2btq5p3PKd5zuP0Z9OOdU8KyE28ayVkKI9IMQTgvt8hKuF9wKIkpKM10DmjMznRwnZk94l0EpMMFbB7kgh0TrmdYUbB51lEOAVljXG7dyIXahqXAXDxzCiaorWzGIC7de6TEhfsDXK8XPtJZpXrDW6KGx+USYZqb7O5zDKG97XominHRmOQhTAk0Rj5lomfLJS1SFJQd8W0k4+MZHOaDTHRYiqyRqr6xbx8sF91G0oGggHSaCC70WNCbmOCEO7ajEeCCvZ+jX8SxFCcszwjLjpjz/B7/G+ukn2PXKHAK+zOjdEd980BaTIAr14Qq9Mk0TZYZ8+gi9bHB9IPiNQ1WQzFyhtgtRncUq2dOeOO64Q1oW9HA/ErTXQtQIkxJLZZEyKvjYoAoGD9QGXgFp2IsbsULKGS4N3UZFt3j8CUz7SFTWxHLtBDsT5ojef0QPo2jEYT5xqxvNjbvpwPxwoVoBNi5bJYbhKJsommaCzNh6xaiYRo7LCbMFmjFAWxs151VprdNrBwskF0wSGhbWWjl/urKtKxyGzhCHeMgoGe+FvkGYTtA3budPsRDh2TPk4VNsbbwyQCIyzRQLXL1ycDilZyxqkDMWhN46ojNMmRZnVt24sjE9u4PeSQrzswOXOmhYwyNauH36Tbb1jGqD6wUUYronhMirBtk7h+UrzArZItEPqBeuHOi9UPxGVOf5rGSNHNI8Cjh8+gJJkRadHjPuwrRMhPMFcPTj57RaKa2h7Ua/fEqpF6p1nk8zKWaWmHD7Adchd/e/DPzld/72z73x3yvw+z7nu38E+CNf5pz73/8WryuxfEsxhGvK5KBISDSdMG2E0TyWm0RICzkE7hal1wb9wDHcgwY2zTz0byBxRtW54WSdeLDGdr2CCNNx4aAjfB4DaB5l/J4tnRQFljtCWEghkmrHaiRMowtV9s6qiYdVkB7oFkboWydsUlQU1chCwlEu28a1rmxbZ5bC4oU7GF3eppnNRsUI9xNnDgQbyU9yviCMznGeGEX00xGxQFiOpJ4RifQ5c+kFe/g1ep+YIwTu8FI5PgtkbyNZYy2wOhjMqVGl00uFWpBpIkQf4XQDT5l0gOMhEZ9/xIti9E8+xa83rhhbrch2Jm4bUy/k85Vtrcxm3D27Y3r2EVYKtWdS+Ar3z46jSc/6At8+RVCIAbpipeDlhvSOuLF5w6/ryKa+6/ghQr5D7hYkKGEtw2AxaF3xOdLSQpTMYY9GdG9Er1wqXFT36qeRTqc25xAOtDiNSgF0qlUM4SvHzEd9HYZtcdptw9crACULoQincMTljCehulNFYOvYJniKzEvA3DlsK6oT9bqytRukSytYAAEAAElEQVTX1vHDibQMBNBvjbUH/JigO1NUTDPzKbO++gRJSkgBizNb6xy0sSyZ5au/ifnuY1rbSCky54DT8Rz5+C5z1caD38F8JAQhSsdCwq0ypcAyDdRf48TmzhlI15f0AttxJqSJeMx8nI/c3R2w9coxL5ATKob3xESgb8JqhhIp64VeHbtVCjK6oG0Bt9HYp3Xl5auEhUSrG10O6OnEVg0kUHwmiFCnldMh0i8Va0KfA4dp4nR3QKrx8fPnVFeajETpSKJPMspKyoQYiBjbdcW2jbh35GwubFtnq51bGcbmFhOR8T4sS2TxQLNOLc6tdOq6EvOgYiW94NaZo7HWM9fCaGHfrsyHjMSIbwYlUg0MJ8bE7dUDGgWrHe+j8ZikQD1fmDWiBtdeiDmT7u445jyiCr1SSuVy3SieSJOySaf2GyFB9c61QZKOnIRwC2QNpByYjhOtFy63MzFUHNjqNqpPlMgrN55PCUQxMbAwqueocXWnhE5yJwkYja1tiAgpd47B8fXKer0QwrjmSTK1Ch1DUmSLG+aJ29bodUQ09DASG8/ueBGCThznAwBdV2ocXWznkNDkbOvKWhubw0enTF+VTRVPC92HzrS6gShTCHhfOVejlUKkE6UhbpTbCzYvfAUlvRIetka7Gm5wNynNGs0Dsix04HwT2qpYFWy9EunI0kghMrWJnjKfnm+INoIeqSVwXUfFlBaN2B2CEU473eZWqFtBklJi5zRH7vUZ9XohtBulvsK6MfVMjpkcwkChtTNNCZOCLo6mI92WvakNxH7gqDM3v/HVO8UjZAwPhbY54mE4BbpCvbCUC3NU1mulrB2WNBKWxZBqrF0poniP2Hpl6wbYoNJtG1OAhBJXR7sSpshpmYh3AXKEwz1zeEZrOmg71QlTxrYby5QoduQ2RXQbnW+nfEC0ogIxRaYljRyp9Tq67eqETwfq6UZvR3z7FFaoArdFkBJwDfit8fExMU2JdjNwR2PC5gMPW8WniUAlTTPhmNCYWbYz9doQExAhTZHWOtu1oFWINRO2B7Y46rff55m4PBvdlH3kl+gJpnRHThF8JODeWgV7Rdo2ZgL3p5l4lzBdCFG4NqPISmuF/vKKrzdKbqRZsMsZPCDpGU2nkRPTVnr7FCfiHVIeZVFpncNypKUJQ3h48WujLGVwWq/MGKYzZYPgZ6yckaJITRDSAMJK5WCGSWRLabS996ELu82oTUwCpwXuliM2n7g6rJ9+k+CBQ54xh7+3rVyqE85XgipCw6cj03xHXysHIoseOISNNSrmsCZjPUBL4L0y2Y0mwi1MnGtjscZpXREJSL9xs43bdiVLYbYICGId74x8BV2QYBwP94R0425eCHkbOVZLxi7DGaUV/PYA7YAejnwclCUfkZzx2w/YIP9hlmKdX9tWptTJatR0YpJAts4xZiwduBel9tFl6vbqxq13SnDmoMR84ie+euQup9Fm2DbmaeJSVq7XBqqjmUY4cG2O6UCkkgQm6SAbD97oPZERPGRiEqiVy/rAi+1CFSgxo22j9sgnLxvzElmWE0WUTCDoSHB7FkZt4vPU8CZIu6KScSKvDIqA5kSME4eUOMwTqwucAgmwF2cOdzN3OXOVwO3hUzRAs4rSmRvjHpYjyYzFGkEdnj9H3FlffZNmle3TT+jTgZyVKSxMOG0ytuTEaWJS4bJdCTpjy0I/f8rtfCFvv8pSK3a+ELxTX4LICDfGGNE0c/c8kbdKpnM8DsO5BiVOgWkOnJaAW2VrHQd6qagWQpoQVVwMNWElcS4Gc+BwNyHJCXu987V3ZLtQyg3moRBSnlE5cJcOHKZENLg25xVKlchhVtKtcFdvHA4zW1kJPTKHGcSZlxMShXVdcXPup0T69ML5eiOLEnonpIjP96goSALNBOn00ghzJXXI04LkCZMTnmYWcWQ7w1ZgcnROtGfPyXfPiJNSy8qnr5xv1jC6mvYbmTASp4pDnkfdVx8JSNYTtiTys2fEtDA//wns/ApzG1UKKITjAVtmlpQJ80zbBOuKq3HuTq3KrA5aqFtHayc4BJzt1QtuBlKfsRwCgyCQuN4qflvRdCPKgodAbUK1ONqF19E9db0YEg7ENNMUrjrRI8xTZl4mePWCh61AFEIYDRxCNBaAGmnndTdMnXhYiDEQQ+KiAZ1GZ8yjROa9HOgSwLYz3py+VboXCA2rznpd8d64boVZjkhQ1C+kbkxRuPfOBnQvCE4tfTRjOY/6ul0VxZjmiMaIthWlk5IRjl/h2mUkJqsiU0YPEzFF/HZDvHE8Hkhpwm7G1i50Fa7dqL3Tk/B8yiRXYp6YcLiekZxYsgEr3mDDCMkhJVYiXZxbK4ReWdKR1SqXMq635AmvYBFyULZW6BEsRUwjvRUmnTikAzeM4BszgppStXMXZzSFUdrQnRoH2n/QQLPCtVeCKAcz4uFA3wZ1yHBcBC+jS3CcZ2JSNmkDqeyROCXUZ1LOyCnTZPQjBFji0CHdDtTrGbdO904v11E3uxthCsQQ+egucToe0ZQpzahb41aMmxUWCXhNNOnYPCOeUAmUfuGwHJlkocbEywjWnXhwignXJKwWWTVRCoQ8M8VAOg0U16Xi24p549adst2wHOhlo3kgpUIOiZ4O9KAwR07zxPF0gpDp1vBPL8TbxuE4M3tD65X75RllvqPWjZutIwpgkeNpYUGoqpQ20N/eHoCGHKG3I93iaPQVK5dyJobGFJ/BMRE3x62CK1oU64VaO1Y3QoB1uaNIxRO0w4x3o/eVUBviwjEAIcDz54QYWduoxDOlyOEwA4Htkyu9GqU75WaIKNOzSAhGWw23YRSLO95XaBtlu9FbI/bCnDKOk+VGXhRvTsqBqB05TrQM7o7rTA+Z3BrpeKTrQkO5rQVzY9EOm7NOM8vhDp2EULaRq2NAlT0Xwqgd5rsj3hq6JJZnXxvzglJVOOTMtTmy1RGVrxW7HYl0RlmvAtfK8XQizxlzxxAkJUqr2LpRWx1lgHuHktAUacWBUX7Vi3MMkWO8G8nFSeghjD4eqlzvoWGE6Y5WXuKhQG2oHFBJoxSojJrmr1qnr1dOlmndWC9/j2k+cJI4kjZDwMvQyzFF8vGrrG0bDQtRZL7Dby/ZrgUhI8cDcjNoThRBJmfJiTsxpuTknLiakHujzYEomdPze6Cx2gPHOTIjNBrbzSjbjWhK2zZSr+S8MMeJY56IqqOefBb+bn1JpbD4RMZIceLFyweaG20RkirSGOV9I+TwDJmegTcMoZczycBbp62dZY4cJeE90PMBT05UJ59mNB0QEfqrGbED091zjizkOIz5Fn+AlJUfdhGcSRPVFBVDzheyQNaAptEi2MRHW29Gd685KzlHujqbjkYC3keyjEqkhIDYgbtJmWYBaYSwcOdCNecYArXbCM/2QGkvOduFqfngIs+RS3nJ1isWE3ErnHIiHU6UHjmvK+fV+Yl7w/NE9c5aHbdO8AuTRpp3Vg3U6SN0vkOC4m0b5dSCYCqsvaA9UkWILsQ8c1gCd4cj98tEQpnjTKTQesO8cgoZd6duSu+BVJ35GNGPn7O9eIWtwroJGoxljlSM1irTFInTPWuvtDiUaDgdCB5Y25VKo0rl1kaCTng2j3BliJyWTJFRVu8ShaldmKfO7ErUSg+FfFRKTkQPRAHIxOUnsfVGlyvFOgEjzhPEGZdMK5XiBXMns5HqlSVkYpr56vIx1gsv1jOiEa8NxVmSkqKy5IC6U6UTm4B3DmrcbGUOToxC0okkiXx3gNKQrUGBA6Mih3SjFKXLkeV4T7YVvAEJ3wZSLlMkfnRgaOCK5Ei4P0AplOKs1wc0KkeMrkqPAVDm4x1xPhCjcm2duFQObRjHNWYOz+6INmrmFhOWSchyYDu/wlVIhxlfC6VUbp88oCrElLEYuEXFtwa+EqIiXSkEqiu+rdx6w1XI+YjkhrTClIWvfPwRvRZWu/JQHQmV2B1PCxYUmZSQDgQdbblTCLgHxlbiyJ1yvjVacUJMBM0wzbSQeLishDTyI+aPP+Zju6LmiCn91pFk3IlQWh0trXtnOY3GTjInlnobtIiQOU0TkzfylDFR5HYlh4WuUG3jVjvXyw18oMGOEw6R09eeE0OE9UhrI8kuts7qsMbEtm3M20pdb1SNTDqhIfBxjhyXmfnujnp5iWnEyoZ5oHWYTzOlGi/XQlI4LAuEQF2vWKtISkgWpjATU4BuVJRpmflozrRYWA8HHGNKkSVnokApFaOxXiqbG/NyGJGiWXhoF/rlyiKJRRNNhUkDS8yc4w0PkUuMPNw2pqwkPVCIwMRhDkxxBoWmK3f5ANc2Gn25I2oEDaNGdBBUlY5z2W7QG3M80HonLgd8cuZlobe6d/6tqMG8LMQ8SsGajUYbHiOhVIIIBPDaad4o5lgb3GMFppDRJXFtN8YSck7mXC6vkLIRY2IOAQnKFJSmgptAhyVHQszcbleajaZi1jtHn3keDiQtWBvjkZiIiVGbfoosdA4NwqcbSw6EpHRdsKrM04TeH7ndVrYO/nAjYLhGitUxlpxIt8LaOolOXgtt+wSWO9whxgk+OjLdzdjDhSCJfLwnh0jvRmzboMVgLCkhrcGcRkOfGOl+w2Ukvldz6vXMtF64XIX57o48JdAjuFJjhVppOiiAVuowUucj8bTQpyP1WkCFfJgJBvhI7k0qHHLEo+Ax0hv0rTJ3436K5OMCCmuP1NuVWxl5QuvfO9NLIx/SKCurSpDAtjVEHJFhcFtvTPcf05qhGKfjhITMdit0Hbu4hoCke1QSZjbmNAZiTuScMBkGY1kVbTcUJywLaIQNesujIZ+0EQG8j6CgW4Q4w5IoNpoCEiIhBbIKXYUpCh8dD8QQcHfW25F2vdFTxF68wHGOz0/kENiuN8p1xWsl8XodntKBfIzUE0xqRJzoToKnRm8058jCejpS54m1VooZ7plte6CEjk0zEibyQVnCgakLJKWUG8utcGvXEfFtkVQaWZ8zT884HCLWG8u00NzYbp05zaiCxcT5xYUNI8VA32b8to2mcO50DxwqTClgWQjdeXZ3T8gBgDszzDpShe26cnn1TTw5p/sj2vPgjgen5D6oTOKDkjMJPTbMOvPhgLujdZzna+E5dYpM5twun9LODemRZoF6XQgIbevkEJjyHdPxyE0Fl4m1VzxmJgrpcKRa4VoNaRV//N/6Es2RHjKgqAjTtGDlTK+jY620SIijC+0XyY+1QR7dOdH55PaAh8AkMrKse8fWV9TzmWXKdBauvaO1kvqKeiQtE8dlopvTrGJFMFO8KW57u+SQQQxVw00xaQQxYhLcnTlEgp84hErySlCYQiBNgel0R54Xzi++SeuGCGRppA6XWkfI73ZjUSPlIxI6SOamia0WvBtVHfcbh0nZ1gsBIYeZaJ3izuodr85RAk0UVSfbRjNobXSj8TATktD7xoMboVSciW5gwaFv8OIblPOFGo1E5nDI+HKg4KPG9K2h7UoIAuaDR+UFkdG5cZ47Hx0jIoobIIKrsFnn2q84gseMm0IcaFwJgXJZoVZOzz7m3MqokT7lwbOVgKJUKkkPqAukhIjRiKg0TumeLs85RqNZpwEaMx4mUlj46DqRZCa54a0Q54k+z5Q+CK9bv7Fo4Pl8IIlwmU44jG50rdBapUknHyZsLfhtRXJGQiQGsGkhhsB8OhJ6QtUH990mCGHw3mvEe4feWG83pIFIZA4rnjreG613Wh1oiu4b8PbyjITA7XpGW+ejLvhpRp99xGHKHKxSbwXdLqSQSBrRZabXjWSDdhJSxKYw+HzdBpIkAfc+GlHVld4bniamQyIRmUbNMg6HO+4nob78dXKM6GnBWyLcDtw2wTzRvZFS5nA3kXVDwz0eJvr5Bbhy3KkV1jq1NVRhM+Pu9BUOKaIhsJ1Hl73jNLEGIaWZu5CI3ujubPeZrsoSA7M5h2bc1pVarqwhMJnTRNnKRpwihnO9XKm1c82JsBXWPhq/VOu0oHAMiDn5dEd1RbpBNWbv3DSg90dQpWwrbV0RcbIoPk901VFWLi+cjjNRhBSUkBLhMA+H1xVigjCRl4XFHT9fWLeVaoXeN8pWuKwPcDkT0kSSDGuivrzRW6FsG/35c47LAabM1hqyGCmlgbylSDSF/gJagxDIWUkpod3o0dlK47I1Sh/JnWFT2tYIk8I0IhBzdQ5Zebk2NoxVFLyhGlETMEPwkTS/bsMY91FJhePEshtFoRa6dfpeoaT7SC4kKTHNzMeImY1jQ8DxUSYVxbqNfJTgozV77TTrEAMrI0oRWhvdWlXRMpoWSVRUjeM0E5dA642+rtyuZ9LpBEB3wxWmdOB+eo6YkHUeNcdnwVTZ2ujWl7RjpQz9o4qHwKkPJLb3hnUf1J1SCa7ku8N4f8zwpszpyCkLhLEOmg+uMkA6TBxiZYXRcG3deHV9Sb0+EHMiNMV6Am04Rg6wBce8U+tGikqcRuOhSSPVHA+ReFo4pjjKtVklxhNlq3Sd8PkZX32uQy/LMCQ0hqHjyjZKB/a9BGfrEBPzacG6w7FRzUk54lsf7diDMk2RQx7nWEvDtoqIkpdEiKOHggYhLpnlLjOXje28sl2utO701UCU5TiTckJKB2nQCiEGuP8I1cBSKmHU0aF3R6dBW4pTHJUzWgMrhJw55FENyFXpRNycEAMxdUyUTodpoooR26CyxiUD4CJoVjQosV9Jqk9dcAFUlRgirY11qUAJRjxFrDnX6jiKVkNMCO60Fw80oG8rdBvRM1XchWxGEgbFMWZqa6zdkMOoHhUzaIwYYx/VGDgE5U6FfrnQeuAQQJZl9FQIy3iXzKE6OSgkpVnmgHGcMosG5iXQ5ok0HZAlMoVIjjPajfMyko17MbaDUKSTxJmmDNlxd6SA+2h0dTwE5kPCE6z1NprChRHNEhRto0xqYtAHPclImN50UC5T5O5ZJkyRsq2c9UzNjS1niJEHBlVMCXgUjnkh+OisGvIJ6Ree3Y0+HxAgRDxUksMsmdQC9EqxGwG41U6PM0kn6IJYpiXAQVpjZoEahqNWRiS5Gtzc6L2wrBtMlaKdWsMX26S/IYv2R1zcQWohNsPiQlgy+biQgrI+XLBtw8srkq/cWyNLx4AkmdmdKODBce2YRrxnJASMQGujfbOKYlZHN0QbPGB9vH6tsG1MALYO1FyuqHdiGOXSUsx4B9+MJSo5dcycVpyYhZxnDocTUxIutdCbcn84kEW4tfEdVUVURjKlKDEkclNqiNRaEBpdIikLKp311Ut2y3iE5kQIrbH2yq036EIzJ3ajmVDaBqWRj0eWfCL0K6uvaGsUbTx0Y1GIKXOa40h08QNVJ9rcOeXEkmZUJ4ChBLtzMYN6A+vMqmw+Suz0XjAdiT+uneqV0DdiF6iFUteBVMXRYmltD8zV4fopgtPCDDTu85EqCgYNoXkbyCqN0H2UbKKgvSEpIOLoemVzUBGOCdycFAA3QoTWHffOtMzYOjqMeu9EBTkmENis0ddO31bCciCooyGPZhYw6Cpxhjqy+U0dCc5x25DLNyEldJ5gGeWevHWOcUerWsXNcRnJgtsyoyEwdUWnQFgSSxBkg+m08Ow+kUMmaaJtR9bbQA77NRCXIzof8d7xdeWgTkgDQXMNaMiIHyiMzTS2tjt7nVY2LGZ6OO4GfEVEiNOBowZCSFi/QnSeTU6QgIcJNOJTBu+IbGg+YCHQ67Y3Z1lYYoDuKMazJRGmzHRI4M6l24h4kZmDUsw4iBAdECHGUW/+sl2p68YchV7X0QhFGi/ahbpV2K60IKQyaFlqxpTCMMaCEmMajkcfDbVu65WaIx2IWycgWNmgVpIG4hToYWJOYZR7jIFpWXA3et3516ID4U0zmhdCGMpbRHh2PJC801tDciLmjRBmoo7n19voNvc8Km2euJXOuq6kw0IMCl3oGljmUQf34HC9bXz0/DgS79KYP6+dqCPxMbnRuoE40XSUIwwzgUTaw79RhSXPhAgljZrrdatoH/phtRvuxmV9wKwTQsLdqF1wD5QpYd3Y6m3QsabwZHiLQOkjxCsIQQOqQ3vWXuneURm6bWsbvIGYa8qkaWHaK/PE1oYe08BmlVd9Q2Xosa07sof1izjl9ilaXgGQJI4a4qrUdEZkYFzzkghBkXkelDN9P/Llt0pZV9BhhHA8jnr2QSEq1ozSOnq+sCzToObNAUMJpWK17wCRod3IZjQRyJFJTkwYd3tkrNig9pACAcfqqG8exVlyHBzs7mgKWFGaCTmE/Z4y3iO1daxDTjMyy96Ndhg4ohDimH/bKSOEHfPrTg2B0sZ7drybhnEHWO7DeMlKDPo0h5MqmgJyl9Agg2JUOyNvXAhTZDlOzM9OrJ880NZB/xAZCeE5KV1G6XqLiudEc6HueRRBO72P5zLdHfEOIQxHeVvrMFrrRjwMOuPo1DiKPUw5EoLTaoXkmI4mSyU4c06clombjX4ifVCi0SXTzdEpIjrQ05QnerNRyx+n1EarHW+dujVMnGVJlFslzJnaO9twedCcRyGCOJ4ReyWbFgMCRBT6qMLiOdNjYk5KD0Kx1+X1chh6xY9HrFW41lHuM2WmMACfap1NBKuV1o3qoD7KFlYZOUvNBzceybgot26stbO5swXwMKidzz4apWKz9YFUxwTXjqgypYCKIEmQoETpkJU3iwG6KEs8wZ0gBeo2OsHpMWEGMkeaGTL7aKRohWWeWY7P8dtGvWyQh21zCcKZzpyFrJn5bsGvg+pjGrm1ipkTTgualegjkojbDrCODsmdhoaEzJlpWUYlVwuUckPqRkz3IDI6ytYrtW20XplISD7Rp4nSNyQoXyQ/1gZ5iJHj/TNCW2j5ji6BsTUqesrkQyfUG6KjSU8KAnGgl3a90rcLMBDLIDq6C+78x9gVMyPGebQAt0F5uZT+dH1fNyCTpkyQhdILJkIIgZAy4BxOR47HiNkJQSjdkFsZRl4QYkiU4kzLgdgrB5wpJ5gHUuEiXErDpoZPC9VG5ymVDEXwnigWgQOHUyRmxW83YojUug1UCSenRE7Lfr9C9UpbXyEhkecjngOkTKCDJo555k7SSBhxYfMAMXFt2z75AYsTKQnTPI9kiF0U0ASxdYiR0DfmGBF3mkGvaZSvyo5ZozRHEI5xJjA6h25+Bt+QKRHdEG1QRt0vjZ1FlSUKidFJ0R20rYiNUoKzDvQHv+IuiIbR9hhhVh0K3Gy01x7FfxAfjNcUlOMccRO22w1RgT1M76Uyu2GtQRyJPsKowUwabYkRZew6MzHsCIMIhu7PA9wF7YII6DyxHBbcxnGishs1TuyFslUwAzp2e6CogCg6j05zQXV0YQtKyBld5oH0BUVShBhGzdjWkGmm1wpWuJ9m0DA6yfaOb40YRg3nhnKuPrqhh8wsA6FqvtHbRtzaqIs9bfS1Q8p0d5yC5COp7yUJ6hWV0dgpx5m7ZRpJ0qUxRSGGQFDFRNh62/vK6Cjl6E7pnQlGQuwuc44cy5Frr9Sg6KyEegUzpnkBV6xWMGGZF8Iyk5aFGBK9VlQDlMImGyShVkVipOy0iKiOMB6jBiHmgMwLUXVsyq9esdrKdhu1snutxHodOQ7dmDWTwmiW9FqcFEf4O+aJfH9k8U4m7+twRG2OClUa8VJoxbhVQ/oNa4MK5Ft9OuOiowtrjJEQAnVbqTKMBJdRMzqKjNyRbnhwpmcHrBoHAVLk5k4XyEmIKkRxgo4+CqICbqQ8ka1ibuRlRlworVNrJxShWydr5m664zgdcXdKKYgIOWbWtlKsoP56ProNY3yJQydFj1gw4o5MhmlGQgQZlISo8nSfrUeyDsAkwM43FWKIiAseZ2KMIGBuECohxtf6D5CgSErjWu/ZWx6dChdHYiDlyDRlvBohNawPA1Xd0FZHAuJhBhEk52FA9TyQ/93JAAbQMEo8s/iBuDfUslKfdAOA3WREOOPoeswUaBLwOaNBabdKB6jGbe1Ys2H04YgKvt+n7bpHBxdw4DSApPzW/aboqPkwGoE5DNQYwKMPkKA5vY2ELFEZ+vXxfQUKPurR+1B/mxnFGZSCZTRccTdiddgapXYkCHEO+OFA2ekALh1XcBNySnjvaO80E3rzna6lpBTHe751vBkhCEkDtTurO4eoHOJM2QqnObLWgfqHFKnuKMIp7vPvjG6y1kkp4vG1M83+382cqsraN3ythB2JP05xlLaURo4D+df9Xkap4mGmuQ8qCoyysynr/szYKTIOQbF9HSxhnEX3Y0QV3Z+b14q7YGp4NwKwuHBbC8EMgrCokKcJE0EDHEyZQhxc9cdnJ8JXpkgIClsnqaD7/TyKiMDp9e/uPrjn7sxpGXklby2m8d6tbcXVCNMAC3p3XMe7jwwasbE74FWQNtZzCIGYlHleqG7U2jmGzJQTYU74NJoGsVOCe+/0BNMyQC0JlZBmpI+I/Z1WrBVs61QfZR6DKFOYCAlszuP+zUmbQmfQtcKBSY/EdMRyZGpOjh8Q8s8VUWU6HUg9U8NC7U6Or5eSuQ9Ux4dBGvIBwpgyOwV6H7SLEKb9C4bdVrSPELA1GyHH5kgppFrRbk8vESiSMzGlUTtcdF9sI9kNHE3TUIj7NxZgOR0Hug7U2uhrodRObR16pQLqUGpDJKIaiSmQYqA1x9CBtFlHzEaC0RRQGS+LpNFgZpryW0r+UUIYVSJuYlA7kwd0PiHzPGjQgE4JtUYKOkKvpWBtHZVh0vJkdMYwOm2+T5KOqhZTHkpk2n9GUhrY8cRarwhCYmZOxzE+AasLbp0pTDRvT0btsJIigVHPNgKIsIjg63kY1/k0vN06yqAJEOcFDW+/TLr/PP1uTtkK0VfEKrLM5JxHRr7uRvZ+PXcHSWPTK7uRpO94z2Fs+E+r5f7tTVDdUR81zkVkhPgfP1MdNWX3hCN5XFOt7bSagLmhMriYj+MaE2v7ne3Pvo9GUx4iIp2pVcRGqB0dBp2I0FUJ00RKmYfbfk9uSBzGpQahL4PDnEyIOVHnzJaGgyM66F6iSiiMMm8u+LoRQ4DlyJ0LBxX0ND3dazSnmbMQh4OiQu0GIhwkcpci86NxYIbfbiyT0C0hKkg+0Dhyvj1wt9xBmmnnKyHFwVc/Hp6efYxpn5LGcbkfmfPue47JPveyX+vgUOtOPxrfNzfsZFhtRI1YVKRDcMXMsd54KCsbrw3nsQbGmgk5YVaerpP28fB6Oog2Sve9vK20rZBNyGG8t/rGGhEZraJ9L9EnGkiTssQ4UCkNo1fAFMA63RqqgXB6vQ7zto53y41b3zd/e9yslbgbrc/mO0LKhDjC91fto6FKUCZruDhLXvaEZshpUM9EhKSJagMRf1OSprfW+5ifXWft8/1o2FzNSDaiKoIyhfz0xOY3Nsk0J2oYc+/u4J1pzgQN8GgYPb4Z/e3xvCltdwxGSctASuO7kpSgo8OfhMFTlRZGEvPjl8sXJH7t+5PoqEYyTePB6zS9dZjt1+v7fQYZTvq6Vi4CrXViVKQZbo4GeUK/H++9t2Gcp/zFRgQwHMJmxBxppQ9HXJy+0/vcnF7saexEheajLOk+/5sZTSCLEgW6j791nDjPMI892d3RZqPUqw6ktXcDcyYVRJU1RLDRe4Lm9MvKZWuYAyrMy8wyx/E+muMmqAnijplR3Vn3eXlEqIMIrox66Dsfftp19tjCBB6pF/LZPS2qEPKoGuVmBB1zrimxhEA7LKMz7efsh8D7vb/9+cJA6/vu0IT3jEFkJIl6t6d9RWLAW0fUR8LiPCNBuW359V4FzDmjMfB6RxqSwwB0fBJA3nvv746BFHaKwvuPVVEO6TDMoDfEH5F/Gefx6NR5zCe2r2URdC9gcdKARyNUx13GOkXHc3JIU0bLKDoQYxgep+5lYVsfZkqckBARb1AalELSiNGZYsYJBKaxZR5GFLnZiofGMT0fe280elNCOH7h3PxYG+QwNhANkZjjqMTwjvRwh7gNVOwtg2m8pKrh9QLck4Ee+WO2baNmZ++jZmrau/uFNwyg3ZjZT8mt3Oi9YzpqkMf4/gUrKY0NSAS/bawPF7bthorQpxntcegGbyidwxwJYSTT9N6xFGitk67XQY+Rsc087jH6rnH4jkQN3M0nfPaxO4WI6KjkgRniNpIRRYhpYZGBokqI5OmL28c+yvQ5Y3gcm7g8GTrK6/8OgGhCNBHjQvoWCuJRJB+AnccNxJxH+ScZYcxvJUGFZZmgK0M5x8/Tn08qzW1wSj9PMX3heEXI3+J7SRNpekOr5c8/9nF921bGAL3D9rBfLCBpBjcyCdOGdYHeUAl7FZw4lGKrzDYWUqfTW6fkBBLoqsTDTKqG5IRPI1ydRIgieBih0CpCRkAivk9iX7ehkGPA3hl6BCYz6h4loHe6QxQheMfneSjwNipzSM5D+dU6qgSocicZrQ3rg3JEqWAd3ROwHt9Tf0QsH5Enkfcm64gI5HecKFFO+YRM+7ncqeH29N9NE9Y7Mb7+nuODnhEjOea3DNH3SdJEyrCakVIkWx+bZkxPBvK70vuge6T9cw2jHjGAxlFeNXj+zGYbQxjRunmm23CifTdcQxibrrURmQpxUE5yztQw+L3L54RwwxvObwqJFL74nl8fnJ4QQRhG0LQ3KEpBn5wlEbi9YZQ8iurg0T+i0nGP/sAbRvaXlJTSe/Xom46z5ExK6ekaX0b80Sh949zyznUkhLHv1IrXtvPRx09hOK3TnIg7hSCk3TGrNkql7ki3fkm9FPaKObKDA73b014iw0smLiOC9PT+JHlr3JPqm34lUcY+86Y0c1Yzehp7jflA2F0ECSMZHCCoYSmMdzcGem2E3JgGA4tpTmPf6iOiQxqUPhEhEkaE7dH4ewRTciIhzPqtjc7PExHhcFr2074+Rwjhc/eKLyOPs7iZPTlgn3tsnnCcGOanfc2u16cIq+7O3GEZxqOZPem/L7ILvhUd461jdRjv367IO87KoEHGkRNAx6eAHpYRaRLhCHSELjuW3t7dOdiPHe++MRw72x6RxZ1iJRFZAhoTyXb7RWVQtt6Ya1EhTnl0tfWChIBqxGxDNHwG1HtXfuwN8idy3OfI2Bg+O4mqEZFlRx5fi6SErdsoMYXgwk5HSIRpekJ93idRI1OaxgKzsUm+aQi8New9rAuQ8kh4OsT7EZZNaTdOJ8xGDdZx3fB64e2brwUFGxy3p3v4ssomTshja2xrYI1HoID2iPqmgbTlGXr/lob+tyMiwhzmJ67+m3JIh2//hO9uavLayP+25MsaD+xhxHl6QvR+kCJhlP4DQEc4mPD4e9znRwdaIGUg2tuG9z7CqmEgLVgj71PZbgMh9m1D6o5cADoFNCinFN673hoy+MtWRiLejp5/kQ6fVJn268572F0BuuHXK65jrUtQdDeUzX0o89rwMjq9CoJMM7KMzn39fEEE5LijG/7GRv2dzPObClyENC9P58zjj9/xhv+m3E15j9DV0ZDni4C3EN4ygkPYHfg39M97Ub+UMe1jY7dOMX/SL8aoaNGFEZVzIe8gAnwn2/Hny+PY+q5j3hxrGAeM8mZv/P0xpP+uPCZlvvl77/2t+fky4/myz1Bk0Gm+myK7o/QIiuiUmXJgYY+Cqj5RId4ax46Gf6tqEO+95n6/Mb2mTehOoXsUdx91uV9/6du6RlThuOt6C8OpuuKgEEWfnJ0RERjOjyC4jCjxMYY98rGfsIcniozm1/MR+d4ZR/pFCPh3KCJC1kGdAb4QZX+keb21PlXB+mcM3vHRd2/P/l7IKGcsowxmip9xTkPUt6I/j1LWtn9fPuN4yo6go2/ravkS0SIRIYU8Era97v825AvszEf58TbI3fYQxXc2De8a48BoQbuMxfHkDdW6V/j44hdRZZQaBJ7Cs733937vCcGJ8S1l/hmDP0zvfvXpOACdvxxa/V4J6bXx6f7aUHn7QsD3ZtMBRij5R1ze3Rh/kPLIiyXG/d14//w+GrTeGr6jyjLP6PxZpRNTRHp/Wgu+I6/yOcZ4EKHJUJKyj8UeUdedZvGt5C32dWtPUStCeH2PDGVuO2FW9ix9jekpmdlL2fmWexJ2jLwB/X3LcXwZGVSq7/4mHURAwMIoB/fuRvWlx/YtPg/7s9n3RFwUCYrBqN6wP43uztqdSUfOxnfTIn/Ue733z0Wb372XL0IR3z33D7tR8q5ISkhKRHOsGRr1ydj67q+0d66tI9fmvZ8NLsVv7Pz7cwvArIrt1nV843kOV8spZghC5x3Hcj9UD4cvpE78KEn+kmv0ve+0KtC/Y5DhBymPa/3blZgD3p2Q3og0pfBEh/kNjUl0tw93zr/E99qLnxnTb+iqP/KyI4DfIgT8bZ/1XSQlfxFP4P3yuAF8UShTRL4t1OZ7Kt8jo+KD/IBEBL6EAnlShL3jpTzxbN8UFUEOryMWo4xjf++xMJBL14zMr53JxxD6d7LCJMbPd3qeKpko6XjckzHfUNA5Izljl8ug8myv+b3fiYH7gxANgTQv3xXU/YtkeeLTvv865s61G+sOJnw3hyMi5Jyfwuvv+/zHUVQF/RKo3o+qxM+hPjwCm8WeGP+8ByT9njnDP2oiKQ199sNiT3wfRFXeQsDhs5SY34iE8D4S9BfLD5VBLiJ/DvgfAH/P3f+L7/lcgP8j8N8HrsDPu/u/t3/Wgf9gP/TvuPvv+RIXHFVTfgjlcYP5Vsd8kA/ygxTZExatFLzUJ/T7LXkfv/VbKP531/ZjqbTvtogquswj3PlF/Mh5Rh65r3s96x8l+X7oim/FN1YRjkFHl07zp/D6d3UMP2LP5YN8byTsa+3NJfZl+fA/jjKqwfxQmYM/lvLD9gT+PPCngH/1cz7/7wG/bf/5bwB/Zv8X4Obu/+Xv8fi+r/LB4P4gPyqiOePvM7JFfuiR5C+TJ/BlnIgP8q1FRMhAw8nfAy7tB/kgj/K9cuI/yAf5XskP1U7p7v8u8MkXHPI/BP5VH/LXgeci8pPfn9F9kA/yQb5IHtHyt35+yI3xD/L9FxHhGMOX5nB/kA/yQT7Ij4P8qO2W/xngP3nj96/vfwOYReSXReSvi8j/6Ps+sg/yQT7IB/kgH+SDfJAP8kG+A/lho6z8RuQ/5+6/IiL/EPBvi8h/4O5/892DROSfAv4pgOPxyM/8zM98v8f5QT7IB/kgH+SDfJAP8kF+/OS/+nkf/KgZ5L8C/OY3fv+p/W+4++O/f0tE/h3gvwJ8xiB39z8L/FmAn/mZn/Ff/uVf/h4P+YN8kA/yQT7IB/kgH+RHR9ydtm2jz0eIn9tU7IN8eyIi/97nffajRln5S8A/LkP+m8BLd/+7IvKRiEwAIvJV4L8F/H9+kAP9IB/kg3yQD/JBvqy4O97f00nwg3yQH4C4G+5jPVr/9rrUfpC35X2lWN8nP1QIuYj868DvAL4qIl8H/jCQANz9XwH+MqPk4f+PUfbwD+xf/c8D/ycRMYaT8cfc/YNB/kG+q2JmmNn3pMHRB/kgH+THXJrv3Wjlu1oP+YN8kO9InhoSj8Zivb02ylX1u5uw37bRiA5eNxgUgTj/4OrEm0Evo3Fk+M73/LLeRlndEEj5i8ts/1BZFu7+P/0Wnzvwz7zn738N+C9929czw2xv+/xBPsi3kForwAeD/MdU3B1agxh/5EuS9tawfYONOf/AquG4O9Wdxyb2o1fH93du3f0JCRR+cGU6n1C0L1mf3cyotZJS+o7rr7t33B8NLUW/y03y/n6RJ0fpR/y9/3bk8Z3QuBvk9XVTtA4g8t2hsjwavqK81eTJGvT6uhv493PurUO9AT7GEU5vf97KGE/44nt3s6dOsN77t0TKP1gW78xPrZWvf/3rrOs6Pt4n8MfpRfxhlXme+amf+inSd6AAHlunf6dt6tsb6IC7/9iuhx/n98FrxUtFzJBpeu9cNGuYv6YdiAiKUmxsZlkz4YcAADDrr8PRZoTvkxG6diOrPBndj02C3lTEs+regfHbk+5Of8O4h9cGvu2dXh9LLTbzp896a7RaqO4EUQ5vdJX9svJF3UHf/OzNv13N3tp/vPX9d0f8/c8jq5L2uTF7/fy+jEHubpit74z17XGLxNFF9ztAQP9+1Yu9VfojGJMn9PvYj8BrHXuXCDJNXzi/7o7XCr2Pzpu/QeDI30DI0zS/9ZlZx3rHesO/XYDCff/Z9aTte2s6vG10lyv0bfzA6Kr+/Wrk2FbARxd3q7CdX4/N39BXGl87DY+fPzaQU8X3494XZXif/Ngb5O8q0q9//evc3d3x0z/90+D+NKEi+l1VNu7OYy/wvx+V2Hdb3J1vfvObfP3rX+e3/Jbf8uW/Z4bfbq+VyyJfqhHMo5gZrTW2bSOEQPguKOMflY2rWn3LuNy2lUBjyhMhHIAvhxg9chFV31E3ZuB7Z08JoIq5oaJP8/6mxBifDI+BalZEAiJvP5PvmdPwqGjN6NZZ+4ogHNLh6bqllyed8aYIguM0bwS++xu6mSPfji7ZO5P657Sa/9yvmb0duo7hS0cYzZ3mTuvOvD/H5mPcj7/futFx4nfQ0mVtRmkNlXFvj+N6NMgBJlWiwLo/y2NQbqXSEDQEaq3U642oyhQe15ohok9I4KMxrQhLUIrZ3qL9tQiwBGU1f7q2mxGsEQDz0dY9iKB79/ao8Uk3vI+y0vZoQuJtQ/99z2+8H32ca38/eq/0Xglhwm8DcBprJuHeMduQ4LhVHNDDgkj67Hv7Hqm1YmbknBGR35COa/bY6v7b//5wMp3miuHkHdV+d46+nbG5DYQT9+H8hDDm93Z7Qj9lmp72ladrmQ3j+Ft03H499s/Omff+lFcgsb/VTdNbe62T2CP+rSEIePlcg9zdxzv87pyoEGJ688AnI/Nd5yzsDlvbNup6e/sCO3L++laE8OZYyoXPIKESPoOA9zhhvQ8H1NpA0XsZhnnIwxC2Sncn5OMXIui3btg+v4fwHkfT+vgBzMsAXeI0HIAmb8+VMIx00WG4PzoUMY/j6mX8nk+v7fYQhhPT6ueOET4Y5Ly7MNZ15ad/+qeRJyUu45jHsMNjCOJdEXm9eN9YGO7O4ysjvB2OdUAeL/FBvlBEhK985St84xvfwNv+DB4Vtgpjkh1592XrfTy6FPG6K7A3FKeZfUZhP/4thPDEG388/vHfz1Povfen498dv6q+9bmqfubaIvJDQ4mpveL4MCbdqa3QvDLlid6vwNjMQ5ieDNQcMlEi7g2RgZwMVM6A6e2QeLu9RklEuQBrX5lDAlPcYdoRkafnILtx643eb7h3Ynz2ZHyVdmPbEZWsiSkdv3sTYsbWV6yDxH1N4JgbpRVu240QA0teSPt9ll7o3smaqVZp1kiaUPnuIdLWjVbHePI81o67j7X+OZ1S3R1B6dXpvaEa0PdtVO9Ib20keO0Giruh09sGeV1XUPkMX/JNrbm+8Y5klSfk2t1oXZjeGPNrKse7m7jgMIwQER6uG60VvrpkcCOlNByA1sHqbtAy5l4EN+elOb1W8jJxzJlLbzRrbB2C6ZO+dvoTEljcMXPKtrKJ4w4xJaaYnvTCZsatGw4kFRRhrZW1NeQNB2bW8c67GeqG7DrhvYh375TWaSKIwKUbwZ1JnLbPwdOhtuE2Nn/ViRgnat3G+4IgkpAYcIbOcoTuhllFekE17O9s41uZCY/Os6rujoBTayWE8KV12aPTUp8iJoCNiMbyJdbl6ykaemn1jEggqKC14OVtQ0iX+UsDM27jueCOWwcSmOHmSAxjj2kNCeEJADLzpz0qiCDviepa70/6DBHqNhx83nBEbFv3/zAEIy6HJ4Te1u31GL3j5hhOnGe89tfjfs91ey04fQc09mO674b045r/YqdKNRBSevu1tI6XG1YV3jDuVUCeeNhvfOFRP7/nOjcDJJBCGEi0NXqvWN2gjnvvCM06c2jE/XreGhYCtpsIyoieCWOdfWb/tg71uk9zxaygmhFZxufvQ+WbDIfgybp7j46yhvsezeqO+FuP9r3yw7Hz/4DE3Sm3G8vd2y/Lo4JkX5BuY3HyhjH+5hqUcbLXyNznvOjOjw46+mXl+3k/T4risRKBPc63vv7bu+jS4wsSI/V8QayjuydcSn0LTX1EDMv5gRgTMWdQRXN+Mp7flTeNaXd/QnXfdcpgbHzA08b1aJi/eeybxvwwml6jeynFtxwEaxCifmECmOp3xnvsvdN6I+swsGu/IdiupCdEfEe+K707r7ZXXLcrQZTn8/2OZjuQnqgRYGMj6xsjLG8QJsDxtnHtK80q0RutN0QCy7QQNFBKwczYfChi64VaXwGd2BuHdIfT2eprtKZ6J4ijmlHNmDVU357Dp/ulj2f8hnfcvT8Zzu7OVi/gTtRI0GF8lV5o1riV29PzC28g9jnkt863lhXrxt189/R3d6eZPy3VHL+8AeK7cWjbRjPj1vZNadtQd+YU0Hl6jZY5nK+V9boSUtwN90Y1Z8kD9RrPdX8vEEJOTw6Pmz0lJ7VSaLWi0VB5vb7dbSeZvjvW/f5UUF6v+7A7pa1Wtj2aVVOgdyfF+BZ3db+F16JKwFlipNUyyoa500tBfH+feoXdeC3uECIpJ7wZtRmTKIsGBCEbZA3UecL28fU2+LO9dRAZtBh3Ao7sqHbqbRgj+7DMnL6vpml/nhNGShl2RyGIkHdjs64rrRRwkCBIH4ZS6fYEVKY+nvVt13GP/Pvs/sbcD33c2vY0v61dqfW2fxbovRMAnWdqrfijftA20EZNiGd8LXgQNH42AtX66we8lYKLME3T0+djDr51xZi1G+0dRyuIEASavzbUv4y8HTHYda4bUioSR+dg243nR2DG3enVPhPTcjNiGk6qu6GSQMBapbf6RIuSlHARvLZxv4+6WeNA1mvDbSWqvmUXuDutvDaoRfQpIv9EV3KHsg4AyYbpV+38+AW8FHRZEA1Php/Avj47fdvG2N69O3egEXOgVcN63NH1SmuFEOZxzt7R9MVOy1uIOkDtkHddExPm0ErBrg/oPI8kzWa7QzzATomy457+BFA97o+qirmjIrhGbq5A2IEcGYZ6OdN6QcTo24V1LfQckZAQSRzS/DhlNHO6d+QR1cbxekXcIR1YBaStzPo2Ulp7BeEJaHkLqB0L5u1/YaD5ZtAqvTbE+/vU4lvyY22Qw8hqt94/Gyp68nh44jw9KoenF+vxmcAb9Ja3w3U7JXCAuD5eKuX15vs+OZ1OnM/nLxz5n/yTf5I//af/NCEEfu7nfo5f+IVf4M//+T/PL//yL/On/tSf+szxP/uzP8tf+2t/DTd/8nxFhJ//+Z/n537u5/h9v+/3feH13jcm94EOCsLLFy/5xV/8Rf4X//Q//RbH7vHlehPx+eN//I/zh/7QH+JXf/VXub+/f/r7H/tjf4w/9+f+HCEE/sSf+BP8zt/5Oz8bjn16BgoqeBtIxeN1gunbCIMZddsGt7cUaJXQx3isvf16aAC8YbWxlTKeoTt920a4axrh2L6u45rz9NZG+DjSx7AtvI6IlFJwd2KMhH0jaGUohaCBpuMctVSg00ofKAuMDWPXDyEO1O4RxdemhBCerjc24/Y05zknQvpyBnl/I+mktsq2Xqh9I2gkhI54ofbCq9sZ2Q19s5XeG9e64jguQu+CqiEyfh7np9WK2obVC4gQ4xFCoLZKvV0p26eEfCBIRmWi+EqpL8lhUEK6DcoHDr1t2G3w/Fp6xdZsIKHzwpyOmButnff72jC3gXz4TO/+lrGw9W3MV1DsjbJzXsprhStCdFCNRCJxN8jXunIpF3AILpg/Ivi7cdD7G0obAoMWcZYzqkokUqqx1b7PScRNie+ggo/rLKWBYLVubG0YEnWt9Os2jLlbI+hQTDUl+trw6xnrjSCD9rOZk9TJOoyM262wXiozGQuKiyIMFLn3Rmv9CWnz3gkx0avRm9OKARUN/vZmxEDiHukeGsKgrJSNpEIXfQtBfUoa653ejfXyQFChx4i4oe+pcmB90CRaCJyePSNGRWrBR2EuWtmedHGaZ+I0MZV9Y51mbGt4GO+Jl+FgxrRHZBxMnA6YQt8dSPdRDSJ7JLqQY0JSeLrXx0c9mXG5XFERWnNauSIxsdx9RAi6O0Jg284PRt8ybqw0Sq8UH5Fxt/FuZ3w4WynSWqWaUdIynn1rFHMWFbxVJGZEJ6Du610QiXjvbxmHIkLOmd6V6+WMqyI2Iie+FSzsNIfeh2HkTt+NJRHBaoVledJx7wMAHp3goTP6UwR6M0dFmWJ4cobjI/XKjOJvgz51W9EQ36ZAvH5jn/5/rDte5w6lRGmdl68+QdbO8vxjoijteqPeBh0xHwYi6ttKXzfqMpOm+PT+hTBoFb21p/VYq+Edgg6QQFRBwdfbcP7V6UXQqTJA9jGe3toYY1Cs3OjrcKCW51977Tz3Sg/gUeh9RFCs2k7HUkx1j8wPw9jMnvRN2zbEbFDKQtw3tzdmShyzzrZVVBTRBlJH9EYKZS1Yj0yyUBlI/lO0yP01CGQGfUNjQmIeKJEE8A5tRXwAaFYr4iBzxMs2xjM9Y22dZLLrLFiDUNtwbjpOiomqQvBB2ep9I9OHISXK1jvqja1uFBbsesF6J3ShBdg8seYj03REZVBX2nYm+orm3fZoY6302oeN1zpRjOAg5kDncv0GZsYhHcazsEAKMgAxeYPS8qgDNQ2EfHfURXTwzO2LTfIfa4PcHK7duD1c6M3GS7UrjqcNdbze+I6eIq8TkkaYZd/ce396OR7/+419eL/eMFh2324oN5HdOXzb8PTHsN1ndJvzV/7KX+Ev/sW/yN/4G3+DeZ75tV/7tc9+39/2i//qX/2rIwnDxgY53g4dhqW9J4zz1nl2xOPdDXe/hjp8+umn/Jl/+V/mf/5P/pOY9X2TYUd35LUBJMK//ou/yG//7b+dv/AX/gJ/4Od/HoD/8D/8j/ilX/ol/v3/97/P3/27/yn/3d/5O/mP/7//8WdCt87guu1Q2Hg25txu63hhDgeC+wibi2DbitUGooQ0EcxGJD8GQhzcNt95gQp4U/o800QgJfq2QjOsN8SMViqJEa7TGJ6M4XMf0RNVpb+RpKYy0EAf1j6bDURSipEETIVbaVgQJCjFHTFIMYEK27bS3Zhi5PG0QyHL/jyGYtWwOwAadt0rtNrpFtD+nudqhlvBg+9hy8S2vcJdAR3RA+ukmBGpxDChwbDaMRF63e/XA4ZwnGdEhWYNCWls5rbR24ZgT8lz9EEd8DSPiF9bKdWGcSWFLAGIZJ2p23kkH8aCtUbtnWqdZXlOcIGQ6WZspdDXCyEcUIOeKq3dKO2Bmhouj+91B8kIkZgDeRpGdZCA9PGv5qFgW9lA7Mm59L7TZWKilpW+jue73V6BO8t0JHalN3i4/TpIH5uVGaqCBsFiHCFh37DW6EDblBZmvENWp9XOpRpxT3y0HRprO/dwXmY0KqUV3IaR3a9nbK2kw0ROiRgjEiMVcN8R5uqMKHobyLkGcgJB8ajczitlzkw4FsKTwSbC/txeE+/UhVLWHdEaDm9MSswJLRWzTts2ul6RZdnPo2ytUm1sOmYDeT3ehT0KOXRJmhcUYwqK1itZjRAj6T08XOuBW61srfPq4QFrTjQjMDPd3Q/6S9l2hyASQsSDPRmEu50x9FjviPpAg92ZZbyPuOP1Ru0bfr3QfVSDMI+ICZ2G9In2qJseqy8As0CKSivXsTnXTm2GPzqptT/xk80d845qxB1MA60LiDJH5VYNi4rSaaVit41SCtda2F69xGpHY0RjoGvA+o1pcqY8HPjme1SubANQOB4JtVJ24CGEwLYV6u4geIyYO92cLoOSYmZPjmEIgRzjWGvuNDNqa7TdcDUzYkrYIx1nf2atlEHVYBhYxZz7ZSKlw2f2H90RL4Ohe2ullg1YyctIcLTWx5hE9kic4TL0rZdCsz1/xZ3LbaV0o5cL68vIwaG+egDvxOjkUNGUsUcqXWsw7brDwS0SNdBboWw3ogS8K7U2bv0GjHv3utHLjTyfoF4pt0q3I7pMIOEpEmvuJFfUDI9hrMV1Q7MhOVPLK1rZKJ6ICqo77aIXnAkRJS+vE5ADjwCY7XNshOCItGEMvuHUDkd7R3hlo7VOLwXtE82c1jYU4+qZTtvX64q6ozGjKeAOSx/ockxKnhNBFdcEOiNuSLvB9oCXDQuB7Xah1RvEBWTi1hoxROYQsO5YCjh7kvlui23ttX0kVuhPRq0wBUHUaN1hayiRlA8gyrU+cKRTy4qnGVVhotLayrW2USlFI7pWpmlmkz1SWQ3aGfWZHDIaKm1d8S5s63WAZX1FvTEtJ+ZpxlEowznBHPLIveilUotRWRGFJF8ccfixNsgdH+hY61i/UdpGt0ZtdRg+OwKOvOFgmj8Rv98MBvmOink3+hvo6BOnWWS85C7jWPZFJmD+aLy/NqH7vgD/97/wC/ziv/avIar8rt/1u/gX/+gf4c/8mX+FP/gH/yApJXrvfOUrHw9upxl/5+/8J/y3f8fv4D/9lV/hH/v9v59/7g//YQDu7+548eknmDn/6//N/4r/27/1b/FTP/WbyTlhe8LDY7hNVPnbf/tv8z/7/b+f8/nM7/49v3vcozvn85nf+3t/L59++oJaK//8v/DP83t+9+/mD/2z/yx/82/9Lf5r//Xfzn/nH/lH+Jd+4RcGvxNDXJ4qS/zNv/k3OZ/P/Mk/+kf5F//Yv8Qf+Mf/CRD4N//Nv8T/5B/9R5mnzG/5Lf8Qv/W3/lb++l//6/zsz/7sWyE3d2fbLkjte3WIgLnSbjdkzrRWadWfoh7WbPf6I3GJhFoxjMaOaJkjOY+x+lD85oF8PBAd0pKp1ki10LeNy7VQcyYmYTJnmiKbGavDHALRBhoAYDhrtae8Gy8FDwFrTmnOPAXykrCtM6XA4RiwEOlthMM3N7YmrFejT0bOgdOUx7oJw1jrfed4w452dEQg5jg+v1UsNLw7tddhHIoMw1q3YZGEnebjjrSCmVO3Sos6HFG5UszRZtStUjkjIeIeCTiuQjBFQqRYYfM+wq57wmbdLgQgaKNrZhPH7IzuCNa2dkw62jrsyS81FAxlBbbeaPVKb52oARWl7kl1utwRWqG1hHRDSmF7+HV6L7g0fGmEw0SrjbI1onTS/5+9f42Zbd3y+rDfGM9tzqp637X2Ovt0N90Y8yEJkcEy3XRzM4kBY2xoGqNws2hjbEdAYseyJdsf0rETCSw7ThBRJEsgRKLEcgKYxrHbUlBkg8B0IycdB+NAEtNtxW44fTnn7HV5q2rO+VxHPjy19jmtQJMoUgQhtffa2qveemdVzao553jG+P9///AKhsNECYuf4/+HFjD4iZALBsOUEdLXjs2HoTHvB9qmPCIOJnau98+L8F7ao1gNSIhT53gUlIzzjYAwpLLvH2h9YQkZNxQTQ3qldKOrZ9Bo2nHi6L1iw8jXhPMORsfFMBdV+0bUQFBHrxk44RjomOcjGR3nK1UCpTvEK36dJrQ+DBPltu28r4UzDpcCmiK1N1Alns84p5ysEXpj3G5Y3+Z3zpSKRw83O8i901UIY04XtNdZcG9X6jCaC4S0MhBsb8jxMrvVHVorj86jEVohH5kaEj6dQdOUejymPzClHcF3XvYr1236HRYqcggyOq0d1HrgUE6nJ6I0ai3k/YrkSDgSGjwW5vHQ74PlnFicw0oHL1gt1O0Dx/0OlHn8+BV7FCLFC+ZX6tHox8u8EoSImCE+ED/9Ak1mN/m47Wh+R1hXVGfzRkNCvNCO948LeZyLH+/oztFax5my54NaHs0gbaAOi4nkDB2DwzKlATb3v+sNb4U2FAN8CoBQ9p2x71PvHALtUZQf20ZvUxYWQsJ7R+8es4o6xUlgiZHWGltrDFXuvUPOaGt472nMjnFoMKxxbBsuJcx7LsGjD7JN9Z6hSquZ2hr1tlPzDmHF6yysTQx1jmzQ6qDng5x32hhgFXkxWukkUdK64Jyjj0Yfg45SuhD6bH7hHLYftO2GaiNpJ+ggjUqUjjt5Sqlorzjr02LUBtv1Hdf3c7pGrdCV5IShHsHQ4KdxDwM5UPEQF9p9I+9vqXlHR8YOox15Hlch4NIJdYE2digVH0+4NWEqWNtp+4YVYXv/ZfL1hn/lcacV9R8XV9MLgPOT3/25/GKezsWlWbCU8jhPQz5uiHq8Ko6BtRuDFTOlm6M0pXd7TN4KvR0sJ4ej4m1OsMr2YYoWJePE4ePCAKJfyHlQKWhMc1xwFE5TPzOlY+Kp3dhqwVBcUkovHKXiXMaChyaoJC7JE0Igl0IbfXorHvVT75XcG+KM0QeeyBrOXJwxjgNTRV99Qu4dqcqpN44jY+UKqqwUSrsS94q6DKp087AN4nIiLoldHWhCtHG9vsfKHUFRd6I/5A7iA/V+p75kWnyNDENCxeqOOI88oCu6OAqgIeKj/nUJPX9LF+S9Dz68f4sPDufqo2gGmJ3O0ozeH7owmUU3D06tinwuVRkPGcjHAvujYcgpMOYH4ARa73hV4sNM87nU5ev0Xx8nQQL88T/+x/m+7/s+fuDP/llO64l3794iwA/90A/xAz/w/fz3/8V/kbQs/Kv/w3+F7/j2b8dG5wd/8P/An/+P/xzr+cIv+oW/kF/9q/4Bft63fzsAbXT+7X/n+/hP/9J/yp/7c3+OL//El/m53/at/LZ/5LfRW3+UdcAY/DP/9D/N7/idv5Pv/u7fwu//fb9/3t0HKUS+949+L8/Pr/jqV77ML/mv/RK+81f/an737/pd/MW/8H/mB3/wB3Gis/tuU89jMovTYYP/9R/+Q/yG3/Qb+cV/99/NX/qhv8SP/cSP843f+I186Ud/lF/w83/+nE6I8S3f8i38lS/9FfpoH9dEn3dBPvvyjxFcxPsItWO50ltHP33NLtP5jSinpyeszRF4rZ2z8yzqsDZovc6OigXoB7Uc0DsjDw7rBDFkCF49xQoxObQG6hhcfEStUUql4Tiwz3VuDiN4Rz8qx23HSp8X3wEjZ7wqrIlrBzs60gbsnZImO6G0TtkbqRvNGZgjGlgzMp3ETt12TJiFrY+ggWN0Sm1oHziMKEavhUEiKvjg5tfbu0l2qI0eBk4ipvMzL/vG6J16HHx4/44aA0nfMaywnF5zTpEUVnIfJBWOmtm6kFrHxYjJndvxnu6veAK1N0rfkLZBd2gIqO2kdcH7iGqg9gPJB0MjwTv8o3M8+keZQyXnHRkrzsnsQNaCf5gL1Vd8H6jpXFgdn+FWgXFGR0fxuLbS6xWxzuIHQSvH1ijXDimgYXb//RIwH+h9zKnK1+m6295obWrbxzGQ2lC/gk8YkfGQE7mQSc4TU8SHFet9ShYyjDKXTtI7o+6M40YbO1ZP+LAyXEGD4hVyv5LLgVOHF8U/9MPSNnR5phyZdhciDZWBu5wJp2fs/WdY28jq6G0g/eAoL2hYKHj6MKJfOa5T5l3H7JaVfAcWMg1fO74IwcCz0K2y5YOjw7oshGAMdZQMrVRcHFjNWK90EZoJzgtaDjoFjQs+eKoKVg7a/U5tDTcK92GIRvqYkwkfA9oPDps0pCaRfD+o7pgmxIdkh9bp+aD2hncQHwsnZ0IpBVpHZX6GuTX6KKQ2qOWgHDsjVC61Iy3AmLKw63HlVCPPYeGj9LCWjZ6vc6FvFZWAuIhDHguvTPUZL4Yfd6wrbngYcNQr2zBEFO89JW+w7zhOOKegjlbnlbt9+Mo8p6UFNGBOKH1AKVhQ3Dao1jFVhjdcVFxYJglOAkHPKIlNBn0Yt1vhRQ8uprh9Q0ZGW2XbNpwMQnkh2JtH99cI64k+jCCRVhq3Okf/vR+YdPqA5XyeUkcM3xs6OtUGbDvaOw2Hy3V2xSk4FSwflHThM99QDO9B6Vjb6KPim9HyTkXBL4iPtLHTEMLyxK11ci6MnvEqxBCxDjYix7aze88qgRA9aVHa9c7VZkMmWaB5j5hQbx+oL29ZV8P7hOdgPxrS7/gWKemMaMWbxwFfLYVtFLwL2BBcdKwYLi1Q5nesVhCroI4xjBDBmaOj2PqavqxQNqQMFI/lTj8y46svRDeLgmspzLOU4S86pRh5Y8hcKDuX8A58iFMDXSu0jKij5H1OIN2cFpjMEsbZMfGHt7c4Z+wuch8QvCeo4sRo5eDoV8ZYiUskqYPYyR0Wb1gzfCgk7/EiWN2xpw6S6H1igLMq+8Po3ofHiWHXDzytcV5PROilzumCOiwFKpVnn7C+EcdBGx4pd5KsKBEdAm1Q2sGHfafWyiuf0Bioo5PbnWGeNQZ6LhRrtDUhYYV6kDvI/U5zSlfjGI1uO3W70drApFKOTqwQglLLldswRBfCi2d9eqaReakNqXfaUXB+4JZv4nR+jd7e4ZwnnGetcewbLSWSGCE6rM9FTlNlPzbspVO0k6IDWTD9mygY6P/bNxVhDScW5zG3M8yxccN6nwfEsId85cGLFXkghYzxUe7BdDar6hxhfdSbMxvp9tApmz4ONvmaCsVmlT+L8Flxfi4L6b3y7//7/x6/7bf+VtaUGL3x+vlpFgW18tlnb/n+7/8z/OAP/h/5Lb/lu/mhv/SXAPgVf+8v582rV5gqv+4f/LV8/5/5fr7t537rfL5hfP+f+TP8pt/4m3DO8dO+5Zv5pb/0lwIGrTEe3QnM+LN/9s/yv/o3/g1arfzm3/Sb+Z7v+Z4HzaHxPd/zPfzAD/wAKsKXvvSj/OiXvvTQH0PrNkeyfcopJmXmIf8x49/8I3+EP/xH/jAm8Ot+3a/jj37vH+Of+G//E3Nf2yQifJQYtAdVQEXmUILpVv7qhysaF15dHG2UR1fyoH72Dj094UVwalz3Sr8VnAjNw6BSPBwvL9x6R7wnJUUMjlshAkswejSMzNE6kju5dVxwqAnbtVJt4K1x2AvNHMUHLk8LOEdX6EEpt4P92qjMTl7LHasD78BppfgI1wwUru93JAScDA4ZlFq55DqLM9E5Rk9CcY63Zacx8OmE1A5d0BAYwWMyDSu9DfbjA8N1TFbCsnByF9TPTm2XSjt2huuonHBBEa/I+ztHuZFkZdx3FhM0RWR42g7bMNp2kF1gUaNtO+zbQw7wNLvG90yRjKly2684q8TeEH+C0udswhrL6QkJEUgUEyx3rAm4QW0H7jGuzvlOPg5Cmh2pPDIeCDI78nRBhhAYOFcYS5xaz/AJdb9SS6Fsjd7jNDr1zNgarRhlu5H9gtOEWwOaPCphTmREcN7hekfGQb7vdBH85WmSD6wBHTNHL0BRju4YZIZValypty/Tys4aVvR0wpwjHwXxc4G110GXwSIvHDWDLtxvB61Db3e8d1j3HL2D9inPLHfq/UY6rywpcd9u9NHQo+JuB+nY2U2p4TzlJmOjaOPsZC5o1CHSOJpgMqcEyc9x7mWJ2CnT9jsgaKtIPTiZYDSyKTjHLgMhoOeV2t/ivcOJxw+h4jnK4HAnhizUfRC60mvhWBYGZ6Iz1A6SKBqUUnfqKIgTPJGhAyRxWhYGg6Nm+nXH14MQHcE7VBzOO7Q38pZxy6d4UaJ6vHXKsU2Mnzjs2iiuUnTgdXZcVTP0ryDB0Xchj0HZbrwvnXJ6Jl5eo+OYE0xX4HKZhVU1hg46He86vQzakQmnRE9nZO+IFxxKEqNsVworB3P6qntmNGM9nxi20/s+92UTisI4bsTgcS5xLwPpnRL81NWPxrYXTAwvFXXC+ekJZ4G+N3Rp2Jjf9/u7l0kben7CRaG2DY6dPoQgxhoKZZsm0ssSGbVhQ5AU0DGLPXpjjDl5oA/G/mhJDcP12bn0wPHygTtKU4dQGWEhMw2LzpiL5dMJpNBapt1eWDXTO9B26suNERPL82uOmuilMw5oNMp+o9WdFCPnZUG50jXg3cpoBcQo953r+0p4vaK9IShn7zhHwbxRy5VNXih+YJroPZN3CHHiGjep3FtDRiXIit523m073g9eP12Q9TU+LITRGFaxsVNrow5hPwzigpQNtwvXr74gfuBOC2NryLYRbfrGlui5v7ylHjsxXUiSKNXQBZId1HdC8ErZ9iltWs5El9nHj6CfddbgaG3SrmwYTRzL6RlnnqMbm3VcMJz3uFHo22eIBExW5OkN6h0XcSjKflwJzs9j13lijAxN2BDGUekpwaJkpkRUsqH+hK1PSJsNmWiKKzfydiPuB/u7jb1WRgxU52kxceSMtjy/B/5RbLswJ2zq6P4JHR2rB769J5yeaExkaRdFgev+gboNshVy32h6wb1s9FKxLozlhRBXxn7QeielE1hHrZCOK6NvhNMC1rG6sx3CcvkEH+b3M+qJPgSX2+ykj8Z+HJPK1gOmkfWo1GUjpgc57NjRPui2UapxbR62OYnSoIy2kcfOfgycGMOvUxpVP/yUNenf0gW52aBsV2KcozmTFT6aV2ygTI4pqnzEE4k8ZBhTaju7tkxMlSJTazoMe2h6Pzra5VGYykeNEg/94piaNz6XsdTH75WHFqzRywGPstaAn/bTvolf853/AK0VvvXb/i5ElR//8o8zbGDI1FiNj6ZA+1w64GTitz6+9M8lMg9OtH000Dz2jz708vp52974Q3/kD/PVr36VH/j+7yc4x3/1Z/9saqmzaH6YcYzHIsMehhObGvK/+Bf+Ij/8w/8Zv+Y7pwSmlsLf/jN/Jv+t3/7b+eaf9k385f/iR6ZOX+FHv/Sj/LRv+ua56HmYJuzRiT5cokpkb514XhnS6MeG7XdWB6yBUhv77S3LCKxromRhG8JedrodHHRee0+5XzHzbEROlxPOD1IyShFejkFpmdIqUhzaBx/uG7LDMhTts1gfIhxvFnCR0AfeBeiDIpE3n36Kc0bgTtk2XIgc769chxJbZtVByRnJYNKnltol9iUS0opoJ/LQmOc6u4Jq+FNEbcDIlBKQHonBM6hoLvTRSHHQ+pcpHzrt6tHkJ8bVKcEFxAYuFNhgjEy+foaESIsQlsZlacRzJO+F/f6e/dr5sBd2Va7pDFbwoqCeowgOwaUVoqfWihBZ4hOhK5Yc+Ejrmb536mjEs0PG4NQVLQU1GKdl0ktqo5dGbULPlRArPSu5K93KQyvt8GHBpKCu0Y5Ga4JPT5NuUJW+DxAjBk9IK1Z2sgefIqYvmAzGaIySJ6++dwxD1SHBE/zU67ejMwRG3cntTvCBERZEElt5h9kgZ89xdIoVQhCO25Q1BD/QbWezgaPjuzBqo1Om7p5jdgjjguFYnE0SSXfkcTAsIyRifMWeC/l6p5TKuFyYhgNHrgW93gnS2GROpj69fErdM3ttZBy+bgxr1G50iZzWJ7yvPK0Xsq4PD4ywvP4UM49apexvuQ+bx9qrFXXzPSjGaDtrAM0bzjJuOXH0gI4Z6JFlsG036r1QKYS+4LxSO+S946UxdHojRBJLPLO6iPVGaYPbh6lNH+JIR8b1Nokv3VAHa3qiHjfu+Qa2kUKkOQFTah9w3PD7XDhpSlOHL4F0P2h1Y5eCRUHilI6cdLD1ynbsdHuPCVPbjKcdHwj3zMlFutcpsZHIdlRuL1e2PbA8RaI/0Y8XdJmG2TtpIthQrHei2+n5HbcxC17tG86d6WHhlidlSJ0wekW6oD7gu8NpJIhyase8sDMY20b/7KsMZgdSL88451j8AhfPc1pYvVDuV1rLhJQo4lF1LOo48o39+CpjU+iG92fk+XkuJu474gyWRO13+uioPWMoPkZ8emZ4xUbGLQs9N/TlHXocpOcvzG31zslBWAJNK9fbleO4T6KSgE8r/Xbjdq0QlNDfE8+vGXvB8k6zzJIroSuuK54T9Iyp4dI3cGYwbJBrwa4HWgvLupC5Uaj45DCFZoNig2oe3e+0drDKe0bsdHOYvCKZkHslO6H0hibHEhYEIy0Oc2PKahhUr7QoWDcijRQKTjzdEt0V0slTRDnaoD+Mq/uxIx3MBdqqjLiQ0gUtN0IUNnnDyAMfz3S7sm83lIQfgt4rqMe7CAqiC7XtlJI5l6+QonAwKCUQ+o45j19Xolzo8oTd39O3r+DiieyFRResDFxo2NL5cH/Be49fPEFAm2Di0TYRoNc2kP2OuGVKRX3EuQL1xqg7gTiJVuZxusxz6mHIVpDS6OqogGuZXjK3Zgzf8e7OkHewrGR7RUKQo00FQnI4DTgGuRq5FNRPUhF2zEX9KPTy8ASI43a94zBcTIgJGh11ZI6XjWXvOAG049wZR+RJA3Y5TY16aTgGrhvCpGDpc8SnMy132F+I48pAKMuF3ip3BEufMmzQvcOrMB6GW6GgcrCkFW+Rvivv9kLS/7+p8695q63yrlw5mkcQwkdzDY9V4ecoooeYXJgorK/JrT83fX5E8H1ELtmjW27KlG8wu7z6UUH+eJz7XGM+JSEf9ZHaB7/87/mv8y//q/8jfsOv/3Wcz2fev/vAF77whl/7a76TP/Mf/Bl++S/7ZfzQD/8wpRS+8OkXMIw/8Sf+BF/57KuclsT3/bv/Lr//9/++r5kxDX7J3/1L+IP/sz/IP/zd381PfPkn+NN/+k/zm37jb3h0+T2KogK/+Bf9Iv7Yv/Vv8Vu++7fwh//NP/L5Pvvw8oFv+IYvEmPkT/2pP8WP/MiPICo8n5+53W54N0kTcwGjfCz6ZQh/9Hu/l3/he/57/PP//D/3WAAIf8fP+dn853/5v+BXfeev5h/7x/5x/sl/6p/kyz/+Y/zwf/bD/ILv+Fa8GNN99TWp0Df7Mx+kcb3eqNmT4kIejrE3PAfltnF/eU/vxk0SIUb66NT8oMJchNA7lY7FNEfWQ3h7BL5aGkMEp3PE36ywLEqkcTBgkUmsiCeiWwiq5PtGP4y9VxyOi3SO3uhykHwjqNGPHVon9BU7Nsp+p7djut2RufDzkeAjwTXMNdzqOMWAL4Nhk/KRTZFWOL17B1Kp1rDq6QSqbxx1nqSCS3ziVigLoxw4D5FBaweuO9LJQ1XIB60WbNtxY5BeP01ne3mF2wWxndWmzCeIYGFQ1BNXZWuBYpO3zK0AhowFKYbUjDRPlUS0jrozSSJK5La95XrfkHcbhuHU03tDTDj2uUD2Cl7Bece4LIQl4Du45rAhtL1gwWhjXqy2PtiPDdpgOXdUHUUcYTC72QoUATtNHjOzEFcfGPFMzQd+9IcJrVN7pwuklFA9w+JQu2E+UUsnt4BDaePKKB2iYcHNYJviqS1wVOixMJqhd5vEGlGceswJ4gaqgcMCwRnruuDSK3wQRsncyvSgyDiID6qC1UBHiOmEhif6KIg0pMxFqAZluIL1K203Wm8g0HRw3DN7GzhtRDZav7NEh44rtc8JnheH1Su9RwiOMjJHuZPtwOcry4ic4vmBizJqHRzbQWhXWt/ZuxIFLquj5TtWZ3Oh+wS4aegdjVJ20mg8PZ0mRaR4jv2GLhHP4LZ9hvVCWleCv7C1udAPudJJtHrg96+wlxuuHLwqg9Nyml5167jjHYaiGkmxMDyM4dkLdO9Qn7CQEKeoP+O9EkbgNHaeKKzDGOYwPTO6sX/4vxOSUi5v0JCoutAkYGcj1yvOG0mULkL3AT8E04btHziFlVEHR8mUY4PW0JMjuIGGM7okTB3RVVIfuN4Z/Y4dGylNmouZwkj4XgGdZLlV6aPRyoOgUxqkheO4Yr0ysuCbJ4zCGiPxkmhDuX6403slLgMVh8kFaR+IOvBlLkiObUOjTqmWHVg7GCiDwJA4pSOP5k1iIYhnjMJIQrl/wEabdA4m3pFgHPt7egvostL1zLBnqgyKDxjCu+tGLDcUxepOqzs2BP/0iiaeFgPOoOQ72+0to4EfBReEuGWwiAsrC6A+4HD0Hmi3iuvKakqvla0LY0lonbx5ebfj9SAmT2bDTHl1OROD5yiF/PIWw5Naw2Rh9IEDYt84xo2zJkpTWhee/c6r9ZnDFKKnLW8gPfHusx/luF9Z/JneYRuV2Gdt4F3gqAP6C9Ya4UnR9Ux0SqyNQeBuiRyn0TZ4xxESt3Lner/xOlw4y2AgfMKFRqBwZpUIOLZtR6Xg6ZSHwTAgU1qZb7hWIUPd2qPgVzimt4p4mqbwZqANyV9FfGCIh/1K48C7EyEAsbMuKy5EtuuGG0aLAxcXQlpwozGG8eElUwzWZbC//zJtQM+DhkODISbYPbOPO3UMet2w9p4FgXHQLUI6EUdiWJvfywKXnrmkgV9WmjV8Wsg9InYh+jNnG3TXiKdn4vKKS4wUN2VAez8oZeOVBNbliR5OLBdFzbF1oayJfVRGF7CNa+m49EzyitmNAEiXSX5zwsDT7Q3enVhDYD8Kt92z/3VCxv+WLsgFQ8vO8E+IdUa5ocvKpBHPrvAskAcm+pBzTFmJCYh9tNNN6ocx+VTDBmb9c3TYVLvM0r0/utXKJGJ87ErBQ8L+4FwOE37F3/sr+PP/yV/g7/llfx8hRv7+v/9X8i/97t/NP/qP/zf5Hb/zd/JtP+/nE2PkD/6BP4AOQQZ8x7d/O9/9D/82vvSlL/EP/eZ/iJ/3837eAz8n2Gh813f+Kv7kn/oT/F3f9q38bT/9p/Pzf/53MBcQ8Lt+1+/i27/92/mu7/oufu/v/T381n/kH+V//Ht+D9/1XbOj3U34h37zb+E3/Pr/Bt/+Hd/Bt33bt/GzftbPQkT5whc/5Rf9wl/Mz/2538qv/JV/H//qv/KvzIPlI68P+KPf+0f5d/43//ZknM5dya/9td/F937vH+Of/ef+WX79b/j1fMd3/Hy89/ze/8nvAad0a4BOXboZ2CB/9hVMPbp3qsJwV5xztDxHj6N0jtzp0nAyx7jiICwRaweudbxF1AshGHLdGbmyZU8ZwujgwpWQzpyDZ2XFh0QUIS6C104Rx3p6M42X+wlKnjrCoLjRsQ837CgzSOa6ccuFe4VzE9p2p8rg8MLLciZKJAqEp4DowstxZfQPhPudH3/faUfB42fC47rggA+2ob0zeqDXD9RjFvGEBVKktoH7cGU/Bi+9sZwiX4jPiCxwVDoHKhHfOqVWRqmYU/ajsdeOpmd0fYVf/IPfvaMD/HEQ6uAZI7ZBBcLikBHo3XAhQHAYG6zrJAqg7PvOll9wqlTrxHVOo6p1biKYTvOjd8LptCAu8JRW0lD6/hkWPMdoFL9TcqHcXqilsJfMcCviwbcKDfx6opK4Mz8THZUQIkEGwQzvHZqgHO8w3qGyMroSwsLp6QRDyMc+IQteUVem7ni8w70oWzFGXFCXiFERH0mqHPsN2zPBGjoGl2WQnp4m6apPVCAoGl/jl4WjHYzhyL2QnLGYo91uHBi9H1zLIETP0xI5jplKt+2ZPhZWWxnlzugDsUKkEGyljRNjXOfvbzsvpeHXJ4IUyJNmgxeKF7ZSaO+NrDeGTSQeqlh24AIuJaJfcDlhLZPzB/Za2c7PNAKNGdXdEbxUmindJ9bLiduRud2uxJwRdjQ9cenQujBcxI/I2Se4T/Rg00A1Rz0gBk/0bxgus7qBd0aWudDvvTEk0mrlvn/gXf6MkyqjvWPbOqnrlECZIeEJVWDseBrepUmdcYpL52lMWwNSHaNliJGbU65NOAkEbyiZkg9uLfI+JbycWVioBqlnTgFevzkj1lkXj5qRCWztTt/u1FuhyQe8CsWEdIl4OUPUSS/xARM/mzEol7QQuqHhibGCLBErV5QKTrC2oJbw0WM+kpaFVg+2929p1klB8LXTjkFtnneLEeMJl05cq2evnQ85E3Yh9SnxMTFMIomIdGErcNKI40yzhvAK1UyiMixw5IO6ZxqC9YyFiumC84Hb6PT7e9pRqaZsR8FKxsfZTReFU3xGXKbJBwINH56QuOBbpD+ILRZeUTnhREjrK4J6BjPGvg6hDmG0HcOIEhlRqergCFMr2pWzOXJtfPbygoxAiie8T9y6537d8EtkSJxGOxloHYi7Y6PR3n4grpHWmMW4C3NRZ+9wY7AuJzJC7Z6vbpV6FKQdXKJQmUQgjYNzWCnHe55cJ8WZGRFPkWcF5+b5ew2REaD5C85dGF1xoeMB8Y0shTA6+EjcAr57mlZKEgoR7y+zGPQ73q+ICUMXDjMiQrx8kd0K8fVK6I0tv6cxKFIY7Y60glqbtKfoHmmt94kZHFMeJPGCSMO29/Ay5U2DCquf9c59QhZqU5pmugmn58CyXkhxIfmE5ffkZjNEaS8ME06nZ/o4yPXg/v4Dfk+sT28eDP9Ot4KGQXRz2rp9+UbPDXLkQLFTABfZbg3ps+m0uCe0QqtGlE5MDXWTSV/KgeVEbXfq9QO6eOylYjmz3a403fCffELumYqAE47RoG2YGQdGceDV8fS8s6Yz1g9C6Gz7IMmKj9O/UzYjxMI9Qu6DrxyV+HXs+b9qTfr/Tmzy/6/dfs7P/jvs3/w3/nUED7h5gVHjv/Sz/isfe+IwBvJAno0xQOWB+5uO8dHHw8c5dU8f96bINPkNfTCj7SNiSL62XVE+FqvycD+Km4ZIPt/Oo9MsDzyXzUcLj////PMbiBjwtddgNl/3u7dv+cW/+Jfwf/u//l8+L/6ndt0eceUPCP/jdZtNmc6k4yofGRTdHouYr3t96hT5GJz0eDkzopbPX5c+ZD2fv1dR+uj08fns4fH4h1zGPmLAHvsdw9mkifzQD/8Q9x/7L6bJRSf2TmygYZoThyoiA+8KLRpBHcmtSAgMcbMg6RXnnvHxwiUlXFdoldoH78eA2qj5zllXzqtyrQdtCNQ53fCXQE9KiCs0pRwTexmcsNeM5UYtHelGWIABGeGz63sER+c+x9LlYPcra0gE7awnR2+NA9B6kPAgDdOOxyY68XLi5C90FCwS8x1njaNmRAOLOnKumHP0XMnVuO8GwXNeE70KY9tpAZxf0DGQ5KY7HICF2IXTm2+YOloxRI1cK62X6dbfK994DpRcSSLE+AhIIU7uby/U1vApsqyBIoltO2jbTggOtHJKC6rK1jt7nigqTBh+wS+JQwLOBaI4tnKnjkpphdg34qOTW/Fsx45DiMGxOKW02Zm7uxPO5jFRLDNEkd7QIbglsmpD+53zacXHV1ArxXVCnAlvoxbau4OuYWoPR+fsjXy/kQtYPOPFIXS8nIhppbeD2CvRd9QN0mXFpxMMjwadkiEboAuKsR+V26Ecpc59f3/B9UwMYKZUH1kjk4aSQUzJbad2oREI0ab20QynirfMhyNPg7MPONo0m6bXrF4JrTC8kM8XVDpUIUlkUeV2e0/fN2w07vuNJhW3BBafpqbUBk1nZ/vuV5zz+JAIYWFdFGtG8Q5dF4II3gdqzqSxo9ZRfyEeBeltbmsocjlRmSvz1a2MNriXiqjhnREl0W1jz5U8lEU95gWLC3UrlH2ntEYIC5GO648JgSxEVbyPE1FWMtLvCODDSlsvDHE4dTgfURlwXFFXeHu9UW0QxDGo9D5wKEEW3OULdPEM1wgMVtc5e0+XSJNMOCvKoI2M6KAeje2zg3Ra0BDIR8eJ0t2JTRTbD0YxnCllTFxi9IIeGxJOiPPTuA5omOFZmhsyAhoF5yLOTfmMtZ3mG7g09fXm6JpwS6BZozUYKOI71/KWugnDOU6uMcqN3u/QJ2c/H40oSgxKiAr+ierOYIoOIUpDFLwTat2oD96/czMkp9VOLkJ1gVILvsOrkxDGNCGfnBLjCmFh1EprHtOVdD4hklE6kozSxjzvOsXaQukZ3waegjKgFkZcyGmdlJg+0yyDCANHc8YQz9utEX0grB2vRq/Q9oyq4IPnk8srmotkg1HfkfIGt+1BM2q45YmBh9VwYnhTJJ3Y9h36gVd7pHUKTeZnpQbBPeHVcT92+qiE9RlRh0sQopIkUnqb2NURsD5ImtCqM3k1KhYcXpX9+EBX5UmewCqHNQQht0z2Si6FUjOfrp9wGgriETfPO8TI2+uOGw0lM6QxrIEVgiheGuyFGAPp9RskLvScud1+HPFC8E8Ev6LAfS/UIhMW7zpmQnxMzEZtSJtkFDFD6ITV49MKPrB9eMfWBn2r6FaJYb5n85l7F7a376jiCK+fsWEog05G1ZFcJI2Vo2yoDzyHOYE8pGLq6fnAD3g+w3J5RdwB26ehs3fu1uljUFuluwXTZ6J1gs5GV70b1+091Xbi6Ty7hX2wLMaHcZu1iJ+qh9GNFC8szqPnZ5wE7vcXJDrWEQnD6F3oZUMDaHQMDYw8OJ0D3/oLfuF/ZGbf/lerSf+W7pB34GrzArakJ0pUlloevGf5PPzE3Ox8i5syFpHJ3jamYH/qtIFHsTo1zzMNTEwfX875MCc6u1AqDzILj8J3Frezxn4E96j+pG0LUw8nj8L8c6MjX6O8CNOU+ZHt+6M/8WN856/+Lv6Zf/qfmtt0D95pHxMJNT5iFx/PPR5x2I+Agc+Xa/IIltDH+5fJ2x59LirGY7/Io5P1cbEgCCZzytAfSaeP0v3hIpfH653bEb62kHCP5/qYHGjMaUJZEriF5WnlJIGn0UBXjMm5NgQXhdx3Wq207YZfFlz0HGWjjjLDDOqPUwTW5YSufiKaikFtpNoIcafVExGoH97TblNn7J4mHqnRKKVx5GloVTOyCiMITj0xNMq1YT6i68o3PhvdHQyMFByyN4RCVEeITzO50q9kAQlPOBfAhOY7uR5zIVQHdGYSnGXEOk0cZXmmHpOQ4o+CnU6oP7PESLgouxmHKjUIDEP9NOakeCKmBDrRdr1ltDtGzVw/+zGawCgFV66oGK5UrBvZLtRmuBShNri/cN93GEpQwzslt0jZDOuesES8drw7kfvBXo3gFzYrqEyTXFdP9J37Uci9IG4AhTz67Fr1hi6e09MZ6VMrf06NM4J3ieYVFxwXjFSVL6xngnZai+x5hqYUOxhlZ1hjV/jKuw+oZdI4QPP8Hj1IC31rhH6bCLi4cJQBXbGxsFgitI1xFKzeyG6eqCUZeXS8RPa9QnuLJocPUzZlJZP7NOWZBooL6JiF0LDO7cFDF79Q6mOKZgFTT7FGXZ7odtBaYV9XcJfJa847bJXeGyE50uVM7ZMS4OuN62FIHwTrcH2h08lu4TOXWENiwWgGtRmlzYs2jcnFt4yrd4bzwOAsB1EXkg78uDM+7DNtT1fSERHanBowOGkiDoVRGKFj55kA2HKmjsEgIDrZz9YbyRovx8HJefaxce95dilNCCEhVZGt4A36KDz7hRSe5kLQGjo8nAI2jNoq7bYxSkdlRWKiHxUlg48gsOWdlu9gjcWBH4G1ufl9UpvkEAx8nwsz61AnOecujhqB0RhNSC/g3QyOGuIwgUQj4SYRs1yxI+PsHYFZKM0Gxs5iA9cG0jp3M2IquA5lDA4fkOGow6HeiDFio6MCi83riMYL1RkSdJKc2mN6m4+Js5M5xT25iPMKrzo1Qx8rTQ3WBGOntkB1la6d4pfZqBkHvWyMLI8EXZvSJhWIUMWDdNo+GczWyuRwR8cnSwQL1GOSlnJrvNgAf2E9J8pjotnN4W6B7AMExdQQFL8k0IATP5GoTojxhDFQi7jcaWJYhFEH5EnPchroFbwXnn2ij8apwhICwxvZFXwf1DanbVEi0Sdy6ciImASMSKDgW+V9OSh5koBKb9ODVRteK2HxqPfs/TZpIzjEwOf3j4yHSHQXWlnIe6E78B6eFkfUxAhGCpFeXiix0Z0gaQZFqXW8Xzkfl5l5cPqABKHumTIC0hXZD3xpjFQ4thesefrIhLhgUbHboOfGqAfhFFnOr1E9UXPGBQcqHC9v2XIhHFeUjVIr96PAovi4E3WA99yPhnXBL8oc8M+02HQJaHTke2WURjiMl+NgXA2R9zNNuBY6Aa8eH5UXdWz7DOFzKRE+/SKaC6XOAK7gIs4isTu0Crnf6aq405m6LoxhRK20fCC1cl4vmIfjPs+DXXb20pDwPNGXI0/zbG2MMCWLL9ttGvm1ks93tFVSnCCGmTdwcJLKRRaUzkGitE4bV6wZlCtdpra+5pnhoMPhEWIQ1vMFUWNIRYNQf2rq4d9YBbmI/M+BXwN82cx+zl/l5wL8T4FfDWzAP2pm/6fHz34b8C88Hvovmdn/8q/7hKOT6ltac0QZxHCmM2ORH31bRIzeJ5d8lsfjUZROa6TxSOIT5gkbffz5WmGM6DTePP7omE7wj383mxSWj7rqj1HjYp+Xrp9TSOwhXp/F99d3ou2R9eM+f32ixs/45r+N/+TP/8ePCnnSYuyxna+P+fnYp+/2wDwikwzz+c+mvEZEJ8JwTK/ozLITBn3yOUX4i3/hL/Dbf8dv/0m7OqXEn/yTfxLk64v8+b6w8ejBP2LixyzknZtdehsPTosZzuCTT14xhuLyzpo6zimlfnWugWqhd4d5BYnc7wUveRISVk+sO2J1HiBE+r5zO3b2zxplOTFsTISRNY68keoOzCAUXQQ1Zdt26oNSMmLEVpknLBznxc+ENJuMb3cEfAwsUShWGT6ScIQY0DXROtSy0/Yfp9vA1lcM7xjeAQN3HPT7DXRF0oXGgL6TaLjoKA7cgC+MwvAFHZXli08zOVAaFhYCEHR2mt7uGTst9GMmgmroxHpHtRN84PCVbgfbcUdaY8XReqP3O+YTR0rgT3zGQWag7cBXmWQRl3EeAp0QV3bz9A5j7FwGxMsX0UXYilGtgTtoVJLTOYKXSbdxdvDsDKSx7y/ogCWtvN9vbNlxtEzugy7wHJS7B5GM6OyM2vWOQ7iXA7FBN8dQaF4ZPdKAPDZyrtyqxwWluIWTS6idKLUBniU9TNBrBEm8lIGGxnKCdtyI8YSsr8E5Ws+YDHYypXdcU6Q7XFxpYXLTGTNFtYyBP70heUfQwNkbIXqyDXp8RQZyOSZZQAKxjym7EMH1yUEOo2NbxmyjG9jIcyG6fowIrzgGp9BRGnWbRejNjG22VKmSufXGaRtEYPhIXM+49QKtUlToMtCYcKYcOSFl4EZ8EKkc4t2kkZRC6Z46mXS4xR5JmxXdMzY2xvIE2UhO5jRkH9SWKdwYAktcUe9xFfYyQBUnfqa+OiXpHEvLgGplSiXcoCnE1aMXh486efQIOpTmPT0txHjG1DO2Ozp2RruiJnhrtGjsGhnhgvRB64qoIwRHeqAW21FoVvEY6oTujWxGif6R4yA0HCd3YohQPgYSxYhLM958TW9ox0axHS0FGdO06iQRTIjMxM2nAk11JoU6N6U1SRi20GhEdZQ+GArqItEH/IBe6zSWMXBrRBq0Y54fayzgDVXjMl7hfEDE2Lede48EnvDnL9JL5H7/wGiF0/qGgqBjw7OjTqnCNMwyCRhpmamyZkKLHqud0naK3ggaSJbYxs42jO6EsXxCy5UonnQ4xlAUx9CBdhBzrAYuep7Orya72YxmnjaUXBuhOlA/EZatk3xgDReCg5w61jJOlTfOE6RzKx3TyhfPZ0JwM+NjfY2hXMvB7XafE16rPGlEY4RXgWs1brd32Gb0OlidEuNAvINRZmMHKO93bnh6Hbz2nhQv9L7TBXoKOPyEHoxK6J1eG+aF27bjvHAWJaRlhjg1hznP2HdK23m/3XhRobc5eXaHoN4jzeFbR2QGZ1VRLA+yvWV6QCtyJHQfyDAWD0k8aSirNzKFo91ox/T+7PcPlFbxYgwTugqNQn5bqD4S3QzQ6x3SsnLW54cbzrGPRvngufed2htudGidzYScC6HvSO0EEzQ9QfD484kuSl4H/Yg8V+UTVUwSTXbUPMvlBOtlNjXVuLUZEhRUsdsd1yshTeJSf/VM957j9oEQInYWuq2MUlhcw6eECw6xyPH+Jxj5A+KZ9YPfyC7g3HlKoWybdU6DIc+kkDj7E4NBCCdsf4fsL5S9YXTEF9584RvobWdYoRNZ1BHOZ8LTM9frgZRBG4Ocv8aM/6vd/oYqyIH/BfCvAf/6X+Pnvwr4Lz/+/ALg9wG/QETeAP8D4NuZNe5/JCLfZ2bvfqonk94Z90YNoNvbOVK9PCO9YjJP6tiMTBZ5sMfHQEbD5GPAjzIeBemkXvRHIfugswDCvEjBlH2Mz0OCmC9XBIY+UlW/vvstD6kKjwL/64gnZlNioo9QIZNHdT9f13hIZOSjKOSjBORjppwIH7PQRD4uKB6m0+lNeCSefSScCO5BUjGbeqxh/fMFx+NFIcDf+Xf+Hfzv/8M/Oykxj27+fGmTQDNsXtQ+Tg0MexhaH3egn3f4YUpchAEyZwHqN1LekW3jvjs2N9O9tvIIVeCEiqJ6YaRETW/w+wcoILYy3IURwoxpfx6odJa24Xqh+I7nIAzjEtN0nTPYh3CNgbSClk4PcwF0jg7vDd+FXKEeG5HM8GB+pa9Cd4PO5DjrGJyih/0+zWXhQjpFGl+BOhj1BfY7URzOrYwBvhWGzolNUIdh9HqfSZfqkKMRVdjVMeLCOEfk/p7eD/pxpXWjCFBvpLHjxNGG0CQgbaVno8dE15XehdWdOL16nie8UyLXqYWv65nuAreHnpnWGPs2zY0+wXnlaMJed8RNo5Z6oWjkKo2VHdvqJJm4BNZow9iko2VipvSo6OgI4E6B0QrBBQie5YtfJI6Ad4GnLvP71z1Z5qjYqRDiIFxWhhl3ZsR1tIATIZgyyh0byrNFfDG+KYGlSMbjg6dLp779jOYDizux22CvFQud5jqLdJ6SsGtn9yusK0s8IbUQUYxKG1N3quqQkjkj7M7x9OoZA0o+cDFQ7jesVqoIR5gR5GFU6IXRN0rLvOiKb4N1zAWFRIevjkCgjYGrHbrRNUH0U5efB4c4fOg4d8KCx58TbXgik5NtTam9cTJjaRtQcX7ug+ovlNa473lOy1xg1UQ8g7UyTakSp4RvTYyLwjBcKyz5mMdq8BQ873pG4oqiVFV0GE+n+Z1HBMmdk3sENvk0u8rVoR/DV3zE1Uc66P4O56ct/lqFYQ8dOxXVQEgeGUZSMDGCj+x+wavh1dPNWNMzEk50a6hbkXtmUeU8PPZoSDR7pJq6wqDiiFyenum1IQbBGTXfuYxOj4FbqWwBtCuHdAzHSAlpGbVO1sBpnf6Ieo6IRU6j4/Z9mkoRfIp4N/Xsuje2MbGK0gYSHEsI5DHIfnCOgcVHrtuNl33j1gvn84rThdoa0hvn5CArrj+mkzIeqaBzkShZsK2g5jjFBd89sXlSOvEJio6KW87sW2EMIZwjITjW8xlrO6oGzRFHhTGwkKaWWYVaCtne0FohOU8tz3Qq3QdQpfXMkMBA0W6YGHsf+Gvlk/WEdwEnkeXNE61XSt2wsXAcnScHaZ0yo69gNDlwtTyOAXs0tRI1Vw47cNJw7QA/2PczvQqaMy5MJv65FOJeqB4szAlDNU9rNl9b8eASMgrLEmdCqAoy7oTFc5gwXq6c/RNuXUi247iTFiHJ1KaLFFzyHL0R10gunXe3TM0HWx685AN3OtFDQpgIV3WG9IaTucgyf6KLoS4SDFzfqQhqg1xhtMbBDWuVgcObEsKgHfMafKtwF7B3X8Z99iO482nuqyp4t2IWYDljroKcaG0w7MZTuzHcE8viGWOnWOH56RVrnNz6UTLIRq43LnhiWgnFqKIc3lNyx/tXaChI3cn1StWdUz5IT2eKDQqNZwqyzSneEh2FRL8qvjaIE+sbLBLclWrv6b0SJCImtG7Tq5Qz3DaONRBYMTNy6SyXiUJ15hANhPSKIRXvBl1X2sgk74nxG2cw3Liha+JShZ4bXWE0o5rg1SHrE+PpE3rOSH43v1/93VQHuEiVQUXRVojXHSuF0Bytlgf16a99+xuqIDez/0BEfuZP8ZB/EPjXbQrf/0MReS0iPw34pcC/Z2ZvAUTk3wP+AeAP/VTP53zg+fW3kOWK71cWufKiT5g0BNDhHgX5RLvN1MlHpt/HalI+Elcc8tBvi42vKzZnL0HUz3S60R6Gxo/q6anRnl3gj5pqm0WuDayPB/Bwdqc/SsbNxpSJjHmBUpHPu88zTNQ+D+YR7EEgnJrwz+XcD0Ope/hKx5gda3Wz5z3mvODzAl2ER/Etj3/H51jEj1KX0ad+TGVq4lVkdiTkIddh/p4MeSRo8ogIf1T6H4tya9Nkhj3wi7OzrwKvsmJ4OL9GTiAOfHiN2ya/+nI6Y0MpR6aMRlzO1CpoWHExYQ/TeNVIH9Co9KtAjyRnrG4DU0wvFDzeLeg58+acOHnHODb0+cIaT4ya8b3jzOj3O/X+ARMlXhJdPJhHJMIpsuVGyTt7vRFd4BLPMyXMK5+++dvRbmz3g+PeMBdwS5gXgrFTjkbP4EJgeEdlYRsDFaXsP0ZNT4T1xBIjnkBLb3BecFqp204bnfB0QkkEFxmt4MUoBPZ7Q7XhgmLBSCj1fkDe0XbQvcfFhYXwCEACc8JT8Jwvn5BipFhHx+DWYd8FG4GnGBAPH2qn9gp+poDSB3HMxDY1gb3TDpnJcT5R94zrO37sjDEnGSqRxcHFG7Zv5DZwJqhbkGVhtEypO0ULWAUbDBnk5mje47zR44pvwkkW0pqQFUIbqIc2hGrQh1KDw50Mc5VoM7XUNDPUIeJRCkGgOUfuN458IOpZ4soYQj0yKo2mDp+UEwtv3MqqC1064+QmHvX8KfnYuNMxEcTtYBB0JfgTy7MxFs92u9NHY0RDkiPr7JSHXHkKcRItTBEXkNbRPtnZtx754N+gJpy88ToYTqD3R7iLi1PDfwTEu7m4FyPaPJOltXNWT3LPeGuo9+ReHkhVYbSDYZNINIInnlZEOn3fOe4zfa94h/ZCsEYwWIIn6MIpXMCMp1VZTxdav3M9XjhKZeiZJx9Ykp+dXx+wWsDi7LprxOlBKwdnCdSjTYNhHXQ34HRhCRfeHR/oXWnFptRrFKzc6ZJpdhDja5J/Iq5COyUUzyUEluBxNhj5zlFv7Pc73eZnU63inEPToO87Zd9R8bw5JU7eU4/KsMJ6Wlk10XWaAU0bvXbO1nn2J4JfWF4/z20OKC4RYnqk5Db6sc9ikowAF+coLXHrg2QQd3jTE6tXsoHcG7IIozSO7eC9ZGSvlOOgekAFbwNGI6UzyAyoiydPOwZhwCg33LizOI84MDbCMiB60unE89NrVBz1wwfwQjOgdkbNdNepfgcCMUGKiV0jiif0Wcg4mZ6FUW/seHI3cs1sdSM4WFdl65WWM62Du79lSMGc4XRBRoKk7LKRrXCEzuiZ4AvbmNeNeuyMDquf5zJGQHwHlyi5sZSCy+9IAdziwUGNFVyi9knCGQfQDDcOUhBseaJ0Yx9KOzK1VUaZ4TNNobbC69SR5US/F0ZQ7rJwcuBs0B4M90HFtcLJd1aXObmDIcadgfjBPnaGZQrQRqSHM2cWnhaH+bmA6Q1wyuEG274THlP4YY29Vi7rM+IDxqCrUHthyzuyV2orSDkIbeDvF5YlIjBpOLqyJGXcDhob9EGwHdcbISRab7yUGzY2qhvouCDbDRmzKedDwPkzXYyuDUuRACy64p1MPHC8zMWvKs9eUGlsvWD+oLlEjA78mKpMGeS+Tx+MM3w1Rmssy+ASPT5ecOfXyGhs2w07Mqdg2JtncnjDIDJEWU5vkBXutaJmqCRKeo2eHbdSJl7WGp1MMMdZoNsJcmB4T3x9IsZIq0a531gc3GugmPDqcoHTJ3C90/tAa8OlSLY+8bJjMG77DBgzYaibmv6f4vY3VEH+/8LtW4C//HV//yuP+/5a9/8/3UTkdwC/A+Bn/Iyfzqtv+mby/UZrVzKKNc+7l53Xz6+mrORBRRkDZs9cZuE9hHnPlLhMRrkgJjA+mhe/pu8e8CCxPOpO42Gc5KHffvy+MlfVNovj+WyP57WP8pFpXkQm8/Jzzbno1Px97MI/hDLzn/l89rHwHfYwcBqdh+acj912MNH5+48u9+NZgcek4KEFFyeP4r99HpQERpuV9sfG++ddeBHDM8dM2OyOCOCYDvS5r8fct/r1BlHh/Ycr3jriI9U1ypoJ6Qk33xrP5xNpORNOyn2/U/oLn2gh+Z3uBqKDGAy8J983juZovcJodO+QJVH9mKEEFuhNaY+UT+cUvx+TaFEzyTnEPsGy0m2Qe8FypMonGI5qrxlWZwx3rcjVEzE4CqN17i5ya50td5x4TougI1J2h9dJOyh7ozXjrZ1gHARxpPSEjwmfHK8x9lLYlwOVTs07R97oLwtDIkEVESOGT/DiOD29IqUTRxXC/WC/foXWZ1z2czPcgOsYvIwbY9+xklFbkbByGnB0gRDYKwQTmvcUcVy6oijLopxb4+QuHNXhe8Tu73njhLMFYJJtfEoMVWrp1C2joaBLJF2e8eszPXf2+w165na7M7bCk6xYWqE1ijrOl05yQreM6YGL4CxQ3TPWjWLCkMaWJ8bzY5IqMTBknVpVr2jNPMfIsq6IDWo19Bu/kXVxmBhOBvf9PcFHDM9Xt4JK4xlPWFZ2q5Q+cM6TR6O2yheeP8WFxDGOhyHxoDpjr+9wAnE54cqVqA5/VtYxcCpgF2oRbHiGV1wKGIUXZzTXWZkG6ut+m4vkFCgSSeuC9or3gUWfETrHduXcjeBn11iccA4LgpsMYJVJthiN5QxJldE6W7uhVmeomY+EmECnFExonGIihRUZHWeJMAZ5dN6NTg0dE4+lV/h48Bw833JeCaeV0Rrvjkw7Mr422vZIxm1tHqttxmG7EPDDI0flyI+FVUgs3uPP08z84f2deszUYB+e8G6AVFSMY2R6hBYqjAh9o3ulmeGdp2rjKJ49J3RkXp2fiL2TamWzwgxmDiSFEKB2T3UHKSY+PX+Ba9mxMdPrS1poeeOywHnRmR56KdyOnV5fONJCdAknCecWnEsMEepjgmoNeu7UUhiW2f2Kj57aCu3+Du8bcZnnxdo3rm8/o+uZIsa73IjrivnAUsrELG4dHhLKY1RU4fL6hAVlEaNZw1rldVDWEEHmAq0+RYzwWLNUjB004pbA6A0cUB126+S8Y62gPlA/XlPDeZKC9oIMGD5M06c1aA5EkcVxdulxPfGc10/Q2pHylhhWVCtWK0WNHIyjDjwHtIyzhmiYkwe/4JYzqws4v2LvbKY72oBq9Oi4904VI54S0UV67+QBooXkO+1WKTZICVw8I03I+SPUQVlDwzuhNEXTa+J55d264xRkNLQOwsVxihG3XBj5xDlErq0TzE3DKtP30cXNqXkp9OaIUihuZXm1sNprrAupGpjy5nKBlPhwNLQV7kNQDYhd0aGMcjDGYBdhlGkOX05xFozlYIxIcAnCM6/X6QkqfdBLgVvFaZ+TrG0HPKwJKdep+dcVt5xo5aDWTAyBcD6zWEN9oqmD4uh7Qk0ZudFHfUiOINeDSqXJB5KViU9eVqIuxCViizBGBB2YeLbjIEbHWE6odxQdKA7nZuDQUziTy53ijHsd6H6fuTC28BReocuJkhJHVnpcyW4ayffS4fSEDiV3wQb0msEShEQZGfFTQjhSpBK4+M7q15k3YcZ+FNQGVQwdGfZMjBE9J6o18vWB0fUzd8ZOK6LQ79fZCJFBy5kkfcI9xmDoynlJhNfLT1ng/s1WkP9/fDOzPwD8AYCf83P+Tjss0sIzRx5Y7kjt/ET9Cl/9yttHl3s8pCcfVdaDjwmb9nXOSn2keH5OPpGHCuRj4frx+R9b4Sf9/UFQ4dG0ftz3scj/KDn5uvfwKG5nB3pKUeQn/dzsaxuSn/Sfn7ytz02Wj+f5SdAdkc/fwzAespFHR994LCDkUaCP+fiZcsTXKW5+8hv9XFf/8Wf22ObHYKTP//NY+X9U3ytIJ7jBh6y4Pk1uJo7FnagN2jg4rNH3g5d6Z9QdXT/FO0cZwN4o77/ymA503BhzAdPaHB33RN8UMc+IMrWuWmZ4jTiiD+Rc6Plg/9JXEP5zNFyQsEyUnjZcCOSj0D98wAT0HMEpnop0UD2Qc6DiKKaoetatshyNsaz484kUF5qfe2ffdnQUNCy43sEPXFSGKMjA1TvJD1K40NxKE4c5RzCBxyh3Wc/kI3L7TLnZB2rb0dLwMXDyiSd3ZohneIfYQRsFn85cqnA+TdpD742tFlzzXFxAEepD9pQs4NQhrdFKYdhCkMHRK9I9Z3G4V88UqQxJdHWMBrUcdBeJpyfcshDHO2S8Y5gSnwK9JxaX4NVAWVDvkD4DHmJUQgr0vnP4g2oO8352bIdw6RV1CysLYXnGRsdbY4xGSOusMcrGsR34RZHUp9mnZrxT+lBsDF5y5n7cSOmMT8rwSs5lurIszLARNZaQOIny/tgnnUIrbhTMFxgN6TdaH/gYqSpU73kZxvCRs/csqhM9qAU3DNPBqgWlkl5Pc+7FRcidsr5CZKGLkGmY79O0J8qaTliFlnYUfUR/D0qbRQkPb4LSJgrSORYGOuYxrc0j/UDrgbJw+MnV1nhhYPSw0uKJYzQMh4yGjIbb3nPWOpNMXeS++mkaxliSwBIRNfoScPmgbxkuK7Ue5OPAe+EUTiwpcNjgvrtHHgCUbmx74yl5UCZC8bLw+pMz3gcGRm6D3jpr7xz5PX0Uug1kwBeXFS7PPJ+epg66NN59+An6OEjLyigHq8BL65QGvShv64xvVxdmkilCHQ5YpzHSOV49r4zR2F5+jK1cOR5BbMM8vXWkZe6WGQJp+QKuVEZYaWnFSnlMigLiKsPaDE7pnu24MuoH+hgMOyMWCL0i+SA9rTOWuxSiW1ilsfo6z50+In2wrifGmJQHOa0QHHGAxieaJXy9YbUxgENmve1kFrat7yh1kkPKC5RKzXcakR6nXMOcQDDsnmcH+Clg8RW0hhkc1kml450H6+wt83IUalDyEDKOgCMIWPh40TvhToGTjYnDVKb3pz8SYNvGdvuA7QPvMk/RcKVgvePffDMuGOSJI669cm+Z5MFrwMyR25SSnQIcrBQbEBKinqiZtF6gGzY6y+sT1QYl75PKFCLVVWq501pl/eJrInHKPNYLVV6Te6PsO0NXWgp0hTLg7JWoDeGMa43o4aVPDXx3kZdrJruKax3RheYifTHG9auk2mhl41oPApU68qPJpXwhPbOeF9z5REoLZcBmmeV25WaZtzv49RkkkIIQPrkw4swa2G932nZweMfwJ3QsLHFBo0NePTHcK+Ky4GOEmhm54nonMTMN8l4mNz+tk8ATA23fwRqXdMGVaRoHqGN2nsWtuCU9/FuRGhObVWx5xeIStV/50A4u/hUShNIGV6Zu1rvBUAe+Uddn3rvEvr9w3D9gY6BWcZcn8nKZOlvpNJRSBttnV07R85ymt8PCwnMKrDS23NhKmZhUAsEHvMJl8cjDNN1KZSD0enDUgvVKqQen4OEY3LeKqaFW6XWeu0cfBOAYDedm3kCtG9pv9OOnBpH/zVaQfwn4277u7z/9cd+XmLKVr7//T/31NqY2kO0dxYQDw50XFuvobCcTBJJr+FffRFXHGwradyw8MYay7TdaOxhOOYeV6D3XDwd1fyGcTrRhDy0W0Cq9Dqwbtiw45sHeS0VaxxRuNbOXTHQDDSuX15/wxecLQ6BbIXjFxHN/eUfDgynapgyij4HhaKMTrZLSmbTMEYmFCzqUYwyONtBlIUZhkY7YoGmilwMDbvs+o5jLQZVBjAHnPbey48WTvKOXRtGp/6wUTCpPyfO0fgOKJ5oRlwvOCxoFGwWVyP2+87LfqUfH2o2j2pQNnU6sYSXXRnusLUbppCURx5WX40ZVRyFSDVQqvQtDnuht4V4HW1PC02suAUKfaEALlbZ+QrHCejpz9iv9fsMraHAojqPnyZ0f03RR8saoBe+MczrhXebdhysvVvCXC26BlhSuB/QrbhkM2XBxnQil9YJ/clAbJVcu6aP5VsgmVIyTKa+cB50dy+YTgscUJE5KxOW0sjgPbWGUDcHI121+XuWF3iprutCCEE9f5PT0imaOXA+CV9bgkfRFrvv76Ww/oJZMl4E/BiEZ/gS1F9QUlYrq4Bvia4iJUg5cryQfSOmJHoXS7iSNOB8YR2fUQvYO8wvajXL9DLThE5wE7tZozbFoR1tmVWHOg+dtWYSxnkmvP2ERT9+F0ersaPiASsAtnZ1GtUIuA+cd/hw47i+MqiCJcVeegrE4Zc83oNFU0XBhdRl/GrQuaA3k3mh6TJ1qjIicyK1ytk4JjrE1/GH45YkiHU0rSY0nfyalhLNODYVPlgQpcqoZ6w2nMLwjNeGigzQqGhKvn7+Btm20cqBeKd6TdUpETstMVz2lEyYPnXvNhF5hdOrojH6wxguikYDRXWG5zIRTBJZ1oQOe0wx5YWA6GLlhS2T4iBydosYpCE8iKJV6GPkomMApKCkFdF252wVxEafKKIULgAjeJlZt6wpjcHIer0odivMrqp0oYN5NQ7OH0RSOF3K1eTF8NApKF8qYCxq/eF7HFQ9zcuZmoqWeH+PAVhmiHHEuuJzAxTqX50BYEh3Djc5qE2043Oxitg7RKpd14ZNTxAdDdJvFX4LLqwVaIC1nOhesN55q4cv3nRaUVT1tGEOFxTtux51uL2g8E5fILWds37BRoBrRPbFeltnh42G+HcbolbxfkQhlHIgdWPlAb43SKpjDpzMjJb7RJ2ovvB3K4i48nzzFHLfjYENw6RnWM5HAKglNC02MFleCFk7qqCVS1cOoLCJo3al+4kgN4S47wyqM21zUt87yMQ4jLNjyBbrK7Iq2x6SkXijNaNGxBiE4j3OJbRxsR+WoihNHXJ5RNTTfyLWxF6MMpWIUPHtjjvbJjPtniBO8gJ/EbXrd0VMgnCPaG2YJ5xJrdwQ749IbqJWjb1xLm9Ip66wUUnrNESJYR1JEZcoGNDhASK2Tt8o+GmMVbhWqBoSZnpqi4kdF8LTRCHRS9OzXnX0IaVlZomcOCQP9EHYifi+coiFesOgxVXRdiWYIkeAHYn0umFabk+2udOAwIV/gRIRjJ7dBcMoXFiGa0FsnD6P0MyZPnLUSYqSWgs+Fp9MrTqcVNFDGYFQhXCLryOTasXYnriecZJ7PntfnN5h57ttb7lua2yYxRmdhGpzNe8QlwukZ75W4TvNmLwfWnnDicW/fEdYzX/jkRD9/A1vt6P1KpE8tt0JDqXmj1pcZonR6zXp5Ta8V1xu5we3YOIZjMcE9visnNwjuxOg7rmV0CLVVbmSSH5jfCEzs6IJjXc4TbRue8boyWqFaR30HhXiyiZl0lZd8p+No4Yw5nZ99mFOEPAquO6opSR3iIz7vM7W9gTNPtUbThbhe6Gq0ECiWCd7NxPWW6QbaKuvorGNME3TyRK8kyzgXf8qa9G+2gvz7gP+OiPxhpqnzg5n9mIj874B/WUQ+eTzuVwL/3b/u1gRqfk8YnU9U0HhBvOPZRUatbBa5q5sXp1qxfsd6wa3PiI+s6RXSnhmt0VonHwOVRrqcWZ6fZ5yxTIMiZtTeqfsdMyXFQPARzCGt44NSeuUvP3igT0tEXl4wK8gSeXV5g0jAesGscG91SlWGslwujGZ4F8h1EPrBJytomP38kZRKYFWH68zgBVHyXh564AGWyKMxLPLm/Aq9QKXRRsfawaoeXSNh7JPawIKzhqtGtsC9JEQqSToap248GIQxGDY7Jx9ap5dOGUJaXrOeHf04KL1CuCBLwgssKc1RkEAYntei1DqDBPT8Br8cSAhUCUDBhuOeDYt+avxNuCyJ6GUeRFbwXXESCOETND30+X4hyoNog7DOBGmOOiOsR5ojKu9eWNpGXM6sVnGXRPymC6W/RxRqvk68VauomwdzaQ3nMuYDB53B5LGeT4E3T28wXTBJqId9VE7+RK53hhnJKbFnqBnRiIYnxK+cl8H9+h4fK9YPlmUmX+pQXDghveF1QXqm5YOwviL0Bet3TjrQ5zATMU8R9QGJnlYLsQXKmAjGk0KrdwYNghH9CfNCsUJ3gjno0rAwoO2kj6ZfMyQ4VnkmLh7U8WoV6l5n6Irr+Lig/jyPPWu4nrm1PGUzCuYXxCXS+oZ0PuOPRr5F2qr0duer9zxpAl6QtJCccfJniu34Xjlrwi/pEekd0Npgf8H2DwSZKLw1BiqD0qa5pspCLZk6DjQm1BlZC6INaZ3TGrmEVyxppdEJ5hnNMzA8g3Nwk2DjHWN0vFdO0dNeMrhnaMscsAWB1kgmPKuQUsCvntHqXJynFS8zkEidR7ynHjcQ8L1QWyb3zugdTWHSkAxkRFQ9rUzig40BbmVYp+RMrZXRBsMrawxYmzSg9ekT8pHnMCo5qgs4P7s3R+3Ehz9k/ZgkbAkyWO0YRkiBNSzo2VP7wIWEH4XWGjYiwwpZFOcTU0bhCc5PM7z3nNcV85PLHkTwoz0u5oL0wclAjkwXwS+Ok7hpCvQB2p1lHGhPLG1HRsVG/1wi4FbPcI5PwxtcOiNtm4m/PgGPPAVLeNuJwaMugDrOCPe10MTheuNTBq0Z9fpC18Fp9UjwGBspCQGhO6G8+gKXdCbFgbc6C3JxdNbpy9nfMaRR0/owv1bUFbI7GDSGFd72ztug4Ab+aeHiVk7nT4hDWfe3bK1Ng/PpmXNcWXsmP3SxncEpnVG/MFxHEY5yo+r0TCAOCZ3ajFstRGcs7jyJXjIIT58Qw5gdQefx4YT3C1Do1w8c5TEdEJDo6Ey0bzufCOdA3z9jMSOIJyVH9Z6jHfhipOGIKXHfNsQFllrguJOb0YcjeDcbGa1O3OtRUd1QPwNnem9s2rkZhPNKIjKKn0SWMdB6ZbjBwNGlYw7EGrbvVCfASt3uHPuVTGeYJxs4g8vKPHf1ylL8XHwwHkSmRBflrgXrhXYvWFh4enrGqxAvrzmtF/x2n9do6VyWMMOb1LBROWpB8YhO700QQV3EA73PsJjXPnH2ijg/ySH5YBkejSf86y/iTmfurbNnZU2DxcNRM7VPb42NSVSLKM/pgkuJtWRC2YiWWZJQemBR4ew64jyrf+LN05nKYJhjjJkzUI4rFzvxqXui20Q4fxLPILB75agQwxNWOvF0JixPBJ+Ided8fpp4v9HptXMMhcuZlL4Fu70nrSe6RLooqODiNPSu7sSJgQbPtVdKzUQ8LryC85mggozMc71DPQi6Uus08C8yOC0XbLuzlUaUg/uRUe+JsiIq7K3gAVscJ/OkYbSjYsFxXlbenC+8vV85jkxQ2HLh6JVDlSgGXtlsEOm0kfAaGKqcnbJ4xzk6wprwZjjnsFLmtNJ7ROHWdkap+NxZvGfoT11y/w1VkIvIH2J2uj8Vkb/CJKcEADP7/cD/lok8/GEm9vAfe/zsrYj8buAHH5v6XR8Nnj/VzTnP69ffOJFDyaMKzWzC7ffG69MzYoOhnU2gHTzIAAdjP0AU5yKtV2wUvBd8SGiI+OUEqjOdy4TeByvAMlfl6v1D+z17Q2aNIAtfXJZpUEJwr15P2YMojYgwU6lOp8qp3xlMvV7pRstKOD2RgDAyl/5CN6N0YTSIWhitEVGqKbVlnHVciNOx6R4m1xRYpGNhmlRHAdWFboZjYVmekLrxKp2IduBH5s6Z3D9CFBMqZZpV9p1Q3QzJaJ2ggS988VNequDDQkqBst+JbAQ/leeqSvRTnTh13Anx34A2w5Uby3lF3BN6egKnjJExS8TPPky9tJNJH3lo0sUvtDZDZaz1yX9388IcVFjV4zXOXaAT/L9L4jruRA0Ed2E9r6R8xUklxWcWW1Dc1Hv2A9UZxjFGwdpcQC3qJ5atg/SC99PE6TmRnj+dhlagPwxyzq8sbga8JJcY9/uUS7mH1t4FXIo4nTi54AOhw9iukOcoU9Vj4UR7ybT9RhcjLGe8v1DV0O7ItxtelWV5haQFnhfKy50wGt1lyiiU+wdqzRPZ5QTqjRYCSzoRwwkQqhboy5x3t4aLCt7gwYxGF+iGDx5zKy4JqvGB5Xxo7/TMKD+BHZXupta0m1F7w5eKjIpbhPjqGRsXvL9x2zpmxvPTJ0SvLMFxXU8zPZAVtUpqA/Eed/K41j83LwOIDlqrvO0bqOMpeOpZSS5gesFUKa7B8oRuBzGcAUVN6dxZfOeVdkLNuBhp3ehEvEzWttokn6TgETIdR1iVbpHWFMuF5fgw/R/nTykY9eWK7ROXaa0hlwW3zNhr7XFeBFyk1hkG4taVRQT2Y9o82uTg2wBGRehYEtx6wamnHo0UHEGVKkYRYVHFIljuVHPQjFhmJPjyUOINVdD5/bu3hkmENAlNXYVb7Uif9A5R4TmuhHAw/h/s/XuwbFt21gf+xphzrrUyc+9z7qOqhBuEBcICWW2s0luiI0A0YLBBQthGSFhCWAFusAj6D1vgCHATjVEjEOE2NCIasEN2KzqAEMai201385BasghLiFYLhJGwJARSCalKde85e+/M9ZhzjtF/zJW593nde+6tW3Vv1c0vIuPsk4+VK9djzm+O8Y1vzJXoqZG9iws0KdUawZdbn1YA3ISarS0QU9NXulaqwNBvSThoywSKA13X7BAPV9jyIZYKaI8Ml60OxypRAtpFYhcI4hyqUTTRqnbbwoVlJM8zh7qwDYE+RqZirYsv0NeFUEq7ZkUIw4bUdVhQpCxISPRdhwQll4Q7HKaMeouMAZQY0aBc3n8Pkg9oucKprRgwT+juHtL3yM2r7KyQQyBpj3piJwWpGaHjhWHDFlYXLqHTQFeEUXsKgVxmOuuItadzI3oFi+S+o8RGtmKKpBde4F5VLlTo3fHasnYmymx7pIx4FKo5y7zgCp00i9YXpLXPq2viorrzYg+b7Ybl3ktMeaTMxnI14iimQ+sO28Omj2zjFjZbvFZsvsCLkM0oqpAiKQReFqHMe7wfEFUKSimVqlBLwaWCKB4iKSV2OHNVis/s969Q3LiIEbOKLYUqAYsLNo+krufCZoIoc810Fxu6beIwL2RN1GlGaXNgUkFWB6hsRm+VA4Vlnki7e+y6nt29SyQ4dbhkySNuStTYFue0Bn/zmgVxh6lU+qSrE4eTi9H1zTN+SAFIyL2OcQbXgEmPdRdIt0XkhubtnyjaanBKnVpGTSIpKXOp5Oy4Z8QmegUtlWg95s40Fa78w23eSRvAmZe5kXpvctted4QQmz2gOdkyxSeQ0Loc91v6fse8bcXuYSowvtqkp33PbIE5N3lptYLmSqZQZ6HkCfMRcHw5kFOPBWHTJe5FJ3QDHZGHD/4FAwuDdgybZjvauVL9gsUC3eU9vBbKPGN5IoTmo36YC7lUZFnQw564rUiBvo/I0BOCN3e86dB6D6SedJFYUkU80AUhaOWir20Mbk4RSH+PoRZiyQzVSRX6LtGHZmXZxcim5NZHpoutWlAV7zpyVLqp1RexFSj9o3Lhp+Bd3anzsz/r/f693/2dLQUfVrG9VcgHlqtXoducNM+tuNCbxVN3wTJNraMfoGLsdhv6FHAJVOlPUu3j8VW9nYwkCFBxX+7sTWtdbQ7ZvHWIuzuBSSNw7lDnG4aQORShhrg2Ysh0fcKs2TRe9BHpttzsR3LJbMPaNKjtDYd8IITIxeVLaFnaKnhdvSULJ8tCgBS35OmKLB2EDpmvkbqwiW0As+4eRZRS9mgtiG6o2lose12wcgMWcUm898V7TCSq+cnCUfINiWk9Tqk5xVhZNfJNA+jaw+FVcEM2A9Ltmm+1V5AN47SwDYLG0FxsqiFRkaCncyArMbtLCo7WiieY49U45MN63AWfZ2peSKFjuHyhSdCDIlHXNHxuZNwMOxwwMULsUU2wFJY6U93Z9TtKObS25GEDtDT+ZM1eThD6fkvUSJlGnIqkgKP4UpCuY5ZK9UoXOjaxaVFtyWjfYfNMDYpPI2B4bA0rCk4VWvfEaUKinqKh7ZJfi3+9wNE//8FDruRACrFF3dPA/cv3oNoxTQem+RrbH2g2aj26SZS5dVVTD2BKnZskQgmEvkPibYW5m+O1kn3GqpM29xvRq5WcR3buTZbRgV7ea9dhLtRSQVtaNYojdWKqmZtidHFHr4FQR0Qg9h1opOQDTsuKqBvlsOdh2ZOGLZdpR/aMlaVF1Eth2fZshxex/R7ZbBECtRYco+SRoRhYIwmmHdUjIQi2zFhZms5Te8CR7ZauD6S+awureWnn2lpXxVoz0/WHcLrWbESFsNu02z10qHeITehwr5FaDU3bCXjOp2vbl7XEznKr5BfB05YR8OIMenvN71uFertHpgIxoNIKO9sY08afvVm7RwXEpWmNh4CIUEsrohNp45WLExGUEcUJkkACsU/E4bXTtG6O53r67r05FoUocrofPRfqPK9V8bSCY20F4khoHY7r1LqCVih9aDUOZlge19WKt2Y8uaIoS26LEauFbQwUoFRjQ10dr7ztf99hfcKtgCSStOJ4c0OqsxxG9kXY5xuIwqAJrYqkHZ4ilylw4XMjeDkzi6FMyLAl7F5keniNzw/Z3XuRIsLNUtio0Hc7KrBLDtrG3rAWwdvNFXPomLst+bDnXmwSmWKGUJtf93ZHyQvj4QFRle3FexFtUkUlttqdEMjTjHnGpwdobPIpq5W9CLGPpM09IlBqu9YCDnnB88hmewGiLNMVy7Lg1ZG0odNAsYUqgHat1kitjb2hBw1kh1AXDlYxdy5EyPOhLcBQTAI3BSRFdsPALjRnl8OyEDTQrVKBKV9j1QjuDMBhPqBlJmkidq2gOMQOmx9QECSkdjxVmGptHZBLIaVIjAl0u0bOK+XqIcmdZevMubJJW4YY6Ye+ZeqkRajbwu3Rri9LMZY1UNUF5bG1KG5GsNwMFdy58cyUj31GDNWh2X9KG6O7GOjWe3SfR6ASpNJpT71To6X5wGQLdcoM/SXZ4Xo6EClcbnrotuRamfYH1I0YOlivZzUjRCN17bcoQoiJagVCok/3GF99lVArcduCjiKCpGaHK0AXlaBCjJEQAvtXryjmdJc7+hiwq5+jlMpYCtGFbWrmA5423ORWLNqp4jiDQkgbTBK15LagWPuTSDlgZthiHKqT55noIF5bI6DQs73cEaKzlNrkSNW43u+ptdANmyYhcWNTZ4ahZ5lmoJLuX1IciiujVSLGEAdKbv0mRCNI61ORzMjzhAwdhEAUpSMx1wlzY9vtkL4/nXeN8dyp82lwF6wq7hmvtzeT0zyZ1QMh9WCZkA9ITMj2HqQBXTu95XkEr3Rd81UWDcR4uy2zW0L+KCJPO/zKWnf1DO1/NWdcAnNxdNWtEyuEiSG17pljrhC3hNgR+kTqrC0W3DCbERX60lG8MJmhEhvhFyFqbL/l8b31nkECpK4NsNK3gdUy6q3Rg0oFKZAqQZwuKrVErF6iMhD7vqXM7mx3XCqkHWg82RJNHlqbdFmIdYTY2hp735wROjVyXZhKZdd1rRg2xlaUshai3sXj/3/ktcfPy+rv2Np21zb5dx1BAn2/Xd1s1vexFrZK1zIdAaxPjUhCW62lSOibRv9gBaNFH8SnR/djLRSexxtmaIRguz0tHswWpDqSEkGaF/lUJ6i5XXcuuGfQDouChp6qSvZKraUNHNIT40BILbJ3e3IfP16CS4fPN83nvBpqYNOe6jfkeQIqm2GLaYeE5iyQPRG7HlElW8Y7wayiIaExPvYdIEQG72GeIAjSd1BmJKXmiAIQIhLXKyZ4s27TOxNfVYY8Yr2AOLUJS9rPSluyZZbT4iOsx9LZlJ5N2iAoSXpmv6bgEAOpBMKUYV6QWvEU8f2h7XHOZBpBki4R771AqG1fdbPDrbazZxVqRbxic2UplRBb+hraotyWCamZGCr0QtxeIKLUnLG8oHRAcy+qtT5xvUpKt8XiIti8gCZk02RBsuzZaYL+UUK8s9aUDPPWnXYtzr69UYSgrU169RahjkFIIaB9wLM1fyk3tFMKwuhGmQpaI2YzaTsQVVqnzzWCf4Qf2YO01DMVvFjT4a4F3VtXkkiLNoWADF2TSqw2aww90oVTnboIkNv7rXZIgtIM4bmwbYuM54JlB9rEuWnVjDysldz1SAjsRNiocpgP1FqpfYekZg+n+QZbmmzqeKhqMUJSXuiFy9KR88Qmdm0h2VeuvHIotbWQ00RNkdAlXrj8eUgcGvn0hIyBvuvZ19bW/BC3TRfs1hwu4LY5BE06ZGVcHZ4Ki7dzJSi9V5BICh0auiZXkCMhbgtzK7TgRNdcOgDYbmgvQD4cuDDDpENLIYgwLgUthU0K7aB7waYRRImlNI/mGNAXXgKgX9Ys3wnH+3btY4CAOhG4KYaJILEjxYGQDxSvJLRZ71khaBtbYy2NyHokKGykw8jNwk6EHDMpptbSXQKkjApMsm0FeNJDPhbfRQoB7RKbix2bOLD21WauMxov6ENHCpXBMpsw4POM5xkpzdK2WUQuPBbaIYgSQ7N7THeCEe0eqKsPeDM1rqvzWUzNU02F1plWZHUuC+0eElkX1z1jya2fRF7YxQ1JmxXrEBVdbiANJF2DitqsVsUyPjXiehET/dCxCYrVSp4X5gWqdRRPrau3Gcu0MJWJlEDI7ZpN6ZH5CYDoa03MOsatr+1evNf2IbXndbsllEy3Xmuy9m+RLpKCEmkdbCWkJiMUQVOCacLmCTFvBf7dZWvWGDP3coZhgFI4jAdmq5AnyhIIyNqN+5K8ZDQFJI+oGcWnZhKwTcTNBVlSq7coCR58CEFIQUgpMtzbQr9hKmMLXh0zYW5oqERVrO9xEVQ6vBhBFOmag1e73j+xbA/fWgiYKFoLgan5MPvaDbODkJSQaKXgqjBskW67uo+0yEo/DO3CTY1M8Jho/0ki/pEhqBC7AaygMdFFBcJp0lV30MrssCylkcuUCCcCtr4vbCj+pEl9lGdcEqu7CmVus1/cQIi0fOIMtjaZjgHCrbWPpATJCeHpdj8tCCaEsEVWn/I6lxZd1oSHDcWh2mqDGDaEPlFyJQSneFgFPvB4OvzNQoLQhScXJa/5mXXfw2bzxGvJ7TQYvR6OnVgFaTUGKyzRohHr9VWskGvGa2lZgyMJzAvHJlAaE1HSGvlgNbTRpnN/nWPVFpZNAmNlYplnlml//LEMwwWbtKOi1Lw0KYWG5tGsgRgiQ+ibd3x4nX7BUptRpgHUphNOm9N33b5PTpmiE0JEwiW9lVO0uHrLIkylRSgEYbOS+uoV3yS0Ng932mFhCC+weItWBUJbiFhbnGmMLeWZOuQi4FMrgNbNhrjbcTfLeDyuLVvSIvXFDLdKqbXdP4B0HT63piqaLgn9BbG/335S59h0wL2iQUG2SDes5+UZA3qMbQFxYuirhqWubeLvvvU4JqlQU/Ni1f7J+z7QoujHY69dOI2Px6iemxOSEFB0mxikY7EtpmDVqUtrtPPI6V4zVV4drbBhdadCWiOy2vo4NG5up2tA+4hlRfu4ytEeOxbaonhYRIGtGiEomtoCpe73yM0e2QyE7fb0sZfnmWIt1awa6DYDcUqUmxtEAvF4zXX3kOTt3J28a1swQMJ6bKYD5ENb5HSpZRpKZT5M7ZgFRfuOw2r7Sq3UWonSoQQuEAqrF3eX0NDTpQTa9PeVtb+EKDHAEBRiwioEETpVEpGNKikoFhNTSo9kBjNg877Jx+5mCEOToBnOMqTVCQZqncm0xYcERbqExNhaBB+bwqUtxB6vM8v4sPXZ8FW3L3cyY8evswI1EzXQDxeU9Tpr3bChqLdO2iRSWbBx5JXyAGpu433X3+nl0T5ZU6SuEqfYdaThXrt2vGWNNSU2ITHE27momDOZIRTcC2O5DZQ4Tuh72iwZSbEFNFw3eG7EtFkIG08oDbxlbyVnDFqQZbtmRZelfX69r2SzoVpFxokXQkfonz73HKpR3anepB5Disx5YtmPdJ6QKvTWehrUqiQJHDt/3Bs2LDT7UnBi0LbApjUkA6XbDuhGWHKr+RJtmnjShk3tkThgGsiy3l939tPM6Vzpoj4xt8jjwZigSOiBO79TFLodu9Pha1bR4c620qY1Ynst2DwTX3GWmysywlwzQ1FaFe1EUoUYqPGiWax6ywi7RjJtjKnrAjhtBvqkXCF42qBdh8TIhV7Acmg9ZcYRR9DNFul6ckwsdWEiQ9B1EVmOeud2n7wG3tWEXAA0QmjR1ZNvtjVdkXYdYk3OQX8B3cUtQbhzocTUus6RXttj8q3C0D09ut52q63ojuODHqNQjyFoaMTjeSHaohqrL/spShna8cPa6ls0PhrBfA40C8UW3T/aP7bnhdnbkJJCIKisKcDW3EjEW6rO/ZEb950GFaV7nerqE55x6CSEphUep9PbAgLSI0nQfotZaKt2pWlT40dwe3c7hti3lHMa8N44npkWNWjXvJpRAbN6eu20z6o811kJCVn94Nv/u0eJ+HMg3imWSaQTGQdIIZ0miShxTUPdfvb4TRseG+xrbZNuSkgubT0QE3q/x0ppLbYBcn4kOiZd1xY+Qw8hIPMMHlBVmFZp1naLp7SShRkNEcp42p8Q9SRTQPR1j4eIoF1qNQdwFBy/LnRY9yE8g+gHaXZw1VpB5zG4HQUxXSdXZWjSUaLKKbnnYsyLUUTpu3Bn6Gx/LNUo5q2XQjWkC5iDBmlEeiXtXmqLqosQhoikp9wka2QdBGrGpqWN5VGxRU7vkaFHLy4eWdgEQEs5yRS8FELXYbstse9RPcoFb6Vvcvx/zu2Yr9e67C5bd0cCdB07d6iGxQk1a3PKncW5uxNrIeaCqSIpsR0G8jShVgjdll6PEWk/3dM27NC+besy59Y18HRsbxvIRW39K4r7aWF0WlQdZWFPQey6JrO6+5y1EUCPGeDYrZFusNAxS6DWlaSvGVeRxwIRx8s4NKlREW1WjafOc6dvg1LZBEFiYs6Oa9ekfhJWor+S7TsBBscpeWJZr0Nbu/4i4NrcYB75TSr0KEl7cm0yCb9zNydtAQ3Hbz+rSunuBEvW4/s4TqTbvfWiuNk/koWC47638T2ttq5eSlsMPYbenX01skobS6BJREWofSuCDdXbvKCt8Z52zWEn4Ow2G9g8ylFsHFvmv2+ZzQ5I7i0LUFq2T1QgbplyxWtpWfnHa0HWf/V5xu3Vj/5YZE3NjyzagDUw8sahfc/mve8jvfAS+1KJQVudAq2bKbVQ50yuBZG7iy9O8mQNAYsJhg3ahyYm1AjSdOitjW9FYg8XQ7uPxFtQcr1GjoGgIOF2XsMh719z/9/VhBwg9Y/qaYF2djTcIZv1iUnxpAfXJ1eEbzf6+GYu5ddBSKfB96mESRX0jUWVYR1Tac4O5U60JsiaLgeGqO3GWqMoR+IeVehWIvFWZyLeaZCuQ+LTJ89jGkxfJ3rwxr6weTCfhsln8LUjsTlG9t8okQbawBzf+LXzWrgbBXvTOE74Io1Ihaa5JUbUrOmT5xlfybr7cegIbaJdyZPGSM0LsbuNFsrRMQTAt48W+3hzsMEqPI18Pg5/lKxhdrtwhradZyySZS1Ce/YhaM462O0iX/Q44a9RV1/Xke7YuJwWFl6NWJwuRNSHNhHfQVKl0iLorbnaWlTP7cQuQZDwHNPUsVhz9eeX2IoF747NQpuwH88ySIy3RHe/x0tp1rCbR6NZTxSkrqRFcm5dhI7Pl+ayIWvUfZdSax5i9sQi2UvBUoendFrMijdibtUIVlsxKutpXvLtLXa892ptaf3d7rRdOxxOKfXt6s7zyPcGbWn/ZyzEnj6ntWjyYc1goB2ujZge641Cf0EfwnMRs2zKbE2yMbX20ihNktE0ustpzpEQiSGx67evO8bkqoy1MNZb8tNp60jt3M4rR6wtH0jh6VlMfYwszuZPEHAVOW3nCOl7wvrcMWARujZ3SmrSCO4uJlJqjZmmJivlscxiuy+aw/e8fqZoYO+RQ2mynF1s/v0aWyMq0diydTm3LNBpW62otubcpG9rtuaElGDdR8+ZYM1MIAiYBmaUw/Jkhv25Rv/HMnZP/P8jhMZIFyO51tOYjNBkL4DHQF8K3WPXkek6vh8Rtk1ymOe1r4Hc4RnS6umO2yhNaKqiDGG4ddeDtuBA2tj0OsHKdzchF54s6uNOJOSo+Xmtg/gOI+MfNWiAODzXRfWGNrumHYs5KQhxjTRls9P4ENdJ4xjpn0obWKLKJzwRP0JUX1d/9nZBtDXRebxg9uMeImuL3lVG1HWnAdvXqC7VkBTRvslz/HDAxulE0Nvn0i25654y+RwlHGtUTLoOGFqa0+z1z/uyB54cx45ROGqTHrAWkj4xAVq91fpKeOL7mvziyXveRdp5v7tO9LqSidaVD/HmMWcF6KEs6z5lghuYM5XWn0FtTRWL0FIzAt3u9cdY91tCrgE8Ny3z8CYWZTFCeZJoPA4bx7VwPLSOo8ei2hUiNClDqadFHYBNE0ftNtwuZMNud5KwBHdyVSQ1X/bTuXVb/cTbF/jUXnEHSY8XgrRr13PGlvxErcxxwfhG7tcgtwulx6+2pK0I941kKqM0KYfImu2jLcgWp2UF+kugkf1qhvJ4FP3puIwdaW02p9K6tNY187p4k0Q9uh/CEB7d7mJ2KpR8/Lea+/qZJnGdzU/69WfhWNR3NzvyRAbzbu3MM85NZ0Y2v2PPAH31tQg5sXjFV0OE4EKuhq0mEWp+G7UHfFmacYSGRzKbjx6cFjioq4SkirANiuUnM3AqH53A2COmDG/oc+267B8fP99Q4CpC6rkplSpCWFUUT+7LbRYuPM6PfM0ada8tV1m/7d0MeSQ9dYvjTPrakSPglDp6V+AZEYSPBCnoaRC/ezOrNzJxd4AXEYaorWuo3NHCnvG2Inb9UXf0du/KW4sjqz5Glu7c67rZPDFRiAj0/S2Bh0bu6uvLR9zsROo0Rk6ODWWEu5NlSLiE2yjvWkRKeFSr23ZAG1G13IhfrVCMJ3T4y/5Rwpa2jy66bY3Yx+GR52XVnz8CFcQC9JvmkVcqIhV8afta5/W4BdCeIbT0rmsr1DpKONwFkVbsxd0I+VPOha9NeogbpKOdszc5LksIWC7Um9dOLbffH9siTYSn1RFAI+CeyxOHyfMt6T9lGqQFgELObI/yHrwtEmhXgTxlQSfwZI1KCPiS8bWuQDabj3ixLCJsw1t3j8tK7u4S2bG2jMkxl5LNmddz/rynNGhg9xgpejwqfsRiK1l3J7uz2N3zyFOJatPq397zj5P5p+F5aohE5JFMy9PQqdI9zi/Dti0MXE6ZCoDiNCmFCEmFrpZWc8Qq7gpKGIbnkjYeFx7HzMDwPJm7twAnjb/ARvWp0qCn4bay4K25XkVW2Vf1kwTqERhtoVfqyfDhhLoqLJ5jHniXE3LAnPpYRMSOE+prDGAaArHrX79g7YzXxdNW1Uei/vhr8Vla1zPeNpzIxCcYjuTsaCn4RLHSU36zxPjIWG3uzxVxfWKwVgVNPMJ43bD9wyaTiB263d1KU0J6+jnQAbxvpLUeoI5gekvevSJlRO691Ih6GeFo+fnEPi6ga3SpLO33P75Irzx9YeCcotgua6TIQb0RA9biXy8FtxYdl1ZVymma8jsazDuLBi/rdhFk1YK/2euxuTU9Qxp2F6qPEJlnzRU6DE+Qdc/5UYnSY3OIbl8/kva6u9d1+HG770BZ5RGPR5XDGsDel9UGc31PJ8JHshZ4VuQ+CUyrNvu4P0EakUsfJwEflVZT9ayrxln107k0Od2aOXoj14SskpzizlTtYzbcH2Ws7q2o9Y3irVo/brQFAh1O2ZZHcDwgbi3o8di4jbZutK+Hdz0hdzdqfrKAQh6fVJ6CMxn/6OLdIkc5450JiREdeD7ZyLO2IcJTVHGPwHNuloWnJ9YPpEbmThOnO2SDOuFlwRdpEpq1gO41dmItfktIv9bENOa82q/5bdQ93lrfPbqTtT3vfop0A2ux053vPqZn4c78s7pXLUuLFmsrBD0qaqil2TZWubMZb/6vdbmV09wlsWVeJzmaDCaEk3Sq8fE3P3Y8LQr9keCJhdxzOi59xN/7cTg/JRFcn3zuuYoF3wSORZ1N8tFI5zt18fJmIaHZOgLPlMI8D8Iad6knYfbHAGtkfFzJeK/6hFb/mR99C8+jipwC3+lpxFpogQ6f7zyxIrQmQzxHMPFdTchFhDQ8XU/0iXZTnnHGGW8cH5FTDZzIqps9UUz4OBGXGE6aY1gL/qYZ7VKLsprhrki3bW9JXZMzPM9Y5Q6pa1rjo8wF4BiRPtkyre4uj8OsEfK1eOn2+cckJe6t0HVereCOWtO6fqdos8sLqxxAgBRPBVe321hwWcnDXS/r0K0OIU0K1BxDCpo2LSK8ZiPOo/fHJ0SE/mM89x67a34i461YZIoIu7dpkbcJzTnoHStT1TXreByr0vZNBXHe1YQczsT7jDPO+Cji6ISxepc/AvfVTzs27ag7vjqUwG3B3+MFg6jeFqYdCf/SGpPoMyZeN0eiNJnHXX1t6KA0p45HiH2tj0akYdVHrgsLjY2gW3mUkNOiZxKb370He5TrpPhEk6gn9vUk3xH88X4AtbVFl9Q8gTGDLkDfI2bYKnX4RJRQnXHGuxVB5J2/Zup2MF+3v99kRvVdT8jPOOOMMz5qONlCenPkeAxHz3K4dRM4EWGzRtiHoblqHA7tpSMhP0bS77p8PIWQv5ZLwbHzrC/5pJV/NuJqydc6TLLsmy1dXv2/73yfhNB+25sJzB19g+cnpYSn78jlkcLIFqESWtsbzoT8jDPO+NjjI7TbPRPyM84444yPEkQE3TRC/cwum7dvbv/eIeSo3hL2o+vLkUTXih8Oz4zG+Gp7d+u/+HSSKsPwZIOYcKtLf8Sy766DSdw0Ql7vWKnRovAfCR0+HbPHI/RmTa6ydp68+/oTx/ZMyM8444yPNT5CJ7ozIT/jjDPO+CjieYvr7kawj23pn2gPf/vm27b2z+jK6UcCLfLURiOP7N/z7KPIo24wx2Zgd5s6mUEeP2JC/Kxj9npb1c0AtX5cFjSeccYZ726cCfkZZ5xxxjsItuRTxPoRYinNlkRojYnuEnFRwc1PrixeK26ODv1HXph65/tf1wb4bnHo24DnXlycccYZZ7zD8I4zdRaRXy8iPyIiPyoif/Apr//LIvK3ReQfiMh3isgvuPNaFZH/3/r46x/bPT/jjDPOeGvgpbbGM08jlyJru/eAbgZ0t711UbijKwfeUnJ6avH9Wqz8deQxZ5xxxhlnPB3vqAi5tPZ0fxb4tcBPAX9PRP66u/9Pd972TcB/4+7/tYj8auD/AHzV+tro7p/5sdznM84444y3GroZXlN20Qj57fDtj+vPa0XCW9wQ5ritWps+nTUirYqPY3OJ8cfee8YZZ5xxxnPhnRYh/zzgR939x919Af4S8KWPvedfBf7O+vd3POX1M84444yPb7yW5ONpZPdxQv4RtI9/vX2yacZWVxafJnwcWyOflJAuoV0628meccYZZ7xBvNMI+c8HfvLO/39qfe4ufhD4LevfXwZcisjL6/8HEfl+EfkfReQ3P+0LROR3r+/5/g996ENv4a6fccYZZ7w1eNOE9ihZsTffPv5ZEFW079AunaQyRzeW9nx7vNWdLs8444wz3g14pxHy58F/BPxKEfkB4FcCH6D1gQb4l939c4CvBP6PIvKpj3/Y3f+8u3+Ou3/Oe9/73o/ZTp9xxhlnvB6abvzZzirP/uCtvtuP3So/ClFqSan5i4fQ7AmHAd1sPmbt4M8444wzPlHxjtKQ08j1J9/5/y9YnzvB3X+aNUIuIhfAv+3uD9bXPrD+++Mi8p3A+4Ef+6jv9RlnnHHGWwDt+9d4UYH6VGL+SIOf45Nnt5EzzjjjjI8bvNMi5H8P+FdE5BeJSAf8NuARtxQReY+IHPf7PwH+q/X5F0WkP74H+BXA3WLQM84444yPW2jXNRvDZ3l0bzbo0LfHZnj9RkRnnHHGGWe8Y/COGrHdvQBfB/y/gH8M/BV3/0ci8r8XkS9Z3/argB8RkX8CfBLwx9bnPx34fhH5QVqx5x9/zJ3ljDPOOOPjGq/lKS6qJ/eVc2OcM84444yPL8hresp+guM973mPf8qnfMrbvRtnnHHGGWecccYZZ3yC4+///b/v7v7UYPg7TUP+McWnfMqn8P3f//1v926cccYZZ3xCwquBytkG8YwzzjgDEJH/77Nee9skK8/RkbMXkb+8vv69IvIpd177T9bnf0RE/o07z/+EiPzDtVPnmWmfccYZZ7xNaI4vhi8Vmyu21Pb/am/3rp1xxhlnvOPwtkTIn7Mj59cCr7r7LxGR3wZ8I/DlIvKv0oo9PwP4XwB/S0Q+zd2P1odf7O4/97z74vb0yeFcEHXGGWec8RHgTtdOUcHNb8n4+twZZ5xxxhkNbxfrfJ6OnF8K/Nfr398G/K+l5T2/FPhL7j67+z8FfnTd3huGu5Pn6emPaXpTP+yMM84444xbSFAkKtoFJK3FpuYngu7VWiOjM84444x3Md4uDfnTOnJ+/rPe4+5FRB4CL6/P/4+PffbYzdOB/7eIOPB/dvc//3o7IqLoHeeCnDMf+OmfZp7ns+7xHYhhGPgFv+AXkM6NSM74GMBrBTNQPTuXvFGcIuS3T4kKLtIi5fXOe0WQ7nx8zzjjjHcvPtGKOv9X7v4BEXkf8DdF5Ifd/bvuvkFEfjfwuwF+4S/8hSAQ7hDyf/6TP8n9+/d48cUXCeG1D4+7n0n7xxDuzoc//GF+6qd+il/0i37R2707Z3yCw2vFxttMWbjYffS/0wzcP6HJv0QFd0AaWa/Gu9js64wzzjgDePskK6/bkfPue0QkAveBD7/WZ+906vwg8Nd4ipTF3f+8u3+Ou3/Oe97znie63k3TxEsvvYSI8FqWkO6Ou73me85483B3zP2R4ysivPzyy0xnOdE7CrUUyrJQS367d+UthdcWwpWuZWM+Fve6HcZHFgHvZHh1PNujj0ekJ08/XqLSZCxBcIHqUM2p3h5nnHHGGe9GvF2E/HU7cq7//x3r3/8O8He8zYh/HfhtqwvLLwL+FeD7RGQnIpcAIrIDfh3wQ6+9G85t089bPO25Z2/iPIF8JDgS78fJt9MO7ePSUl8/M5eKnXWn7wjUkrFaqPkTi5DjjsidAu+P4b3+LPL/TgoANO13I+GnR7bmpHL38Qxi7u4cqjHa+qjtsTyj0P7dAjPnsBQOS6E85kjTjrc904zgjHcf5jozlnGdS41qFfOP7vWxFGMu9ZFHPrsnfcR4WyQrqyb82JEzAP/VsSMn8P3u/teB/xL4v4jIjwKv0Eg76/v+CvA/AQX4D929isgnAX9tlZBE4P/q7v/P196R59rZ27+fIk9ZE6/vDpi1H/tGFiyvgyPxvv2/P/N4tqxE+0yuDhi9fuKm9j9u4N7ujXVR9Qkj4zr+ruPveZNk2M0wq4SYToT6dY9RznhKj7zPc8bmBd1uPuYuUJ7vTLZyKzs5FmwCt4R8nZibxaEj1Z8a+jlusVNBAQ3KbE52p/vo/px3NKpV6rwHF0rXE7yNcW6GL7eL3rfjOnhdHO+ZjxRWIY/tbxGQ0P6N/et+tFhhqQsiQpCA3JlRUvjEqj1yd4oVAKY6PULEhzAQPgrzYzVneSr5duLHQc8BN6PW+sTzIYS35H76SObAt+1udvf/h7t/mrt/qrv/sfW5/3Ql47j75O7/rrv/Enf/PHf/8Tuf/WPr536pu/+N9bkfd/d/fX18xnGbz7Ef2Gut7NxuH4++8AZ/8fPj4uLidd/zZ/7Mn+GX/bJfxmd8xmfw9V//9QB8y7d8C1/3dV/31Pd/0Rd90VOf/5qv+Rq+7du+7Tn3ydew9ZPH68GDB3zzN3/za27jJ37iJ9hsNrz//e/n0z/90/m8z/s8vuVbvgVoY+0//uEf5ou+6IsYhoE/9U3fdPrc41FBQVB5dyUnfFmw/f7pj2V5+/ZrvRbejijya+EYKar25MD73HickL/JqGTJCzXnRsz3B/xweN3P2JLxw+HRrFEpt/v1MYRXb2TQ7zqjrPvwWMGm9gHt4+mByDMX2McEVxIhSCPlcb2vj7+7kfx6+3iOKJy7r/v85o/T0YHrrYpEt8XU/MztHY8vgNeCH/ZwuMGm+fTwJSMxoKuE6s1ej28ZygLLoT1qbiduuWlEuuZGqt8srAIOGlsAyArUpW339XZrJajuTrbMYsvpcXztEwV3s0/mhiB0oXvitbfku9brs6731a4LXPSRiz4yHBfl74zh/zVRa8VKfuKRl5la8kd0z7s7h3LgkA/MdX7DmYpPtKLON4y6GC4TMSmqp9lgvbLuHkx/dPX/Nl543/Ed38G3f/u384M/+IP0fc8HP/jBR143e/RWVIG/+3f/7lu4B48dC+DBq6/yzd/8zfze3/O/ec0I+qd+6qfyAz/wAwD8+I//OL/lt/wW3Jyv/dp/n/e8/BJ/+r/4L/hr/91/98j+t5vc79oaIwjFnCm3QT+qEMM7LFr0FsJrbT/8TrGfuUGtkBdIT7+VVZRqtUWJ1tFSn7NgcKkL1Svu3gjl+ryIsOm3RI13Ir6KU18zw/Gxgrszlel0xSRPp0nqDeMZEXI3a2TzNSIhXsoj5yvPUztXgKZ0Wkhp1xFiPC1qJEUEx8Y9Mhr0G7hbYP4sOUutzQ3mDURnvLZ7+RjlftrrjQQL2oUTQcZa05+2w8K8ynv6xyJMxWHMlYGVuwunzp252MnBxtcxV/xWxqbQCj7tmIFpMhl9vShc8dtJNYWT37nnjOeMpIS8jkuT1YrNCyUXYrcSnHXM0+51rqUygya4cyw8Z9zWyNljn/dSsGluhzJF6rgHd7TvkL5Hu/XciyCq7bfNC9T1+nq7IpKWb6/FunBanVlpD4C0e+Q4nFALlLEdpzRQ1+wnrFOr2crHe6iF6sCyh2lax8HjMXRU4yP3j9cFEWXT3Qa2jkTpaZIvc0dFKFYeJbEOUeM7OuJ7JHxd6DA3okRUlIXlCUJeS8bMThkDUX3E0OL1MOaKOZgZKtBK+xqOx6jdt69zvGoBHMJjC8u3MNtjteJuaHjy/LkbIkoahtvnzBohzxkLRupePxPz1O9dz4fTMheKom+Al7zrCTlWwDPuCklpw0FzOpjLnep/ryDWyKZIi2isF7ywThCPR9SeAlXo4/Onkb7xG7+Rb/3Wb0VV+Q2/4Tfwx//4H+fP/bk/x9d//dfTrQP7+973vtP7f/Inf5Iv/tVfzE9/4AP89t/+2/nD/+n/DmgR7pubG9yd3/f7fh9/82/+TT75kz+ZrutWKcijqfR/+k//KV/5lV/Jzc0NX/qlzSLeHG72N3zZb/4yXn3wgJwz/9kf/aN86Zf8Jv7gH/yD/NiP/Rif+f7382t+za/lT/zJP3HntnRAT5pvMweBX/yLfzHf9E1/iv/4P/6P+Nqv/ff5pE/6JN73vvfxf//v//v1uK6SFtZDe+e4yPpiOW7T/S0n5E9E5p9zYH68ELVaJVt+rojFkUioBvrQ336nGcSI9n3T0NeZ6oaXBa8VLU/fN0GoVpDidNoGwNj36HOkMrNlhHatW62n2opqmSUEYndLyFW1LV/fpoVqtnwbwfG2MOi0o3ihWKEL3UljCW2h8vj5tLVI+/Sa+yME90gUfJoauYoBuTOo34WbYdO8NsQx3NuY4mvU0Kc9vr9pfw8D9ANhaC4uIoLbglvB80qWQ7wlP08hFe5OPYwtSr3ZtO08xwRnc5scVZ4yFdiTGRBRwddrwqtDaBnGst6P0Y3ZrF0L1anSCMCY70Ymj8e9Td5uTWt+1P+1lPJt2vcoi7Gx4LliOKLN1/ypx/6OhArzFpGgEV83h5WUH1HMWdZjGgQ6EWyesHmBGLDHCIav4//p14SAxPVemEfIU5P19BumahQzdBwbifFEpBDicEtATsdY8GVdNIRI0UBYt39EdW+ZhTrhsyC+UFyx2M55CrJKNd4kiXz82rqznWptsa3Hhk5uKzEWqPOjJByHfIAyPT1Ac+zjZxm3jsOdzIeINNLmjlQjldLm2P5ijZTn03c5juUZmyGsEq+aR0KIWNwgoog7YgXKTIlG1HA7lrkzViPiVJ+f2M1seT0sRtJA1KOMrD3earL+3JK2x94fJT7ZaOtOpqmUymGcwA1xCApJFd1sbsc6oLgwLgU7Xt/uWM2QRzwOoIGSMxe77SNfdXtHPwfKKkU6ZkGsNElS9+g2q/sbvo7djHw4sN+PaIwM2x4VJXbdo1ncx46VqNING5ZpJM8FFkOCoCocyoE+bUjd08f6uzjOL9u4ZSwjxjlC/txw83aBqlDjjuq0yQbF263eBmOvJ1YoaoCeLjz39s4gK5l33rKIxd/4G3+Db//2b+d7v/d72W63vPLKK7g7/+Sf/BO++7u/mz/0h/8wm2HgT/7JP8nnfu7nAvB93/d9/OA/+Idc7LZ83ud9Hr/h3/y3+NzP/ZzTvv63/+1f5Ud+5If5oR/6h/zMz/4M/9r/8pfzNV/zNacLqclBlN//+38/v+f3/B6++qu/mj/7Z/9s+zzQDxu+7a9+G/fu3eeVV17hC7/wC/mS3/Qb+YZv+AZ+6B/9EN///X8PRNdVtDQS6m1AOxLSNeCN47z/s97PD//wD7cB4In0tqPi67zq63wtq8zoQDWnjwnRjlKfayh4bhzy4bS/litSK9v+8jQ5Snj6ObZxfCStLgIlKWUZX79Y2Ow0OWc3ynZ7G3nIe4SE6C2xSZoggntGj2nKdaGoGsjzTKkL1QoqinZbrOTnGjXdHVsj68GUPnT0mx24sz9cseSZTrq2vccixe7OYgu1FKzW00T5OESERIKVfEl6cwsqd2epT8p2UkhgLdJ/yE0mcncRvU23E0CxwlzbhBw10of+NEnVUsjL1MhW2/H22gwpxdO8gkAI2o6bGW4VN7BlRkIgxIT0jTgpGes7EKVYpuaKSMWXkVwC5gUsQs2oG+IRX5aW3XhahNwMH8c10tyeepbG+OhkInei3Ebh8WqY08IyCoH1vUFAvRGkIGBGNceCUOZKNaPUhbTZEdUJKdB14faSM073hwho1FYJRFt4iK+F9qorwZDTvWa54LUiWRsp9djO6PH3HIn3YsjqrOgFpLTouuWKsGYQr24aaVZhvHO/FiCq4qU2echuh94h77Y/YPPyyBDvpbRLYp7weeQob9QQqC54KRRvi1pbZqIZ97YKdKfsgCx7pA8sXslUcuwRh2W+QZggDiDxdBytFCRGxJXDNAPt2g2q9CmQuoE+rlHkPD4qH9EAafPEdcFyuCXKR4TupNse12zkRR9vo5qi7VFpEfP13LXvSWvA6ymkRARCD3XmMF1zKJVOFauVFAdSHqkI+9LmhHubDX2KJwKNrRlDBLNKzZnOm/yp+AzLQvGrFoUtMyEIdXlADgntIa73vq2q3dkKUZru+jhWTWXCSkYcTDOLgcbhzk+IhPD6JO15YVYwu2OzGnbPJOa5GqU6U1kwNzp1UhDMHPWKlIUlz3hq+zflitVKHxoZLbVS5gWzhe6YXXXnMC5U7YnxdrEYqIwsdCERY0+0ggosd6SS7s6yVNQj6bFs5BOyxmOo7SQfOnIsZ6qNwtq6qN4GbTzCHavlFPMM8fae9GXB7tRW5GzUatQyk7qIRFoNjzZeUkpp8+M4UtdMXFwzBWVcqNOCrhFy00q1hTkbMa33QRkfmUegZScjStU2rx0fZ8nKG4EI7kZIEVM5zUeN9FU6PXJr5VZuL20QXSOzvh7woLq+tzW+OOI4p7XA+ZOpkzs788Trf+tv/S1+5+/8nWy3bfB46aWXMHdKKbz66iv83e/5Hv7e938/X/7lX86P/M8/ipnxa37Nr+Hll19CRfiyL/syvud/+G4++7Pe377PKt/1Xd/Fl3/5lyMK/9K/9PP44i/+4hb1QLAjYXbne77ne/i2b/s23J2v+qqv4g/8gT9w/PX8oT/0h/ju7/puNCgf+MAH+Bc/+8H1NwtB27E63lRHuclxu3dhfqtHM19TlBKOl3h7WEsvqbRUrdDYTwyR6oWobdFUa2Ge7XRj4TwSMbBjZOkOjtGkR87JSlJqLgQCQQNlninLRC2BsD2SOEXCUTfn+Crt8JrR2FbjDviSsalNiJvUY2vERfXOJH9crGgg9u2mL/OEe0BCi7y5dkjoMJTqlRSaDMMrmEDQVjCY84gAoU84Suq2FC9UcVwb8SzFEH92hDxIwJbMNO8bIddAkMAgFy1lHxOeR65uXgV3QpdYtFLyRJSKhHZ/lHnGq2FzQeNTUoc4s0+gHVED1DZQmxnHoyNRTsc5amS541ndxxa9nnJhvxT60NPHRLrz06IruGK06HfUiLmRLVOZ2/m1zFznFk0rMxY6CP06+LdoqHTdKstxNCZwp+5vyA+ucG9J2loLtdRHCLP2HWkzEPsBqRUvFdxwyxB7XAJ5KfgytUjUsuAxtIVfTMjcSCCZ00JfAUppkpjjJFdaRJGU0BSbHKYUakqrSkRO1+p4p+hSzYhdaCPcndNTa3NAcQUyBIwBRy23N9Z2n7i3IsxcK1Sl1D2i0PUboiq6Pm4PCPCYPMajgysYyPHYhaM8w7G5NsnHMp3mcS+GL9qGCXOIcjo/Pld0aPp11oJa1vuOfmiRclFsqVQRKs6gggOzOVUFM2vjoe8Jq3REbEY14y7IUcYyZ+phz/iwOZ+UAEENMqQSyDEySCSmhFllWjJ5WRjJaLeB/hLLC+QbPO4whKIRcUFTQtwJ0CLGKa1a+7YAInXQbake6LRFQXFHxJoFaezAnWVppI3Q/t97RkL/qKTGDa9zI5zSbqC5LpQ8o5Lon+CFx2tcGsHX1J7TW0phsQM6zNdMh/BIxNO9RdwXm9GgbMRZ8kStgomCBqqGds06dO7kNUqf1nHe3DAyHhuR03XssXHGBKJsMKsUb4usUo09Vydp1WLGXA0VJ6hjOK7bNQAeqdOebRyYvULsCWFzZ7zP1NoItGr3RMClmrMUI6jQPUsSdpuCx2xmqVBNEAo9haDxqdxhzAtzWXDPRI2My8gsgrnT15FSR3wxUrcBFW7GA706XYh4HPDqHArM08zOhepKzgWvhdQbYb12UlzPXewhCH2MjIusso/bgVZEECq1Vua5LQ5TSi1zemiBjLt9HMyFySqhVjo1pLYMZ7E7kkftMB1avZjZEy5eGiIlL9g4NutdBJ1nijfipqWg1hYCtrqylWpcX+/JxUgx4KJEgYvUEZPCUhBx0sVAMcEtU4tjtUKtTJZxuc0oHsfW5XBgNkO6RDoGXVa56BvBu5qQC04Qx0yRJISgayKqNuJ3jHojbY4V2mrfuE3prDCO2qkjCX2cfN9JRwGrWPLuO1b17RqVs4qZUc3Wkyqnbf78n//z+bLf/KWIOJ/3uZ+DqvKhD/1sI3VyW9xxIsK38fzTvtzd/VYAV07q3+PEXK0ita2mjx/81m/9Vj70oQ/xfd/3vaQU+dRf8mmM4/RI0HWNa50G3ONnj8fM/XaPfvAHfoBP//RPP910Ry3p8dEmWU4a6CO/D9oh4hyWjJEZH95QUyConGpwRUHiUZ+6EvQQThrQXP2oTkJF2HRhbeltiAhRIykmKJliC6NPbC0hVVpEaB1kzRbM12KQWrBYUO0wjxACS3E8dbDZ4vWmDV6hRb+bheOdIr8gTQe45LY4Cak1qNGExo6Jpxc1tQhCPf2db27AnXhxiUjA6sxiC/O8R0uk295GX0q+W8jizG6oC1WdTdzAUqjaFhxH/ThB0LzqCTW0s66xXdbZ0Ax9ie24S4uaPJ5SzTVz4wvmBVvaZFi9UKyy9bZIpNdWHLhep3NRgrRMllSjj4HFSou2h9AGdJcWqBNHyki6e3Vaxty4ml5hlsD97h5LnQGnCz3F4GZ5CKHDyohoxVHUA1UrppWL0DVSHANlyZRspCQIhq0L/IQhViF2BM9oWUM7Zcbmqd1kfU+ZJup+j0vXoqkz9O+7R9h2lGWEEEj9Du+25HnBrKJmaK3YPJ/uk2OESKWCz0iZyAKLBkqu7NbMTnWobgTAFqMuxjFRfzmk9Xp2TKCIk1YJ3lwqy1RQCroZsFzx7ISkZARxYdsrQRIyZ2z/EO+3MHS8XtbWckW8BUREWhdPK4bJWpi5ZtgkyiqRMGS+4pSR7C+RblgHNpDo6JCQJJRqjNP+tA8iBp2i1chqEHqCQBRpmQOxlp3w3IIBapRxQWtBgiMS2jaWpQ3f7kwmTBYZadHg7exQM5PuCDg6NEmLHUZCNYoL02FETNHQw+EB1IqmHV0a0NwkApoSlcigpS0obD5Fmxv5a8EfRYm0rF2pTrCFJR+YzZmWA4ebB8TUsb18H66JaCPRCuitNr7kA14mVFtEvJhxvUCiEHVhbBML7s5hLE1OVTLbiw0KzBKY57wufAp9DGQ7sCh06bKtokq7z4gDRQJTXcVA0tMnpVPQvOBRUQ147NlpYqyVq7wwlkoQoQuRqB29agvEWEaILVAmioaIpYEDgV6VbIYHJaUNnQaqBIItbT5yJ3rLoGSUUjPu19iacbUlE/LE6Jm9ZfxeTx+U2K0LEBo5t+o0B+cGDYFcC7kuTNm5GWHT3QZwcnWCCkkr4Y7UshSlVMO9zWuqQikTpZbTIgSEuY5Edbqo9EGZlsKhFBQoZWK2Qp0manhAAWoVimUeVoeuzRNVF3DlJmdEAhohDRdEXShloXjB06Yt3qxJ25w2P0a/Qx5FkBjpXailtrF5Dayo6mqJ6PRhph86KJmlNM12CT1JQVKPadfGYRXUK2Nd8LlAN5yoUho2lFXrfSTo4jB5C8rZvKDWAiEg2GFP1Qsmd1gqdVm4OkxI12OmbC8vWHLmgNHHSN04eOUVc0yaguKmOL0V5gevoO6oK93mNsO0U2ETNpi24GFcsyjtKPgbKiR+VxNyB3Jxghiab/Bga6p+ZWlyjJq36In48fmmYTwSS3dvEaMTyZamKxS5TW0eM8lmuPhtJOi0qm4XelmjCdWcX/2rfzXf8A3fwFd8xW/jYnfBK6++wksvvcSXfslv4ju+4zv5Vb/yV/Ej//OPsCwL733PexGEv/23/javfPhVLrc93/7t385f/PN/4Vbf5cav+BW/gr/4F/4i/96/9xV88Gc/yHd+53fy5V/+Wx/9LShf+EVfxF/+y3+Fr/jKr+Bbv/Vb2z658+DBA9773vcQUuLvfOd38M/+2T/DvHJ5ecn19TXmbaXsKEc5EO64PGnp8xM/8RN8/R/4er7uP/y97XjIUZrSBrrbCDu437Ywd3dyKbivWsliLQKuytApNpU1kaFoFOZpoVpezyKI7ijmzEslBmUbBhYzrLQ9DEHIWlpkVhq5q2K4TYyzMNAj5lhySp1xy+v1IOtk7vhSOIwLgUSuEyxKPYx0YWG4fJFa9+t5rlQrbNI98koWRaXpSUs5dW4E2m+vLepSpGAWoKzRZF8zCoCYUZbrJsUaK95vSK5Nn1oEdeiqoH2PlYqWyuKGyUwngX0+kMVAQWrAvJJL5sH1v2DXt6ZZyZumOaz7pKqIRMQiam2hUWRZV351bUGvjYgqUJxgLfNRal2jiq1ITNOGIXYEa9dc0sTiCw/HiXmGoQv0ElhECJ2RS0VrS9secm0EU4TSKZpLI3F3MxIYh9Jjbow2Ua3y0nBJLpFxmpnrQuUGGSeSteutC4HD+IC8GHN8yK7fEGNCk7aoZddSq9Xa3baMI06k1ECcJ4rkVt0/L+zyTBcUfXGDAWHoCWELtUkbQojENJDLBJ1TJFAEcgzY2AoNxaz9NlWs5rVAVFBtCwGfJ2p2FhOWpVJjJPUduTTZxiZGfq4Ushm7acHNuKltOnBr4xtqJAkte+aFmhfMwZMRkqJdRGKAWgmhY7PpYIaar6m1UpcR1QWzVj8SjvfTnWhfWSq1GFEV6TbtnrNCftCkXy2DGai1ICESQoDlBp1vcGJb9OQR5EWk2+Kq+GxAW8xXEYJCl4aTTGNxw/YPCVIZNpBWQqQOY4FJOqiKL4aZk28OFN2TeoE0EGuLMG82F2iMeNzRAYNOUDNbUQxlYkMQSH27V9QWkMAOg9kwz8jyELVragCXhVoz1UB8hAJVhzYHlUzxVY8tTWK0zDewjNxMe6QfUAmU6giVcb7i+iphninupFjI8xUPLXKh0B+JqDmlOpZHKBm3QzM2kYihxDJTC0x2DBe1Asi6zo8lO2XasywH6lJQnCoJQxh8giRsCKexCRGkLmSJqLUglAOdrFp+dVJUXABfWmDFF8QrqkqnwlIzUROdONmWNQOYWKq1e1F7FmkR89BdYN7IsWnELVIcZLGWza0V1UAIkSRKznsChmmgGEy2gCivTpXJJkQP7LrIDqfrezDjMD3ArJI0rtJVcLEmE0FYqlENam1jRVltA92FGCIXXRvvgyi1FDrVFkwQIwZvkWta3rmRd2+Bugo5K5qUWkDoIbYAUCGSotOpYXkkVri3HTBVCEL12sZx6U71ROLWFhexp5iiPpANxCvkiouhFHxZmNyJx8ZpQL/doiJYCBRoUp/qRBNybdfMfJjI4wFfDswVCsawTRAcomISmK8/SPWFbRga+Q8CZcRDT/GA1ErQ27qOU92FO1GVg0Ix6N2oqkzTQpADEnrqOKJ5JAj0YmySsJPKh8uBPcYklSVnbB7Z+0NC36ExseTMmDPkma0mhq5HcqEPQgEyQkodQWJzU9rvqUDtI7VWpno4ZeueKt+6g3c1Ia8lc/Xgn4EUKJVZlGoduRZkDcUacNQ2R2hkXG5Xui0ofRtFb9zJGilZtaanojC/jb6qehtcH4lUc4pGWzV+3a/9tfzDf/CDfMHnfwF93/Hrf/2/yR/7z/4oX/1VX83v+g/+A375Z76frkv8hb/wF1bNVOGzP/uz+a3/7r/DT3/gA3zlV34Fn/VZn4l4+05H+JLf/Jv5ju/8Tv71z/wsfuEnfzJf8AWfvy4clD/yR/4In/X+z+I3fcmX8qf+1H/O7/jqr+Kbvumb+I2/8d9q+4/z277it/Jbvuzf5v2f+X7e/1mfxS/9pb8Uq8aLL7zIF37hF/LLf/kv59f/G7+Ob/zGP9E0osdo5loM+2M/9mN8zmd/FtM0c3l5wdf93t/L7/jqr8IcfuZnP8Tnf/7nc3V1haryp//0/4kf/MEf5PLiYnVaaKb17sbVz32IfuhJIaOWyIdrhrRDLCAakNi3tY4KMkQ67QnVsWVBCXRR6EPE1DEpeDEWBKvCqw8fspSZYXPBtu9Yrg/sy8j9exFLhdmF3hPZbpAYmMoBkYQse2LokHkhFyMfZkLXBn1EybJlWWa64T5C04N6DJiNKH5KcZkUXB0vGfG0RtSVbLDUylIqoWaCGjU3MtWFlnKc5pm+U2I/oHFgmq6Yx4cspUXjqlUoC8EqPndYXgg1NP12MmLYkrSjlLFdm5rYbLZIHsl1ppZD0+EWW0e+tihgcZZlInjH5vIlpAMfjeVmQmPAU0U1od617IKAdkqUHvOFLiV8bhPDEjsqoKNh1VlywYNzGEcO48gyaxsUCcw5UswItVBM6bwiKWEoNhu1GB7BpVBqRVTJNUM2zCvjXJnGK2o4EFMkhUIpe/rQY2WilIo6CB0RZ7bA1Tgi3YDqlpYcMCy1xcNkxv3tQK1tklUSuVQmB0WhU5bdJZ14kxykjOgFJUe6lAjF2mJvP7a0e12QbkOdJmLJlMMBmW7IZkjXEy8v0DDQ5AJrji5u8bGSx5kyzvhiTL3S3duxIbSiNrRpTjshVkdTIm47zNvxDmZILW2SBgbaBFo1IrUR6JSUbts1GYEVfL4mLxmTtlC1Win7A+5QvCOl0KQItIiapATWpAJ1HpF5woPitVKXQi6ZakayCAI1DFg+wOEhfb9Fti+hdYHxBqkjHMYWWV9A2UGJEDdEryQHrGleozs5RLARlokSU8tEEdgXQ2KT+QRdKA7FK4fpik0YUBVMhGIL0+EBglLCjstuwFXW7I2TQjvGtRrLgw+BQjlG7+qMzzM2jbhWUkzs+5487dvcYAMXEpE1QvdwmhjnG7zM6HCPe92OvRb2y9TmpBQpvbKJA7ZkCko2hWkmFUe2EeqCTU16V/pAtzj7ckUGNsOGyIy6YDRvgy61RUQZe8ZFuLFIEOH+0CiDVmPMRr6eeXX/c6jBtqv028hcJ2arlKyEGpmZWEKA0LO1Bd9fUcSRkLgQbQsny1zVCVKgxlWi4YYGI2nHZdcRJNCJMS8j+7ynLAY+twL4mKheuMqtADSErmW/RdF+S8gHHk4zJRdKNsyFF7c9pQIULoZAFSPFCyzG9t2lgmRKF4gGvQlpt2UpmTzO+FKI475l1LXpjTd9R5VCmUfmAiqJIC0Lo8iqrz5mwY15MYK3wJAtE2igHwLkCn7AqFALeemICEnW7rbZEW/3RWvIY03qV40gxtUyQ1CyBCaErlO6zX1EB6pNOMJslRR6nFbsPi43lGWGesFcM0kDL/Q7QNizMJeZEip1PtDHXasBiD0+TcR5ZugiJsYyl1akq45KJfrE9uI+2Vo2VnVo0qzDgams+1wyV/WGabxp843B7IEcA8wTpd5gS6UbLqkGRTqCOxcR7HCghoimSNHIMkRcnVKFMs/EUtGukvPCto9o1yEuTJYJCxRrNoihKJadakIIgWFe0JLxyYkhMAOjC0vOXCwzpMAclLLZEHOF5YDnGSe0xd9BmJcFxRhESYzY6/jgyzup89vHGv/aZ3yG/9/+6l9irGPTkcULKJVP+7RPa3UGbZmOhKZHTO5tgtJGpqpVFFk1Xi1FYeat4ES1rf5vQ7xtxbfKWUSd5rwryBqdrrWSva3yRQSVZuVnTW+xyjpasd1RviI0ucypmEvWSL40jbMAH37lVb7g87+AH/nRH23ftwb+j3WJThv8nCZBkPV3I0fZqlCPhRlAizHqqu9eMwIrqZd1naEa76h2mm2aWZNVNHJ9XMQco6thjdLf0cmuEqHqdtpvRPiRH/7H7HpDQmwRQQKTRbrdfSIt5U2IuGY8KEblohvY9hviVEjazo/FnrFMaGiOJrnOTIeRB9c3BKERfMm88vDnuKkL73n5PiEknIjPE3n8IP1wHwP61AYI9zZgWl6Yx4XLiw1FBXUh58h++jle3L4P0w0hbMl14eF0xabftQ6FmulSYkjdiTipNl15dWvyimWht4Vt13E9L4SidEOLflaraDQ2m46QLriersjZIUbQ2HTO40hyI+x2zDWjHlpEKhiD3iNpx6EcoDQbrW7YUKUy2Z5OE0EDntsCMA+JTgWWwvTgIVZnuhdexkXJNyM2VnSArg8MKYHH1SmiafrnTum7ngTEZSJa4WDr9TJDKc7ct8H9+noCcbptJCEYheAbPFcuRen6Y3p3wquwuXgPygHtt5TSZBUejWU6QC3ElJinif3DKzbdlrLZkKYrQi3E/pK5TuSkmBsXcUPsN1xNxnz4MC+9+F5q3DJWI7ghnRJC4HpceN8mEmtFQ8dcYZlG2PRsS2GRwI0F6mGmG6QV4KUeCW1iC0um3/agTl4WDnlPjReYRDZilP0esVYnoEPPxb0dSELKmqKl2QTag2tybBGrMBnXy8hm17OLEVFnzsrNPJHd2fjC/ZfuE7dbJgJlFbzFeqeAWBoxKNJqKCTcStBSSthywMqCS0QtsxwmikX85gF0A5o2lLoWgNZWoyGbAcUZvKJWWj8IgakaRCXstuBC6iOLtSihCFiZGTaXpM0lFYebK7CCj9etOPd6oXYRSZEhCReboRVkhbSSD0eWgk3TIy45xZwPTgtBIHihUDATNlJ5cPMKcXgZG+6zGy45HCagLd6CO/c2Wzw4UZwka5YIpS4zedxDEub5Bim5Sd7NWLyVBmw3Ww4pck86FitcZ2en8N4X7jO5cD0vFK/ItCddvMDQXXJjhYzTiYCN3AuVHmHKRolDk9DdzIRpoWyMuEwIPQ+LkGJhQ5MqLUCfIjEqMV2wqKAxrlrpjOfCUpXRlBSVIQWSKr0kbvYZmxZu7AbXDfc3wjAkrOy5uXkIi7IwYDFRj9nimpHDNbELXHYdm65jCAPzNLHMD+l2F3Tbl5EYqT6i0hE9MNcWMOuLcT3vcW+EWG2mf+k9pOEeSw3Ndq8LuGXUF2Jo0hK3ymGBzivLknl1mrG4wRGCZ3YJNl0gds2BSpaJ4JWb6z1z6PAAYpXLi/fQqTDdHLiaZwLN6CAG5SYvLMsIw7bZQpgiUghSm5pKnEGVif7kVHMzVTZRQZxyM6Ih8VKfGGzElz2TF65LxOWCLlSGLnI1XeE5c7m55HIY8BAxd27yQg8sZeFn5sKQoN905Hxg2/e8797PQ3Vgmh9yOEyM7phC9jUYVDPVZrJuuNdtMBE2cUPQQC0HajnQpx35X3yQtNnwnpfvUdOWq3EmzCM7ae5WVo0sgeKV2At+uGKzew/p8mW8LNTxhn2pjMvEoQidG1IO3NQZRdncfw9U4zCPiAk57yllJOQDqe/BEyl0BI1cdANCYBku6WKgzjOTV/o+MmZnfvAQHSJd1/HK9Q01CBcXl2zEybVQJDDXgmUYZEARNp0TUiIdDkx5jxLpwsBiMzVuEdcTtzlUp9t1qBXK4QpyoeSFCxyWmak6U4yE7QUbWib9F37aZ/x9d/+cp3HSd3WEXETYXrxEzjM+T9zrtrx6c910yyLN3WBNqlVfK3+9VexylFOshFnMUFmr/09uIY6q3CnsbAUn7qwatZZehEaqbSXj4Xi+1xS44LiXZkaArgR+tf6So1p8fZ94k7mv3/nTP/Mz/Lpf92v5/b//f9sKylZS6+t3ijv1jj7bjzIEP3ZdpKVI6+o/o4Gji4pAS21Lc6TRlUCyEi51WYn3+vuP2QJtetuW9WxFX8JR7bPq3K0VjdgaWRBpxEjWwWPXJca6gA5IjITqXN98iEBGysLBCs6Bi93PI4XIzbJQ54Xp1Q+hvpBioO8GSsnIUlnSQIiK54nBCk5hGT/Mwowe9mzF4WqhqCIm2INXiT5D33R4NtwndT1Gi1jUmpmnNkAiYdXeCWXKvFIesIRrRBJWE1ba5Fm7DaIVtmtha3RyvsHtASGmtnwrFd1fUQPMPjBNB6zALr2X7BC6wGywZMXnPeO0ZztcIjmScQ7ZCQ5eCoNVXIRayppKViad2EsjfNEVYmDOmVL3LLLgUgka8cUpbuxLYdv1SE2MLhSrcP0qJs7+ZkIXY2eBKD0jjTRWh5KNMBn0iqRE1QjjA4YUKaGnVKfOzrwU5qmA9MQaGVJAJiXJTAhg9ZpqhUUiXiJjmVqhVZ3Jh0wJHTEOBFF6EbJXRJ3UX2BSmafM9oX7bLcv8eDhFcukbC4vsbRtKdsyMi/TmlY3cq54NspSkQi4kIFgASewTIXrXNh1ipc9By+oV8pSuLppjga56ylM7JeA+ob7MbDBmVMilgXPLbosZlheMM1s+o5BAnnogESVSDVjPxnFr1EfmkuJaitKloKmLdpvKLFSD/DhQ+ZGKkEygy8kIIXAEBrJnWblujpdv0GAvGo0Q0yt4BSo4mjUNtrUhaXMHEZDl2sGVcL2BXS4IGpHyBUPL8KmFZbVuaWWu1ohJywGxvkKL0IaWhFtTEr0wiE7ZCeSuRpnDg59ENScUeFeFC67tSYl9CwzLHWD9B1TfECphQfzDZcy877lBWrnbC4iMUVcnDHvcTfu9ZetKiOPXM8HDnlimBYezDPZlRQDEiH5gI5K3j+gpANbCaSX7iGbRL55lWn/gCUlogo9za6wuiFuTGUkpBeYZ8HSFkv3qGVmLhPBI1OXqGUimJA1sJ+vyHWhLA8J2uPasalghz0F5YHMjNNMd3HJkoR7wbG8x+NAKoWwtMLTUloWpQsFE8G6C7aXF3hdyNOMqjR3DlUUpWbHDq8gUqHbtpmvKjLPdL5K3IIwS2UWIc4VdWd7kSgCm5BhqiQSL8T7EAV34aZmRoFB4CYb+eISCZFFwDyzrwckBlLtqSQeLJUwF8RnRAppKhSbOFxdNR13FIYQiSG2hbVVQrlmYNPmlKyr+5TTUdGQmK0yBGerTi17RAtZK3HzAl6cFgyvBAoptoBATFsuth1qsJ8ekvOBV5eJ7eV9qk3UPLP0PdfFiLVFhm1xgk30sTkLxdBkKaiQFDZSqUsmxQ5EmLwVUHstlJKZRDhMhU0dkVzYL4AW1K8wMhmBJXMpiuw2TBYICPvFmERxClfeFi8eX2CuSh92mBgf2o90Wri+umaaFqo5c2jZ213akKwylYkbLagZu6FjPoy4K1pn8nJDDVfUPHJDYf/hKzxuGE3hcAPmDEOPWKVYBoT86oh6JuWJfrkh54VUKznD3kYWiey6LaNPzHXk5d1LHKwVgd7MB6IrKpEqG6oU0B4lstSKzcbDcSTGQPVKlwbcCoWKTsL17NRpomfDiw4b3XFQIXikx/EsXE8jxTJd2EGkucuYkPeZ6gGJ98m1suRKnmeQBS1GnxLxcks4HLAZyAf86iESNy2w2gVKra2wuF4xv/qQKoXuafayd/CuJuREZbnokDGzE6fmVnRSrXl1ijeiarXiqlRppPJY3KbQ0qvW9FjWAs3NFFFuY8lHTfQxhO3eOk3aSlydliokBFanr5P0pdlQrXHjZkDLWoPSqv1VTpFx1gh6a7LQLPTe956X+Qc/8AOtot4qrdjCTwQcby4lsqZacaeuMhMntBSs21ov1SZ6Yf0p6Om3uBuVghL4oR/6R3zt7/pdwHoYHLq+57u/6//TUoG66uvb3pz04yLHohG/lfocFz+3qrF26i4vCONDoNBppA+Jyx487Kh1Iswj+/1IR6VTZzqM3MyZWkbKskAQgraagVLace7jhqUmNt1A3HR0qWsSks0F6tYm/AJpuW5R5fAekuwIQyBno0glV+NQHNce0j3qJrH3pRWBWSWEhAyJoh3FEt1m4HI/s2OhJMEqdLm5pVy5MU8TVRMxVjoyCSdaZA7CshTqNOPTnpwXsl5SSiG7IZtL3Gd0GQmlJ1ughoBHyCVQD7BfDrgVIoaQQOGm3LB4IYqw84F7L91DzKjLwrTMWOwIBMScWWmaxGXCQ2C7DZQ8oCFyU6y5oNgBwUgVQllIoafrBnSIzGVkPhywjaGdIHFmSRFLHWFpjU/sMCLLQuqF3b0dvmTGXJEU0OxYdea4MNdCsIT2FyTuwfUVXRHqElAHt4XZC4eyEF1ZuoWlZlhg2EVmL4QuwsWOtIuoOMmaF63USoyGd3BYFgjOzeGK3oRsFXehTx2qguaFfYVFInNduM6VGIxoC2UZ6SxxsQ0tcm9GrRP5cAUSqAZXh4XgHa7KNgaWUjD/MOJ7utgjpZIPMxZ2jFYhFAiVKgsWIi9u7pOLMJUC+2uGqY1prejMqCm02gNLxKEnayAHRU04vHLDXCciI32upNiTLu5RY2jSKIyRh+TQJGFaK2UZsVqJ0xUMAwFl8T0lV+KwoRs6hmGAkpnxlkWaJnTKlAQ+37CIUGej69qiIlugzgXLE9lmZgskh25QTBWrkYev3kCuhC5QzJjFsaAoEDawUaHULbl2fNAj5fohw3hAQqRWYZkOeHD2bAhWuB8TN1NBsjJ0O/puAIzFvOl/gcvN0Jo7IcjizK+8yqEsuIyYjExjkw74UnAVJMQ1WNLkJHF7gaehZT4lkBiIWWCsuHSYBFK3Y+PCNL3K4oWBJmmJFEZGPA/N6WW+JqRCzZH9vBAC3KjiRw26dvhSkcuE5MhGW8Ei88gFQkxds44LTbusDnm5Zq4LQsVDRNhh44TPV6ADfbeB7FjqWrF8qmCFpLGR72oIylKdbndBDA6546Jkepu5UOXlTsnmWNeTq1PKTPXD6i3fMx4M7/ZICHTSdPJ+c8CYCcsBDwNd19N3G6QWdBHCZAQ7YMsNXgvZK5Mt9HFosgpxltKkPJM4880N1AMX20Tnxk01Dosy5owa7IZE7jtcJjDIobmUVJ/wQ+bD04F7FxvSICBGLZU+BGrJ9MUY+jb+ZQ1caKCWGQ0doynjMjEW2GyMbdxyPwambNjNTELpUuDBVFiWAtYWSSm/ilEZSyZGKATqxcs8WB62MU+UZZmpVEKZMXFeGC7pw0R2oZRWVFrLDbbKRnIOpNShdUbyjMRC3HXsRIixI2WYlxviYU8s4FaxfMN1ba49syrEgoZEj7HUA4fqpK5nMx9whIygVdhcbBjrTN1fISFiRVfDg4J2gTHvWdwo6lznwmV3iZSFFCLugWWZGccDnQ9s04bY71i2gnllGW8Y68JyuGa3E3IpIEqvl9SaUdlRlsyBioWeaA6TsVdh8cTQBZIa2yGy7Zus7urmCrQ5hEWNpCTtfpgH8rJwM46MktnsM4e8YCZNDtdB2g0cRJjcqTTXtzDCrMJ26GG4fG1K+hHQ2Y97qCv3vCPVPXkRyrEg81RqIrdU2lf3EjdaheLqwGIVq0ZA8NXyz7GmS6eJNdxs7ah21JGvKSJu6/Xc1850a8FFK/hfQ93e5C0r5wZdpTACx7KKprkD8xYlE9YCSaurtWBdP9/0Ki263n5DoDWiccBOUfRGsnXdfvstpy20xideAQUX3EqzMaTwy37ZL+Z/+J7vaLIZVts4oNqymssYLidPGmq904wF1ixCK35t1pC+ujDIKQL/ygd/klL2DGlL6HekfosEZdPv0HiJP/wX2L4yTD/FUBKhOCFtGF64RwwXzOPCRGjRTW1RC9eB0KfmYGGBFHt2NWFh4NqV4MZFKoRui76wIW9eYrm6RkpGZWJ22BfHpckQjEqtcBG3eOoRm5Cc4eEVmUghIqGjhi0+bJEK036BLmN9wKrhU3M0yHWiLJX7F1tKSmiNSK30fsF4+FmmmyuKbsj9hiQDQiT0iYMJ18tIJ87ldkCCEtI9JuuY9x8iW6GQ6UOTRw0+szHHxhtyztyUF9aK9YStGumxOH0QXNqCDS1EdYYuQQc1T0gR+j5S3PAAYdkzThEJRoitA2gdMxwOyDWwaUWHKQ6U2VrUddpDPiC5pWrDzYGiHYQdc1lg3rfy4dCzWWbC1atMvm8V9yijGGWuJPsQtVbGCEhiO1zCvYSTkGx0SyR1HUPXk9XJXddauKvTUyiS2Pa7VoDatTqGYJUuJUwC2SqLVB7mkZKce5t7hDQQPLOpxj1pWYlpSZhUmAUy7LQjp4CXiqnR0zV3lwnmYFy5gyQO1zdcHSauu4GBnofzHg/XZDGCbElemGwihr5pzouR6zVjdvp0QVmal/BFP5CqMC6Vyup77oW5QgwBKYW5HFjynqKJZMq9nLFs6HJFrnuEwE603e8IvbQCq4M5Hyog5YpSBBsXdhc7uosdNbSM0VXO2DIhh0OTLc0FVSenLXUcucgL09ScUVKeSQmIkWGzRkJDxYHDwyvqNDFfCaHvyFZRFXb9BusSpbbIc1+kyWfqzGFeGGdhGUf2LszV8dixyc6gE4ML2QP3Y0LvvZe+F4ItPCyVBzcHkgs1AWZUzVQZmQ8zJS8kyWz7yCUduWSm0holdVVI3QUzBuNDqgRYrriMPVEjMUYUZxkXauzpuoBWYScbXg2FjTr3LzoyRomVeepaIWB1Ntqzq03XKhLBA+491Z1DLhQWZC5YLVgXGEQxqdj8CocucqmBkJqd6WIQhw3VM9bfx60g2hF0oHaGb+7T1Y57mwEr3mwMHZaglAp2Y4i/ws28ILIhdAl3Y/IF8Q6VjmG3oY8RMyPmgqiwL4XDOLOIEcPMYVwoRWBuTfm6kpkPD3Fd8H5A2bHd3seGgaJKv9lS80O6aYJZ8GKYKK9cXbFwoNuNbOLAXJzrqe3Lvegs0zUilV4UsxkXwYozjyMPr6/phx3dkHCrSLyk9vDgkLm3vUe3qeQ5k/eGpoCK0E17NtsXOEhH4gZb9kxZiESWoNxYpUwPKFXY9S1qbnZD1QdoMeQwE7XDNLCx5m6FVl51JXSRFDfN0z43SZeXzAcfXNEvPcN2w7brWOaZmUzRAWXgQhO6GgI8nCb0UJjzhOVMzIU+9ezkArRSp4VcFdUtyz6z1OYBn3pnKAtpdw9LA8Uj482+dSyIESNTamZ2w5ZECZGldOyP2ax0r8ljNx1qRq89hpJiZJMnXDv2uWWEXJxExboD+5xJBIrPeAwsoUBcMIzZC0PqSXGHhcQkHfN4g+bMZS1kUZSBkitboBs6dpuIFyUl2JeZwsp9VOika4vd8YpxUYa+x/NE1I7Yx+bX7jB7c0/ZdhfYHKkIoR+40NwEuX6gWmLY7FAtlDnTqaF1QQJo13pCuD7dJe2IdzUhr7Xy0//8A2S/oU+Vi6gIA3hp8eEQWpOPleTWVUMuskbAvRVSuYbWVWr1Oi5+1JbLKfqsq6a81pYqQo72VbJSXONoJNJ8Lpt7xdH9RMQQjc1ndW0ygYOsLhB3fYZPLYTFmy/sSt6dpkvnGA2XFmGX9fPmrTmHAqJ2aiDCqntXQtN6sxre21qhrgH1iHlz0zgVEvsq9xFb/xZEmgbetRXzNAeWpn09ZSSObjbV18JQXT+/yoVwhhAwv2QsV8x5TzjcQ1D28YqL+wOxVHZsycse5AU0CDJcsqfDLWHdlqlWxtI8jsebgnKArrDtKyY75mVBPDDE2DRswckSGVWJqafrE1wMRItsidzMmb6MjWp7oUTHS8CXiHWJKW5ZwkytE67OvVSaw08SvHO22iMkxsXIi1NF2W03bCWTJ7hxwZcDtSaWKUN1rO7J+1cJqaO7CNwbdmwEzG+I20vyxUCdHrTBbuoI4ZJNGghporu3cMUl+/2eGAoxGEGUTU0tspIWwvay+SFfXLLVjtmhTIU631DqzLadZqZaoRhuyuEwNveWlFjSzCyRXCYWjLo45brZcCGRgME44g8c+gvKTz+EIFgZwfeYTXTxPjOVJEbvzliVfL3nKmeCdgyX9+hUuJr3HPwBosYUmvQLT2xCQDcRF+iqs5HC1vdU7bDOSPkG38+M5tzkSvfhGR8iJl1zjfCFh9fXFFNmei68shz26GLcyIgFJYaBECNJhenhqxRRijpeoKCM0pO6S5yCuWDhgqUm7GFmNmWRSmAhSfOit5p5ZamETU9lQmbjJu8p8pBiC7Y36jSx0Q6NThFh2xXGekOgEmLhJmeu5IDXyou9t7Ts6gDk4qQSGQ8juRrd/RfoukQpS7N/C4L5zNXDD1F1szZX6XBvBZCWD9gy47EnaCS7s8wtlDF4RYpwPQo3+yu0/ixRWiGWlwzB6boO7RKbdMG9bcdUJ8aykD1jAbZdIA6J4IqERCLii7GNA+97ybmeR7xkqkWmsm+BEqvkqZAuN3jY4nVCtDlh7DolekXyDe8JzcI0aCQiiAY8bfAY2aSOJSmWKywZt8xgmeyJeS4M2jMMgm12xPCQpQpFAuy2DN1Avr7BxwP3tj2XElkkkJSTD754xSRCTK0IeJpZakdMHb7tWaqxjJk8VmpUso8IwiCBKC8xl1Z/tJUNNjXP/+vF8S6SNhGxACxs0gbNiufC7BUbAkNJYB3BE1ezIdXI0ppSXY6Ol4nNWtAqfoOEAuLIIIQdlF7JS2bZL0SNhL4jhUBeRiKKDi8iBHoFjcJYJoIUKDfkK+UqRJL2TYqZA9fzgf3NA2YyGgPdvlIKLCrkxUghUsMF2imS7pGzM2awtdhxsVeoV9fEVQaKG4tlLKQ2t9RCT0VFGlGVjqlUQm0t45clQN4TYjtHaiNqIzYqPi+kMjHrNWxeoFsgyEDfd3ieuZkKD2xm9mtYHvBJY6WoQjnQ+5ZBt7yw7VulywI5CSXCrk+EruPB/gHL4VXUKmOeidtLFk2wNHK6SMT6C7Z94H58gYLi2VoGhwDbA7lmFGFeCjlnHuw/RN9vCbphngUNgZILNw+vCUtGtht8GiEvlL5HWMjLnjq3QFvRVlhdrTJVIzycmZiRujBRubZrVIRPGu4RdvcIVVvmLDhd6hjSlkzPMh2oXunTsAZuoC4TRQpVIWHt2MRAN1VCgRh6kuwoyZmnGUfo6DFpY9LWE+6wiYbla7Q62xdf4jJE9gZumYtikLaMpcki98XI2bjGqJZbYXfsmHNFcqVaxqKhtrCUqS1qdWwZps7pNwmfG58yCQjORRdImw2TCl1sfQHKww+T3ehKRfZ7esuUcsDcKItSs1HqDNr6EbwW3tWE3MvM/OCfs2y3hCpMqUet8sqHX+XFF+6t5BPMVp9Omva5kcNGTBFFXTFpg617i+IUt5P4X4FS80micqqqdF/dNVrQ/SjvaAP36prg1vTrGOrNeP8Ysg+sRabeIsgubRHhq0Lc6loMuS4KzMrqz32UuShu7UsLLS21cm+0NqLsLfYPQNAA6Bp5l1OHwqNX8FHCIhKadt7qGvkPre+Hy6pNb6lNPYpQVplNk+gAtNbGQmjONU0dj9fKg6tm55d1gJxRibhllrxnqYU6j3z4lQ0hDEjYseg9PF5g0zWMRoit66bFjhh7gkIfNuiux5crqs/IPLL1TBe3xLCB8irbPDHPE2PqyNMNpj9L9yA2n26NLNpsFIUJpqumT9ZE1R5NA2Qn09KFvVQ2Q2xp8TgwlczD5YpxuoFpREsr1qrUNqDV5kkePJGdRva6ulrEjYTa0aX7pLBBDUxnDocrvPwci1dqDm0hRCaYs3SKWsEl0IcBnaGmnnm7hdBRY0/Y3WOQyvb+JXU6MN48bI0XxOhroVrGrZKnhcNoTBWu0sA4LZQ8MXRb9mlmduHaZiozXdzheaKo0nU7PEGZ8urxPaM+siwHbHY0RbqLHWqBqhfM915ukRlxesvEXU9ZAi6JOQQeznvmywt2G6XLE2pKrXuCKqqGKqTQUQ8zD29+jrFu6buBw+xkEWYO1Kos88JQHnDvMpLpGUthygULSi6VhDEPxvU+43lHDcKQegILu3jJVEYOS5M1xJiIBqP0bPvAsBGgZ5lmSkyMy4iUGTBKMGoZG0E8ZKY6kQ8Tm92OOo1IXSBF+qHnJenYxQ1TUtQq+QCjCbp1ooCaUOdALSO7DlQvqGXk5/YZRbEaqOaECCltiXbD/tWfYx9b+2jiwPUyUqaKl4ynhYHAMAxM+ZpXNNF1F0gIaJeaJVmt9ASGtSHJFJRXbm44zAeC59b4iT2bPvHye38em90luTZNvgyRgRktSrQeRdkNLxCC02tozgclU/NDJt9j257SLXipdCbs+oFYCqrg00JcBkKa0XyFdIlukxiOBdJxQ0gDs0lz755a5izef5kYI9ln5pqZizeZU54pHtltLxs5LY5XaVaL1SgWeJAXxnkhlEBdCsUdn1qE3UXZbDtevNz+/8n7n1fp1jbPE/pc1/1rrRURez/Pc05mdv3ogWA30g4F/QsEZzVRunDioKEninMnIkKDTgShnTTqQEEacVSDhgZxqthOddRoY5dWZr7ve86zd0Sste6fl4M7zsn3zczKqgKhEmo9k733E7F27Ii17vv68b2+HxQotuNE8ICrFfHKvngWp0QZODfXPu8CZoVyNjpCcY5ewaLig6eYkfeD5z6tBt+WC84JWGXZhC/RY85BHRTXeNp0eBlOwa1oN2pTqh8U25GmqN/oywXPIEpH1ivHY4e2086dimFxoa9C8wPGMd8Lp9hQgtM5z1HKlJL1jhuDcr7cynxHdQ7+ZXUMwC9XFjqf59Sjr4vnBxcZi0dXR2knwwGycrhOs4Zz0Gic5aT6CwGH2tynpGeMxDU4zvOgj4Yblfcg3NIbwSc0fsFvlykHbbykoPM9Sm9vDF05SuTUK0NPRm34AT5/YH5jTcLKlAyerfFRK5/NiMHRzoNsHecLp3lsnxa8qNK95/P+RHnweZRZ2LisjJAwItkcvnVWOiEoIT+52omPiujC2hsxBIJX8uOgKPjuKGch6JjMgc8PSvkJ7wJb3OacTjkZKdJbZfSGeoGoVBq6LfjVIwRaCsS396mHL43GTmyNkW7EvhPPjo2dIRBp2Hqbdps6Z4weTbiFlVAr+XmQy3cepXBLG7U/Ocp3ThNYPHnd2N6/gG3o8ARnxLOyNE/qnv3ZcL0Spw1ndwABAABJREFUk3BbEsag+gXfnlj5oOfv5I+Pmai0yWv5LZly/Bnm3gg22DE+B2xX5bosaK/YAN8HyiBapT0r3sYsptYLWY1en7AkwvnE3Ozoj7MzKIykjJIZnjnP0DK6H9hyYYSN2k8qhoSODyvr7Rt6ljngGYSR/2ZP8n9pAbmI/DeA/zmzA/y/NLP/yV/6/wT8b4D/CvA74N82s//s9X//A+DfYSo2/vtm9h//85zzr7wG53j74QtZHZYHRVZM4Tc//cRvf/r5RYqb3pyCoCpTcjGfPReZXyc2mTe4wfg9n91fJR6/CL1fAfovg5i/Pl3dLLqP30NBvx7/+wOWvwTe/KIx/wNl9Ut68pKv/EWA+8sx/cDny/5FeP4X8J7f/+4Xd5VffvoSeSO/f64xXo9/Bdryggq9nEZe0TQv5scvfYBfzye/dBleScrMM2al/BeXmV87Ea/z2ahTU9s9abvi9YbTyHHcCS0ibdDwNBGiFxhGlJOUpv5fxzGBPslYvINe5iCrPflwhWYTuVvqHd93oiZswGeB0yuhDOKe2fufT7mG9zg/UdJVHMl73v1giJARKJm1NmQR6B0fNt5U8HzSy5O2J2x0Wv6Js2Z6SDgnE+PsV1qr9HrS1x8ZISHB4ULgGhS/JkrLxB8EHndqPmnnk3y5zkrsECzdkDhbcaPu02PVObxB040+PKIv2EyZMIRuj+nfWgvle8L6A2sHebnwQCga8U7JzzxJa36h7DtdT44utHYnp46XAGL0erCq5y1tqHNkTugTSlPyJ43B5pTgG35VyIquK3GFsj8I8mTRxG9/evBTH/h4nR2steMNkJMYPG/bG28pwSNzx6jyR0SmlSPloPRGi4kehKNVHv/kz7kXI20rbl1ZNBKt8tMdnj1ySwExT5IJr3EyiZX2PLjVTsyKppXo3jnKk96f9FFwLjAMXI8MrVQP39sTV8BqZf/cWVJCH/cZVFpD/aC0SteNMjJ7PRlnBxlYjyyy4cyIbXa1nmdFXKCVFz67d+pjSmew6WajLePSd0RPTqkcbqN7mYFZGbgY8MkT3YVadswUv72hTlkqPMZJrwew00LgUTKtVLz46UnuDWsLlg9Ga/S3C62d9PGkasBc4e3aeNOBi8r35hg1I/m3NO700Xnsmc/vhRhgjCl/aaXxE3/6ghLNYTszj/WfJ7ytdooa5hzmPMElggR8Nwqd/pkpbnYPz/OJi4IGh4jHqXLq4GyZ3vNE2p9KOe+MoZh16gAXFF7zLYGV8/gdo06WgWdapTURzHt6PTmLkNSzxI2gMoOfFz3VuUhvx+wEWqcyOGsh9kqKkSFKXW/sBnTlcTaKTa5CGw4LkS0FdjLFGsncTLrilZamReEpgjOdMyoYvxsOCzKJpPWYGu+kuBipzQgWSB2COsw1niKkGMkjcn/sWMncLo49D1QcXirBddbbIBLn+XKltxOkQ5v7U0dovVFHRXBEv/C571PCuRi4Qct5DuMDjkkd9rqC7DRTzjIQb1xDIniHo1GaoFXI3RFMUY3oiFQ6S4xsQREVyl4mqEsc1+BQG+TW8L5xWRIxeKwIjID1OPXUx5NTKmqe7bbMbqN33Evg3Cu+D2I/SWfmqg/i+kbOO1ttiPdcloXsAjIKQS/oOTf5fMwOTVw2wuVt2oVuRt2fXO2gGxy5oAipO8QZwWZS7W3yJn5+ftCodIt0Aw0ytdV5TK23D9PPvYPHcQuO7oUQAkmVRicsC2wri3e0h+C3DXd7w+pBO3aWWjj2O807kp+FuSRG5omcmfO5Yd5YmzFGxfeT1Bqyf6dZYnQ46+Ac39n1t8jojLDx2afc9FEe+CZoW2lDZkFpwO/2T+r4juudS4M39cgwoBCdY/ELA4+MRI+e/jxoJWOuT1vY/iDGCKI4L3R5uePcNsK2sZyVUR/8YErEoO1zxmDfCc7jY2BngBjNe9oaKF6QIxNo9P2Y3Xk3XVTMBz5loWij10HJEa0N1YXg0oxwSp6d/SGYy5T4M5ixhoXUB6X/LQzIZTJX/xfAfx34x8B/IiL/yMz+H7/3sH8H+NnM/osi8g+B/ynwb4vIvwX8Q+C/DPxd4P8oIv/m6zn/rHP+pUMJMCumoowIIoobKwxF1oCXzv37x0RdnztYYiwbimD5SS93Agc9gNVCvL3jti/wfCB5p/spkcAW6MZlE74k8P7GZ+38bp8e1CluOBmzXc/EkS9xoma7E7I1zrPRno8Je2iDzTnQ6YEa7EW54qDliV2uVvAhouuNeh60VglvF6xWSp8tQdM5nBpDIKnjt7/9LfX7TziNPHGE9UpC6SPjnfD+fsV6JQzlcz9fGnrH6SNjUaIXpAtWO6NX/Oh0p+AmbSuNk+YrpXecTyxxYeQ76bqh/n06ZDwPBsIleuJolFo4bSCW6Od3PmunpDckbdzWdxYvBBakFtzyzpBIS35udOcTzTtIx4vRrJBzpbdEFaE/M+C4k9l1RUXZ5G0mG/VVTfIelcK1K/J44k5HsjfwQhtCblOuFBwMAg9LpJEJi7JoIKSALYobmdw73SAuF0Lb6W6ACO+yUZYL7fJ3uJeT4D2y3MjPB7Z8Z/gLS7gw+s7wnuo8zzqnyC/rhfTDj4zz4Pj5O+NeWKtHekTclVvUqfX1K7+1wSlz8Qo6CCESc4V2IgqnHTxLJueDdjxxh6OZI1FxrTDiFSeBOAb2OPEu4Ecl9Cf5cYAEVAu+TqBNkOlOctkSawC9XYnV6M1wbqMtCyO+YfsTMfACo9zhqLhc0OeDs32Hn3+m7gfiAnL7QtNAlo2knRig+Y3HMM79RD4/cSo4P1BrdN8mqKEXVDvQ6P3gdIMcGuIHVr5zMcMk0mRwPzJHObi5RFgTxBveBotNm0wvT75IRvDU9onrJ04FcSd7/o7PDgiom9Wooxr5pz+nl0xh4K/f2FzAVk9oGUkBZKHG2xxcbJX2GLxviZIzTV6JbIdnGfSaudwC9RKIGrEz016dOy+GiqF6A1WWHrg2aOOk1EkkRBpjZJ6fJ3frjGpkXfjz40Gwg2BCUYen0oby2Bt9LCwuYeMkOo84wfFAe6Zh/JNjwecTFEZMqDO+xYg+wR6ZL2Gj4ynfHwz9hGq486BQ6KK4eMNEeO73V47uwU94WxuDRd2UzTUhOMhWqVZZtunRLEO4LAuIMJgzH24vjB7peqWOQbl/0OvBWRs6FEwp7UFBiXHFLGBj4NSxxUBcAsMPaq3kbohTmgm9C3UMnAaGwMUH3lLgff1CdAEpGa/QWkO2CDbXw9EGnc45Oov3s/vYG/nzJ5pfph5+CDf1iAWaS6/2vRDWN2LyXGNkP06eNLwoSQOtjElQdFMW2I4DNFCODAV6UIYbhN7Yy5RA+TY4ilLKQdXCWD1OV9rzPmUHxxt5gHeKl0mVvH8cc/5HQEbD0XBe5lCqNWqHapVSnnhnfE0r9fnE+A4aMb9SS2WLF7w4cjkwjOoij2oQIzEOaJ5F3knRkUKgmIM3Dx36i8kQgyfWDgych+Q8PTlUMutiONkY6qArSmO9rdNucDTsJeU9zsa9ZRwLGjayFLR2Ss/YMDarODWyBvZasQKuf6fnTG1GT46xC0WeDCppBFa9Yq0xaPhVGLXz/PyJPpQqlXOA2RzWXXQh0LgOR9dKc9NUoZaC+UAawqUnaG4aG/SBBJ1a+yZoaCyXG01gtBMNV5ILmBdyazTX0WHE/oFq4LIlwtuFk8xuBgSyGHk0JFd6mX75fXQsGlU9zS+YJOqoUwu/eurlDTcy6haCvrE4R6QwRsN1g7RhZhz9pPeDYR0nG2kspNdk2pkr+Xmn5YaExCUogUBzRpNKXWaSF/uBOwyPMFIkXf4IuWR6fhJ9oI9GHxnViNmBKqQt4ZcL4ztU6VhLOGd0GwwGNTu0enSJiO84OdjtN4z7IIxCD56fvTJcYg2RN7+Sn08s74ye0V5Zh2eMgoYVXxIyDtQGwS+EEFi+XYjXH/h+f1CbTcOHv0xH/EvHv6wK+X8V+E/N7P8JICL/IfAPgN8Pnv8B8D96ff1/AP59mVN//wD4D80sA/8vEflPX+fjn+Ocf3CYKg93ow8lLe+w+VkJrxPRO4LD98a6KaMX6EZcEnVdiL0RbyulCuQVD/RgDBKPp7JUJWhirDfOYqgZvh4s443RPB+tkNXj3EJygcU5UnLEdKE7Q7yfrihOCYvHOc/Hx5OnKqufXsHBGyqFR8uU45OcGx810wf4pkgreFu4SJ8V121F0w0Nxvn5xA0wUXZzHM/ZjtfwNp1U2uBmhW+x0BUKnWpKPAo+BjRGLBl0geZY4hzKiymSx8B6Y5QBkmdHwOBen+xnJfs4KYRBGcGmp3B0BGdTkqHKs1SaNGKEY1RKzYibriwnnlgb9bPSysFXNVBHbYFRD8QOtm1h75nadlrt0+khKefe6AY2FFoHm63WH9zCjx0aHY8RKsSgWFTEC3EI5bnj9wchBG6XH4CJIn+02RlZVDgLFOmMcMGfZUp7XMDLG56KukoeB9I8HHeGZHx6w/yGxEiQxJrWCXkoDtU37nSeHx9kzmm1l7ap5R4z4bnnA13h6Anvv7FRGYvDQgBx/M4nhildHU8FvT8Y46AzCHEGyU4DGpV23ImauFx+oLp9ajarUTjxR8f2jNnBNa0MS1yuG841ul7xMbFpZBPFe0ddEmCMIvgUaWMQJGFSWWLA+Ss4jwo8ZaDeTVR5UHQYyUO0hQ8aRQfL9QshJL7ECZR5tEErmfAoLNpwcUet40dGWUh+4d6hl5852wSB9VFAbfqxL5F1XYg+IPvJGCdpvfEnN8UN4chzCFGpRDepka18cE1f8MsPPI8n7fNg9Dvi29w8nLACMUVCutHaE0QIy4tRoJ23EDH7CSxiQ/EygzAblbODrCveK+7LOu+1a6QVaK1w5IbIganjFAdEhl7ZviU2y+T7d1wQlrAw5OBxPKgedgvQIJoQ1zmZ2poDrgQXiOvgcn/A0ckvuuqyriS/ItaRtlPGc17P6Yq6iI8rThvWDi4y8GT85lHpqJvzJKGlF7MgQnsyoqPXTG6NonHqyrm+LMsGsRvvbrbaxBKVMjkE4rmtV0Q7Q4QyKiU/uFggjCtYnflKa1Q38CoMZ9OpZT9onzsVwZWGxoQn4UOke08qGysnaxCO80luyiUY4xBqHagzvHaWmECV1qZn+mLKZgpjpbYKdpLLnyMSOayAbsQBq5sodckN3xvaGmMYhrLnitOKnQcXzZM+uSaWLytW5iDm2ef8kHeVXOtM1lpFzFidnwUSU4bOmaVa54C91MqQTpE6resaZBp5PAmuTZlgUFI0VgXsOyU/8Nrwl8HwH1y8w0zm76zT9MqPThSHuY4mQdYvCI16Hkjd6feDY89sl4jpRhpKko4rmfp8MnolhEK6LWQy3hacVKoYNXncFsA13FLpXnlaQ7Vzuy2MYcQgU0baB67DWY1qZdoZesX6Ts5j8jBi4tiF3gqtlmm/WRvdOmM0jnzHe7iFldxP9v0B+cAPo4vDu4EFcOY4Hfy8P1ALpO1tumWVJ3pTbovQxGjnSY7n1F3X/uquQ3JX6hHopdOcZ43KbXtDdXrSK4YprMHTcdCmc5usVzYiUgK77/ibw7nB5zMzdhjPT+rjOy2fFD0JLOiSQBQf16kV0MFROuRCWQK6jzkbpYHLe4Rt5f5x0KXhx4lIpB+dozxw/eANx81dsWA84g3RBWcBGUzQl4cYBRevCEIYjXruqI98225ENgyltUEtAwke9YpLkcf9K8/8SRH4HcY4G4031BqLW3AKF4m/ut7t/aR1iLJybp4SDBknH797sCbPEI97PKjPgiwJy5XiwgQMtY4bkT42qnnK8zvneSIi+OSwRcHmfd78oNdK7Xda+JmwvqF28OyTbh2CY9hB8J4xHHvd6X4CoQVB22D93NleMD71bUKq/5baHv494D//ve//MfBf+6c9xsyaiHwAP7x+/n/5S8/9e6+v/1nn/INDbWAtw3B0+05vjiJGNWNLKzoc9djRzx2tlUe9U0bjfD7oDi4xkp8FLXDZlHW7TYQus9IeY2SPhTwOkhpVBt19Useg5pOY3klhkgqrCdIXRDyP8kSbZ4kLwS2A0G1gFKoKfYQJYnGObo5xdKw7hhjO/UiYQ/egFYuesUTGKBwom0BynUJmVEP8Ru6F55lZ2sklwPXqiQEW/4Xktumf7Qdnbnx0WMy9iBYX1nShNyOWTsc4XsABlzxudXguL8m8oedsiW3XG8e5c46BxcDdlO/7A6s7V1VsLJxy4dMJEhZ6yLyXY7Z+DS6PnUUa7fzk7Dt/2gviw9yQbQb/UR6UkVEPcb3QguPoUFxiEBG5kLxyDRtBFOqTa3LcgTw6j/rJu60kErl22jDaUNrbSnxf4Opx3jF2Y90rOibauT53NDfaA5wIFjpnbshx51k+QQt1PGbVIu/I9SveCWdXXNBJEFOHywdJJrHSXRwuXGgysBCIacMNwzVPGBHnV+7HQWwnX5jI+9w62OBZPB+P31KOO0tMWLPZ+ovgVPkuiq7LDLpcRMVIJlxuf0S4/RE3mxhiG7Oql48n8tixGHBxAX8jxob4b+RiUAdqmVoKS4y44GlLpLWClEypT7oKPnrUMpYPrBWWNojJkUfAdJkkxdsbw71a7qVT2k4dH7gieO+wIZRTGcNxWzeSd/TR2HvnWSP22+ngUyf3E+uGSCKmjbcIJpXkHCJvtG2A30lhgVams8uRsSW9xGkZXQKnRZwGwrpNPLVNf+W4XsjnibNKCobbPOsP74T0d+h1MGwwBEp50DB6G7Ru7M/GTsOnDY4Hejzx/YHE64ThdKbdXBPcdPTCfKI7T/KO1hVnCj0Tx3eO48G5G9wCSkMrhHgjeHC246OSrwlaYTNPGBd+XC/U44MmAvvO81CefbovJQM7KphHXIJcICqBRAwB8RFZr7iaKRrwaWX1A+cCn03YrBBe0pK+P7HeaawUPP56nXM0pqwWGbVS3XR4WMVofbxcizrVwc7nRIr7hXY08lB2nRryzaaEIp+N8hrT8SpYGYzjxHswmVpsWRI+Ji7phgvTrYjzINcPKh0nJ6czKpVRDU5F1bHoijg3CzfmuKgQowcC3hbCIjRp5FZRE8r5M8+PzJk3fFpo/UA6dHEcJvTDsDo7KUUEOQSnHft8II+GSiR4YSwJLU9a2+l7x4WEBmULF7IPE61uhqSJizdkDsGKQz145xm1TyvTS0JOaGWhDFjXRKZS23eWEVlf3tMXXWfy9ao8nm4F71ENeOuMnudQqjXa84nRcBJxErlEwckCceMYAxcjbrnSSsfVzMV1Ltc/Rq9vrKVTjwp4dHFs68vlrJ3IoxPXKQsRa+x/9kE5K6JldgHanO2ysPH4uPPID2qHOCqqjritpKWzPysdI66DJURGNyr66uLAty3RhrDnjg8Lt7eAOx+oC4CfcKEmtDTIPaAe1FconXFJdK2MUYi1IdEwL/h4Q/xrMLWW6dB19XSZDjQhChdpnKPQFHId2LmzptuvlFdPRLsSopDdByDYviHJ4UUo7iCPndbbJHUTcO6CZD/33N6Ja4AU2aswbEf6IK6BoZFxfqflA22fpGclxki6XSHdkG+e3/zmP5ucBgLqFLdFrkPJzWMK9IiMhl8CkoQ+CvW486yVVGHhQP10opGQkLyjOveEaI7YhdVFvr5fOFW4f//OIUZIgeCm9MtGpYbJPpGz057n5BUMQ6rw/XSUFrCn4qpye/8jfB+45w7W8QuIHxx2YNI5204dnWoRd4ksW8KbZ5zC/bHTyoPj4vDeCJbxybG3T36zF1zc6Drd4I4q2Nhwl43elWNkLEbWIbgyMPPU/ZPn44AoCAGrRrpe/sbA+F+5oU4R+XeBfxfgX/97f5fYB9F7fFDOUrj0yqcf6LMQh1Bf1mtdjWXx6JqwvPPohe/Pgp6V2AeHeXyffrnaDyY/58reFR8CX9aFXgs9n3hNXMWxpgBOURex46Ccnxwv7V2pJ+f4QMWzulkZeNQDtySsFWRMb+5QG6lVCOC3NxxhUsvEqOVAXZs0r3Gyf3R6+8A54yoJQsNtgVqFkE+260pyHqcL8r7QbPD5PVOrcIjj9B4fBPXC6IPWK3uvXJaN4V5VcWnUOlhiw6zSesebkHPDWeK2JcKmPGgsOMQJIxdOy1P62h14pbqDdp7oMTC90JltrH4IaxWOkZG2YCNCSKBCEU+3eb7Pe4aQ8HnS5UwGQx3JOYKrzA8oguu0/UFj8LF6CgHbT4qPEBPvMVJHQ3xgWRzogACmgvcbYwFxA79MqVH48Rv++539/sCVJ34RrNzZn5mfHoXkN0b19NAobcNcYItC9J0gbupRa6H2Bz5EajdcGzhlBm3unbNldHhogpUT4Y66iFNBbxeGRvwjo8dJV+NohteFb99+xDXjXO7ESyC5lX4cDOcZrdD7QIZHgxHxbPHCskQsBooVRm3cP1ae45P31bHnjjueGB63rqxxOv74dKPsD4p4whoprXPvimjCLws575gq6hynGs4nNic8aqOqcPt6AwInHidKrAe6Oi5HRPpM8PbHA2uDUiojwXfZsaJQBPUXiglNAScIczJe+4mXQfDKtE//meNQkEJvjXANGJ3gBAuNkYR4Czg/aXdSTrzLPJ//GJMbq/P4b0LQKymt9O8ntTVyK7R75pJ/Zn3/SpBI94r4SBlg4cr6/j5tQpcnx77TwxU3AuI2hhi1F56cqHdU73HDGFap+xOR2aFJ2mkMRt3pZ6U3z239E57tSTDjGt843Ttj2UhOCT0xaiV2RULiLA2zk/bMlJZnRfl9JetXzIS4JJa4wmIUaWj+ZG8fFLsRJJBrQrJjTYZ5T7XpvVzDO6M1fvP5M+78TugN2b5xbRE/BC9zCN6fA3MVS5PxsF4c6jaqbSgNPxxrz8TROapO6YUFxDZafyClc45PUnuS3YBurMHjbFblY9wY6zvj/Yb62fnyTqhiJMtEBlqnvKXLzvX9Qr2u9NG5LYkQOt538rMyHspY4VTF2wCLBHEkJ3Qd1F5Z1yvSjeorMLDguffCuoDfhIcaKg6VSBknvhwTM9EVK4WYhJQcfE5YCw5YEkpH5RN1BXGVMTLBe0wyPkS8CiU/6K9h6tGAClU94X0h+kQx5fnMlGfhrNB7IGwL6pULC13n6xAznAoxBC5ropRJy7zEBUYlF5BWEJtj+ZtUVAMpfiH6lXpWapgFoc+q3OuB9cpoIFrxW8KZUMyQNlArkLZpSbsGNDhqzbTqqWfjHBFvK611jnFick7gkVtmshoGKQa2NRIuf0xKidBOBoJbF/ooPPvP6HAkMdYwqL2j+8mGznmsbCCO1RkhgoWFUgshKPV4koYndxiuU8vAPo9JK/YL6arEZaPXQQoJ35Vl2RBruB8ngfenjz+jPh4kjei60SyDz3QK/cys3RNvV3rfcOGdoIlqFWud1httGWQbk3dwGloK1yjsFnDXH/HXjVqNLHUSNp8HOy8LZoE4FBcql8uGH4VcPukjw2jstcx5nl45a0C5YvtP05u8Z9IScWlBLl+mBfHjThzni0ReUQdKo+0DawM3wnTDQXGuEy6RENNrHuyg9zolacwBdasHvuyoC/j7B5duXOM7pe6IS5wugx0sLrF+feewCzIqV3VkCyzbSmsHz3rBD7i9JdZ1Qe8XVDvDdU4TjM44H0gzQltBVq5p4XK94Jrn8XknfcLeYdneOcqU3pI8vX6wtzxd8FxD1BPDwnWLbG8/suFRO3jkk0RCndLb4LwvdG+Yd+TS2V+J0990/MsKyP8/wL/+e9///dfP/rrH/GMR8cA7c7jzb3ruP+ucmNl/APwHAP+lf+vftN/EzGVNgEN6xbVKrQO3CDVGOo6xbFAP4vKGLVMbmWqaOsJoNB3T4F4iz5KRsOGWwLNPCMW37StbCIw4IDwJ6gmPK+oVop9Tj1vguX9wHJ/0pvgz81HudDFkfXsh6Y2LXnBiiDWiXxkM2maoXxjSEEnksZNrpb+AL3L/oLU7rS5QHbptjJQYfQboSMAlx/X9B27pikogxsGjHfy0DVz1XKLxmQtvbmGNEfWe/fPPcSFzWyLdd7AMOthy4BYddQweGdpQnDOCGOuSaLnAXnF0tjhorXFNK8/XYFLyxjqE+zDexYFr+LBi7oaGRMhX7v3krEZ6e+O2rRxlEBmsEfKRqacDH/AIfom4JSE+0B93Wn2g1vDBwDssFh77YM9zMn/kzuqNj7NP+c4QvF+mLGdk9v0DH6+oT6xR5nDYs/BxZrbk2S4r5gP5GbG3NP2y90rUxvVyozvh0TKrnWRzLClxiZEYjLMJPe8EuZCSo7XOOAZu9AkRqdCPxkJhcQvD+elssp8Mb3yeH4ASi2OrJ5gSk2N9+8bXH65IFb62De8drXp0udAeOyYnGgS5fsO003sj5IPg+3SoKQUfZNo5RUGujrAJz3Pw6B0+HjjRiUNXNz37VdAhBCdc3r+COdqR6c/H9IG2yjnmhHyWucF3L/i+Q/C8xURsY8qbfMItK6YrZQzW5vCb8SV43DItKsvjkx4C/u0r75cLoiBUKBnvAmvy9N4prYLsvFUIkl5WXZVRwclKCB6phfVmhNsbgtDdjl4+0A4/u0x3HkIkS+fAT6vJ96/QNlzJ0B17/uQ8FKOAbEicFojSjEf+mdGeyBgkdUR5sNwiphNZns+dfjracMQWgIG/XOdMiBjp21c6hXIUtAuBN86iECKMxLOehLiARlwKGJ6zKabTis40M0ahO6FHwfmNza8E4Mv1x5lYbZElRErdOd0Op+P6eEe3G4yOi4FcOmoNRqVXh2WPVkNq4/Jxf9lzVqRX+u0r3XlMPFZ3nHVUAqUWHr3wc0lIiFzTxrM9J2xDjHW78u4TrXYYNlHu1tmuxleLOIRksCosW8JkarY1XoHAOD+obbaLhwhdhLRsWAdZ2kyY+oa6yJcmuL5zcYJpw1kgeLiPf4KSeN/+hO3yRreVSAEOzrNhZ2U/Hix+4RxhOiodnZpB2g73J899J3mH85FrVEwVdw1oXGh2g3HyFgZcb7M6fZ5o6vTyxFLHxwv2LrSmOAdmiuggyDmv8ZjYopJHn1aQusJ9AAfLcmENk3DY9kLsB7ROdBGvEcYn6/KObZGnE3x/gjcsOHrfof8ZIp0YImcwnA9kE5wYl6is66z8eRaiOaxmUh98awnXAqZQ86DWhktx6sbPJ2o71nd8/IIXoVuk0TjGd3LPyHNhuV0heNbNs4xJRi29MtoDeoH6E/TGut748vUrPTfymHrh1hpOGs4Z93OhDWPv4FxHLTM0zfkkgeuqjHbn+RScyOx0t8bvzBBz+DaQEDBzpJhoXrD7A59P7Dg5mxJT4PpHXydl+v5B9krygSoHZ/sgtW/4xVP6XB9NC/jG8Eq1Ro+J3AoyBj5MqN1eGqd4uhm6KFET1eD73nFmXG8rQTtnKah1cAl1jkU92jz9uRPGgOvKUT25d8QHtrjSmzHqQWyN4hysHij0MlB3wbsNtQSfhS4elxu0waggzHkwsYHvRmsgy40UV+oYLLcrbl1Yl43oA/a2sB8n5T//mVwOXP8J2+80Mbq70M6ORj+J08Rp69zShIo9/hQXPrFDqVU5wzavvTdmcnbx5MedVjs1zYRwmCGmPErGq+NrulJsoD5i6w8EAY2BR+mUEHDR8/fTH3P94UeaBlzyjLFz8K9Rykk7d87WqDIoXYmXjRRm5yElh/eO1V9YUqSWToyX6Ra2Rs7c+P9+7K8Zpn/68S8rIP9PgH9DRP4LzKD5HwL/7b/0mH8E/HeA/zPw3wT+T2ZmIvKPgP+diPzPmEOd/wbwf2X6cPyzzvkHhyEcrRH2kxiEsF3ZRyYPIbobziV0jdiouLBgYcFUWMLGFgNnH5y9I4twWxaiBM7PT9ro1LSRz4YbGVGjADIC0a0TUR4WLAbUO1pvSPKYRag/IynS1kpqyyRRtYL0jqVELYU6DNkWypooYw7RkMLU1Tmj7z9he8Eu71A7Z30yWmYNb4TLH6NWkTzIx0F7nEjz1O75bTj5zKBdEDq6LFj3XNZAkDEhBtrp5+ccPio7Jo5aF/Jp+DRhK4cEHA63/MiyQi6ZnE98bwz19CaTZFkGz26A0momNyEMuMTKdnubmrBiRAdJAzV62kjEyzuy3+mPO6SV01+obYejgSlrA80n7XlOfPg5cKFQhnF/FiwU1FXeVCZieH/izbEOh+Yy7eBYeeQ+ccN+sKiyW6f0cw7OrY77Z0e9px4Z5ycU6PPj4OoDh1Pw0x3DXy/8sDb+aOncbon9KPz2MXBW0Z5xrRKHorKxxivvKbJdfpydh95hPxENPD8OKtD14BIg+MgIkZwKtR4UqZzn+fKTF7b3KaGKtRP9QTinS8YAattozfDqMN8woDPYrgli4PnTnzHqTt4jLTdqGWhy2CiMJdG2ldoNXS5wlElfY+BvCz46xpFwxdhCxEvDQmRUhdQJW8BEWNLCwbTDvPVz4r79bOmOVudAZO8gnRQdYp5cO4sG1r/z98H7yaUaRhKhXTfqXpDoCX5CvHQM3BoJMUyJUVbiGOCuk2aZfiSkK24p2GhYHy9r0cIaHdEJJhc0XBG5YcNwx5OmSnORPiq9PelHwblEaxtLvLCGleP7QrYTtYHsd3LNhBAQW2gy6DYHinFGX4VxeYdwIfpECsI3N31rpT8pfYBP9LxzHt/RUnHpSgiOJIALNHsiclBTI8uOXwdeK82tRFWqdQ5XX3ZdBUmJS1JuMVJLRcdOUM/XH75Qx5gDjD1Ty51eMuuSCCGxusQYRlADr3x+nPRyco3vDIss3uGT8kP8Y+5ESvmgu4XhF7oN1HVatBc5VvAt4opyasAG1OcHue3IyKS40DG6tPk53zxRA0v4whp+oFhDh+G7cE0btExvhZzvuOOJkICC85WhiW4rvTWiTKw1CJqgSkAa7PvvEBr5nHKIHjYYHvqUMH27OvqeuZ8nh3U8nfPxwTEqsRtPjQznUCeMdmJ1AGlaw/YVumHHQL78MPeXlvGy4A3OUnl8nsiYMLCxP9hWR4gLowpyVopNNxGnOqt+o5LPg6hGDIk+NloKtL6QvHEzY5QTVwPplriXil49i1to4zul/kxarsgw1thIXokrPD8KQxw+Obp2RlM6ExAmIXJbrmCD0Q2XO/iI1UIojSVdGT5Q/WAJjeAd1Rv3vdHMTQlTese7jXL/c86PT45yZ2t3Ig5scC0/s+SD1hfkTAw3g+BkBSvlJduc96EcjnJkRv6JZ/tzcAGJF2JacPHCkt7RbuRqMO7YOLgER+gnfZzIWHFm6Ih8HplWhXh9w6lSLhtv2xveJRYKwa3UAr19UuvJcxRWHNSGWaT4zNMOiFe8vlN7Qf2Fbp+cNvXG/fA8UEJI0AcWV47qqPt3XP6OU+hDCMGzDqOZsQ9hpMQxZlV6tM7Dd8LoNJ+JdlKH0eqckfIxkVKkDygfD8Qa8hzknIGKRwkjEOPG6YRmBeeUpQ2cXBjhneQjPa7UWhCr6HBI+BP8Nqmymu/48SS4DUmDbJnlsiHqeN4PwuOk7IV6MbyPcD6JA25h4RYN5yvfj0wzKLlPp6RlQ2RlyKD3ec/3XrEy6PvPiDQ6K86dhCwc/++MiKOESCt39t86zvJtWj7Hqawtj8HXeOMQqLISr1+I8cayeJr3CBWNd67+nWvc8EvApxs+NGy8wdlYVljfL1hvFITPc6DpQvCQa6eYTatS7RQtjNCw2ElhZXWz8/NHVwX3tzAgf2nC/3vAf8xszP2vzez/LiL/Y+D/Zmb/CPhfAf/b19DmT8wAm9fj/vfMYc0G/HfNrAP8def8m16Hd4Efb3/E1SZ1MgRPC0IvDXl8pzbDVKbHuFNUppVcG4P1feEiwjIGh2XU+Zkhhen9mssgIOTWef70QcWoeZCikPwkNI6qWO1Ah1ebuvUHMhbC7Y013vDf39nPB8JAgnDYmEFRO5AKDkFdwBGorcy2fJ52Wl1mxrsuV2pXFjM237B8kkvGB2PIip0flAHj0SeUpwxkCM0tXLeF7XqZ4J6cOc2gd86jw/5AblfG2xzusDqwFCYgyGy2sayyqOJyp38eDDswHfhWsVYZ0eO9sjnlMIc4JY9BP4Uy0svtMFCejWaNNuARGnlVoiQsGue40++/wZ4Zva5si8dWRzkr1jtrEp6lUDOYMvHZNtiZSdgwpYhn/fKVNyoaBTTh90I8H7TacJeFkgfHQ2cFlYFI5vlxZwi8vU3v89Ai3nkuAwiJL1/eiXTOnz9pZlQJmDPc+oUUvnENwnkUogrNOqN2zDmc3dDlC0rHuyetFOJq2P6kL25KC5pwPnfyOZ0ktvULejFcqeSxs9wukB/cy4O2V+7i6bnPpDKBJo/5gKyRnh3n/TeU558S7Ru5P4nrxvbDj7TeOB9PxDquOIYmtApLHXga8XIhbBsyOpYcRTu2vlMeH2zB0OHJo6IS8FFY/u4PRFUkOt6c52iFng1P4nL9Qm6dvO+40ug06jOj+0IQGHXgvbI0xatntAl4cL7jF0fXhIvbhDmUSh8TVqRloKMhPc/7wk13k2GfqBnaQKmM0aeFoBiHd9R2MMaJVWWMjzm1EyoxLWzXL3gNlBJBOuduuN4pfcpLdmtYU1bdcHFBQidoY3GJZp3m07SVKU8QZdRBbZkWMlEE6NRaaL0wnMMZuGo8s/DMO28W6bVStsh+fmAyZ0RC6YhcCf4Lx/mdvf+GJWzEtoNBFCg4Frdyc53FX1jQKSXxnZ7SJNWJpx4/kdwP+NYIYaERwA3qUahDWbSybe9oEty6UeMXXH2CBWxdobbZRbSMbJNcq9L57ffM6B1vM4mPl22+Rh+gF8YzEKXx9vY+eQn372hv06nDBj4kwu2GlQfnx09YeucIAUKA3qiS6ccD2j47h5cN8dBLppeDdv/EakNuF9blK5HpiJLLQa+FqApO8P4NU4FLIZeDz+8F843Rbdp29kAt01axygyyrjbYdKWuicfF4/xGG45wPAj77+jWEH0g50+oDUhXhnhyG0ifEghapy+RIwQkRtyyTHLkfpC8Y/HGmSvWPToSwwUGC24o3uuUtHVPfN+w0XmMwuFXnhoRV9iiI1dBjo7TQdGF3W+M7R0FLmkH75EQsX5OW1R3Y2B0Md5vP0wQWC+c9ZNWAnZ2og3YAtU6JsYIjrGtEED9oOdKrQ3tT5yrOO7IuCO6sS0X8AurKKG/M1yjPh70MQ1zY5iJTfTCJf0Jdd/JIdLEY/YdlxLdoI4Tlxvr+AT7nFa2KD8fHs9gtIPaOhc7scsVHQ6nC8coHD5QS6Ptn5QR8Vvi8sOPOA8jP6m1cLBztpPcD7LAP+4d9QG1lRYcxgq2IgV6zoT65Pvnk7w5vj/vmBk1bmziGG1QygFuXochbtAapTaqOXAVGZWkC6KB7uYA6JCKpoxrO6GcZHVTK14+sOAIcZojWLhQL5nnUdgN0uZJ4Q1XMi4GSAviHOH6FZ8cEZCq4Oc5dBhxRNz5AHHYemGkZXJGTk9vCTPHcZ/3Ve3n3Mty5zh3eh987geuK6FPNkqmQzC03Dm80rcLq78RVJDgEB9wIRD9wrV2SrmT61ecV7w9OXUlihHbCR8rjYFTz8MmAGg7TgQI5hE7GPt01OrLgnij+MIlDVIycn+SfUNLISH4a6BJRfqBOY+ozJpQPmgj0FSQuLFus9vTqiJDyHmQfJjWzX1MJx/uHA1okUfODKmsv2cc/dfGpP+iwfT/vw4z+4+A/+gv/ex/+Htfn8B/65/y3H8P+Pf+ec75Nx1eHZcuXH2k1e+0x5/h8pO31lm7o9HRkKA71HWgYn56JLswUD/pUSM7Qgy8pxtdFqxksilJjMdlpRyZbVn57XOnB4df5gfdcqeFQkwLpnEyCvLPXJuwxisSN8ofDS7+7xKcQTvmxG7w9JIZRZk2mkK8vCHXTgyO/PEJziEpEZdAsMpnPcn7SU0O8446FJYr67JR+8Rm4xdye2KuY8FjGI+8U4fhRSZoonVqgxACbrvRe+M4P7GhPAF8Z/OCdZlVIREO6zQ6dgW16d0r4rnpDzifUC8EG2ylUntjENnN8XzuOFFuly/Y2LH7A7DpSRs9X7eVVh74cy70JQbCsrC8X7j6hdwHoRaSczwLII4UjLOc3Ftn8cKSLsglkWUlpguLg+4rw6B6h0ajdyUsCXdzPNfC7bIQrdHobD8OTvN82RIOWNUY0dPvhWcWHqWj3iiqDD8XvKZC3yJUodZOLp6jVKwXmjSaC5z3T+K945JD9ifqDBFFfSS3THusWD+wA2gbPm7UofhbAjnxQxAU/Be+/fjHqCTCGqmHMXyjtylRcbIhDlCb9oG1snBS6smIYfrgN/D6zqmD3ndMA2u6kccTq8KoUzLlauan79+prRJc4LkfVB7ELjhJyJrIWnHuQlguqMJolXJ8QKuYG9zOiMdNpPGWKFnp5xPtA+cE5xzpYoRQMC2IT0hvs6MTFA1uIrXxtPNBq4N2KohDLaMUrFQYc2hNUFwTvAoOB+rYnFHHwDSgMiAc5CPTgGW90fsHwVWWfqebJ+mgNsGFBb0Z2Q6iSwQd9Fa4hI0aE8Mr1goDQXtn1J8xFS5+A38hXjYeeVpZlFYILqIuoi5wDRHPQk8LpxkWhXiNtLOztxN1kbAE9PnAI4R0RXpgkYWhhTe34pzHRHEo7y7h/ELyLwjN6MQlcI47bf9Oa542TsgnW3jj7IPHfuKSZ71E4qKcLfK7779hdbD5hXHutDLooi+5TMDagfovWHvQJUEKYMaXLbG4zg+XhWfL1HqQ+4FpZAxjDIhxIWhAXeTn/Ikrhn4MeBUnumS0NxyOFlce5vgSBOcA+8LwHiVNC1MXOeuD4VaqOZoMnO5YNsbvfstqgVwOznvmy7KRlgvDO0xOvHq2r3+Me2a8j1iYulnXB2cz7OHZtjS7OIRJOx4L4XwwhsMGqE1v7lGE9P7GevmGtQPak7i84dKNVApdhLgtUA4+8gA/O4NnN3ovtJp4GKSeGQbb9cr16qil4taV3E7yx85xP/mIwggTKnc+fosff4bpxpISXQznI0H+NTZNBO10TVgJBJ8QWRi1zGuxOGpzhGSYCbUVHs8/gxQwjHb/idKMMTxdK248OMuOo+O9Y2wLrTmc31iptHZntQkPGjiiCKKDNa1kEq0LNhLDbOp/yzHvhbgiPsIaEV0oZSDL2/Suviq8rzN5sor3kNKKSUfOB496YMeJSZiOIK1PoFWLdIk8xTMiuG0lrI3zeeBcZUsLuVQ84Huh9zuhVzBF42USd8NCSt+RCpjHipHbnVIGWg90dIYzLt5zlCetDW4xchWhuK8sYbq2ufaaWfj8oD7uOLeA9DnLIo/p8iNgvdFqwY/GFh2xdp6jsY+DTkZ0JdkHdlSKXJDguX37iq5v/LgkLmFj//gNgjJk5eoDIQa6V1rvWJndI4s2LW3NUHWIJvR2o3cDOWkJ1Bmj7Hg5MTE+jwNzQpVAv7zTzh1rFaediaw1ok4ZX3SR5fIGBGJ0rEwb3q6BkFaGzmFwxg660qVTmrDjME52FcZbpIZ10nwvl+kBHja0DUY/SUXQtRKWgdiDUE8+nh/0bwdjTKeYICvBTYhjaydZBp/3TwSIlx8Yw/ClI3Gul2qdxTpVGmfJnDRUt9lVbEZQByZkoOQHxSLpsrG6QfR/C33I/7YcNozRHYcaLkbUAiqC95FteSduV/pxUI+DyiSAuWVjWS4EH1+43k61JzaUM+cpG7lMqxva4BYXzm1jIIyaCeuFdNlQB+WYFljpEhm/IOyz8GZKWBaOPmZwwpg2eGHi5v3yxlg8IoFRCuXzE2kDHzyuCdEFiuoc1jgb5gVjmW3gMNB1RXZlmNDryyVgvSAp4ccG0tH1jWFGLg+CBrw5Ulows6k9D4ofnZwfnGpzqOysxCXxtt0Q52mtUkvBhYBTyJIpreDMoTJbl2lxiAjWFSeDvhdUE5c+8M7hohJtx98ErhP9XfPOEheWFGFZGbFxuIX1csPWbWK0DW6XDTufgLIkZYmBRSrPT4iu47yfC7MEpDakflBs0NJg2S68+0i8Jbp11AuuGU/zbE5RE9py5S1EniZ4VTYnbMq0RhsHN+0cvSNlEIegS8Q7h78uPGIk7BlKIR8Dv604jTSU0oxlP0nPHXlOCImsC+6y4Efh2i9TQqWBYSvyvlDkF/xUR9SxugutVqQn5LJyfdtwXuEic8D1XOix4mRDvcMlR42O4/N32BhoWKgSeHx80IYh8Y0xOul6RUOAIKhLSAPOTv38TjWhHZktrATztJ5o7XPqBZ3ih8eoOPuBLkZ3iWaABUL0aN05n38GA3x4n/dYaixvK96/40Jgqx/EzUN+zGA6GSodkRULkXb+BPknzL1N0qN51msk50kWDXHFjYX9MHy54JeI1I5bFBfm0BVAbNPfWJcEDOI4qGK49ULbO1Iy1hq6KIoSY+BkBhZSlZiELd2w3hCEy5roQG0yO0O5UW12lpxFEM8AFhdQnZ6/9GmfNkphF0PNYdJZlsRQxWTFeoE6GBdHunxlM8fVdEqERkUM6I3xfIKPNAznEjXDMQ6eL9jX2DPhFjFfGHUHFBmD2JRufVYNm5J0ukt4L6ReME2s14SOqWPOR0ecTau/8sSc0JzD+ytDlPM4ia3QS8X6waNM0mc5K3UYKYJY5gdxJAzLjrNltm1j+bKxXC94N9/DasIzK4905Zre8U4JHkLPU+pjia7T0m1IoPiEYKzvG8EJ+vyJbpXcCoc4zK2EFEiXr/jbSj1/ptdP9HSs21eGDlwvWFzxGtEtIvff0AV02RijwVnRdMFynrKrsDDEET3EbUGKkNYph+zOaIvSvFKfP+H8hjdwjw+cd1xeXZ44Grkap51zINFNkImuN+Syzb/tpwfWPSUssDV6+6SL8cyOoEpavxJbmdXpetDCgr9eCaqMMWVgYyjRzX2tqcNZZPRMcAvN2pRYqCBVkVqo951jFOzxIHjlbIJJx//UQaCrsD+N1gS33XAKSxDc4uZ128+Jrd/SlJn0SsAoNsjD4cIXztEprRPSShWPl4F1IXRlHwnLkHzg+rayfouUx4GysC6BNVwYKZHCgX3+E2zZCTFwCQ5fDHPCOAsjCZe3H0iuzcHMo/Gn6ZiAnLDOGSiDxV3w8Qs0IbvMYXDRMPf21pBS+OxKzk+690hYGPXEy8r7+s635cLZv3Oe3wmlkcad3Ix2/oTWgo8e1z1+/x3h3JH1wrKsyO0bzoOK0npFSkdjILoL79cveFZSF5bR0CAs0sm90J7/hMSDNa2Yd7yHgfSDvTwpx88z4KeR3IaUymKw9+n5H63iBFRfRUfr0D6pxy+IP2jmyENpzWhpYXjBh0Hy0yp4qE2yJSuqgR6UshfeUkItg1PE/0A/P7guHu2dsGwMFaDxqBlU2FIgCZMj4G6sbsHrlZafjKDIcuMSN4bfOXvGLwlzDtEbF35AWmUM5qzV8Z3QBa0LpSbsuNNcBgkEG7QyKGNa+2pvcM8sq0fiFQlfkHHiUHxIOC20485besP6IKjDxYRLkbNWtHSeNLoVnFdSiLiw/Y0x6b/SAfkQcFucxDq/UGzgs+N9/QFvL56mePxym7ZzRWEoo0GdKhnUDVJwgFCOWf0KOjNBBfxtoxmcz0xyjugcw4zahfNF2ApVcU4Qr8T0Zeos0/IrtUt752UZi7NO1w0ZE4agMaJt6u7ECtYEFzzrZaMc50TXa2ANnpEuOBxb3DiWiWDWDv32le1PfkDHzN4kxukzbsZe9+mH2v+i1SIilDGgVm6XhaVmdFE+Hx+ExeOjvQIdocZOcoG37Y1cM3vZGcNQhC3eCEHovTOSokVYY8TSbP2UWgnRY2oYhqgjHwfuIaCBEZZJM+0FHxtske489TynztJPHXcf/UXz8owhLOsXZj9iIoDFO5oE6mj0Z54wDL3gnRK9ktuJ9Y62jjTDRcVrxJzHhfiytBNUp4+pAs47LBrhKJhB3BKUigxD2gQ/iMJ13Ug/rnOo9tvK45F5PirpjLMKOATXdLrbRE+SlwVUCpOIOhb8Nu3FjqMgr2G7KIN6ZogL4pQ6Ovmcr8WJQG1Tnx4KSGKc0xrMlgu1drh8oSR9gX4M75TkHVu48r0VcivUVvBqhCQgBQ0RF1eW5YJ0uC5fMNkm6VMTflmR8SC4FQ1vAFgu07oxRMw71K8TouIjj9Bpw8O60rpS+wMXOmn7keEHvR+E7UKtjVIDYsIwTztPxMEijtFsDpG5RisF1CHrF1zy6OWcBVtRVAy3rr8G5HaeMAbdJwD8LSG1zeRoOMJyw4fLDNjVodGxeqXVJ612Yko4n6A1+hDGudPzzioCQ+jqUTHOVkl+I3THyBnR2ZnyKhwUROdnXspB14b6yHVZp1vLgHWZQ9bu8o4PV3Y9Uaf46GmlYT1ibLBc0LSw9s7ilrnwq8NsAjo+6532MLZlY12/oRdP36d9n1w2fN752uHLll4uGMcLrFOhK8MHCAN5/QvLHNqNKOLAesHhiIvA8AyvkIUisxK++CtpDNIaoZ1QCq13ap9drzUFwhoRFXwIjN6x545IZ4xOPU+KMG1nZUBcwAb7OTkE0c1hUe0Feub0Qk8r4r6QdaLsh3T0TXFbwtpAo+LOB609OT5+olubhMLzCurwfsoEh0XsDIj0yTfo06qxa8NuwuiFmBI+A/FC3ALBKaMHrAckeGpveHVoilitWIqkNhhnni5RfZDkwm2VWRxyUx7jneEx0vsVSSunjGnOsjBR9NcNVyohOXKpPD8/8RgxBcLXL7TaaLUChjbhLDutdVSFrjBGY1kuqE7YnIjQVCZQzgVuBkMSYkbrnbFXzDzppX3v5wPTSPIJ5zwuBOryx/Se6fXOaIPFrZwjMCThGKT2iXOGdzvjZtjty3x9LpJcZLSCk8iaB06V92/f5rzJeOJ75XGc/PSEuz0ZyzLX5+yojxOXTnpMxPQOlwsaHsQtsb6ciGIXSIMfLfGomWIDOzN1z3gVJEZ6nQO3URXzhvMOtoXlxx/4QQLHT38+O3brilwG8pxFkiE74bZySQGsI6qE0sCv6Gb4NcILgHX5ccovRlfS7RvL7dtct21A2RmiPEqH4BmqeIQ3JilbxBHbYAxHjELzibM3rBv1tfe6ZcVkZYzIaX6yTVqZJMtWeZaDsMzrdNEZB9V2Mp7fGWMyBkZYKJrw/sZ13SAoz1q5xojUnTSghYJ3iqH0LXFfC4tTRn2SnecsFaIyUsTpBZYLlyVOj/h9nxCp9EZYFsw6Z/2kDmPxkbpuZDNi2HiPG6ZKtw3WC8cYDMrsJA2hKlyu02Th8vFEu5tuPwqPVlDVV5FwoQp8XS+4XilHJgVHWN4RH7DHnS6Crt/Ij9n1U1sJYgTvJjAqz6LHTa68b3C8XJFC9Khb/8aY9F/pgNypcF0XwNHqa7J56BTu146IRwc4L/gtITawIcQlTEhNN0Y3fIfRM+7MOJ2kvNCnVlmbcjFhiythmZY5tImETuZw29S9CYIz8OLAz8n3XvvMNqPQWsN6wxhQjhmQOwcdwjopnc5fMb++OPVKTDd6H3PAaHSyf1Bz5V4OEE+KCdfA+Yhf0rR/MkNeC6+IEH2kjop5+/V9M4zKwJLDtUFheosuvcHIFJvuJN0NZCjeT1eWpEpKK8fxCbljx0nvUzdOKfMz8Z7h5u83k/kanQNgjIFLDnWJkRu9NVT99OANCXGOdfFY2qAP1ComDZxQRfHC1Dk7kHUOTEq8gQj6gpKoBKQU1MvU05kRxM9KpwjeQcOmBjkl1uhxY/DZZlUIg9475hTWgIuzA4AI7bPTxE1t5tlQU0geUWO7RHxwxGtCN0/sK847aunUvRKioiJYNuhjEjrEISngo+Mint46bgjx6khLJB8FHTKDF4PRDJWXbSUOpNBGpdWT2QsdbN5h6vG3N6p3bP6KyRPnEuLgLB+oOswZ0a+sIU77zeRRqYRSUAyNjut2m24DeUVQ1HlEElU66LTtJOQpl9JCHweEwKIrqspe78SwkFKit5NWOiJzUGv0D9R4uSYURgfXOsEWKCe1fedjzGpmiJUzZ+qo+BwJveCjEG+TXihxmT6xyPTvFaE5gWH4oNP39hZhhKnZtoAGD8M4nx/45NA+Le3GaLSz0x5PvNuQOAdYR55eyyEEzM9OBuyoRNx6RQeoE4QxOxJhZZFKV+XihDEGrXccHudmRQ4fsC5Qdtx5MFRQ8biwoT4QPXAxwrgBgyweGcoSItHP1wLQzkKqjVorV/eq1POCbjglrJEQAnoeE3KkOkFG3gjvkVo70jzqNnpr9BC47wWps+NQh4FznAOIgegDy+qILeNUZzetVGqvczgw3uihUY8PJCrhtqFrmjMYZQbUAKQ0ixj7g1Er5zBaz7xtC4LS+sCGsS6ObU1slwvWMo/774gedFyJYeU0o41K90YU5W29zLXh/QvSf2C//xnnWRiSseHBRVzrRJkFEXFXLj4Sx8pYO+IT1k7ueWG5fqXlY1b0h+P69o0QJ3VVRkB0wlT8YHqsO0GWN0wgOKUvV0LyuHAQuk36pyaGwcDTy4NhmedZGeUBIkSnxGDEcOG2XdBlYEsi1kpwEcuZcL3i1y+ccoJUNARaq4wzI66zqjJ6JbeMnRkxGOyMPqF53nsIDh8TPQbCtrHpnIny4ujM+R15ewMzop9J1CiV7bYQLl+57wuP82CEN9Isw+LWBbNvk+yoihiEGGnHMRPB3hmqlH6gqRB1QPkJ8W4OYwPpGtCucy+3hqUEb1fGtuK0E8qBW6+EtE0wXEycZyXKXOMBbgyiDbLNIsYoO3VEpEx6pGpDfIIUccEhmpFa5h4hQjk+ERloL5j6mcCtC35ZUB/xMdHaiZaCW65IDHQZ2FGwXrAYOT9+R/78Tu9CO/fZyfSOLgqaWBchLQlehTTvXkVENzvn6Dc0OTwOyxnUszghKZxFOFlpWRAJPOqgV6ZPuIuzu5jeGBrJJljsnGWACeIqBEEk4utAnKPVkwB8DQm/JgiBKEpsjbZ/n52Cz5PY5ufnLxtNV6LlV8HT0YpRagMxlhi5hUT1kc4v3V95fT6daplmjegjW/SoFYbVCVmKERuDszYCnjwGfo2vhKZyvk3eAlGI8Y1vkgCd9rDbhVg+WdRT26Da76YlbH/inEO8Mcbg3H9Huf8WupGSBxmYf0NGeTEbIj4lXPL04hAJgKK4vzEm/Vc7IBfhEhYQT5NpIaXOTf/nvINOZLD1l+NDcBjGugXMJv57MF6OI5WUIn5NBB84HydtCP1ReHGgwRxmE0WuAlsK0xJnGAYsUeewm0z9dUXozSZxjGkl12qfAWSIECYm2oUxf4e6XxcUmFbbYwijT+1fCAsMNyUCaSVeIv1zxzEtmGT7q+2UoAEnf91FNDh6oTpPdI5gih8D26E34KikEKij4+ug3h/zNalw0USPg9Fs+sWaUmudgbV4pE75DeJoZ6XrS3dlNu2olgukl59nN/qyMc4DTHDiUDez+SlJMqwXdPFQCmqDavZy0xi0Nhfx8UJWDwNl4GRaXI3a6CXPPypEfIxoa4hN+ukvABIBmtl0bcF+6eoRgs7KOa/Epw1EhNVVVBwShBGM7mVeUzarPo6XBn90Ju5DwSsSN+gvipvZrJDYJIVeVzcXA53JCzCr6jFhZmyy/Xp9WDd698jr94Kfw0UYKopXgIYPL/01AQkdr+AsIsMhElEG4CYu3QLOrThZZ7VPhV4HGq84naRJHQ6HvpJQJcoNjQbymNpqr4S04sxztu/4XnGm2Atl3aRylgc2BozKqOUVdCXavtPFWK8/ovUJVojrO4MCmxJ6QDThXCBGP3XOQB+dszwB8N3jnGP0irWMb68PeQwCExePCt2DyCCTqSJ4lGVE+nhZaY5GHTs8DXUyg+1lQaKfQQ0Q/DucHrm8Y82YptRGbTbJjmaodQpKswrKtO+MDmeV4Do2Eud3pbepmV2cx8dlXh8qqDp6q9R8MspgDKO0jE+D8boue8mTsnu7UmqnqQdTXEzU3un7wdkGQaZ3tI/rq4M26MNQnRulU2Gxxp4LtRoMxWSQYiSsF47SOGpFdAaWLl3YtmnR1mqllkwWByrE13UWk+Dag1An6zyKzXUCobfGUU+2foBbpqc0lbBsODd9m813LtuF4BXo9DHwy4WUIjF4ZMwkPXeltsx6uRBdmD7Or0JA2N5BTtS90zlQFyj7E2uDJa6kGJE+gW1jeEBpujB8J5LYglHG4FSZri0+0McslGCAwEiTCSAE1Dm6DboJzZRRheIm9XbComY612rhHBBjoAZ5rfkOrx7nKroEulN6mHafvbXpTNQaw+zXNcI5N91/XmuDiOBSgpZJfcG5dT5/DKw2TAS/vdYSM4Iq4bIxSsHFMD26SfSXXHHYLOZo7/T7nfP7d7IKrU9poVyvLDYQ79Flee0TOgOxMdic0n2i5kxtGbMxO47A+P5g2CC8veFtEKyxAM082uYe718wqIcPHOedsx7UaqTksArufEkwfEDTAqViwYjpxprmWtpaQySQYqSVPG1BfaC7RCmFPnR2x33CrTecdOLyjtVPqhlxe8dvKyI6A1ibganExDBBOphVRAIurciSUBlEEWrcUJmBau8dM0F6J+hknED4a7bnMQMAQJn3AD7++t/eCdsA6SetF0qdsDJxHq/Tj74fFfGePGzupbYQFNCE+sAwj8gdb/UVKylRBwGbds5jICODFaSfqPPcvMf6Cdnh10T2HucDycn0DHfKMV4Dk2N23IwxB4jNkCEE9RM25BxOFKuF55iOLNY68X7HgNEmfPAwcDgWUWwYooHhE0O26fNf95nAI5z7jllGOEEvhO0Lrh2UuuPlIPhILSft/kFCCdeNdV2nfDlE8LPQS5iGFDUXXC1TPtoUNP7Vz+r3jn+lA/JfjnRZSGy/bizAlANYncFDaYw2Nzgbnf7aHARQL6Q1YALlhbt1y8KWLnNDlL+4oXVEuiitDjyKj5NitfkZNDteeG0M63MRE52L9jBDXJjZNqBB4bWh8tcGzPO5If3F/6lPxBRwfiXEeROPtwtgfxDI/8E5RP7agHwRpdugjsGmbsoFAGKcOmPVKd1QzxgD7/2vVXdxDh8jvXVqKXPBtnmTaZwbg4sBNceokz33ejFTomKCxnlhW+2oDHyYWjcfPBIUTfP31eeTfhhVOvk8p82Uj8g+b/BWO6MPvHcv2EGnlpNaMtuXL1iteFW6j+i6Qu8TgWsARmsN7xxfgnslFPIH72X4ve9NhK6vr12c53FKHkbFePZBrZXFzeHNMXgRWo3aB/Q+q2XOvxZm0N5+DfgFwXk30d42pjzFKer0r702xF8m7AFQ9a8Kk6AaiEuknL+j1BMviovKGI1aKiHept2gVM46keW1V5BJBXQu4ByIdPCztuF8mKtNO6eHtU+oLoh7bbRlp/fOWU6CHKhLdIXgF8QtaE8TU9wzR62MuqP1ZOR9SjTE4ZdIDw6JC4ENK5+sIQFz857yrURr9gfXtTAJi798jc0rrvfOeNzndfS659X7WflJK6qe0+preDZytM5wnktcXwHhdCTiFZA0oNaTo5344AlxJfpArg21OezUxON0Vkfd792SpczraFkTA2jD0YFtdbi+0HPFuzin/Fvnhaak1YbVRq+GlYYfY0qTRp0VyzGoR6ar0p2bA4mNidqGWSkWQZ1Dvc5rZIDzC701Rq/4FKfrkEK0jncOmHpKTfE1EKYsrePPmRjoyw+8qcxKs5vdidYr2kHadK6SoZh12ln5/SXKzBitEQyGBtbrSj47I4+XVdo5hwXFcx4nfYGggz2fGDYBaALVBi44LiFgI82gp00noqSC18Dos5vg08tRAgjXjf6s2LJNmqzrE6oDiCq1dtROyrnP+l6HFBJOX2u6KIiwve7NrjcKywxQhenJzQwweu14ICUhV0XXK9F5aqtEG0TvEByLc2Qb+GEc5+fU0fu5X1jvM+B9BdHLtuFS+nVtijHSf/msVV+dC8cY4GSCtGQY+jrfKGV2WMzoY/B4Pv/KHqIhEF7Sx94747U36pgFBOcG1gejVkgJfJiV5Nca2V4Jg/AyEXCKz/P9imkWj8bXhZfFGmZ9BlOqmL32gTEr3RoCNURaVVQTabsRrxulFEZrpOjQZUXU0S3TSoM4HyvKHK5WN3XPGB6d9/brvXtldqhOSJZ3lwmm8oKSCZtD0y8Jz7QntDGQlOhHoe93UGO5/DD3GUDUEXwieKPjcBox9Yj0uU697oPff99tjOkUVcs0dlCPqAP3h0H7fE4DjOAc0be5h7spHTrvB7k1lghLfF1Dq8dsvJKR+TMXr3jLU66YLrMQMhr0+iowgMXLTDR8QNJGf/4EfkFdooyK9LlPuaCE5MllFjEbM1m8hDDhV2Owl4H0uec4UTJGa8cskG3v8PnJWQ4mFKnyMNCwYn6dMw0EQjtfWu+36eDUC6QFzOMH2FnmPN7LyUn9lZ+//ym1Z4LIHGz370TvCMsy919RiBdorw7e6/p0qkQ3acqtVnr72wkG+ltyCKKKc3/1bfAx0evcnAWPSiC8ba9NfS4KNsZsEaaF7nbaY6eWTlgEUfD+5RmLI6RANKMMo8dppD/pVa8Fuhu9/tUPK8S/ucXxL3KEcMX7P7yBJeqv8e6/yOFEeIuJ0oWggTEG43JBncP5v3g/Y0pTauL+6t/h/IuWCcQl/boZ/PracKh3rwour+HPSQSzPtu7ZnMDjDG+pCH8+lgAF8KUr6RIbRV+sRFz7hVkCS7M3xNjgtHJ+URU0T4DG1lX7BWQhTDbs6o6A98xfq00/fKuhl9ey+8dvzzWe/8HfyNAUsPZqymnihOh9VdFcPGE5Gb2D4BhMmbVAMHG3Nx/+X2jz/cNjBBmEvlPO0TmkPAvx7Jcf/3aMJyL04NZlT4KuR7YGCx+wTmHqjJSpvfBR87U1mijgru+pB+OECO9H5j1lw51Y5Q79IwXP/XrDow4nVHq8VIh+1lZ1gVx6/yJGt3NTcgUzp5RcRPN7SPOXyhuzJmB19/3F39rAOrrGpNfk+Rf//bX3zQ9yOdGMJL7i880GL2eVGs0GRigNkjpig4lt/z6HMCHiHtVpwgwbKCiUCu5ZpxTtvhK2G3qsNursu5E2bzOqf/fO9Y1/MHmm1unduNZOnUIvXQoB9ErQRWRQg6RfuR5z7yuULcs9AFV2kzkvU5gkcwA9bLMdm/tMxEEj/fzfnEqcy5BZUp5htANVB0uuBm8Lwn5/7H3r8G2bVtdJ/hr/TXGnHOtffY5B3kIREggpUiBPC6PpCojNAsFLTMBKwXjJsWF0sKiQP2kaPjBLKFCUKoysgylQkmTzELDMHxhlEUYaPHwhaCpmJBBYYoo9wZw7z377L3WnHOM0R+t1Yc+5lxr77P3vuece+49yFktYu291pxjjjFmH2P0/m//9m+taV/80+bxiFsKns1mAxvO4K8YZ5ZVnMOW0rvgjpuzg3l69p4073uJ0agN7wNRMi14gnSdcRi6nEJLoSxGLV3aJM6jHg51hmaQYbMZScFzOE7MasTL3dmZtrTDScQPI8i9Xuo2VyxOiK3OsPcEgZPXEJ2Hsc9t4hxRdyy11/sPsuZxsLJprNp3+nUSEVwIhJTY6s3krPSxSt4hwEEbXhz3VlYZYFxD4tGNiPjV0c4nsr9L+1ZyhPVYp/nVOdZ8EcHlimjF0SUYhMCwzuu1VlrruTKI9B4bIt1pOQF21ceOcXqd9DhDmHJhaY3cL2iXjVo/Zl0Djaf9nBw7d2u9dilxelLMfK9dbT3sICHgW+3leFXZbkeoEWzHeDEQhkC5GKmLdm7LDX383YB4wQ1Db3LWandQnNBK6dWufL/fewRRkDasV0iQNGC5d7PGjcQ0ElIfd7M+5/iQ6NrJgIaCFQMJyDCcv1tI99HY5ZFeerTc8tzvEuewWhHpa4Z43/HIei01ZyRGqg99DtPHnyHjRB6BkDDrFaCca4hNbDcjmDBueq7EScr3WkvAzbqB+N6sCTrYdQkJ0ithpQAh4uKms/VO8BJIvpfqBOny1eBRVZb12p+WsCiC9yPVfI9E0qPT3gRHZvCGRsh5ofienyIhcjGONCc0M8QJmzjgbaGnBylIACrbEDm03kxxG0f8OPRxNkfavdAd2TUpU0xwmm+Nwxl49P/LDFpx1nCWsSZ4M546hLfsHQ3IRYS0ebrI3oeA1rp63YqrBT0c+4DuelcyOQFzs54N/MK9Dj6DP4eMH9unCBsvsLZWPXlL3jvc7W0NSn5+Afk3a08+VLdB7Jux5PsE671/KugWkae+frLnvffYOZ7sxDDXhtWuLRN3IwvhiTEXevjTpYQfu6b3xK5LzufFCHo1E6BPxDGujWduXeP1XE4/IYQzGD9t01bW8TboPr0OHYg411vM51U3n1Iiuh4dsTVK8+Tn8RDCGnpujZhWWcGT986TY/ec955nKSZGLhj8gBeY531PbHWezdCfGdU1Gcw7dmnkKFOvyBPWhUl6++bzuUjEhZ4EiVmXAWklekfc7Lg3DMztyLCy9d4NDOkeIo7Wuj7zInXNrVlmE0+sd8K5CNLwBoUua/CPAXK3KsccMfrHrlt/X157r94CDyJC2ztGlGYNc4FmHVQOcUBtdQQcNGsreoKlLRhGcmmVtxWcc6Rb4eNxEJaqZ784POOa3X4OhuDxoqiBH7o0rNXeja9qw5YFy73hmd+NSIw9AgjoXLFimHisNVoIeBe52MZVh9qX2aeZi66XEbTWwVv0+NDvQ+97PkeZp6ef/+n7ibBbI3ST9kQzcYIMYwdjbk2MpzvA7glgf/uZBboUA9ZW2UYT0Nif80EEZ0ZeMgZsBkeKgRnBorEVYT8vZJRae06Cd4KVmWLhdMDTBehrhve0CH6TSEBxQhXXKzucGGdgs4bf9fzxpSctWkMNZlVm7RG3pg3nw6pTdYjvYjC5FSapajiB4TQ3+Mfnkdvj0loBGpCx9T7tz4rhfey1km+NZymFWg+oKq0tCAOSIhIGXNg9Nt5BFSvldIvfAvQ387CqvuY6Pc1iikQibd22rI1w6mmfT6xXcRhfs4+TnRxwOUVSAfEBSoVacSmxe+Fj0EPXYwP43RZJit0CnLYdSeOATwHnpFdDWx1sg3OUoH9nwWrtpVTPA+Rxmxe65LBWfKqrMxE4QS4nirUZq+BkxO02q8RhPuOKPo6drEN7bw83jjhxWGugembtrd3ghV6JbYPE3t3T2hOl9sxQa4Tk2O62wABm5Fnw0XA+4lw4R6eft768xpxfIwcCaYdpg9pWqd22y8CiBxrowuVm06MOt44RYyf40irBPd0DIsI2BHSdZ6Bz/NoyIewQ8cgwEsk9khkD0Y29BO/6XEeDId5bdfcnbTqI9bLCo+sN0fohb9b8TbwAAe/WSEO9Dca5AeKnWU5LJ2h8BNfQ2vpaNz77/oV3OCDv9jww4zDrYSUXU/87r8kqtxfuVdOYtuMzpR+v2fdps/Nkfetz0h/0Dwco/0o1EcFO2ZOnSdSv4M+eAkBP43pisW+Ncwg3D/ZtgOaHoS8sK3B+1sLyNGejtfYY8/rk9qp6XkBP9uTfT2PRb78Xwkf+se0ToSNr7omq0oDetr21BdD+bIjD+y0bN/T64i7iBVR7F8rHojHrr86vk5IebhL0xDPGCGKMLqyOSXyC5e7nBGAmnCZU58Z1u4ZDSdJrysqqrXRuxLnQJ+z1888a3+c9v+IEdGWg/cBUJ5w4vPds0qY3ltGePFp4nJHKK5syDANjeHxSDt6dgfCTIejn2ekzTcDTS5ISO6ODd4hpZ1NvORaq1qVyLuA9lKoYHvFy3t/zzLkeRTjJ9kIKvZrRaYxEcCuj9qSJCDvvHvt+UWBZI4fQndON7wnMTzq2t/fz2Disyam7DeQls0sOcb5LNtbttycn/AS6VPF08H9hHZBVHEE7seDjzTO2ppM9dtxN8BDWEpm81kk4bbtbq2oBaEo956HWLvVoyvHW9l4EaQZiCE8Pbcdb85tzbpWu9ajt43K5CJzeG/F+YFmuOzhfdayaM04VrZVmhmrGSUCsgWtIfLpb5pw7JwRDB1CnOeyxHKZnPGNPs3PEwAuLapepiLzuZ+G1dmLVu3NjpTwGWk83qHMONzz/PLszv64frlfrOu9rlaWJkx5JzRkrFR9OV7DigkfiE5KRE9MvNwRMWeanfw2zDr5TTxR0rkeNe5uP7nyYOJoqarreu9IdvKesFbUUNJ+KIqQus7EevfUx4FyXjWqdb5zR12suorWiJpAzp7iuDBdncuuxNTo+nZBzzjHQfZHb5k3xdQbrpE8MA7P0Us/iE24csFBJ6/c+R2m0SzyFLqPF3RoXc+s65BHp0qr++s3Bo39Sp39674RFTvLh2+Rh7FKh1h0wcQthvNOQP9ee98D72Fvbk3rikZl1QL4s2O3P3WJP3+hxbzMgty28hVKVX2km8SkP9rO8+JOUY5of+xseXzBuA2u/Xmvvux77JDd5PQtMjPG5AP7EoJ+Ocztk/LTzejst+V7SEfqEZO2Ao67JR2796VNIcIHgbjNHNxOYiKc3033inl5LHPaNPKNzZ7B6Cov3Vs+nfd4Gfr4fWxTnOqMDrOzeytDgVrB+Ylg+zHGV0+TbF9HtrZqyJ3ZwF3c3i9AtEFe0IHR513NB/5sAIM5Jl54IN/kCz1zo+v6rWi9f5vtzFMPrm298CLhbz8rTzjfEpySZPWP76AQv7sw93H7/9UTPbtsuBTbRv0bu87TjDrfvJdcrawUxiJ44bt7wdXje9ieGz4XQm6utFsxulnWRs7RCgntmZMs/5ThPAuT+2ohZl+Q5N6wRvURrCy7GHmFcWd2AYGK9OpJ41CqqM878+fl+2jGf9f1P5/Nm57Hhw5j/vN8CxsYcupYPtRgfkz1J8OeE3ddlTvoabzdR8dM6YktPNpc194mUoNYuJ+kbvgaMnyw8Id+Jw3ieW06mPZkF8xE3pK4Hh3ME3mpbKzb1WOQp4G19MJ4xRh51oefKNGhniYl0meLJRECfDcjNjLos3NzFpzdk/ewt6eBTnw+7YZqdPyehnizdvg9UO2jWnviOT9AKUmc23p0BscjTx3vjeyGBpz5WvncHps7dGe0ntIL+Z355VkbwCaflNibp63scRoIZstt9yHnlHQ/In8dCd8bh8cVHUjwnc9x6o+uj3shh14TLN88AvHPtjcgwJARc0jMr9Xom4tsLyYl5ug2an7v4fojF5JcL2H49dhtgA4Stp7XO6Tn3+kGLcyM9cdg9+Qa3JS237QTGbo/7k4A8pRef8rnhNa+9ZbY223ra4nLS0D7Lho/geYkIPrz+ZyI4IYujrqHsEBzhGcTAs473VtqTsoQ3a94J/nkT+rOOf8sZEffhsLIf2h5zOJ48TvJYc88kad6IuVvyiJOFEHFOMQo2noAdiCSwhig4v0XmXulGXHwmIH+W3ei935557jTH9MdhhcQhnJNb39Q+kU5MmJ2lK+JcB/a2lqq8xcjKbndO6D4l076u4zxtzERu8N4Ta5fbbh8nc0pBc8FyWWUXT7+PxDniuHkt+/3E9r0I67NBaZeu6Znpv70bH549F+Lijab9FCHVNSnytqmeSzqitXsP4jsY9+HWfqT//RxzIs/k7JAur8F6ZMbbBVJ7xTFgdRqeGKtVkoKL/Tuc1jbnbtj32/fKc8/uxt7ZgFw4a81er7n0/JDDGzr8HRj/qJik9FjY/o3Yie05yU3eyeacR2QLvDHQ0rd944zjR0Oa84bsrLn5D8epepqN0TP4oZe9/FCL5zvA3NrY6ZeDvRkw/vplkgGRskarunVAdyPnE3G47cUz9vBsO+l+fyWuaeLcWsv3cdDsnqMHFpFeEODDnMPcMGAxvoY5f+w4J1sTXHuU5fnH7bljH+JavYb9vbFeYamCyGuY/g9pcQTGm3230kHtqTz0yep8E0GFDsTDLWLDOXBvEdEhAueqW0BznTUXd+M0PGmma3KqvwHkAPH5zX+eZ7/MVryProm4p3uld3Znt8ytVVxO8olfiYvO6zV5RonNd4KdGma9oXD3L1MT5wh3c9+vCHv9gFxWSceNqda18oedtcNvxm4ndP5KMx+ersX+aNkbwSiS0luWenaWUqtS8hOg9JR0+yGY6dd1ANcbHNJW1vl84Lay4enx7T8admK+6yp1TRePH3/Zv4YJfyvsHQ3I7+zO3og9Te99Z+8cExF4jizlzu7so2mn3g5vVGt/254mbbmzO+u25l9p76VwG3z3pNS3SHIrveThU5loFz66QPxkIXUGXEtnzp88h+GNR5Fej33UXVoReUlEfkBE/vX6/2uFoH2796zb/GsRec+t1z9PRP5HEfmfReT/IesdISL/pYi8T0T+5frz2z9a3+nO3hkWY3yuTvjO7uzO7uyjaR8OGL+zO3uencD2uQhBjITUu1X7W7Xs34IDdQ133EHc9mT/sOm/v4Xs8xu2MKzn8eYlKG/U3o4Y0x8B/r6ZfRrw99e/HzMReQn448AXAl8A/PFbwP27gP8j8Gnrz5fd+uh/ZWafvf78fz6C3+HO3oH2ZH3wO7uzO7uzO7uzX5F2Vo60taLWR5CpFlk14b4naPrw9oLx0zn5jy5D/3agiy8H/rv19/8O+IqnbPOlwA+Y2QMzexX4AeDLROQTgHtm9qPWtQP//TM+f2d3dmd3dmd3dmd3dmdvws6dnEUeq0R0Zx85ezsA+ceZ2S+sv/8i8HFP2eYTgZ+/9fd719c+cf39yddP9s0i8q9E5C8+SwpzZ3d2Z3d2Z3d2Z3d2Z882ESGOI2ncvOMrMX207COSzSEifw/4+Ke89cdu/2FmJiJvVZbcdwHfSi8Y+a3A/w34Pzzl3L4B+AaAl19+mXe9611v0eHv7M7u7M7u7M7u7M7u7M6eaZ/7rDc+IoDczL7kWe+JyC+JyCeY2S+sEpT3P2Wz9wG/6dbfnwT80Pr6Jz3x+vvWY/7SrWP8BeD//Yxz+/PAnwd417veZf/sn/2z1/GN7uzO7uzO7uzO7uzO7uzO3ryJyP/wrPfeDsnK3wZOVVPeA3zfU7b5u8BvFZEXV+nJbwX+7ip1uRKRL1qrq3zt6fMruD/ZVwI/+ZH6And2Z3d2Z3d2Z3d2Z79SzczI80SejtRS3u7TeUfY21GA9NuBvyoivwf4d8BXAYjIu4D/k5n9XjN7ICLfCvz4+pk/YWYP1t//z8D3ABvg+9cfgD8lIp9Nl6z8HPD7PvJf5c7u7M7u7M7u7M7u7FeWmem5e6a1dteD4aNg8k5udHInWbmzN2Kqiqr+8mvpfmd3dmd3dmd39haatkbNC+I91hpx3HzkSh/W3BvxwM3/IhDGt6cxEPTOoXUBH3tN8rfIROSfm9lTkxfvkMUTVkrhve99L/M8v92ncmdPsXEc+aRP+qS3pUFPWcN2d4D8zu7szt5uU1VKKcQY7/oj3Nlbbiey1jlHa41a8vk95xzOeeStuO/M1i6dsoLvFYBr7T/+bWDmVTsYxzowfxKQtwKsdcrfQrtDFk/Ye9/7Xi4vL/k1v+bXfGQL4d/ZGzYz45VXXuG9730vn/Ipn/J2n86dvcPMVLFSkBCQuw6Jd/Y226mDoqq+aUCuWjE76YMd3r85JtDMUNW7zqFvs5kqtAZvSSfNEyD3qDTQGzVFa4VGQbwnpg+TPdbW/4+bx5sBLfsOfE+MuYu9edBHw+oEGIgHa1Dmx5n6tjon/vItPew7GpCbGab6mJc3z/Nzwbitk+DT7C3xFu/smSYivPzyy3zgAx94w581MzB7w9fIzCilkHPGOYf3HjN7xzprrS1rU7W3LoT3LHtSTvd2j7nVipXa76P/wIFHq5VWOxCLabibu94BZqa0Nj35am/+ApgVzNKbes5KKZgZzn2EOzq+Daat0U7R0ZTOz4rpqrGGp84HJ3AsH0Y018w6wAbkQ0RmrTV06pF9UUWGD2+OPk2/4hxxHB97T1ujtdq15W9mx2ad/YYOeOG1nTl97MD3dAxtXcLykZqrbq83toLxuIF8AH1aUqv07eoCPt2c1wkjvonzfEcDcswwjCenjycnlBMAO4G6O3v77I1O9maG5dyBFOC2mzcEPlS17+MWA/ThAvLWGiJy/vkPxUpZUJ1XFszfdHL7EGammDWce/0LU2uNWutjr4UQHmPg+n4rIvE8jv21PiH28X0LgfNpon3OHGDrnAIgt2aWui4+wb0VzNWHZ1NuzMtyXkx9EzZDIoV3JijX1s7OiYgjpPQ2n9Ebs9ebB2bW6AA8Pkb2iSTMGmYzYLRlBtedTpHwup6h0zn8ciQrboNaAETekEPd14BTNKLhnevrwfHGuXFDQmLsz/88g+p5mnDOvWkH/rG1a/P4eWvON3NSP7l+XZ2DWuE5gLzVyokBP5mIw90+zzWh82l22q62RlkeZ48Fwd9yQl5zP+T9U3b4FCgahhupSM1d1lIOnSmP4/raylTH7YcH1PPx7Bio5v6M+NS/13Dx2u3L3B2Kuv4vDlzqY1YOfZt08Yb17+9sQA5P3pOPv2W6gnAev9hPsAAnT/mNTEYd5PXr9cttAvtlbwamhrjXMW6tnSc0oE9gT3lw9dbE1lpDVYkxnl9/vdeo1vrYvk4mIjjnHgOZJ0Cuqo/tP/0yAQS3wWVrhVwWsIb3HtWViZH41DC3asWtk6zqfF7QHgPlrd6wJC6AD487v3AG4KdrcvrbrJHzQ0CIcQdEzHQ9Vj9vJw7nRkT8W/OMnVbY9Vmf24wgjGE863mrVG57+CdQfhrHapXRj2/pM29mtNrvIf86QHUzwwMuBqw1DKPp6wR1qrRb4Mb5riV9chtep7NZ1ZhVz0MmImzcm3NUp1zJTbk3hA95/KqGE3Ainekzoyk4Cj7Gj9icrGt43sw43gJtgvR1phqkZ7PMg3PEp8x7T649t6Uo/RkQcl5oLTOOG8jlfD+rTTfsuVe0ziDgtltE7E3JUFprbwtbfpo3moFiJOceA7Unc5vxdYNkM0XEYRh2ek7WOd6liJWCnZjwWrGmSOhzjpWK1frUY6k2BDkTRK3WPma31ydVxEk/rircJiRyWSXXJzLCUBF8CNiS+zk97bitUfOMWVvnxpvjpc32Zv/YY6TCk+a87/t/gqhUbWi7Nd4ixOEZc166OG/zXAupg16tna1eVodCXJe0mPKmq3i30sG4T6hVtBacA5HNsz9zOt+TnIabteFs2sAHWi2YGs7Ja+bKJ+2dSYncsuexC2b0cVbtbNKz5Cq3wfkbZdCfsvnFxQWmtx7+p9if+TN/hl//6389n/EZn8Ef/sN/GIDv+Z7v4Zu/+Zufuv0Xf/EXP/X1r/u6r+Ov/bW/9iFP8+LiKV7iLXv48CF/7s/9uedu83M/93NsNhs+53M+h0//9E/nC77gC/ie7/me8/t/6S/9JT7rsz6Lz/zMz+SLv/iL+Ymf+Imn7scwrDQ09x9TQ5eGLvW1439KTNmuD9cTwDvnzLIslFLOP8uynAHWCSy/HjbbzM5g5cnPqOoZjHvvcSeW5QnAf/u1k52qu5x+b63RWnvj99obtKlOTHXiWPYcllc5LK+w1CPeb3BuQCSsYe5GbZlj2ZPrRGsTqjO6hvnsPGk98fyc2AWt0BYO5cAr0wc5LK+SyxGks+Lhlh7yholrgGJWUG3nYzZtLGZkM0or63l0h6DWw4c3ZqodvLZG0YKa0qxfh9oqpRVqq3jxJJ9IvjtWhhFdJEig1MJUn5QNfHimamgzSq7kqiy1MU8L+XBA5/mx76zrnOLESM4jKujSyPn1hZ5ba2gt55/2RBQDoCwzZX76d5yb0m6dTzk5XiJ4EWprLOv9vSzLG7peh9K4Ph55eDjw6HDkUBvHplQ1jk05tEY7OVOqHFsnXOZamQwyjsNU2F/vWZaZkpf+M/ffH/uOatR1LIsah9oe/1mfz7np+bWreWGeZuqykJeFMi+QM1IylIXQlOAgihDda39EbsbrtqnqeR7LOa+/H8l5ZllmlmVPrQXV0oFlrVht5+vZP1PIpTAvR1QbTsaVGX/t8czsfJzTcU/z02n+qrW+JsL1esysX6vTddM3+Ly2dqS1A1Or5NM1qhUJHrfd4MbhNGivf6dqsDqJ57nsdF7eQwjQWn/Wcu5EUYiYBPD+DMqf/J51WSjLfK7z3Uruf8/T4z95oeSZ5Xjo4M4MPa0zKeG2WywlNHhMQG+dYwfHj/+0VjEqPjl88sRxg4+d0Chlj56lJMZz8DjQ5W5xGG9+YiI4wzvwMeJ86ASGPmN+EXkmGD9Fps/mQ2fM/bASOAnCpl/jNQrb2kLNB1pbUL2ZP+b1+Z+avuYY2paOKXzCzkz9reTSp584nRl8Eojflr30OaCVQplmpoev0Obr5+zzHc6QG1BLxj9Fm2UnNC6yXhs5/zwLmJ0fEuf7R14Pg/ucc4On3xI/+IM/yPd93/fxEz/xEwzDwPvf/7Rmp4/bP/7H//hNn8vrsRMg/8Zv/MbnAtdP/dRP5V/8i38BwM/+7M/yO3/n78TM+Pqv/3o+5VM+hR/+4R/mxRdf5Pu///v5hm/4Bv7pP/2nj33+qYC7KecRU8A/8T4nfX+f4N3KJj3JVp+YoHw8oiKkGHsN1lus7e3jn4DxkxZCeE2S1bL0Bd17f67ScqracqoYc3ICyjOaMIQQzudsZqBd0+78c1gMJ2/qPmytUWoh+ogYiHWupGkBOitq5mit0trEVGeOy4FAYDfsCCE8Jh85n7MZrfSQpQcIY1808pHruqdqBh/WRLVADJ90ZtrMjGM59qhCzcz5GhEjqTKEHd4NmAu49ZhNJyIdvHfnwDCrmPnXOD2nCMbTohun94sWSiudfdeb61tb5bD0MKU4IbhAWCd2Lx41Jbj12iksbWHwQz+mOFSN3Dpbahib+PoY/bYClloa9fpIawqbEcHQpQODIA3JiniPFzDvyHPDV6Um7awNSlNlyYUU1+u2gk0ReSyMbdq6pnQYKfNCngqmnjSG9f1nAx01o5pRm+FOjqoZQYTRdwd1mguLCOJPuuae5/MsYO6co+aMYSxzX4CDdz03yPr4HFqlLRkDFsDHANKPd6VGrY2QhFEcByDnRhHhYr0OZgrthoVuZsytUY4zI0IO4EIgrY6jGVQzpvX6BOlgulojG6iPCBC8sVu/ZysZZ9YrV4h76jMrqmQ1mnWZ5bE2nBljvFm/TuMkYkBApLPly3K9jpfvYwPIOEKtuBjx3tOa7/foyjb2KORTruN6PU6Ew8lxGlaJxG35yusxNaOtmxa7AeGzGSKwe0MM/emY/TtorYj16yPO0V3qGyDVpolyLIgT3Lazw91hqYTdBh/cyhSfdOMd1J6vjggSwo2e3HvECfV43b+/CGIOd3ZYbqQvZn18tVXqcULEE8bN4zJA5zvoN8NqoR6PN9+0FJwXpLXH5llVRVpFs2DPmEa63FBorWC2gmarmLmVxBBMQd5oFREtOJTOpkRMFa2lJ2imDYQBax3oGwMsDQk3z3sfo77OHlpDxHERbl1/EdSFG4IKyGbEesQTsGVC5wVJHvOeIAmfdlRzff3CaPmAtWPXhwOc8iqaO69RZ/Z9talO52jo6TzWs338/1vXgZaxMsGSsWpYM+ryfOLjHQ3IUUVLwcbXSk16UXx4zOOR/vdpsbL1pdNFPIdqzTDpgv+b8HuXqPTXHwfaJ/nK0+w7vuM7+N7v/V6cc/y23/bb+PZv/3a+67u+iz/yR/7IeQL82I/92PP2P//zP89v+k2/ife97318zdd8DX/8j/9xoDPc19d9kvgDf+AP8AM/8AN88id/MimlpzLx//bf/lve/e53s9/v+fIv//Lz66e/X331VUop/Ilv/RN8xZd/Bd/yLd/Cv/k3/4bP+ZzP4Uu+5Ev403/6T58nvTOgvcWiiAif8imfwnd+53fyh/7QH+I973kPX/RFX3Qery/6oi/ive997zMndYl94usMeQe33nu8OW6PrtFBwjxP1OOEyYSLA877PrG6frwQ4soI9UoarRTysvTrubmpv3piqIEzS3373unloF67inWA+nj49wTE7bwg9cXer86Bqa1a6g6QilREhBgjtVRUC7XWM4N8Oo/TeTnniDHgXycg11vAp9ZKXq6pGgji8TESwkApR+al68i99zTti/ixZLJCE7iQDXBisE8TlGBWaSVjZV1UwgW4QC2VvBzJ+RE+RIKL4AYaM0t5SApbwNG0kWvXDLZyoE3Hzrykik+GukYdAjGkdUxvg8Ob+6jWxyMpakrVinf+MaavzAe88whC1Yq1ijjP6AOBvqgdy5Halk4mSQ8ti4Hqsu4HBKO1Sq0FZ43SZg5LQ1wgyEAtkJsSvMeHQFUjPuFkne45f9ZuKnPt51rmQiv9/TgtXQsePDmkXr51uSnhmqJH1Uiu4k0wFFcbRSsH9ZB8Z9vrjfPZr30geEdZ6goaG631udDMKLlgrTyW6Nafr8dlC60WWlEEtwJ7T3R9bih5oa4MoysdnPbo5HOYVhHUFB/iOl0r1NJlCqqdFawV6JGuRRWpnhRHnEKtSnDCoB6cMa7PnaYBFwPBSU+ALXm9mEJWQ2uXwi3eYypIzlit3QGmO0tlnVdT7CA4tkYLPSnQAC8311NrpZVKzaUDlNCfudJu7tPoBdQ4xR7a6uDEdb5JIjTr+y3NkUIAIkajne75arQ6d4C6XhcRWfMzLlCd+j1feoKg0pB4SwpjPcldRIgpdRmZKnUlOJ7nSKpql2DcIjbmeaaeZDup67CTE6IIy+p83LY8HXEhEk5zZ2tnCelprjkBOhFumFnvaU05XD1A5oV0+TJDgrbcvrd6gQfNGa2V7IQ4RjCjlIxzHge0Ugin66a9UICMCbO+Ly0zrWXCcEHLc793kuBaWyN7XZ6iqsQ0oCWj0wQiDOMWdyZoMjhwwSM+oIuspN/6fJ3WGaHf/3pyXpVWC4LhNptnEI4djOelYNrnK9GGrwnxidYyGAybSG16dqBP1/G0xnWHT9ch9jcVU7CeDCke054UKzgw36MzYQM+sM+VWIUh+F71MLqz7DO3RgwRs5s5ZF8WclnWAIfhHHgtiCkhDkgVlMixCMdacGJc4tGwoZpRzHD5QBAlpJVwq/Pa9Cixbw2pypYuVRY1EKOUQ3dk13vcizzG+72GKQ+bPhdJg7BWqimNUjPPs3c2IJc1dJSXFUzb+jD3RWWuHez1gXXnsX5M43VicLSj7L4A2QrW5YTYgTXy5YXkO4PuTsz7ab9PzGXf//3fz/d93/fxo//kR9lst7z64AGmxs/8zM/wIz/yI/yxP/bHGMeR7/zO7+TzP//zAfixH/sxfvInf5Ltdsvnf/7n89t/+2/nXe9613qqjb/xN/4mP/3TP81P/dRP8f73v5/f8Bt+A1//dV/3mqH5g3/wD/KN3/iNfO3Xfi1/9s/+2fPr4zjyN//m3+Ty8pL3f+AD/K+++Iv5T//T/4w/+Sf/JD/1Uz/FP//xH++T45q4eJstObNnqtjKJH3u53wOP/3TP422k8a4h4q++7u/my/7si97CuMmj0UfThNCKZV5Xthd7PAnVtsJLRfKPFFrBFMkK7WCub6QpxBpTTHf0FwQa2gp4B1+vMBynyzVDBlHSim0pbNZYbc9s+HXtbP0ToRlDQcLEJ3g+o2BYZTT97SucRbXQcJpWchqjA78ylDkuVFL66y6E+LY9bEhdlYDd9JV9XvOe7+yIkLNjRD8rQXq8eiOal5ZbPB+YJ4fAoJzA7X1Rdc7j0MJboNzRrOZRWe0rOH6lc3XIISQCD6gpv20aJSlrGRJQJsirS8AxA1VPNJaD3CIkqJjHF/gYriPc4lHh59Dcw+hNlWaBlQzQ9gQXUTGC5TAbAsubTuYad0JqZpv7jusy1ma4pyha2ThdqSiaqVqRdzqDNWKl5NrZ9AaySdCHNF8xFoB5yhlAoMQE1E91aCUGZHWb85a10CbYCJ4JySLeHFUK7QWqOoQA990TZJqbKLHyY2znnP/PtvdiIqsjLqRHGAV55V0edHvy9hD5YMIXCS0FuZpZl4Ktc5g1gFYvxNpNfdIQhw51oYWQ5wHJ92BqgvOZYbo+mec9PnNOXwQtFW0GoLBKn+wpsyPDmiKxJhIw0hVZZlnBgQfPIJnlIBfddyt1pXz6GzgtFyTUujPUVzzKm7NKa1kplowaWwuLyk0rM7McUSckfM1rcy4EInDjrTZ4NZIVRoCg3YyYrbu3FhRQohsx8DRjEWVxUCXiTofCW0BGuYCrRgyHYjbLS5e9u/W2rlgRCmNOk9sh0DLRquFjDBcRpx1sO5FWE6JZOIoSndUTNBcqXNhOaFVYHQCTXGbER8DVpXFGjorEHCuz6mihtWFVvszBVCrddlEKbicYRiwzeYccTvJTFrr658XUBFaaahlTlKU1hoGxBA6YWGGqBLG8QzIn9ScnyKJ2hptv6eWfF4bJoQ4jlyEgKfrbE/zlBOj2g3A1jWPxEomrAmU7Xik1Ibbbs6RMHGC4dAp00SIq557mheOuVCPB5JsGJynzjM4R8QYq2Deg5We5LtYLzMtXectzuG9o5VyTn1pdWWWZUboQLWVmVJnJI20diDPC+obgc1K+jjQ7gxbKXjzMO5AKpr72BACWo/o9AD0kiaOsLns7HkpSNNOnt/SfJ+sO6LagbrlPgeFzWO5U/06d4fCycmRduTm0dYdH3EBDVtcqyByTrQ3rcSU8D4idSHajPgI4wV+1WL3m6oiWkBbz1XJBZGyzp8NGy6pVkA90UCrEfxN3tZp/i6tdTmbGUs5QmsE1/GY0h0xNWhL63O5HzHxeAOtjaPNMIbu+OeZqVVCrUg9gnjIGSvCXrqrq0XRssfZ0KWGLrO8+gDD8H5CTUAbKXji5gIXA9gqadb1f3GgRlsKbalUU9Qqvj1fJf6OBuRq1hfA40zJB8RpD0np7SQB6/+vkiF4XO9r55ftRMfSw33a67ecAVC/cUwcuFufE86/u1spFCLw9//+3+M97/k6NtstmPHiSy/StbCVBw8e8KM/+qP8+I//OF/1VV/Fz/7szwLwW37Lb+Hll18G4Cu/8iv5h//wH/J5n9cBuTbjR374R/jqr/pqMPj4j/t4fvNv+s1nlus2WPtH/+gf8df/+l/HzPiar/kavuVbvuU8Kf/RP/pH+Qf/4B8gzvG+972PX/ylXzyHGc/DtEp9Vj+lOzHu8TA0xhmIy9nDhB/8oR/kL/7Fv8iP/PCP9D0+Fk7o+28n3WLVtYb/gkRPq11T3srKUC5LT7Jxnhi3hKg052jJr8x4ILKyec2gGC4E4m7bw2gxovOMaINSWJrhS+2LjgmD9yyqHFsjOUfSm6ROQ7jtD7fazs+sVGXwHouCVmXYJrZDgDWhTGt3KOIQsQZD9OActhS0tn5bmeE2AxLX8GNtLHPBB1kZjFXOUG7A6YnZ6Il8x37vmWF2TWtKctAoLEuhOSP6gLkDOR9wg8P7sDLCDiExpp6so14xXVjagWqgzRF8xEygNmpZMC2I9bCh6hE4rPpnILQ1lK4dYDbwjf6stIy1Ba0N5wIpXtKsgTmII755DotCbqTSWPavkPM1uRWm3T1csF43tzWcJLzfkMZEk5PETDrYduHsYBUmRD3h4pJz4i2dHZuXPSUXQtjh2oAPRmxCUMVZY5kzIDhLmDac68mWMg6ElPBeaW2hlIm6wLi711lDrdAKtRrH7KhaKdZIhDV60ZnxmDylHAmxJ4nm/R4qqC+o9xgD0hziPD44VAs+GN5FzAYChh8TYa0fbD5SjjO6LFhVrAnjxrqUJYJPibkZtIIHgvaFzamizagN0J6wVAvMEqltxmom+Eij0Mw45sasjeYcYxBirbRDpvlIq42cF5CAimNfhFoqpTXiZui0L5BzuZmIndC8UEpFDhlrRmhKwuOGgXk5oBIZw8AQNoxhS66O4/yQmQxlgxAoqhQUbZkWN2wlMCA06QsveY/Ne3IRNF/h4g6dF3wLVD2Slz1bhehCd9yHgVQrV01Jww5rC7VkWnVUBa/dj1Zr5NbXFl2uIM9dI+tGmjWqdjnEGDxz7ZEyZ0I5XqEilNwTNy155nZSTDgG5/E0NAVYc6i9c7R1/q5tZapXgFVKOSdNnypAbWKXG3TNcge/akZbI3Jn1vUEyNd5y4nDm8OcUeeZpdZ+tVpb73El7Ha4EDjOC601xhXsabvNvAqyymvUCbUUpvlArRm1RtRD3+d+wXlPIJ+TCdU7qkV86xFp24yEkpmPPTdA64wdrzsjlgt+t6VYIc3z6gy4rqlGkDLRaqUsvfKGxdi13qtsS13s46czQiDGgXrsCbSkGdGC4HE24CTdyCCcw7teAcy5DWk79KTa3GjzEbfbYa32XIoqhKDUZWWcra8f4hxPE/OIc71EYu3zEKa9QomscgutWF0QSTiJlAZL85S84EMlOSU4JYaIy3qWEely7Ey5r9Q6o/GSNu+pTsA1fM5shkSMoUttNGLLHskHbJmoxWHHqw5eB0dpGdQw76imWFMOU0MdhFUqU1vl2Dou6nK3grcKa7MiIeLSDqk9/8EMQhq6bLH7Ecyl4P1E9K7PaU46PjAH4jrK00yIvo9b2hF9d0b3V9dQDxBgSC8AXSKXpyNTmwnXe7bby/4cDBlpuTuV1Z8jptkaDcUnRwjPL9jwjgbkzYyjZaw5TAqtCWqnMKyQhC50XZnM/vrK4gpgsurRBOHERK7s7RpmOWU5dzDbAFkZ9H4s1M7aF5UbQK7cRD/OGhfrLNQnfuIn8pVf8RWIKV/wrs/DOccH3v9LHdC8Rut8y5M4exSrF307HGi3wnu3JkXDzkkiasr3fu/38oEPfIAf/fEfI4bAp33qr2Vayz/1SVtXJ8T1scTwT1S5sFuh0p/4iX/Jp3/6p3fwa8a/+lf/I9/w+34ff+fv/B1eevklEG5ApBm6yiCODx+uWD2g1/suJ/iYFyloD5+XSowBB2hINHH4GPri3RrefGd6pH/f5hzqFCuVrELOxtgKAUfBcLkQqmJLJW42eO9Q6yXklnV8ggjRQLynlUwrrR/P6DrNwzrhp4FHU2ZywmYT8cUh0pAhIA1Kq31xDQ7Nimal0nBeoSw9upJiZwhKxYeRavDokHFqBDFSEvJScES89PJ/OXcnxkWB3FC34MaRED1mZU2wHHqi1yGTnUDIGJXNZktblNoCGUerC6aZbUx9gRwdXgRtgloAjGVlwlybcNIdImPB+YSEzuyUcmA5LjQLYAGtkOtMCY4iQnWB5i+o6lHb45vhXQIy6iIpDWiGeXWkHEJZroGG0wzHa8Llvc7oLxXvHGlIyOwJQPQKcYOtjvGJ3QsSMOlzgWp/7mqta/JVw+OQsrCpjkhCYgch2o44q31R9w7ZjP1Znya43iOh33eNSj0+JC8Q55nkIorh/TqJ10KxGXGpOwhlT61KzR7nIp5eKSSJ4UTxacQHYZqvcLYhpAGrChnMKuJ6wlJryiYO3C72KtFTpgNLLmyGkWG7IQ2RPM94EdIw0IriWiMOkWatl8BsijPtCYd+AKks1vAxMm63SF6ogAYoZFxUtiHhK8zzgulM9R7vI1Zbr8wTA4LDuUKSjIV7xHgPHxOIkUI7lx5trdGWmUMW5sWxNCWp4OaKtECrQq2uOzquIqGgbUZroYqjzQdC2pJX6U7xXUKRzEAbIURca+yvHlANWs5wPIIrOBybNDDlwjIZabfFlQK1OwxCY2iZ6xpZjlddDtAKFy31OQfDzCP+AjFHnQ+rdtwwUQYvFBGKVnZeafNMNCF446ocz2AEmyE7Qq54H6E5vBfqnFFZGO8pHiMMI02NOWfICz50ydlZtmIdHLZ56vKCEFCtFF3wvtKsh91ZI5slX61LhUPn7iyXGJGseOdQ6Q621UeId6RhR8kZdV0eIzHh1HC1rpI6wUpBj0eWfKS23vdhUZhSQpfO0nsTWpnIrxaaVgaf2F7saHmilIzmQjFlrkJoDhsG7HDAnEOPR0SMUWGMDe8aeGUYHVkDEevRBWs0rSwlc5j7M0+pIIEksq6ilSWMEDeId7gwE+OIKFjZQ55pywG37JHjWjJ2ioTNBice77oTQqkQDdMMQVCr2DxT8iNaPjBf7XH3d/gwrhGE9b4fVsZb9aZSVV9Ue/1uEWgVDR58Yp4mjInghBQ8eZmYMUoJxBC52DpqFFxwiCrzLITR3YDxphgzThxIJatic8ErNL/pUh4zinmcOCzXHhm2BC5hwTDnWZriwoY4DlQXqXWm1gXvh34cg+g8KXicKlUVXK8c400JOGpzPUfH9++bvGcIA1pehRTxuy1zU0IVRi34qWAxdNwhmTwtuFLxMmFLpbku00l1Zrj3AodSoAq+GTo/QkIjbT8Gkx1l/whTCC+8TH70fmqrSAGPkVK/NqYecQ2k4ZKw5EYaNvgUewLwc+wjDshF5MuA/5o+fN9tZt/+xPsD8N8Dnwe8Any1mf3c+t4fBX4PXZD6B8zs7z5vnyLyKcBfAV4G/jnwvzezZ4t2FPJ1ZbNNuBAo5zXqpsHBWTJhNzrvrgu9JZnomPzMdMvKDnv6w93DKkbTPlndNGIAdGUt5XRKJ4mH8iW/5X/Dt33rt/Hud38121Wy8tJLL/HlX/7l/NAP/RD/yX/ym/mZn/kZcs68/GJnz3/gB36AD77/l9jsdvytv/W3+At/4c+fgbaa8b/+j/9jvvu7v5uv/S++hvd/4AP80A//EL/7q756/Z7rF1Tli7/4i/nLf/kv8+7/4t385b/0l07DwqNHj/jYj/1Ykg/80A/+IP/u3/07xJR7F5fsr6+7LGeN2JzYbEUR7YC+j0MDg5//9/+eP/Qt38I3fdM3YcC///f/nv/8q34X3/Pf/rf82k/91B7WcnIuFXbSCZoqNc8MwwZxIJuRut9Tl8KiiTz3sPw2jn38m6JeccAYHHVeaI+mfgO4DqCzeWpr1Gmhup7QWcQj3jAv1OSwuVFqZawNR+se+7hhMhB/4/h477EsmHlC7Uk7uiy4at1LN2XaDXitRFXqXJlKxlxjWhrXj46MueCi6/dOExYvuCEQLROHEe881hYsV8wHJjNq66xXKY22r9RWaUSGTWK8dMSYcM7jESwUVBxx2OFT6lHUZWaaj1TnKVYxL6ifO8s+TThgm7Yca8XhKTUz1aUvQkchpg25CnE0vDnm44y4jLZDf6bSHtEjcXMPSf25qqVQp0YcNlC6dnORgoQRP9yjtMwy7QkaQS5Qm6DucWsir2hhQPrnvSPv3496IV68yFY8Zc4E2dDLIFaGKHgW6uKZ9zMtBpAFF3rt3Lbr1YQ0187elNUZPWRKqRAFzYaUBUsBPw6o84h3+OBwzfAuM4wDTmKXPCFYErSCaemJdGpdrtMK7biQScgApoFGoJQrFlWid1zpGkI3t1Yu2FEqbNOGuuzJpTBeRloaWPKEw9EYabWg88S8vIILGyT2hM8pF6LzZBEawrIUHr76KsRASZHRCnOxrnlXRw6ZnCd8E3z01GXqSbIWOcyG26Uu0SkL+yXjFuHe/S1mR1wpTDWiy1qrN/Q5bpmVohlzERcHzBwYbEJCl2s2VCx5NKauYV0yPjhScAwpYa11gLxqw10auXDCyEhyinnBp8icHcf9THk04a4OBDG8eZo6ymHPshQOdSEImFemxUiXl0QXWOqr1GOXvRAvcNkIbHDbFzGhR9quFqZ5YbMZaK6ieY9rXebT2p65HTBi1wUX5fD+V0n3d0QfoB7Qdujzy/4KHy5wpWH1GhtGJlXacaYFYZ6MK80UJ8RRGNJAioGY7uHwLPsFNVgCeHUcrvcgmVK6bG28rNSSOS4H4jJT9Ejc+c5Ml4JWhxTFNUMxsinmAiYQxx2UShxGMJjLzJwzTaXP5ccrwvEhh+NMq0LyjjQGwmakLRMybBgujRh7hKhooVxfU/OegMAycZCEuIi3Sqt7SlUcA8ecMRNCCl0SFxLBO7bhHq8ejixERv8CEhyymbH9kWmu5AiWBloasCXTDgfK/CrjLpKG7mzY8RFt2VP1Gr24TxgcUTy2ZK5r47AmuKo6UvBsAyQfaM1RJ6No6UkzwaElE+aZ6Dcs+4cYMF/vkelAqgZlxNeR6XqmlEwaUi8fmyuaBrBC3A496fb4KrVlqlZUIdYJZaC5Lq+kLogpV9NMSn0tgI5JnHTCaykL7eoXSE7RsKWGLUMKTNWYq1sZciGJ4HEMYgyxkyFza1RrHJcrvN/0MqTLgdwOKBHUCGb45KhxoKkS44Ymygevrti1iqsT0QwtheAEnMe2A9OcETX06hVmCdQmiC7QRga3JYYtFzFgNA6tR1C2LgKl5yDpgpqjVchVqShzO/BC2oGEvm4dHnapmVSgojbTjhPaoMlMezRjfkfTkbx8kMkq3i2E3AjHaxYqLXl8Ld0J8AE/gxsi5gfEQ9rdp7jCXA74MCK5oTRMeiS71sK8TBSbmW1hJHHptyDP7+z5EQXk0gVTfxb4LcB7gR8Xkb9tZv/Trc1+D/Cqmf1aEfndwHcAXy0ivwH43cBnAL8a+Hsi8r9YP/OsfX4H8F+Z2V8Rkf/nuu/veub5AfPVq9gMLjYg9YSIVnHiV323dTBOl6B0RmGltNf3O9PcH4YbNvpG+3YSc3RGXLvWcmW8T+pfM1nlAyv4VOVLf+tv5V/+y5/gC7/wPyLGyG/7bV/G//Xb/gRf//Vfx+/9Pb+Xz/ys30iMkf/mL3w3Rk9m/Px3vYvf9VVfzfve9z7e/e538wXv+vz1VDvb/eVf8Z/xQz/4g3zmZ/9GPvmTP5kv+sIvxLTLGv4v3/qtfO7nfi6/43f8b/nOP/2nec/XfR1/6k/9KX7H7/gdQGdjf/fv+iq+8n/3O/nsz/5sPu9zP5df9+t+HVUbl/fv8YVf9EV8zud+Ll/2pV/Kt3/Hd6xOTP+GBaXVxs/+7M/yBZ//+czzwuXlJd/0Td/E133te0CNb/22b+OVV17hm3//7wc6sP1H//Af9ioP63UA1soJBnUhOLC5oMvM4j1u69lGcMGhlvG2MKTIXDMUMGbm6ZrFOXxMPXmtVnJ23aN3AUalOeNQFlI2qhZC8rgh9vq2ITBZxaSX/zogbJqnSCN4qNIouTDtG+q75jsfM9oacQiwNK59YJh6icX9dQEFed+Ceo/6gbYUhtGvDp9QNwPS+gL4cN4Tjo1WD12S4xIljXjv8AFcbog0nIPQ6LrF3Bn3NisS6WXcxs7QVDP8EMjHR0xXDzCtHF/5IC5u8bsL1BwqHgXK4YqaArthwHuQpoS26rGXQru+IseFwSeWwyNauablGQlCiA4TJQyVYZuRMJBbo1ntjMVyAFOaCsFBGiPOKppnXLzsiUsZZnnYE4O8JyDd4TQjbBI+QHIDhC1YxqVIWxf36CvOF2R5SNs7ynSgjTsEjx8dYYi4NYnOSq8n7gAvRjlcd6nF9gU0KrpkajZMp86sj+PqmGsv/ahdg+qs4RD8dksbBpoWzIHNE60FXIxEMVzYIZvENB9opiiewW8J5pnyzCZFog00WzguQhZHEse0dO37fp7ZzjMpZ2yutJgRBVkOWL1ClwU1ZXaeGkcwT9UA1uVNPiTS/S2NPQ/3H8DF1KUI1THMkeNSWZonX16yG3qEpi6OgpKaYXnqkosKJo6cPV52LLrQtHPG5oSlVDaAlULQmRgaapVpWcjNoCS8Nt6fldE73GC4ODAXZZsCw8XI8XCF0DBxTPPEIEoYXiQGz4sRkmVUM6qF7W5LLA11gWMrmCRsKcRZSRTy9CrOjOQG6pKZ95mqjc3lBTk/QqORhkvCcIHNAUdCoye5hh8H9gz4fI3Vh+AhJIEYsbkhOuLb2tykGUttlOsJq4KOW4pmKhPEhJjvzE4Gb4pMR/a1z53VD5RQaeqZjxWl5wVMZC4vLgjiydczDc9kjetp4nhcmF1jU3qyHu97yGbVvw/eYfGS1t5P61cG84Yx4GIHvV49WhaMypIfUopimx6OL2UBMWoQKgrHYy+fKULwE1xckl2mlIngEjoEGkayTCgH2nyNWEbMKIuiVw9Q8bjtjioBcx7VAOmCPE+U+RpvwtBmaj3SXGBwxlQqFjzzgw/iRRjue3LNmI9cBMflZofGiGnk1esr1AVSir0KSslIqTRtXF8fmVohJtgMF/jSeP/VAWuNly92yO4SH41WMwsNawtZGkVcrzceR2TeI63x/pKptdCCBzFac4RiSKu87Ctz3jMdj0TbcTlsmVrFjnNnZxcPXihXD5j2B/ADwzCQ3fup+QGyylXRBXGRKh63uURkYFI46kI1YxsFb8DykCqJYg0uPGkYiNKB+7xkou/gffAGzZFGT3UDMlcuNx4fjeDW6EmClC6o40udaLPK1Bq17dFlIi8erTNTySzXQkwRFxJ52rPUXjyhPBKWA1zGhHO5VwhLL6FzponSbCJp5nDsWGUpPRH5UVtAOkk0lQMaNwxeqGXusq5xxyEckSWjttZSd4JzPTFUTMglczzuacsVS/MMlxCYka1j67eIeoSZOAqijkfHR4RmxLDFzwXvHjGEgeQaIThcfojzPU+hyDVNE7F6XPT46Ckls9cDywTmAjI6WCZCvamS81RM+pGsZSwi/xHwX5rZl65//1EAM/uTt7b5u+s2/0REAvCLwK8C/sjtbU/brR97zT6Bbwc+AHy8mdUnj/00+6zP/o32t/7W3+BiiJT8ECTxysOFX/dpv/YmE9y5Tn+fVCqOLmG5XTlg1V8HcbcAPJxAuFlP9qurDtX7HqLjpN12N+y6aQ+HO+9BuuzjJhnvpmtkP4asuN7W0mSrDnzVZZs4xMGrr7zCu77gC/nXP/P/6+z8Klc5l3qrpR/cOc7NkETO39s5fz7eSYbSG1msZ+1uKpv0c71R38PJ4eh0ef8ejzs1ItKdFD2Ng66SHVv15wFZS+gZ8DP/+l9j24GdD0ibkazw6iOKKuneBcPlBlVjWgrJhM0QOBYo6knJM7XCVDNb59hsL5C8cJSRdPECSRoSKiZwnSvTnDFz+NCB3fG4dHBEA2fMzVgMLjcRR29q4pPHJmWujmG3w4kxP9pjuRA3iVIKE54tcOE9czakVKwUMo02OrYuMlxe4JOHZeqhzFxRqxxKxo0jUgp62KO5IXJJGiL+3ogcJ5pkNvcioh5XHZ6E30SWJdNcZ37cEPBus8r9G8cH70VVudhc8uoHP8i42XL/4341vadGYKqZOl9R/MDHvPByXzTyzBAD6eWXccvMte77pBgS++tXcNaICzhGGCLOV1yIbLdbJCXU4Gp6hJWZ6CP3ti9jElmmuU/i04HrVz/IEHYMYWRqhkuOYUw4gUagtQXPQkjgXWBz7+OoCrYcqLmQC+AdIRSkXtMySNqQ9x9E4n2C2+KddGZTtdcT1wppwyANyEzTggoMmxcwOxKCZ7h4qevlVakmLG2gtq4XdEC+3qPa2MYRl2JnXkrBab+3c7ummrKTheYHxt2GukDUhlBxFpCwpZVMGEeC26L7D/ILy0SVwgu7C6TNFKcUHNFHLmtmrpmW7hHchtauONoVmxDxzZj9iBchuoAPO1J0DGlAKgwpMdlDyjRjFrueP89swj3m2thXTxoveeEy0lDmEpgfvcJu8GzbRCuNg9vhrHXgEzYspWA6k+2IpbE35GnKfMhsrPLiRSJLr9yRm0Ni12EfZmEAXrx3n+Ychw/8Ir410r0X+twUAnG3oUwHapsI917GSWAbHc4a03SNlWt8i6g1JA0s8x4sUq+uupTNZQgRP47sXKSUifdfHdj6wCiOFgfk4iWcOEpWuN7jhy0SBU9PDq8hcLj+YK/olgtOPEMQotuhunDwWySMqIPj4Uh88Ap+cAybe1g7Ym0mbu4Tx0umBgwRv4nU44G5eKLrmtxeHrOxXB+hFYJ15m+QhNSCFiVutxgzx1x49dEevxn4VffvUVEO+1dwODIDKSj3w0j2gayZ3bileaGKJ23uId6hy4zR0GBrlRllGHe9+kXJ3B8vMa0dJD54QHUjWoSRI/XeJUvLeNeIPmLbHc1FsEwtM/lwzejX3IHDgfboGn9xn8sXXyK7EaeelR9j2l9Rjo8YQmS7u0BbJovgZMu0P5LjSDOH7g+MFz1KVrQyxg5MVStLPbDUwqNHC85FxtgrngzRcLtLWjYOeHKdcX6DL8YyT2yjcvHCJfHeJ+JcI5U9te7R1lgOhVwbcxlpccMwX+P9wBIi2+QpMaHNwXyFq4XD4RH+3sg8HxBzhM2W6EaqOoZBGIhILsRxYHr1IcdpRlJPpCf2vINh0+WBqtqrtNDYxp7nM5lRNDDIgowjl5sRX5Xm73M8XtO2Cbd9gfsxcpkuKPurjnHcrpMCMaLR9WTx0t003zMtGcyQwzXOD8jF/b5yu9qrIpUDbcrM+4W8TFzXjn2OJiiBuvRuolFAfETyQnSKhIUQMhYvEYnEceCiKhZH3Dji0wZ1vb77sjyiITRRSr1isQu2MRNbo1QhuwghcdgfoRY2YYSqRC24/IBWJ+LFhmBCDIXrMrB78SUuh9Rly9VwzeEOheFeojjjsC8Ug3H3MmYBNz1gsx0YUscCWCU3YS6FrAvFxo5dVplKLw5xjbYL7oUtFjwqB2KofMLLn/7PzexdT8OkH2nJyicCP3/r7/cCX/isbVYg/YguOflE4Eef+Ownrr8/bZ8vAw/tVHvo8e2faq1Vrtqeed8L149pwDCq9eQZpKdZ2lky7la5Ch3Ynhju9TUV62WYrHfM6ri5L85KT+QRAerKrot0YKsgYue6uUpPVBTpiQ5np+mWpKY7Cx3cCoKuJY9kTUQSHCaOX3jvL/ClX/pl/ME/+Ps7O7+if2dgNGptyJowdqpZeu4aR0/Sceu5NlXWXMHeYMR0TU5xa/TAuhOh6776Pys4X8uhGdx2LKwPJoKhdgLn2sNwZ91Ld2Rs7eTonMOlkWU60OIW2xnlOKH7hSE3wtWBeVlYSsVzSRxAq5JLTxqMO0+pBeeMbGD7IyXMbLyx1IxER4xbyqHw6PqVDvLGsScgTkfm7Gk1MA6JlkvXfSuU4JkXYxCjaqWlwEaUAe0JI0vh3uWGZQ/vnwshCMkDYcHHrssafUSBixe2bF+8j2jDrnrXtVxmplZwgzHuFmiJZbxkur7G9EhMAzXvoWQWqfi2QfTI8XrBNSPVXrYOhCFdwpFe47YqeTlSjhPp8mNYNiM+JZxX5rlhLVMPe8JJ054Cx3xEpXV5SBDqdMD5Lh1orrGf9qgoQ7xgiJ4qkdY83jW0FfLS0OOe5oTarEc5YuSQoFI4ThNJDc0Tag1LQpNeslCyENOWMAxY69IbHy9wTimlwfUR5z2lKNTWwbb08nZVRppzmAqmpXclHEdaawRpNFoPg0rDMaHjhlp35DRi+WEv+1gzbdgyHowUR7QeEJTjYaFMFXPgnXC4fkiTxmwO8kK2yuCN5HqkpfmCerjSIyGMaGnUcMF2vMCTWVpDyDQ5EPJMHIxSZ5bDq4gImcg4RC6DY1KHtoYxwKBUFjZDRCwQ6iUhbkl17pUSlpmjGruddK2j3aNWQ+uEj8J4+bGYBLx4jvNDlqo033jxcmBqRrGZPGXqMjNaplwrCwtx8zIhbIgU2vFICwtFwcqjXn+boesvg+fQCo3G1XXpOQjuEpcuGFxi8MqkB8wKs804AuPoqUtDhh49MFNEG+IVlgW3v+ZiuMBmpSyFcvVLuDZ3ea0vuPsbhmFDLQqbQIweFoffbhkut7TSGIZLtvUDSFnItc9XaaZHwh69l+SMTQwgnuNUsCUTwsBGEsd5T6kVdZ6iMEhF9cjSCuMgqAq6nykqlNxoY19jnBtp6jnuj0xlIVKIMaGtINOCBkGjoC32uXbJRB8YolJUaDpTl4aLntAM4ojbjYzVMYjwYhjBFy63H4/sXuTRcmQ67GGzResemx9gsqBtIKYLNqHRNJPlundiDA7nKsk38BlWOUrajFiraFmYxkgzT2MhLpXUQq+oYso2eCQ3Zlm4KnuWAsGE5u/jh4E6ZybzWCnIow/g3AaH4dpCbRNtOuCqUFMglyukHalVieljen5Iugcu0PbXlCLEjTFIwzdBq0dV8OoZtEsYpRUsL13+UGdoM0E3fEy84JB71aRWC/djJPmRUIztEHDSyxo6AvtaaLIn6wErrzLaAZbWE3YvJvy4JcRNX+M3G4Zwn1Ya11WR+DKtKUfzBLdB9CG4gaMEQhQGn+Cll3Cl4caI14bmiSyOGke8iwQPkjM6LRzrsZfUDQ5sw5CPaPEsacd2HBEZCNcH6oMZfaS86hqHkPC5klKAWJlaxaUBFz0J8CQkBmK2c9MrmWtn2do11Qe8D8iSe76BDTRziFRe3CRC8Fxf77H5mqVVfIpE2eCa4oZEa6AuQbvi+rAnx0hcIHvBWUGXhTBmvEu4VinLniqV4D0jBePAoBCzold7Nj4y4bDDHmcLfhgAQSPMNlMm5SIOpPGCFmB3+SL3xhe4GCNzW1hyYTlcE2mM/pIQjN2vusAPvYTt9dUCcWCMiWxwtMDcjNo685iZ0PkK72CTRsJKYFYbSHHHSGSeK152KM9WUMM7MKlTRL4B+AaAT/jkX83DMvGC3xAZe8b7CkTN9YSXc9er8w5Ydcys7DcghuFYI+erp3QqzyWPJ8+c2WU4o1tjrU+uvQEFQNP12HbCsF2XLl1vLmuCzXkLs7Wgi+sM81qq8eM/4RP4Vz/xP3QpjoI6etKFnDpCGuYcZj2j353oek411HuJQumD13VqGP7UxM0J7pRISv/cT/7UT/L1X//1jw1bGgb+0Y/8g7Xud48EmMrtIjSr9XJgCL1jmEnH5eJYRT2IwfZYORwy7nJH9BvcS1u4mNmliEx7YoaL7QaRLQKknaO2xvFYwGaGANHAtxnTmZQbyyuZw9Iz04N4jlkwaVRZqEshWeXSKcElSJHBCbvLC3RakKpc1cZQGtshMQ+JJc+0uVHEaC2TqzIcE/MyU6Zrmi0c6kwYAqMLMDqwLYWuYc6vHmnHBVdKL6e4LBQVNB+RyRPDBT4NOL/lOF+xUCmtd6fzJugrR5wWDq2RUiLIiJO1MRIbWjHC3LBq+CIEt2HcvIg6wUxos7KU9/ck02r4YSDXheuSCaOQTZhb5YOPZqjXmDXC5Q4fBN8asW1o8ZLqCm68QLOxHI5M1zNNj2x3l0y1kM3YFg++MF2/0jvJOdAhMmjEDZ1db9qrvLSmHNo113Xp4cM0MJui80y5nnCpT8oia+hW6Ik/LmJhoOVrTBs5DIgfKD70Un+mqB/BKbKAK+A3Iy6OjAFsO6AqLK9e02pgmiaO9ohWJ0wyIWx6/WhRkh8xp2gC13oZQKcQ0hbnEs4Ua4YtRgw7QoiMQ8KcILIQamEuHhcHQuiVTOamZIGwS7yQdrg4IM7htPLSeME+H2mi5HTJtBzZuczWb9nuXiDFLbpMlOmAizNLOXLUzJRhJ9e0YowyMGpnmLMumHcEbUzHByw2Yy1SJ881EcuNGDylNq6v9r3E2WbEXGVYw8X14StMYixlwuKI1QFxkd3gSEGIEgjBUw57WpmZinI8gLdGaQvWZpYUGOJADCOWBig92U+zopIxX/DBY8sVTRvOOlBOCYbwItiGWh/il9pLFa4dU2MYeylAr1SLlNCdF7e7zxggKFjrCY25zpjfs4TILvWSjUggbD1OK2VZ8KXhNpEQEnMITKbUQ6SVQm2voK2xv75mu5aKrDkhIRIHcKmTGD4YrhWaNVQqZtdE7/Da6ze7uKOGsdcmd/S8D3VYm9F2RIYXIWSCRlKqxCQ8mn4RLf35G3LD14JOmaurI8ojnBamwRM4EltG6p5cF47Xe8LFBbLdYGRqm9b5fiSHQF1e7Yml5om+l9qMyWPbHUsAzT15+fowEaVQB4fbT72+vPfU2bN4oCTELpAWIE80OXKUBtMrvdurjri0xTQwq+fCXbC0ax4dXkWXA7E8IpjDloYfRu6nEcXT0raXBJQdbWqEJbPbRLzN7Oc90Xlim1DtVYlqy1xsB64OVzQZYHfZc3qOM/PP/zxDGgk1E8NAqBAZGbZb5vKAjw2BQztSqVSFex68Tkj05AQaPOmysZuOPVlxM3KUSgxKlcZFBKz0RNa1AVsQZYMyOIdttzxsjdkZGwLOPIXEUoTgt1y+8DIuX3F1fWSwF9AaqXWLmEdLhQeCF894GdgfF67rNV48F+MFEia0ZVQfYcGh3kgx0BajhoSNO2peoLUeKd7P4AOLCG65prqJELeddPQVvxvBDD8Ghs0l2xTZ7C4YXEDmh5RmXD/KmBop3qPmB8SlUOdrWjP0YsSFEZ33FG0UVWBByyOiNJZcaC3it/couct3nB+QEBnLwsuXI+n+y9R5gdQoNrK3wthge5x6vlLzoL20b0gjYxUWTVSZWPbXhN0W8dKrSC0zgUIbDGNCSkaLkYsnjPe6tNlF/AsjWoxNvGQzJlptzFnxMmDJgTWuSsOH4bn49CMNyN8HfPKtvz9pfe1p27x3lay8QE/ufN5nn/b6K8B9EQkrS/60Y2Fmfx748wCf/hm/zl70wm4INLa9WxanOqhrXd1VoqGmaxa87+WftK1gnN7JUNpjMhZnvQ5o52SN4OQMnM1ATJFTRRIBrDexuJGX99KLHfN2AL36Cv04q5zDszL0K9MMPTSkK9veS1H5FQQbrBUgEId3AZPucDTtQM0LyFoLtjdM6U1r1v5mOKxLYWTd31odskcJDMT4X37GZ/DP/9mP3chfOAF2RexUh9MeB/MiZ0K8Cb2ElWlPQNSb7yeqWGsclg/0c26R0Xolk5wMgjL7RhsSbkwEPGlMuDjgBdLVQyzPIMNaYQTCmNhPhbLZYXODWmmucbEbub+JsBTURcaQMC1MeiBsRsawBe9g8GieSbmSto4Y4VhmRpsJZMqja64OBx5eFz7wcEcbB7JTapuo6rlwMA7KWB22HLiaD/DgiiF6mipUIVgg+IBcXmANjt4YXIG6UEtPwqo5k33vQhjM44phjBzzgIwXbO5/DLZ0aYwPkRihzXssGGlM4JTWlDofcX7HdvcCw70RK5V5mhFv5P017DPh6oqqlagN50fUEk2NtCjBb3D5iIpjzjOZQjlmYtrQUA7zhI+Run/EIr2GbK+aISgL9y92MAyMKRFbDy/7zYhkIWM0HPODV4EuFXEhIqqU/RWlBMLFBcE8Etb7fToShw1DcGCFooIw45YHYHv0cEUrijlHiLFr1evMXJXihSQTOR+J6Rqa0eZMGjdEN9BYyC6w3e6Qpuh8BctELR4p+97AxDt48ZKLGFECzW1Jm8iFbpnnjFfAD5TW+vmWxrIUHk2N7WamuQFfKkNQam3gtly89Ek4V5iOC602puM1pSWqDByPC9iWqlseWMOFPcEvSMtQGyjsXGDftEd2FLJ5indcVYWrK9Qq4zYwxgF192lMzPuJvM+w2eBcxIau0d1uj1i7Yn+YKNormKDG1dUDSp7wDfz2Je7tCo6CPwRartjgqKlLfNRnxs2WIh5nicRMqwlzlZZGfBioSyEvStXAfHiF8sEJdZUgjk3weD7IsIk4SzgRJku0Cq1uqMcFMIK77nl4xwUfAk7AL4o5IflGXeBqf2Q3RGIAZUakMsQBHRIfzJWN3yLjgCMRbenMXnZswpZtHJlCwbyD4YLlemIb+9wYR4dvBfEbFm00WWh4tMw9cdA1wiaiD4+9W6R4Ft1QKHhfCcyYZUoTkEZrgvdGGzIlFxabGBjR+UjLC480EJLHDyP4gbwYzgYeTgUpBTduuUwDtXiK7Wl+pJin5MpFfIGd35GLo2ZjaHVd84zBMqq9AhJ6zSaN7LYBJ56lKsdJMSpXUyG3RrLKZnS0rPgGsRYUQAqOhU28R9iM7LYjVYSpVmb3MYhfIFziL+6hrtF846AZS1dEvaTlPYMsxBTgUIkXG+JLvwqpmWZCU09eFh4+vMKrQ1Ii+JGskdIO3IsbmkQkXOBSIsXGRTJeXRxtWbrjdNwzX11zLYFNBJynLZ7dxZYifV185MFeHKFGtjFyES8Ra9Q2I3FgynvGZuzijnTxAtU1Ln3DSWEy2NSJNN6n+gG/+biefFhnxC09x0eM0BqXrbKpkTEpDcGrImrEWqFGfHTgAk57QvY+LyQGXNqhtlB2W2IaegUXKktqmB6xdiCRKdXRxg3ZrpA2kVvE27Y34QkR5xJ2fAS5gg80WahSIG+R5qnVaAejul6ikF3AJ8E2A8UFVBLH48J1nns1o6HSypEQe5nKvFTCnEn3HM0qIQnV9ap2wxIY4z3mveAbbOIWCQm5iKCNZa7o7LFxIMSRsKoQRgduWwjbDa7ucfME5Zp6DJSa8JZpx4ocF+arh1SUF15+Cd1PvWyoFF5dZvI806yxqCDBkWTLThbubXdseJFdMB7lCVcE80o5FuZ9BZkJg2culQ8cMsG9vQz5jwOftlY/eR89SfPdT2zzt4H3AP8E+M+B/6+ZmYj8beAvi8j/nZ7U+WnAj9Hx6mv2uX7mB9d9/JV1n9/3vJMLOLYPG3HM7MbA4j1XFNQMT9dQi62lkOiyiw5sdWXBQdrKenvpoQrsDE6dOIooqh1EPKYv14YjrMyw64lpvXPQKuPojTMEbtqW975pgCBrjqPYqYCZrWDdznIYTsy5741H2orcDVvD2/09W3WwaMV8w+E6yOa0C1sdi243v/VzP5WYsZXK7+3pTx/uY3FSnkPvbHZyHprQ04rsFBroA2sIijtLX5wZor0clWrDHj2k1sRygEN4iAyeIoEHpaJZMafYvhIsMMReazQDwSleKgRPPMw4H2ExBvF4HNMYkNwrT1wk2IVIdsK0FPalgjXSIDidEBxtMdrc8INwuU1MWbl65YplfyDaBA8dVGGL41gWpBTssDB4JZWMXlyw1YSbPW4cmZeKtF5Vow2Oag6oOGmoj6CCHzY0i0xaGWtmc29L8DtUCy94o6qjFHDTzDSDHa94+IEJXfY4hf3VgRaNTdqBNVRAlgYSkXAkBWH0F0g0puveLKeYoxTjOjtyLigDVT3JPHGEEEHiiOaMLUdK62Xukut1bGs26vWrpBBIozAk7c1wtJeyGqVHTWZzbD1MufDQDyBCnitWHhCXireJi5Bo84Ii1NqICVwKuNDZVcqR4y9eU0wxrThXcMMGqxPOII0j0QmtzJhkxHtKywxbpYrDNQ9SyccZ4ZVeNQcIRal1Zj42BmlEqyRnXDpPrI3Dw0eUstBKobmJi93I5vKCIBH1DrzjujQsFrwPIAMVYalHgvekPNOmI+IyRbucK8TKmHpkq80TbjmCjxwfvEIKFZpSS+kdh3NFGSAfu4O1XGFEyrijSmZoM9ILaGIxQQlIMeIsUA9Ujlh0XF1dM9cus7qIu16MyEErR6bDI3SX2W035LbgamMzekQL3jfiGBjHC7QZx/yxjPkhURUZRiILofYoICEQ05Y0KG7c4RYlBCOHhWJHNiKU6rleFnS65koPiHkMD3GktA2HpTCXmRfHDbUppQpl6d0r1UDcVa80Uws+dDmfj71G82CFnW3RuTeG03pkiQOPFIJzBJd6pYa5YcWQ+jLqAjUk9ocZkYULPOoM50c2KXF5f0eeDkirUGfyUlmWBe8uGXYJcTuWpUET9g1YwE+GWCPXI7M69gHcoRF29yEOSNqiUiA/goevkpYFJwNykQjDJT4lytIQP6F5YWm+l5kdNl17vunVJ3JRFlEudwPbobIsl7gYaX5ErbJM4BdDFuOwr7SQmOdKYwE8lXugldoEr6fOtErFM7mFeP0KKWzQqt05FihuoLRCqWUlcYQoDu8hjPcJwyVtmSizUetALQNxE3EspLFvl3aJ6BOtNOapUOfGxr2AuEgW8JqIbgcuMx3hfYcDo1UMw40RtcKyQKCy3RqbMfTcn7Jl8g4txo7AUio5ROLwEi9ejiDX6/EjFxhzWWip9Hwaq8y2pzXBJeHoK1ULXpRmQqkZp42wvcDZyJQfoJpwJNoCWWrvC4AgywB+oM6ReVoI+YpIApTktlitxEEZtDIvFdcq0gwXjTE28pyZPphZipF3ntF75LggMtMc5JBJl456hM3hSAiNe9tAaUrJE0LBO6XmhYuQ8IDGlzDL5OWKJpXt7kUk7agUqtQuj4ke2kLQhsWXqK5XP9OyYAqb6gmHxoBRr19hEaUeHlHFQwvEeJ+UejfmEK65GLZM4ZqaG4MIR1WsCuaOmPMw7ChcYBx6JInKoso0CXVZODy6ZutGWvMsxwl3NSOhQuwk6lIdx6osLZNrhcNCGgcuyoAvgl7NHI5HHk7XpGVPLT2XxY2RSY54rUhIzJrAHNFlhuOeh/deYsTR6sRUK6H1PhbWlHp1RdgEJHlKFfZz7r1GnotJP4K2asK/Gfi7dDL3L5rZT4nInwD+mZn9beC/Af5fIvI/Aw/oAJt1u78K/E9ABb7J1hIkT9vneshvAf6KiHwb8C/WfT/TRBw5DUyLIzXFfFc8P3p4xf37L3bgeGJnrXcwc8a5S2QQWUv6Cc5OmvHuNYtZr33repOg1ksNrNVO+nZtbUkrWGffg0fEodbAyZmtP3Wv7F0NV8Bt55TOvr1Zh8mmYL1LoKwAXFtnp3G+J2iy1kQ/adiha7/XxMpmDWm9m+SppFKTDv7DOcGUs+jcVEHXVsWsWnlOyZv9Pwc01bVRkHX5DPZYW3czW7ts9r+duD4OZp2ZN3j08BFQGXeRugh+aEgtBBlo9djHwMMwwqQLMLGJW2LckkWZc6E615n3ZmQtJO+JrnC5LAxOmNtCqJkLJ/iia/NpmJaCzZl4OcILgaaZOhnL3OAAKTjmeSJfH8itMLaK5gG3vcRvR17c7nAbz1wfIM2xOb6K3+1QBvKauXPphU28j5R7DBIwiVQ30+pCM0WWBW+OSbWzaFaZpbKgPW9BGrEqbe7O3ewCxJG5Hs7VEDhOHMlM7sAYh975z4EfBKVRzVGCZz9dwcEozmN1TzNHOXb27eB77enw4n1Gd8RKY5oLViHqgqcyJMPXDKU7kLVmqCtIHu4RoxBqJbRGa4qPjpAb+4ePKATIhSaORRTLmUMriB7JJeOoTDkzZWU3FS62W8boIQnVHqEh4QvMVVHfmB9NmAlID41Hn3uzh21aq7SALpmNu0BMcC2hWXstc6eId1RxzMdG8C8Qw0vM1wfscM2xPcCPO7IWAo0UheDvMW5e6DXKEcpSaFa6jjtM1MMDclHqDM71hkL5+iGlLPjBYXEg6JZY1iiSxn5jhx5JOpaZJh5sgwyXDDsh1Ec8ePCQYefZ3LuH5D11egU5Vo6lcSgLzgn5YsAv15Q2QNwwxi1DdMTSsGUmT4deX9cCtc74eWFpCzUodZ4JYaHZBkqvN3+cA6KVKUY2GOIKyUXuXTru+5eJzpHnIzrvsRRYjqVHdXxmXwfGJTHqQK6ZWieqm/pcyEiQ3t4++i5zEV8QO+JjpogQLu+TwiWyNmdxrdcod0ByirRKoXf2K+qwnIjjRX9W/AXqPLhKzhug0so1Nlce7Q/k2lD1aOnRxu39X9XnG29gjSV6zDvMupTpoS44c7QcmJqj5IafQk/8LUaywMBALYrVDQ6hAQTwFvBiJGcs9wPDi/dwzeOtkcUj8ZKy3XKYFlQj3gmbsGHrRmrobHsclDQ4BIe3gEjAnPUW5E3x1pDSsDITVKnXE5PssaiYzERpYIGYKuYcsyiVI6KOpRxoBao5ghRSjIiDHArNQdMDrjkCvdTdfKgMu3vc20aOxZgXQ3Kl1gXzjd2lsdtGisvMOSN1ps6OeowIBZMJ5yKURC4eq/1eMyBTcWRcMEw9S4Or6cC+TOSlEawQfSSOkc0mIVWYVElFe3+D1udFzY25HHGXHlPPYVoIU2E3/xIxHwkxoXg2wwh1oMmGxIEqCtVwLSAqSNM1N2xmKROLPUJ8ou4f9GZM9UgksGRPrQ5Jjt124F66h7NMqZVpf0CXXr88xEuSgGfArBCzUkqmCTAUWmwc55njcU++7k2i6lLJr4DEi957Ys11YHBM0ZOr5+H1nrSBYXsPcwmWSogexoiUEfUe73Z4P2Lj2OeBR0fcAV7YGGMQDrYhk6AZooAVhjQQNx5nRp09Nc9Qly49ka4ECBZpYUNwiXS5Y5MSQxxZloUDO/ZZeZQKi1ZcNjbuXk/k9S8T0kXHN8epN4QbNkzNqBFKHCkkWtyjCZZWaK/OUDyy3VKmI6Ut1GvFrOditFqp5jk+fIUPloUgAdHIXJSiC4bgYq+uNfQy6NzzG2TwzDoiZULZo9cVyoGDDix1QceRS4u4qpRqBJ1AUi8FGhwfEyCMT2vldAuTfiSrrPxyt8/8rN9of+P7/ip5NgbZwRhAjHy4Qls9J3P2zp1nCrhfobOwe5WYrGzwmZ22Eyh3549hthbWX3Xm3OyyKzJuAKywHpyTzronVfYExzXRdAXztjoL52Yft67pSfKyntyZmb4B9Nxivm/qfJ/24W7JcEzW0o4rkLf1O56PuzoRJy35mWI/n8vadGkdMdaKLHL+LnKuIKPnMeFc2QUEq5n9/iFRB/xmy2635b7v+nCrE6bWuzluE8eSu37VjDgkQoI694fahR1SGmWawIRCQ63XiA8YqSoxjtjFBnGOedHeQe3hFREI917oHeS0V1oxJwyxd+3U5BFRvBZS8wybHf5ih6fifGXJM8k7ZHmI+t4x0ZaGhgHiPea1Q5sTj2vKdPVLZFVivMRFRWIkW29rrvmATwPiI4+aEKtjZ477lqnbDS2MpJQoSya7wHVzpGI4nQhUNuPIhQjka1x0XJcDuTTENhwfPWIpyhFPtLIqq7rUaeOFkjNp4/BJYJ7OlUkuvce7yBSG7rM18GnAmrC5v2NpMyE3fBywtEG853g49iReqeiDR/imbCPkZc/eFhyrE+I92xjxPjHLQJ6O6JKJ8YIQI45KsJmYBraXI3OtHBtkBjRPCAeaLtRce6LpILiYsOnI6BwxbalZiWHsrbpz7xoXNveobUHbNffCJU09Nl+hWcEbuF4zfyuKN/Bxi9/co+YJrZVZBNqMHV+lARI8MY64TcJZwfmBJkKREX/5Ag4PxbENnqpKLgVrUJox14VpWQhjoljqjVeSMFJZDke8Uy4vLgmpcD3vSW7oYfAl45tfHS9j0i4PkK40oz3co1NG2xHz4DYJ7x1WK64eWKoSXOydD31AfMI5qG1PcB04JjwiDe97VG3jBkIJmP3/2fuXGNu2bU0P+lrrrzHGnBGx1t7n3JuZTqWTgkUBgQS+AgpIgIRMUoKSKSDIgo0FFKAICIQlTMFVKiBZLpAuAQUkKGCljCVKyBJpJKpUSLCTzLz3nL3Xiog5x6P33hqFPmM99l77cd7n3r2aFGtFzMd49tF7e/zt/+chAFSGJDitsRPY96EEKXpjKUJovo/zJ9GkjSZIEc5pJqYReJo712OnOczxTFEhupCXSHUjC0RxfN2pWtBSWCtDr0CFLTiJjIeMmxOzUFLn+vaJy9WZdShPxikTElQ7mJdCzIV67FhttO4sy4xaoB0d1IYTEQvNG0ETwZzpYUaT0rd10HUiHL2BCpvtSB9y5EuYMe/0mMnnO6wrSRVTJSbBUsJUCR54c32kYxQJFA/06jTrXL3R2jHIALrfhKzAohCTD9hZfQR3kkPdHNFIDEKUHfHEvleMnZoE1JGQ6IczxcBaDbHG1EfjeikQynngirdKXS8c15U3l2dOp8wX5xNhDUi/YF3Yu9F941RekU+Z3hs5FjQM2sljWgiTohkkL+ySEBT0xOkUEBuN8GJObQfFE3tvuA4FZa/Ctl8QcbIIqSy82ZRmB3en04DGHdt4tr3ztD2jdeduesAabMczQiUGICcWGfSaWw8ce8V9x1ugaIASMSA0mOcTZhvH2olzoPtB3w4sdPBAiAtuheqwWiUKnFJCQiT0yhSdmIwUhd4Mb50mHfPAyQu9Ki0LfnKiOtdtJ/gd6geaMvt64bH+kkUTMTwQY6bHwOH7S9g3mn5dUI203nBR5qlATmxvnjARkl2BgO02VJfVCOXMIhNBlct1zLWhJMSe8ZDQcCbnQJzLcMqvFzBjjYWDzqRDgfVoRm+Ajf63EJXn5yv7cQEVJgxdG5s62MF0ugOEU31xWyKrNqa7O4IY23Ew3U0UhLdv/xyTBNeviHEm5ns8J7bnx6HUnc4jUXjj/u++0I+DdW+IOmmJ1ALZlVNWNC5ce6eak4NwrxH251H1aRtJhyhaRDHL1B7o2Yd4nxaiZqYlM7/+a9S9Yto56sHjsfOf/I/+x/5gLCt/1Ca9Ud7+EmUHi2gfTlaSW/JnGovl+vaJLE6xg+qZFuah9rY/U7dGlA2fGn27EueZsPwMaSuyX+m6gAu9j8bOuTj3QZhOr3gi8sunFaVT9EQUwSVx9IpIZJ4W3J2mnbVuCIJdLjSpHLWRsQExCcIUZ9Sc4ko3QcOQBwllgulE21dq64RTGZE8oyvcxEkilJxYQuDx6QLbRi4TVxTLJ5ZQsHag0ljmGe+N4MrbtxdoRmuBVRSflZIDdGhVkNoGj7QKTSImnSQbHjqtQYiZlAtWL0zLTI4z27bizyshBuYcB1dwPWgqiOch7tAqIStTdk6njEbgshMQ1I3unUerSClIDOS64/W41f0Z19g7mgSThGrhqE88GmiMLMDmBmrkZgSFazdanOEukrcnni9/gYtgp4hGR70i3fG0MKfMnAYcKBwO+ki3t2xeuVbltSRKSiPIkIiHiurGdjxiAfbjSlRFly/xp42cHV2+4G564MDwBEvI7Aa0Z6ZcOJnwp/vK09dfU9ed2nfogTB/QfSJ+5xo9YIeF2rOECZECxdztv1Ajg5tYOSObR2KhrKi82C9SG2nlTPEGYlneq/UX/yC3jqpJWidps56vfLWLgQS1dO7noPz3R1zKKzPV3q7cPWE2sS6/lO6BvQYce6oivTBYauV9brizUip8LTuSAh4egBJWM6UqYDv7GmmxzuyBPTxypoLezSW2LiXO4I627Fj0jiqcbRnrl9d2K+VMkeSvubO4XiGx6eDZ1HuYiKFhJRC6AXRwuSFzR3d33BfAvH1F1QLXI9nDm+sPth9yu749gxhVJaqGzEkTF/REE6n82CMaUquFywHkIDOX9CeO4dfaNXRaaLtV9yEVvuQlG5OqsZSYLcL9IN2dS5BsN4JbecXj090dqaYUGnITc2vS+bYFRODAOu24+7Eo9EAPReiQDEZx6SdvCj9gOTzwOb7yMJuXQDD+8zWhZoy67ENoag0EaNgRVniSD8cs9L3RkhKOC2ko0HpNF8xKiktNIO1NqrvDNUupxfhcNh9BYlol6EWKoa7UoMiGknmlEPIHjgEshm7OSYHkwSYBFen94oZVDPMd6weXPZG1oyjeHEsCHN0NIKUwH06sW3H4LkWH3NaFPbYaceQNH89zZSHV2gMLEcj5cSxH+zRsWMHH0Fb80rzjYKwlIS5sffExTvHceCbM7UORJ41De7wSdm8o8l5dZ65myaee2NtlRrBRbGqBMlDb+C6DZrRniF0ttiIUxoZuq0QntpIPKQCdefizxwpIhSejorsRp7v2HxQi04hgkw8pKFcPKp1o/m2rQAB74WgZ3SpzHnFo1DDzJ425NQwoMWZYz84wh0ZOOpOsDhgmRJGS04HORKTLMxJyClSe8SfHaudGhUJSu2FrTmExKlEphJ5Xq/obqNpn46bE6qBOA90UgjoMqM2YJPXsvB4eYPGibzM5Luf4cGpJjzVRn16gn1F9o25Nk5FITn9WGkekGliJ/JIpOtMTsJcz0jbkfZE1kQ6PeA3UTZXY9s3rvtbpG6wrVgAp7DLqGbghgTwkNnXtxyyE9KrwbhycWpSeosc7TKaacXxZaFoJ2nkNJ1pNOwY/ShWD6I3UgqDnaREaio8XTe2yxv0sbI/7wiZLIG6X4eU/VQxr6w986hAO2jXr8nzwgMnQntGpWC24SFx6dtgookJOd/xeBysx0r3YwRxHlCZcE2IGs/XK8e6w9G4DxPnrKQQONlKp5FbxMSIytDJ6EI20CrI5ULYroTHRBVhEUAVrYKev2T58kv2pysSGtPkpBRQ75hF9jUgpsT717SYCWlnl5U9F8wnYn2iS2d6quQYR1+RFmoIqETSPnpx1Cdau2JZiFFIVunNBgTUDjyeqW+/YttWUihEhHz5zLLyneYYTYUjn/Fj4NysC2t9RgQmcdb1LfvzG2yOlHnmru4IjTAVnsoXtDyy00wg6Z9yeVp5e1xGFtYilicW6extHbCHnNi7kZ6+4mjQTYesazqI5cR+vbBdr4MRo+14CDxtK9u+kkIgSqRLQH2n1I0U8uBH9o2OE89nWpk5cFLfkLVBfUR1lPL6paFig3IuzgR3Ao3qnSdVmmTulldMkzJ55CoBtR1i4G75AiGw2sraKpe2gUz0EGlbp/WOlYFNDyr0tg7J6Wkhy0Hwylor216JOVGo8DQI/f/iOGj+Ndfrhdwjd8uZ3RIpnjHpiO7I9kQXR18nUhg4utqfMcusDi06+/NG7QotkHIiyIylM8IVpaChQh9NKSUtaGljAfVXnK3S+hOhfo22SggLKQdAqP2g+U48ZbruRDuIEogS8BiQNnjSg+/ct4Z7Yg8TRxMkTUOGt0UCAWvP1PZMB5pVDhX29RFvDbtuBO+oBvr6S+YG7diJZoPeMAUkJ7woU8r0+gx74bga6/UJrytME0/7QRfnOIBWmGzCvZHqhaKR0McCu3sc8sEy5L+znTmVB3oHbGOZJqhX+nphS8qzj7JsTBn9cmE2iNPM8/Ogc6vXzo4zlXlIZJuzto1eVywkdO00FTQFOhvbdsV7I4owhzya1Awsd1pJJJ3I4cz51c/Jby9Yb8Q0QXc0QZFAC5G1d9RXviwLHiuPUTm6030fAOjLZTBYdCNJIppQUGKfkCPRp8JfmI7G2OMtc4YkBbHKcXnD9qQc2ll8R3sd2fbTPeHamPOCuROlYN242mj8LmlQgZESIRV+9uVrQjMuzwc9Kn69wH7QbcFq4/Cd7fgFR6887Ru+Vx7PJ8yEIhAmJ3hjihNzCIOq1Zx2MFiZRIgCQe6pAr3uQ5Y9FvYueNabjsLIOKgk/uTuFWobl+szPUZ+/upLLE1s21u2687Wntk8MpVAyoFtu6JS0DSTcdJ5wTtYSNzf3XOqV9qxcrjytjZMduaoaCo87h0N8PMv7pjKhJvz9bXhshKCsXelmTPVyiyRScNQ+K0H3RT6IxpG38Ded/TWxJYlkQm4ONvRSV4ISen1wIORspCDUzQQ7ISnxlZX9qNTq2BB2f0ERBDjPE0DKthXjuOZ4DO7JI5oBHEiN4YXwI9Ma8bRK48X57p3PAhdhbpVpBvTOZF19AMNAM3oQZrcKQAKabmnxII2uD5VvrKdLpVqjRAyC5ltf2I7nK9qGMq1roNlR4QpJ5JCVketw3k0tHKOeDfu1FA56D2wpEJ5dSJI4tDI2/UrkgViTiAnwrLibWdZzjytB90bS9xQjczTzEMcyrRtb1jfbuQHIK7UWunWiXGhdiOSuWwFkQVNgVJmams0KXgQ7r2RUuZ5i8jlyhISSROSAtOpoFaJMpijtq2zd8NmIQTYrLLux2AeOwJXs6E8mmcsCs+yDvimVaZsqGbilPB+E2wzJaO8Nlj1gH4hNEW7sq3Ofmm09ZHojRyE+e7MfL+Q719hrdPXna4gl7fk0NDYKdtOaFeYAnHJ9GqkvDMFYaMivXHSyl2OHGniiIp4gpywMBJKqY+EU3WwIBz9SvPrQKNGIYSIeUM0kJOyryuKD/XVfeOX9f/LOZ45hcJ0dK71wM+FOseBr5ZImb7k/mFC8jqC77OzRyVG6NbYrXL4yvL4xB7kNjdtY17TTg6GxDssnghJ2LadDSeHE7JfsKev2NdG8M5JBvGz2spqT7QC85SYzxPTwz3aBtd51DNinUykNyOFQMuZNJ2wNMab153KhkvHQ+QAvBmSIr1eca/I+obtz3fW7qwYr2OjhsG45UExi6g1Wrpg4QoMNWwuiX6s7MeBCTyQyKXQtVBrp4TAlOCQmeceeVwPxDtxXeE8D62Jw6nsuDTS1sh1zNnKqMiEff9en/Sn7ZBb5/p2pZUTZXIyG4qBfc2cznyxvGLvzjUVdLrHxWntSjh2wkm5s0q7e+Btg9U79/k1U5lp0hECIU54CNw5+OlLHqtxvb7lH7eGx4RSOWHMtrPbju1voHViMIyV5+q0Hfbe6K2R00xXQQ1qvRLyhOc79tXRkiA69fxAiJF4bDy3g+CBUAMyFZq9JakQ48RpySCFlAspOc2Mer0g3aHv7JeVC8oRF7TudBF6e2ZavmSTwFf1mb05ywTzKaEzeF+HHLKPjLuUwfF5PX5JRYhlwe1C7DszE5MueNzoVinblQLcq1NjwPWKlUCncSozbhHxE5r+BLkruG/wfGW7/P/wXnHP7K2jHng1zQQJxOQ89ysh3YM0JIwGGrMFDTNbCAOH3ftogtwOzJ0UI9Iz0hNVAjEkEOE+KlETFUOmnzGHaVQlQiQGuDbH97ek7TL6Bg6jhcBuim9CJ2L1ytveuZAp5YyZD7Wx+Z/lTMcuF0wihrIeFS2BnI3aKlsz1IxWHV8FnTocjf0v/oJgTsmFu7s7cilsreMFDoRmDdkuiIKmhXv1Qf0nV3IoXLsh0zwoEWMn36gvJRfKvNCToqc7TnnhS3fW5hx+5Wldsdrw7MT705Cw78ZxzEzzxJSFoxru9xztwpojvYLomSkuSIAwG6yP9LVx0cRxdKQ5oUO0Tt93cijs8YAQmWJC+sH6eOGojngixULoG5ews6WD0jqHjkbDNSR6zpASFjPURmydh2Uh//U/IR9Ot0ZXYWudPSk/n+44nRK7CZsbeU/M1qhN0DCxxJl9n/F5YQsHVRpTKSzxRO+KbhtdbPRb6MyUT8T5gRLv8GDMeqWpYuUB2y5sdDaOoTwrSjEhto39OIjnM75tlN6wZNSYiDcRsuP6ltwadnQOG82qGpUYDxDjqE4NkW6NEhp383n0ivQ2oDixI3GjHSuyOATD5e2gvWsXqjUWUZpEsgeCzORloqSZHCY4VgIZcmHrnbRVbK94M0wi2wZPu/HGVkIYjCIlRdJDpEgeFJ0hU8LMwYXqDEaJuHBOd8TQiA69GVkEtkzWREuFJz9GQxmF9XqgdpAiQCeEwpwWHvevyVNBQybHgUfX541oB+ZtwA5USTEz/exP0DhR2egO69Fo+xOWG9erkXLk1cMdS0iEJFg36rFxOYy3EtlDIh7G9XJlrY0pnwh3o9s5lMCr+zMqsNYrgpJE0XrQe2OvnaATdyVDCsR6xddKc2emcxyVflzRppyDkpthxyPH0bjp56B3y1CD7RuIcJrOwzE/Gms2tg7aHdmv6OKs1akSqNpZt2eSpFExTkKRRowGVDR2Yu7MBUKSgTe/PBOIzOehx+DdMRlNjH5U2r4jwdnY8LaTveNxQlMhp4kSlB2o+0G/rvTLE1eH0yH0GAmaoCW2fuXwDYsBDSeO3jAZFeFeO1+tK/W6ca+BrqNptKmjceJeCutxodmB9MbVlLVBXi/E40qZJ4J3/BgsPwRn3Z75eutEm/Ge0W7EEiHfs4dCX85cY0GqoHR2a+z94GndmKYhwCbHRkqBPJ85lwjBaXbwfH3L3gxRpcyFX+4Vqwe2N9qxIcuZq0eSGXNWiiQkBh7uTkQ50QgcCNkjOUbqdaX1IWnSJNIxnrcn/lzA05mHdGLKMxqM6iuhDkpO14Q+bjwfv3yvj9JtNAqfErkJ7oGnteMSyWGhhRNmT2xU4nlmnl4j59e3RJfTtJLPlfsyMcVX9K9/yfP1IM1D42SKkWpXrscjgjNl5dV84vTwcyDw9Pw1KSaWqmicea4r+1GpvRCWzMUboQbidGL6ogwI1nkiza/BDTuu2HHQvLId96Mh86hcgedmtFjIvpDnGUlCy0MYz+uovmaVwalviRTjaLYtEYsz195HP4tmRBrTFNHN0TJxmjtyzGO+jycQpUyw2ZXNlRAjS5iwtbJuO4cqyh+W9vCP2iRk0sPfgP4ELRDdkBhJaSLWK7L9kuAr07JwCYG3Cjko2Sd6B2k7hz+x+YS0xhZA0h3n+jjodpLwpnXqWilf3JNTYDuu2N6wbljK7KFADdTtIIuOMq/saCy0dsH2hrbIXVqY5Wfk00Q/Vr46fsFbnZmme7YwMNfWDHu7EyZBQ+LIJ0QM2yt0p9g9MUxsCk1WwhLxqaACiwTW4PB8UGKEDJ2NOaxoHzSJe31mMxAtaNmId51pMV7Nid4OnraVlnba0zPrtmMS0ZDY92fEOvH0mtmdqTrnkikCe4jU80LQhUkT/Tg46pV6rGgdWDTaM5MwSkey4teNq12obce9k0skl4WHFpnKQrmbWLeNy+M/5rU9UewOUSHEnbS8xkR4qs9slriIo74j22U0TiYn5zOWZk4hkVUpuuD9IEhnDoqtE3H5Aj1/wbofA47QV7CDqjOWOzFW7qZEjgFpzhEz18PoW6AewiYZM2WKmSnO3C0nxCPPcsOZqlBCortzWKPbFWrlJEp1o94k0zka/fnNwK0neOsnphrJ059Q7h8gRdLxRG4rOWXQwFkXaq9cticuekdnZw5jYd+dIcnuV9q209I02ByWEz1k1tb46rqNzvQpk8PGQ4n0xTifJkDYro1+GCeFGjuHZtzuqa1R1WkXY3t8QjSxmEN1mqchT54cKcqxreTrlXUHTUYKIwsUNXB0xY+GHAeajZICKc+k3bnuxmrO5gyWiZaYaycEoWYITbhfXpHmwl4KSRt36kjOiCjXasTw10g54iGQxLG2E4JSXdkkcdeHkERfFlatbAKCcpiT4plXlimaaME4nldehUh3G9hsdZY50tdjaAksM1WU3Q9y78wpoFq4Yvz5ukOKHPI1ux+Ijh6Sr9uGt43eN4rOyEmoCqcUSQSsdzQ7pBMW77DeWFQoIWAIewtoBi2J7XodONWHn5GWzNfbI7437s9n0kNGutJF0WNDg2NdOclBXx9HrwkZQ7kexhsirpBVCXXjPkWmaaGQoA010WrG5Rd/zv71UPfVMNPnDF6509GU3FFS3QdeXCdiLEQRcrkjuXCtRt463g4iPnjAaZS7MxKceF8oOSLtTzlq5XHbeL5eUHPk+QnXHVOnq5LCRPIr7Zf/mJgXXk0z8/mBpVc8GRaUWt9SEe7TA1UgFcWb4dsODq8inE6B8nDH20VY1ys5NO5T4ogMefr2Zois+WDXSoxeotYNXXf0MLrfY9aG4MpxZUqZ0zSze0W98uwNa4FojaDCeRpO23Xr1Brpm0A1rDeuNRKfD9w7x2F4imTJiHZEjH7re6A2gnQe8kK3g1lWgioJQYOzd8N9Ja2d3CPHtXIcoAl0N2iV3uuY+x43Yszch4DnE9mckE/wevQ5hRBHn9TtvC9iXK1RC/w8KtPkXNcLV4f1MHJXzBshOKE8sHtASkEJuFamKESpw0EXg94wh/X6xMUcmQqTZuiBwxJ7bSxiyP48BJamCeJIuIgKrcHj219ADIRkZBrKGRHY9kbKcD8J+76x9gZBEcksp5mfvfqSiymzpZHx75m4LCQV9t6o24443M+ZEITr4y8Iu0I92KwSRbmbZkKONAJmnSOfeM4Td3RQpa4HzQu/fHomtoZFocRATBnZVkQm4v0Dp+mBKXRimWhb5fIcideh6WFbpXiHfpDnmX2/UK8HzTfyMaP7htExCSQxPG7k+wUvX9DmRASWeR7sJesj3upokNYBvXriwtENTpmUJ9KN/S32hVfyc5o3Msp9NCQKj5ed1iqwcZVABSqNOE8jSRiNa2sDnrI906ozTRNpPjF/8RqxytPbjrtxTgv3r+/YW8Hc8LqzNGNelNqNpZw4qPSgN/XeE0uacNtZ64FZ4ByNqPcspztKKqxvHtn3lZpHP0gNcQQ1kijnGd12kGdMYN8aYUmozcRjxazytH0N5vScsAA6z9/rk/6kHXINgZ//s3+Dy+UNXDesghDZ+mgCaW+Evt1DnthOd2Q/iIfQEVRmQuxYvaBPV6YQWE4nOoWZIZyjdTjJ1YR+fWaKSp5OPFCYy8wjwl6haabGjXyeme8DrT/iTZiuHbkJMkw9EC5v8eMNaco8pEK8ke5vkpiz0q8X1tqxVkezWa349YoKiCpBOnW74JeDHCNqlfb2LU/m9KzsCJenZ56lDlojU84R9lrB2sD09l8Q6WhtSEus52dcf8H1+jXbLV+zAEd5wKUQVPB0D73Rtgw4YbrjVGbUhCyD313D4DbvSZlMSMtMujtzaRe87cQ4w5LAJ/xoRM20uHMXEjnOaJ5JMSDZsdBYtyfWfqW7QG+seyfihOuGpmnwOcfExHDIc3ZY7qmSyQSWKfN6WnjavqJ6x8KMaqB6Zcod7RvtOAjbTqoVa89oELx1doPmBTaIU0KCMdFZWJFQIUYeOxyesXRPsYgcgWZANe5LQnPiuTuPb77CWkdsIx4VmTMxZLi7w2qnH0JZ/oQclD3c8RxOPNeRJZTN6F9/xV2ZOOyBKZ5xFS5d2Z5X+r7RwxXpF1pM9Kqs9cKjO3IchKMOrHZN8PQVj9VJKZK6kINSgyBx8ICXOOBUbsZpylzF2XfoxyMpC+IzJkrOE8s8cjPHdeN4vuAlI0nJORLmid2gHhPSFqZ1wrowl8QpOU0miCfylz9j8QOTTp8C+3VDNqPoA5HE3Col+JDzduM4dkSEHmENmZWCHeN6T+dCPN+NybAb4TwRVQY1qRvX7WCaziSU7emRSx99HDkFimYyTlHnbVvZa2WPAS2F53aw5ZFpLG6s2yMaEzmdcXtLFOGIirpxEoh5GiwaR6NH+EIE35/ZtEJ07vOJu3Dmsj9TJbJrI6WJlJxrr7gId+EeaZ39+oapNUp+NQQ3BHoWgsjIYpuhp4VQBk1Z00BbO63NqD1StsEPfH9+gJBHxqhtbG6DwrVkRAe7CgZfTpVTKmiIXD3Qr5XpfCKfF754eIXUjetWaeuK7hu1dbZjJWhF0kyvYUBBPPHUOm3fh/hYvLCnIde+pMgqypvnSjuM05RIcyRPkeaO50QKJ/btDX19ZKvOZo3uTr3xr+99ZSdRjxt1XHCKJUqtPK1v6ZfGn/TIVATNcK2VuEyEtqNsXPaVuoPsG7U7vTbytrGtQieTHHw/2OzgqxDQMA/qWxG6OyEl7uPg2xZTyg7aOg2lPq/E0wxzJqWFosY0CyedESLy9Vvk7g6Vyn5ZOS8zzTsaOs2vNByTnbUb9fLVwEmfFyQWSho9PF6FTKNoIyvoEjn8jpJPWB8Uv71eOUJGdabjeG3EfGa6/xnFoEuErNQ65NMDQtdG3VfcJ1YNpKBoWhAKKomUI4uOHgdrHQ2RXA7C6RWdnayNtO2cc8dFqGYEPzjWJ2JbMXuLsJBFMOkEceb7ZTRVns6EWGnbENr56vLMxkYqnVMWalfW4yDIxJIy62UB7ywPiqQ7oih049rAl5+Rljt8LiOLKolV2xCvmp64tjesvZJi5DTPYJGeznwRA7Zt5KZEDbRu/MXjSkmDXvXwSEfZ+xXtByVH7l/fEzRyeVppWx8VwOWOx/XKsb9hffMVFjN2q9ocDOpOMWELkRQXXDJhmqhMvJrumK3TVZimAdvaYsTzAzI1LvsFi4W1TpSUSdMd6e5nhJvibDqfOLYn1m4kc1wPyrFzyjMSI29353G78udPj7TwBrwiOsQEve9UCxySSL6NHqg0E90ppzuS3HpoJPBcI/ul4klZGSJH1Tu9rxS5Z8ozRmXtz6DCoZ3OM0ULkEELKc48PV7Zr0/0Y2NH+dl85mgH6h1nNLUWE3LbOYdCVnje69CFCAGNM0kVb4q6U7JyWpZbgN9p9UKYoJQZCZG2HRhw2fYRKB47tTUcQ+QA6ZT5zC4RawWNjVCdeOMvn0QG3PJ77CftkBvGta/s1kmhUuKIopPEsQgdkbt84KcTlidmK2iUkc3LCXV4XSYe0+PAF+WFa01IF0KeEFVOflD7UJQKCM0zPWbijapwkwtOwjXhxWgeuEsnVJzp1YTfw9RXvDXqdcej0dUG92pamBLMHAQHmZylrXy9VdaqZBUkzkMVK0zgQxxkW2HrDXyl941NnOs0eHdrrcQUsSNiXbgGp/VK607KnZgXCBFpO0EjU0lodKZYuIsnii3EbmhZCFkI0YZcdVBEnLZXQl7QOKSNKxdOU0JiBDeSJrTv+LVTXn+JH09DgU/KwOUTSTERzoHn7c2gaBS9NUY5bNDqSusJn+4op58PAZ/q+LZxHI/05yfUGjEoAbstEEouztGVkAK6BR7biQsHfjyTxYlhphM4jhXb3iCP/4RJMgRo1SkpQlBWMao1jq1y1pkeI0fbSN05eiOd7mgqQ0pcA9tlg+sbqkOIyk5E2oGacTc3jECeH4i94u5Mx05NjXzKNCvI+opleU21me5Omw/CNKNRIK48TBNfXyd2F2o9MBrOSp4GDab4PUYCBI8TtV8IZWbyhbu7E6Jg24qmjSSGxIFfbjCanHui98heK60eqMDVjXWvcOykbSVNmVISRNhzxrpTabQJynwiTxPRL8SkaDhT2kHbxvnVfUXCGTnfk1ujWR9NWzes9mEVLYMCT8uCU/GnnaKRq2VCfk0Ogh0bl7oNsaicaH3jWK/0ANIj21HRbWfqiZgiOEPY6PKMlwuUE/u2IdsTk84kA46KOqQY+Lme+cVxJSCkejC3Njj8w+DAv7ZKVCWFDiXy2BoeCqc0ZNEPU7RtaFQSyiJwHDt5PnGez0PE5bIT0oLpiRYCEg9EjElPuCrn6cy+N6TBPCk5ZnDn7d6orkw58jpBojGVzBoeEB/Bx9Ea4VgJciZbJRJIyxnJE9JGqTXHgoWhVKlt4zg2em+kyy+4y4GwvOaVRPq9EMtgXVCNeFqwtmNLwrsg20qcz+zHBd2NNI3jL1MmeOf56cLRFfFGbZGDzNYNTLjmQpwcWyZ2GYwlrRlrgxASQRfQykU6aomHuNCuG0sKyJcF68K2PkFwlvPPadY4RfiLdaVtK9v6hutl6CscGMEN5KC3RN2NJApthqJ42Nm9Y75z9W1gzOPgJjcV8IabMp3+hGhKTwmPEa8b67by6B29n0GF6DqYJ/oTtb8hO2wXSOGO4Eber9Q04aJAxwX2csKTMvU+eMWPibkIIc947VhJQGN2o6YI8z1Td4I7UZWcB5uMi9BbZH/+C4gNjxHkIGkf4lHeeXp6xM1p3vEkSPMhNn2eqGnh1algh2AGURS1jlej2joYeoLSTDkkYTiHBKpd6Rzse2OqIPmOFJVFlBRW1mVhe3qm+wXfrvTng3BSSjrjG6SciA8zWk5EFrCR/Nj7TgppJC9E2fpGs8AsjfWrQLVtKHcuZx6PzvMucB9GdWTKxBghRI7WKQLqQu8rz60N9pWSiHrrQZPCRQcJQLUxBs9JqSFxikoKy9D2AOx44nkLLCUjYeJaOzJF8FFteWzGs054OpNtp9fOHhz3ncOckCMSlPu8EEpEUwSMoE5yY5HGFaPyCpOCK7xeIuFk3LcH6nFQ10prCc8JYqWmRokwlR2NnS4TJRXcKnpZabVjx4a0g8xQzD7CjGSDkAhycFwb1YwpOVMXzJzaLtRWCb5xzQmPiVgmRMFzpEvD04lpfgA/qFslTJG4zERfyJdI8ETpK29sorcdUqKuG63uXPZG7wcd2NPE161S24GJc0rK9ejodSMGuJvSqOZIpqAUAtvqPNWVop1Xp3vmkogSOGodAW49xvgJkdAOtvU6GsC30c+X5zKoUfHxnLeN+PaXHDL6zlwVSZHcrxyHEUsec8L32E/aIdfuzI8XrrXzXAVKhBi4Py0077S3TxzaCXeRbM4rAl0TR1porY8y1v2XPMQvyP1K1BmrAu2ZkOfxCOrMhOOt495ZD6f1yNpX1CP3NlQ9p9q5/PINnsHPhdyUlu7I5US3xB4P2vmMxhm5vLlll5VszrWu7C+lThqzHsh0Is2JcprYSNgBvZ/gPjHFiGljVpC+c/GJvu8khlLgQ54HttErpURCjHz99VuywLKccBLr9QLW+dmXJ6oahM55+pLIBL0R0kxOEfeV1i+oZrbd2NeVujZqv1JvPL8tn8gxj6yYZkQKXg52y2w+sx8XYhSqN6YU6e1KWAXaoLWK6cTjVrnuV7jxmFYB0YUV5agrJZ64+/lfo11fEffLrSEmctmf0b0y5buxSPSD3YYynvedicp1e8vaG3fzghIHr/ux4/Y1e3iFx0I+PxDKmRkjtDaU0rQy5wPDBgVViLdqg2I6EyQPloi4IR2YJiw2tASmPJGD4MxIPN2UUQ26w/MTiY3TVFitY6cHpumeoxlJnENmyDPB4cl3tpy4LxlXxz3Q9p0cA/luZrNjCJ/cFFNzvEPCCFa1CTllNCS6b+yykgiEEPHDOMz4p7VzkIgG+/qGWg+0jE56M8c3KIuQS2aOAbODtg0e2C6Kn854yUPw5VoJDVpJiPkQkIhCi4FLV9bHC6dTwLPSbUek4i6kquQ4k0PmulWOeh1sDLnQxPB4oCI8nCaKg7cNlUoqJy7BiGaUOJp06nFwBKO2IX5wMaMyIF3RhMkz5oNHOOWIq1HduAYd92t17qUxu3OvsIbAgdNi4ecnJeWESaLjLCUSUuT18kCOib130AtzGhoFrTU0G7484GnhYEDNjMHoE60RS6RZZ/YZCUNgK6kPcZjpBKkQW+PoG0et2GaI7+AH1+enQTeWlfl8z7EkcgnENCEpkW0QooYQiF0HZZwuaBhwC0uRkqahfZAL5qPKFFSwbac3H9SczTBxtnUIHk3uWM5IKgRztHb8GNhq2oZY4xQSliLJ4XDhqQumCcG518DD+Z5luZV/9416VOrlGU3CfgTWTfB+5S5VvrCd4zyR5plYMs2dcq1od7742QOuEe8Nz295E51cO8/bjjOEUl5FaMbANuu4l5IDp/sTpgd2KaORXUDVOacJ7UM3Aets+xMxCG19i+zCWk5QN5odoIGQEntdWcx5er5w2a/M7ugSqKFwABMKOoFmDo2s50w/vaKb82peSP2ZOSRsVtqY/EZj77ESY0MOI7RIVdhlQE08KHUfTC8hREiFPWaiJGJZMFEoE24PuMHqPnBtMhiR8E7rjaM22rFzN0GOM7hzrE90hI7z7JXr7nyNcz2O0Q9VMqcknMsICAyIdcc00/KC5cKGIJOylHvacaXOG1IbUoQNJZqjdJKMhI37TbdCIqFMA7Zwa3qNEmgNkMB0LlwugWcPhJoGt3qOzNPEkiMlhaF9oYl923lqhpQ0mMZy4vzqNfV6Zd12alIkJLYAtRQ6E1UjJSrFnW5GjqOCE8U5LxPkSMlD2fgIiqoSTgW/PiN95yHBKTo+C7slTBe8gck6xHeaUfzgi3QmqKHiXFTYdCLHM3tb+XpvZD0RQkSlMRWlTBPn8gWXp694vq64QtfhgJtkno+Dp3ZwkcbrHDifMvHujLiS2kpoD9xrYvvFWzxnzqdECxOX2rH8jHobjdgieHTQwr5fkX4llYXy8CX92EmtsbfGpe08GkQ/iH2jI6TW8boPv6BW6J2I8XoOyNGH0mWvWIOzJVJZyGWmzWcmEdwKF6to6NA7VTbKfMcSA7XvXMwHlakOUbWDnb1Wrk+Qrm0I12nCXVFPmAluMiC3DpQTP0uvmHMknSeeH59JSdG6c3z1FxBG5X9JcYiS1UE9at2hXm8U1N9tP2mH3IDH/YlWH2nVedsWYgqEJiQNeJm52Ebwgb9Mx5UpOvP5jHngzfPXqDeCO55mkEw8VmhGiM7hQy54TMwD/+n7QdTO6aQkEsET3htTA+2Vf7Jt2BP0Elha5e6uspXCaX4gMRphDjIqCWLgqV1xFfamEDMmM0FWYlko54mggXMZktRH6ziQU2COgbk3AgsWMq1VNnOu60b0Abt5NSVyDtTWh6ABQgyd1ip2PhG3jXp5pqUTMc5ctxXxKyXDFAfXaEwz0g2Ng/klbBvP1kk5E6dIOwZHZ08ZQ1jroPvKwUc2wm4ZmnqQ85Cl3a6PuA8aKdmf2fdRLns4nUdVoBk9ZLpVPIQbX25mKjPBCzqdoCQsRKa+o2GU3bAO2871zRNOZyozyo5tExs70/2ZkiZEEqwb1S9omTnqjpdAbSviSpgE2TuLGst5pipgytIT+xVenSdMC0EKa93Zk3H6+d+gxURrjRR80NuJEDQPgQyGcNLaruhDYHIb53+5wO4ctg0nzoyQhOgHmheyjohfi5Kne3rvROuDmlITLkoMcchi644iaIgc9YqK0/cOqWPB2Xu/NVX64Obvzp/MiRKUflT2I4DcM796jQkc4UpPBtFISyTkTKC8p6ZXbgtaYBKwKYFVandCECYPtAjLBIcZX7994tIaZcqkUOgUtGVa60RksJH4gNO4L6TpNa/Yh9phG0HHVE5s+yPWdtgPsmQen37Jdt1p0zQyRMdO1JHFjHnQ3hWFUpxHTdQesWlh14UaR0nSgiAxsNxFTnNG9o2YJkJnKJumRFkaTZVLHyq8S1SiONYPmka022DO8ECMjplTUqY69H0Db8i2kXxwFMc4IBpTWlBL7+c1AZPKduy4daw6pe7cL4moiuiE25nH/aBaQ81GL0MpZI1UGSzg/eaQD078iLedbk5vg3Pb3REVUp4wcbzt2D4amvfHp8GkcXkDkpA0DSenQ8UxF0SNEM/MsQ8WgmbQGJlxg7AM53IuaWR4VXBxvB0sWgm6YGZY3Yh0RA7a0zO6VZacOedA1EBJgdNpQvMYe92NUznh1w2uzwiGAK9FONKMaed+yog3xJVolefLQUiNOJ1IZWbbK8/HM26VEDMPeSGzExWK5qGk3IcYlu47YhcIK9RKujwi3SBkTIxph2uOzKVw6qPKcRcDd/cTmynXYzjvmoVY7pjLPYnOtTdmHUc/Ta9RjKM2Dg3U/Rmxg9AbezFy8cHl3zaWZCyxs7vjEgf0LBjqgs0zLUaI9zgVO3a2KuwhkYJwyokcAlkyl8twrrf9K5o7j8mY4lAZXm3Fq2H9RI8RC4FDA0k2pv410TtLXFg0MMeZncrunel+hnx3E85rqCam08ThX4zKmDtfHxeEURkVOqGcyfnEUYd+hkTF7MB9HwJjZrhmmnUuvbPXmWfbCH7GmoLtTJMTgtJjYBNH+05oK9frOoLaonSduDt/MfqCgrLFzOxO0kJQ5UhtQBemTBCl9lvmm8ZQAnF2H5SZhw82MrNOoNMdHCGGzENJnOLoW7p6Y62CpRNZ7yjBeVofEVVknjgvM4aQfQRMGYircfjOKT6TUmarj2jP/PzurxPCgKZkEZ57w1MapAIiWIyc+0yRiXNeEAlMaUYJVEZFZcp3SNzJufD6/jWWZp6eL8TpzJQVbY19r2xmeFK+fP2n8PwLpvsv8bTQ6oGtz6gZsu1kVxZxpAYeteDunLSQXDnnwCEH3leizkhRyvKaZhHXBVHhPsjA4TM4+7sZ3RNziORU6XPFgyAZtueNrEIIGRNHU+M0zay7UpuTgKM2dBJijmRp7PWKdyWlBeJE04wE2EXYLwdXIikXYoz014bbCCwjK3KsbM1ocSLnwknfEap/p/2kHfIQlIfzwisyvR1UoKkjPaIG8fyKo29ImgdeUirgxAA7SkhxYCEvB0EDURvH84UQlSkEUkzMomgcUVFvRr8+E5NQSr0pgGbcEydgevU3sYtxeEDFCX2jEyEpS1JEJsQDu14G32d1mgY8z7hE5l6pEtFw4vXJmaNSMXrdWRRcAo+1kUzwBlvdCUSIN9XOOCL3KBOuAUmB57rz+PYR6zunuzNJjbiDhYmQldAMC3FQgGnEHLABBfC6MS8Ft43ahLZWcoqc7h+wuBCjwv5E5kIOGzIXdj8NnFzduW6dpIlcjWsdXMYlT2i6xzQNPLO2wbDydGEJifMU8Z4Gzl+VmBJrvWJutHXn2Hd0mm6S4wcxBoIHtqMjEokIKexsvmJTYipn7sMJrReWJZHzTCQSyyt6f8RjZLMrYiDsQ2wpFFwTQSYOyxy9IQQSgdPpgen0aqjAwqBi7MppvuewCiUyxxk7DmgDuw8NR6hpwAa6BkwiHiewRMmN6bywHYMGLKmRZAPpzDnh1mhHx9oj1R1aJ+SI9z4qN13wLDhKD85uKysrIqOxNIlx1BXMiXpCRHEJiIwmS6lOJOCzEDxSwjyEOhahsaMaiUsgaEEk3JS0hjPXaBx+EDXgaTwLuSyUoIS1U49OPCUs9CEgdN2YTJnSyIhJFnrq0ColloEN1AUPecCgGhAzRB2CG6YQHrgeb2nW6XS26Z5TPJNFKV/c4e1CPv0MuTxRSkZRpqCsxyNeKzGV0dOQC4s7fnRiuinwJqVMC/QhtGWiJOmDNi8IvTVOZVDPpXkEc5UbpnvfkfWKp9OgvfRBKXfyUQ72VvFjBU0EwKPSq9Flp9dtXNPeoMx46hzu1N7pR2cItiaaDaq8qUzo3NC9j4bBJoQG0GjdoDV6O1jCUJbbgXodmH1JiRiFmBJpyuzmaJrIMXFcn+j7KL+rV+KcwaApLCXTJOAioCMQ82ZEzUQ7xrBI4zVbd1ivgwXJKqJKThFihHpgl0fMAtEH7zpBCctM2AORQni4Q6eEx5lwPFFUQRIIJBJdNxqG78+gEWIaPNgh4yUhveJ9oza4bBuHObE+EcVJ+04QHXNHOtNkQWJgjuM8Zo1DfIUJM+d8nsE6bXtA3AkYXg9aVFyM3BpzWZDlDsc5NWXyOmAsofCgxrZt9BzQEriflHi9IuvzgM+o4FMixRPVlUUqT76DV0wCjUCPENKZ2gI66YCoMCgRHWFvT2hfIc2EcE9OM/hgPJKgYIEZ5YGhM2F+EMQ450yzZVT+Dsdzp4nQ4sLsHcnKwzRhMSIamGXGH85cLeA46rCbQFC83LP3ncw6svA6sOZdO9301tRvBCmoKLMKbhtwYF44aHQ3qBB6I6pzKhNuRm0rVVa6Kx4i9/OZU0lsrWNxGRVDVcQVJGAxcvTRN5UU2uYcPRIl02onl4n75YRcL+AjoDzlwHQ+YWLU48LhAXPFbEAYgg6HW9qNqg+lO0yixCCQC2jkXDLUJwzl3oUYKs0SORVKyZxefcHj5S3NI889DGE5G6w/hlNtYKL92CnqIyHjirQhvhZv/W5ZhBQyQQLmxro/YT1RPbPbTnJh9qEGbb0NdW8UnWZ0Xrh0hb4TeGn0HFl/Kwb7FbeDw44ByT0E26+DcthtCPgB98uZ1xFCeeAVmae3f07GWFJhmzopTmBnVs10C6QQBzuMD/2UrEK1Th31NS422IOk+uh10DJYU3pk1oVT0rEdEYoqhchX0iA5Swpcj07bt0EHLIaezlzWSgqNrTuCk2IgeaMERaZIiiPwFypeK5ZmLCTiQ2A6Vu40sky3noTw/UqdP22HXIQp36NpGs5bHE6CXx+x/QkpRpBAj4G3axvdw2ZweaYbSDcMxxSSOKcM86sTLolyfzdKUWlIOVtzPDueI6qO6DZKa2E4WWaNxZ0/naDZkJu9vj14tuH0VBIqw/lezvNQWkwzPc9UGfRTd1l5XkcUdjcN/tVWDZXAnDrSd4ILosrRLwPrV/It0ICOYdZQFQhDOS+ycZ4CXpXzNBF0pvsbcoRIJMUv0Txjxk0USIneWSWzrRtmI7PmdShiltMJ98JmI1E63X1B6omsldo36Nd3KqZzSaQww3ImPR8cxyN+dEqZ0eUeV0jBsBbJLXFIHhzQewV3YkpYUHiR05Yw1AVjGYEDRq+K9EAgDJq6GPhrr76ghoNSFpImmkamfUgFzzWSPIzySn6FW2X2geNzjUOKe4pDbCgbYgHpO+CcQ0F8Q6Zyu+9Cto5bHXReCkkTMQxMPCGMHx+Qp5wDopHL0agax/nESAqCpJGpDmE07vVVkS5Myz2neWE/dvqxUy9XtCSm8z1aCu04sOPAFDROKMK1Nkoc+MNFFrwPHGVMhSUtN/gMAz6D43FgG7WNRuDeO15HGjxOGVyIYX6XGRcR3Bw7DGPwFleM1ivdHO8QYhr7SIy+Cess80QKE0uJZI00c5YceLPvY2FIC92h39RiLQh0RqpSBQuMSdFho+ICSzmRcuHL+Z7gyrY9clHluW1I7xQfgj0uGdMDiZXiZVDNtStYx7uTfZRqV4Tt+S2+rrgrTTNqFbm2Ad/YD2I/ICj99ZeYKMF3pNahcmcdiRGdE0kWxCDKCPJq62iYiGUiuqO9IxpHE/flGUfRRVEanobjecRCzZ0iSszz4DbGSYygvFeo5vi2U9pQ9BNuQjMMhhUB1tZH+VYMiTqaEruh16EKKSqkJZNzoq87kk9oTqQpIPG7y7S9Ce3oaCpIXkAEbY1AJN7kejUq1oawkaSC4Gg9BsDadjCQ8z0SEj4X/DB0imiJbH1UyywoxDHX7uY0W3FNlDQRb7ABc+dOx3gRnG63noe4EOd7Quw3mE1HNTKVe1Dhea8j0+pw9E52Y/ONIwRUhbvpYZxrfcTrMSB+euAxQQq06xukvsWYBqe2Or3tiE9jLi9n7mKm23GTVL1w7wd3pzMWIm+vV4Ip7djx7kQ6GYX8QCud1LdbEJmomsjBSSmTUiH6UJVu1aGtECck5lsj7FA8vZuE0BoOPPX3906CYPPE3emeUzuo60ZvoESWKEyh0RPo9IBag36wO3gsNFcOd663bZ1D4F5PHPvXRL+pVsd5wB76wVM9yKp01aHoGmfOMbBX2PuVrR00c87xxlBy7NQuWG4c1+eR4cUoOVMYNJoCQ4BHR4a4A61eoA6oS3fBvKKt0+vG3gPTdeM8jWpGygVdJrbrG3BDbwkpN0G1oNjolekjOz4FodsxnOdbwL7kNJhXVHCDy17Ztw5eIRRSmnG7YOajV8nq7dpDt4PehvaAmdG7Q0p4KEwFsq3kMLGkSu3Q2ob3A+JEt87RDxqZIAmRwa7lYdCDjtzjQW0gGkg0UghMIhwpjYShjcGgMaI5s1Wj+9DhPpWCSCalxKUKvTaiClNJ+Lah+IB6qCNmYE5IQjl9waQyGjOtISGQUyH40BVI8zKoDm9zFapDOdscWiPUKydvxFIQd2RKMM0D1+3g6zPbfsA0kj7pNPQUXA3JCRFDqrB1o5WMMJiS9rqj7qR2kKUQcqbkSHRnxkghIqc7vDckFQgRS4GtbcD7orB8zpB/j4kScybkBLGgaTg/IkI7VjiumEbcK5mO5oST8XimbxsauIkGNO7OZ6YUcAl0ynAqzYekMuNGaBAIGdWRjXRvdBnvuw4p+7vAWMgNlnjGuQ34W3ZxNLGdyS6sHt9lmbpvbBbQPLZjKSISOdoVFyhxGpNtEmpPbHvEYkWnE3KsoIEmkKdEUaH3g3Y4Abg7PeBbGPziaYZ64RgHxuh6PhHUgIN44/sumrHa0CBIWugRjgY1Lqg702BDwtzxOOMhYn0jxmVQJfZ9NJ5FkBAo51dcftGwXpmnCFPm7X4MsQSNhDAwe743vDuY0xgS9C/WYSzaMSPAUmQ4lw5BhRQU74ZVpbaK7x2/Xd9kQpQ4MkfmSJCROWLC3TCruM/E3pG4jGPOAa+NsI0mltN0R+9jCVLNt/8TrQ1aMEEIMoIHN0dzQnJ+l8nGjKCBOTlJEymEW13cbqUweYfHJI2qhU4zzRpNGpRAr+Cq7KENiESAqqNZlDoWDoCFwsU3ehjBgIbI/TIcC3Nj83UEp+YjwPNOaxsSRjmXboQ+Lq6gWB1OGwyHG4ZIivVO0ADEwZPbG7VVeuuYCJQwFiPgXAo16WB46UaMiqZAaErXADnQ+njuRCDHQPQ4Mjx+gEDQQNOGFciamUJk6xX8ecgdl4CHhfn0Ja7XIdhhAn1QuD3MwjnMBOm0dTQ89Wq3YNY5doMgJHHURkWoUAnRIY/eDT8UUUFag6NyrE9YZ1QeAI4rKaZx7SoQjCkIwRzCTcCltaEI547qYD3hNlfEOWObI1KweUG7cwrDKc4Cazd2g5yU0sDygjrMeWRv3G9zV+9UHXhxp5NKJEhHb9UG9j54jmUsuOt2oHJFe4dYkDjhMSHpux3ykBjNYZ135VyXQH64J6uOZ9kZ1YFWhydCAjsQdqwDaUE8jkykjeffuwy8fOu04+DJGvCMhNuS141umbWGIX2uI740g9nrUCM2I5TE6f5EmBdU7aNj916x2tGnC1vrSIhYcB7tGLScGXqOHC0R4mgSNnM2HI0JNBPyHW2rUNdRLYsT1ivmnSQFuD3jGglpHpGwj0wdacGnE6d0zxSHqFK2wRq12B3TTaH58e0vCCGSyplXoky+kXImxfTOQejxhO+NUO6QOKADj2tFJSL5xKtJ2VsfeYig4zq3beCtNSF5Yg8Lt0wHMQSaH3jSmxpxQOLA5IuODK50Q2VMXy4yGhNNERuqnWge35WAyIHRORxKzEy3CmPUhFlEgBiULMLVdtTqYDXZLxxtxzWQGBhkESGkQY2nNqrIuDHFQAppCMuZkwSKTmQxdB7iTF+cF+YURmOu7zhOKqMXSCXf1nrQEEm9sx470cd8tMQRtHcztm5EMcBvnO/csPk6BPbMmFJEJDDnRLFB3fryQWlKCB3xFRVnbSPDJe5kdrpf6L1TZbCstApfb6Mpnzyu3VFHtUZ0ZyiGQfROzqO61a0zp4wGpcYAIRFDoObMdDoR03uY3FgXnCiQo1LrCFpFAnNKg/bytCCqeDTS0Yd6bb0ypNFBua3HCENINSNpUFNKa2OsutGP+m6doje8Vlo3rDW0d4IL3hrBhXlK2DIRzNCwUOfI9fGZqzeqD1rhlGdOUSklsRDwVHi1LBzNkN5Y1clJSGlCrI3G/LKM+ev2PPR9x9yRlEnzMnzIftyqzN/PPf6h/aQdckc4GkyxYT3Te7u9M3Hkn4+oN2Y4rgQNBB10OeRp4M1wWt2xJqRUgIaIEtNtYTN/50xokI+iI/eCuwx8OaA6+IdfLAGf4pDv5jRRmi/EnEkpk6PT+ksXu932FwkqaOAmdhRw74gfiB+kOLJoIRg63w0xCYEc05CQdnvnJCLCxXbQMGRxY4IKMS8EdVpvNI3D+RTDw8TeOs19ZKulI57QmFEBQ0YDlMBlNw5Xqjma7kjhpUFKEQ7MN8wG/VjHCMHROXHYQQ5GDhENkegzcxA0KPrhRHG7wO63JqubgMS45t+OViUoelOdQwXR4eB6d2LOSEhDDj3pzcEcgYUyjUrI5XpbUAS840dFcGzb6E1xxjXtXN7tM7/sWxgMB0D3RkORftwc9ANp3DLikSCjBOq34xMZEJ2X8CPOy8jI9ka/ecBTmAjFISga3j/6cT5/6zrYXtFjY28XokaCvy+17cdGPbYxNswJt7KnMEqgBKGHzraNJqQgkRb829kBh0mHEIi8g3aNsScv2fTw4XUeaqBHvzUb3l6PGtir87hvqAw1NREhx0RnYusrY+ocCUYkUsoDSxwTZ+6ZapVDFLFGnmZKyvRYkZgwoNeDBaVbh2gjE986Em6BEYB3cmiAwS2zrig236FlQs3QeAI3xDaMcS8tdkyMEED2Cu0JWzMqC35stLbT8gi6NA6RKkK4ncvgQA/zjK3bgGWkExwQch5OQAT94No3GRUEMUF7IwR5d41fBrSJUG7BnQAljtKseEXE8cio3HhD3dnFuG5AH5We5f487qco6PeXaQXFrQMy7n0QNIRxTOJ4MxDFax/OqSvu03D0P5hr8TaCh70NJb/bXZ8kvs9QhQxt4L4rA4vfgXrjBUd9CIhZGhm2lAgpIaWANWwblT4pE2RFQmd6kCF+0zruDTGBlNEpssWM9YbYqAa1ODDOd3EembQyYeefwdM/xY5n6n6h1oZJ4mAfTl8OEDKojudMwHqHNra77VfaMRoIVSAHIcRM1Eic74huA26gxixDXn00R7y/5xomCAdiHeqGAHfBRyNtSgQRqoECSx4ql0jjXe6vbcxhZGiJY0ZL3+NeFOAUAtSVN7fsdg2wu9EtoFbx1rlqxoElZR7SxG4+moeBZo4zRFvc+ggGRLF6ENrOFApqnaijIfloKxfZ0DwjehrjRt5ft3HtAufpdNt+43AnSQDdiJqYpwleWDW8IRJQfUmYfRx45hiJGr61ziTghfzOfTjl7o7ZxjQp5hFxyLmgGoBPzM+e2PrO0Te6OWWaOAW99Z2cyc3xpizLHWjgL54fCT5zCiOBtXdIzcCvnKd5EBrUhosSZOb13Rdj7rbBM1+BoHE8I4ykjNnHAWrrHXMbayfvs8ESFDF7B9MUUVJyuk4EfDSJu6H5BK3zTlw+xvHeB9tqN6XLmAsaRuNn18riji3zcIQNDneolbDMxKAkFbREYBrPD9wqC5WsyiSCHBVdK703zqmAjIrMFAELPNzd0TAOO1C5+UbATqf7jnUbBAh9G7BTt9F3pz/ezf5JO+QAMYVR/pBOuJVWHQhRCGkixAyxwXGFNKM5IznSDiP0RtKCzDMhDRXADxcfUXnnNHzTRASRHx85vVhQIeYJ2uDTzunjxc7MudZOMxlNImUmKyP7645TKciACdiOSEJvA0ZkZIHHsX283ZQK3ZzaHdcZlolYMrFvJIy1VVrvrDYI9jsQInhtozOcoTCYg7K18SCXGGh9TLBzuhuZCx2NnXoj399swEuCQrpL9G7EstDrUFgzwmikKJmUv3s4f3+h6BufjYp6oNFprPgkhDSTpvO7SeWT35Ph2HhteL2V2GVkqXvd2Kjfu183g3Vk0F1ACOgtoDNrSJfBpIHTfZy99IZ7xW6lTAu3GORGvbitG937EOWYJ1R0ONDh+x99K4EiFUVRV8LtCrqPIFQQlnLC++g/SKEQ4s05j5GmjcCApoQcbwvLN67XbbIaDhe3igO8OM+fsiUFbn7ou4VuSnGIBWGIOsaAD5gbTQw0kMNwEsxvASuDHQEgh4j0ymEHpGksPLd7hw8MrW8Do61A29u7QC+9usf9Q8dmOJW0jt8Wj3bsmPkIZAFk7FvqMbDRZUZ08JBb2HBVzNqAabih84TMd/hxoDogJJSCxD4SBO/GzobvO5YiLoqG8JEj/mLz7Tq7yKjQvaxOH5gqLLesrgQF5Tb287hftzEmYiQVuoxm6mAnqhlH0Fsga0P978VxMx9Z7zEAiCmgzW/y1zd8uTl0w+22oCdFcwBG47Xc5jwtccxp/X0VEkDKLSx1R2IY87r7CFgAckGCUspwDC+9014SI4xMazsqYn0IRqVRrXCNOMMp8eP9s6ypEOcZPw5svUIfQb9MCbWRmKi34LQz5MVjmW/lgdG74+WeGIVQK9ROz4GGIDGTS77BpoTmo2JgCGIVqc9DI0JehJYCRB2B8c1iHnjwdybhW81lcoNFYe2GRxvXQj9w3IfTKu/G8O0ij2Z4HwEVVnmXYqjrrQfmO0wTWCOpspnxaEKXQnLQPljJJChFR7JIRUgCm3W2+uK2DZrFVo0MA3rQRoARyj3oyK4HcSqRGBLTdEe8ZS2TKsEM9xHEhbC8O7yjH1gZTc5uOpov+/tEyug5+H6hl08lfT6+7i8OJ7frdhAGu/q3HPwPbc6JZIGjj4b8czl9tK9a09Ab6I64cQplZJ5puDmRMc5jOBNCILiTVFm7sDbhWF/Wr4i40HvDb8QQ3ZzUjervnwF3p7U+9CjimD/DbW76lhiOGyrC8uK7uI2xECKzBuwGq2u3+RaGZkzM7/0lvW07poTO8/vn8XRCu9EuV+L5hJRRYdaY3mX0784L+pJg/YZFwC7bEGQMQoxDxVxlqPpGlH5ryH03pwFhWpgI9MBI2jCqzT8EUfnU/n+yJu9AZJ3ARrhFdm6G2U6wPnBSZQYaxPAOh/h+G4OVAg0jM/U9Dttvy6aS35Wov2mqI25r5rQPyoeiL/HcGMghvEj4/DiLIeB23Kh7xgMxgo00JL9pdFOMAlooQSlR8WKYHdSW6aKE23HozfnOUUeEf3s4XyoKcIMoSySHAScZ+GKDWzZLVYeAC3xn4PPrWg75nfOGgiT5Xmf8xWSeEfcPXpChVnYLiH6sqShJ35eULfnIGNwaO7e20WxQM7p1tN8WqIFcGRCaKCgJ74oatGN8Rn7EtdIQBoQEx7pxHNsQc8Axa5RpIeVCb5Ve67tzezneqJE4/bjp5fswxt86rk8ce1Dh9XL37m9zY20rW9tu1ZZA0vSt731oUeO7CTa8BKM3PFOICS+DClBixLdtVI9CGFCEbx/lwGDXNiouYfC2dze4OY+WAl7HIuIpoXGCvEATNEWkrUhb0SkTlgXyPOBd5sOJExkNji/XMAR6SmgMt4ZJeeesf5eJClJGBDeyR98wY0Cl3BF/yaLfstgMrmHJw+EdzlvgFJTDDEPwaoOFw+2be37XR9D2xowMJ10Nl1twwQgY4FatSqOcbcY4Hn2fOZNv3AONt4z57bq8q7DEgLfh5H3oJCzuHC+VzNu8olzol4qt23u86sv2l/l2IDe7XWfJeVz/Qwc8UCPFh2MRGLAKUhqOxQdziQAep5HgjQVNjL6NBLEUcnw/dgvD+bFU0OBISJzOM34LLj/pAMRPrxXfsh8QLVk+THi87OfDexsS9GM46DCccY03mNE35j5rN+d99HH0dGMjK6O3ixYI1inlTKw7Yn1Ae6yOvpsb5BF3rDcykEsBnBgGk0ZazrfrMfjJw43VKMflXRIKRvJDPXBY59quHx3mSyJBNA9udb3xPvLtpNVvaqr5o21+n0MeVAgaUIkcZt8i73D8XdLFbQTNrXc0z6PShr8bi/rhPHEc7EfF7QNn+0ZJUKvhYhy1E7Jz+mA8mDkxCiXHd474d1q8UaW++FK9vRtPQUb1HORbAAH9ju1KSkh4P2fn44CekBTfBev60fM2EgTfnDcANHemdCJ+8Mz1FsixvHu2pvjdz4lbpdEG5ab7DY754+0n7ZADSIhISmi6eTIwBovJLTPSRvQf88cO97tMgbzHUv0enPEfY0sO76AwIt8xSf+KFmMkygcLU7mdc0gQEqlXUthHafUbC0AIhZFkGhHj6YPF/+XQWjeObu8hPPIOjkgOOnD3tzfNb3g1Fab0250U353vr1Bm+tCGNPQ3sk/8ajiyT5oq9I7fnOqCDsiTABE0fjq4EpExOfRRthbkeyf6D+0lKHFxpL9kBIQYy+hJ4P2i4S8L8283Lvq1TEXJmrGBpv9BZxxuEJeQv/kiwDvoloqMif90Gk7j9zxXojoy2yEg+za4CAHbR5ZWS8anUYqWnNGUP3YyywnqYDThO47rm5a+eP2D5/lN0zyanT45RwRGoqH5OF93eLnNKjfYlo4s5s1BGpjJ91j0WoWKvsOnAyNYAPZu1GajpB0Euc1bakYIgz/aq+Fm+O63wDigOXx/UHkTIftwXzAWbj7hwAcR5vCNZzaXATHSgObb9b/dc1H9zrleNMB0/+7vePuxmPBut+TNN74bI9JHtUNiRMVoT4/IsWNhep8YeDkHGGNiKu+Csj/IYyc6HPCX31+cyfqBUxvKp69VD9A20Iiocv+Nz7gHYARPrQes7vitQQ5RJI6meHBiORNifPf8hJTfB60vpgoaSZo/csaBwcDDt4/R8Y+SIr8P+1Wd/HdQDhvQxKTpHdd1LPnd3BdvVRrs4yrtN5NMKWdSzu+DYvcBjwL0Vtk2H5C9jxxvcYJ97Ph+p4VvzMc/UK39Ic+tIUwAAQAASURBVBP5OPkg0zQSdDaUcUW+kUz70Lm4mZvRjuMGmQvvHXxgDqcffSwvAlBrWz/6+8faT94hj1kJ8eMB4jaaaIgZar+V3eTjrMY7f/yPwAP5hg3IyW95oyFB32/X5RMR4s0x/6Hj+tZrt2h1byPKD/r+2O1W2n7Jir6US7d6w4f+ccQ/vx8LAT/qR6XyF5Nbs9B3mYpC1EFx+SvYh0FJiZ8OKN5l8G8TuPwxeORA+oGx+KPspeP3faPH+7d+TLXkHbZ8/BdzueFcBZ0X+I5qt73c4zgh8/yNJMCPr7L8GBsB5Pe/78rIlh8fBORhSHjLrTcmveQybpAKGFlq9VGa/lQVJKjSIu+znUC/ffndIUVB+st3BYnygxUeeQEEf/P1byy0P7QNCWEESp+sgvxqJqUMNolP7H9wSr8fDINxJmPNRoPsO3SI4619uPj8xsf1G9kLxAXGuvCSDdQ4IAgi3xm4ECKEb2OjX0w0jCB2fybit8hmgrT8cE/CTbn56Me7/plvVvA+Zb+VOeP3bC/O92EjMLJu75zwD+fi0ciab0mx27sq33k93iUH+AAecotLU8nszUbT48ta7d94bv/AlvJ3J8AEwbxTt+3day/VUQ1xVLl+TVPRW9JrwH9/1cTeT94h/ySK4MPX8um2YnxzqP2RTIq/LxOBfP6tn29UwW4Y3JdMOEDto9klfNh4pEIK7xth0x9JReL3YZoz5B9Zev592vsZ+eO//6qY+3t4wq95bhoj/YYXl9OPy7ZIHNnSjxz/P5AjNrLM+n5efOmVgNHf9vJAOqPx8mbebg1r+CcX6hef+fBBfaauAzf6QXZzQHN+/2NKNZDK9KMCrx9j35dV/9ZnQ0SWh8G6FPWdg+Bmo0J2E7/5g1dkQ/x2dvO3tUZoHFWAl7X3Bff+IyAAQQLdO9XqRw7Sy3t/lexD5Ud9CURuzvk3kyOfhtf96hZV2OFdc/2LjQrZb2UXv1P7lMMtt9c/1ev0q5iIsKQfDwX+pv3OHHIR+QL43wF/G/iHwL/o7l9/4nN/F/if3v78X7j737u9/s8D/xtGHun/DPwP3N2/a7si8t8A/oeMa/sE/Hfd/f/5/QfJJz3yd9H0jWHke0vTfzQx4e/BfgdPm6owfeIhiCqjufIb+yy/QfT62X779gLR8W/hhP8K2Dcz5L/m+A8x/sqLoZTyreyVlAJaf3SW97dp8qlylMjo6fgIYj2y2LdfGZKbn75uevtIM79BVcZ1zr/lfpBf135bzvivakFk9Ow4xG9UZWT6fpz3H9x+W2uEyLf6tX6spZDeZSb/GCvYv22LGjE3pjB91Gj4QzLtv66JCKcPYLHvX//Lcb0HDO2P04/4Xc44/yPg33X3fw74d29/f2Q35/pfBf4zwH8a+FdF5AUI+b8G/tvAP3f7+Ts/sN3/N/Cfd/f/OPCvAf/GDx+ifDSA39sPL8DvGoX+0FmKv6ImIjfBjj/+B/ynbvJB5vYvw4T8o01GNealMej3mf75JLxL5D2e+Y/AJOoN//3BT/rEa9+RtBARTjFwDrefOH7ST/yZ11tvzJzDb71Z/adi8ldtLvoeK6Ewx0H5p6Lvfn6XNmh2P/75qVzv36X9Lu/afxX4e7ff/x7wX/vEZ/7LwL/j7l/dsuf/DvB3ROSvA/fu/u/5SFf/Wx98/5Pbdff/2wcZ+H8P+Ju/6Ql8Ly5XA2maf2tloM/22f6yWioTaZrJ0/dTgP1lM0lpQDNa/71lf7RkNP/lwLLKrYr10c9HDuSnr5fboDn0PiS0/UMQ+Wf7bJ/ts/1E7XfpTf6pu//j2+//BPjTT3zmnwH+gw/+/g9vr/0zt9+/+fqP3e6/BPzbP+oo7X0X8buX7MeV3z9HhJ/tsw37q/gsiAiyLL8SXeVvvM/0l8MZ/1H2HUNi8Jh/ot792T7bZ/tsP2H7jRxyEfm/AH/tE2/9Tz7844b9/q2vap/aroj8FxkO+X/uU98RkX8F+FcA/tbf+lu4G+3YP/G5z1CUz/bZPttfzWDj92ofzNBDUdNvYkPy/r3P0+1n+2yf7Sduv5FD7u7/pe96T0T+qYj8dXf/xzcIyp9/4mP/CPgvfPD33wT+r7fX/+Y3Xv9Ht9+/c7si8p8A/k3gv+Luv/yOY/43uOHL/+zP/sxT+Y4mmc+L8Gf7bJ/ts/3G5m3oOgyxnvdCAz9GoOqzfbbP9tl+Kva7zEv8n4C/e/v97wL/x0985u8D/4KIvL41c/4LwN+/QVIeReQ/KyM99d/64Puf3K6I/C3g/wD8N939//VjD1JUP/3z2SH/bJ/ts322X9/eTaHvceIDa/4Dwj6f7bN9ts/2E7TfJYb8Xwf+9yLyLwH/H+BfBBCRPwP+O+7+L7v7VyLyrwH/99t3/ufu/tXt9/8e72kP/23eY8I/uV3gfwZ8Cfyvbs50c/c/+x2e32f7bJ/ts32277DBIR6GwubnBMdn+2yf7bN9r8nvs2Hpj83+7M/+zP/BP/gHf+jD+Gyf7bN9ts/22T7bZ/tsf8VNRP7970oW/6Q5+/7hP/yH/NmffU6if7bP9tk+22f7bJ/ts32237n9p77rjZ+0Q/63//bf5nOG/A9ndlPm+yz+8+PNX5QjX35C+AwH+EtmvTX0j/y+uTvu9htLSX+2z/bZPttne28i8v/4rvd+0g45Zrj7H/XC+KPNPuZS5w+8kPZm4KDh02wKvdn4DBCiEuJPi/fM3d+pxP4qqmq+73h7f681J/hQvdH6zVH/aT/af6zmZvR6YBZI+deTBv99WG8Na/Ud25QgxJw/KxP/JbMXSOpfiTXus/3k7Kc2fj+v2rV+7ND8hubu+LoOpyhGtPz2F91WOzjEfHO6e4W2ffyhkCF+Y98v/QK/xuDuH4gnDdnc9wuzu9OqEW9Kfb11jqONz3WlWcNDx90JEtCgtN2IIWHu0G6KfbznKX45xhCUkBQz+/Y+rb17UAUh/JpBiHXDzEemXobQ9w+xQNRe6d7fHcunTHXIhufwfnyZG9Uqzdq714QhO5w0IQz5494M/6Y+lXX0WBF1mjh9u4KfcJkwNyadCPWKYRBm3P2d1HrrFeN98Bkl/qjr9dsMWH9ocu3NsO6EpH9lqybvxor9kffu+Ev1aowR6w2zTvjskP+lMbNO24fGhsZE/KskOvXZfrR1d3ZzokCSH5a4d3e223oswKQ//J3vMusd/2ghkx+sDrr7SFy0it9EGkNKqAYcH+vlN+ah3ioiioYw5q4PE5Qa/tLQWP/kHXI7Khz13d8iQEpICO+dkd7x1oaU9g9NarXe+HaB2vCcfyOH5psOkZtjfWzfuqFBGZ6bQBrS5V53pB/ghmtCQoS2Qz8+sQcBjZ8esKIQEmZGa+2j48kfnJd1x8059uEgX+t1PDjq1P1DR37szn2cRxclxkxCiCpjAfHO0ertg4LbcI5jElLMhBDo3rm0K4gRPjjuKJESCqrDuf2uzLO50Xycj4pilff3DDBrhGSoCipCd0E0kjVjbux95+gHgcBu+zjXT12/LgiCmSECGhRB6ebkMBziEQRAt06zhoqOa7lWTIyoAe0HZo5dN1QaelqQEPHusD6hvnKY0u0C1jA3qF+NSSuM4MlaB02IGohiKaEeUXfEGiKBqJFUZiQm/NixfcXKhMZEiBFwzN6PoRGYFcw69ejYLeAKUWm9497x+MF1dSNIYIrTe+jNGFTQO70BqrSjk3IAuX3nt1DtMfcRaH3jPv2+K2R/bE30IwDmY1VNH3MLLoQw5jurnd46Ib6f/7y/wKZ+/QX7h49vVDHNvq3uGWL8g2Xs3Z3uHRX9lSpcv0tz/1h12nobCQYRrDfaNz4fYvyVngez/s5B+jGO1aeOr+07GuNtPnk5zv4tteyxCyGE8ew7w0mz3m9JE7lt0xDR702gjPlX3zl6GsKPGjfihgpjffQbh/5YvD763UWRNPRMXhJXL8f9x2CbGe5wOBy369h7x25Oq2pAdSRBsgrdndodFcHccRXyS+LrRgmtn1zvbiPs5gCb9U+KLlrTUR3+IEEoqrgZgnz0nsaEW6fXSue9nxZSfud8mxm91tvrieANPkh4IWEkJz/1nP6a89YYSx/MRyKoCu7O2tbbS0LW/CutX79zh1xE/g7wvwQC8G+6+7/+jfcL8G8B/zzwS+C/7u7/8Pbe/5ihutmB/767//3v26aI/EeA/y2D/vDfZ3CSf8oLfdk5FipuFSSikjhq5R/9B/8he719TT5Yq2431N/9+5KdHdt699C+vOrjMy4fr3cf7v+bNuh63+/hZVty24a/fOjDg/vw73ff+njxEpH3r3zLJ3A+2sIHC/SLYumLIzGgFryfEG8R6/+fvf+Ptm3b7rrAT+9jjDnX2vuce1+SlygkaQrNUKhQ5Dc/mklJRJLYDBF/QRLyQ2z1tOHP1rDUplUBFbRFoLDKqpKSlK1VqxZbNPyhaEOqNIQACgJBSkSDkSAFiZDwft179l5rzjFG7/VHH3Outc/Z59x7330vyeOd/tp955y915prrjnH7KP3b//2b39wHH8RYZYHr4r/N/yRc3n+1MbnCaSSePLBN8gps/rKIR0REkiieWP1zv162s8pS+Ku3lM0I8pAn9PYRKG3BesVN6F1J2UBAz+dmW4Lx5sDzVZW66R0xMxxjNO6slbjdr5FVSlacGc4qbgHrRvnZ0tUB3C8NXJrpJxYJTOlzE1JSLrcWJdOSQlDWJ/do5PBnNDeUBeWtpCORw76FFRIZcbrCakd6/eYONoMbY6YQErQQgNak5IQvMUGWK3R6xpDWzKQFG+dhMA8wekZvi57FpWnG7QUsBpo6biP4h1vwuoNTJDpBnWhWWUF5psbSj4gCmtbEevMKYM57oKLIAmcTq1GnjOa01hnHcxIJhymCRPQnFAteOtRVXHHN+ebE1ImNAk5TyQXFgcXDdDEGlM5EO4kQOo+ErNZnERsJBrLAHOJzV4SLpdNYtvMY409DPKbGT42FXdHtmKPOwmw5YS3BVQxuWww26Yv2wPisKw1qh09kik0IZpQcXLOEQyY01unIhymEmvQ7BI4SQzkMQwRQcgRxGDoltSN57a3tj/n67JE4EK8f11XMKOflrgOmkZM4uEWJf6ey0Sepz1o8maBkLnszzMARQNMIIJus4bVGt9dJZLCjX41vkckCZeA0c3QPAI296sN1/BRvUIUIY1AyRHd7ukjvnf8z1rD1oq4Qs504nPned4nd6xtxXFqrRxkhhZghGi8Z6/cjaByq+6ZdQQZAZGRUnq0WOLunJY1AguRcc8gSazZSGjH8VSBFMvGh+/TPLCWTMqJVheoCz4SXEXoveBurMtCypnuxul8IqeZ4+GAyKhuSgS+bVmovZMkM+UJXCgl7dWs+OyrvcvqQEcF9xXzuAcqKaa0Esd17yQ9xnrxFmvew2dGsTSjmnFr6JRjsTGOu+8/EkCLVQQoacZd47xHkOxm0O7Zkwkc7wxf5rHe6IiMpHME+9vu6ObkMqNpqxAnRBJmDc0Z5GqduYV/1PEawq+0bnRJgJNwppLJZYYRzNl4bt2dbj3Oqy7kpOEz7PIMCBIV57HuV2s8axXVws10QDCSQDNhSooCa630Fs+ZJsW9Y22st+7cbeu0r3iPYLoByFhXKAXnJgmSlOZKEkXGPcMjZtDpCWYV6kouBRPB8kS3Rr+/B3oE1URF3YGeJ7pVxJybm5v9viJOZaXXSCLa6RlqNcA4jf0fA3KGupCS4ppwAlCYp4Svd5g73R1vjg/fRip7jLP2lWYdcafoiFjc0VxotSIawFS3zvn+jJuTNJFSAANpSmgSqtUA+sxYZSFrvAdAH48Ed/uUBuQikoD/K/B3A38Z+BMi8nvd/b+/etk/CnzU3f8WEfm1wHcBv0ZE/jbg1wJ/O/Czgf9CRH7eeM/LjvldwO909+8Vkd81jv3vvOz81rrwv/yVH8MgMrDWWVrmgx/8XD7/zadIeLhw9Cqjj8737Mu3nfMqAHWEEf2NIEviOCLhy7eNYAt6/blw9rqs79tmGY4+Ar6N0jESdS4bqoiAjQ1L2LPYnQ7i15VyvwTZG8I7gq8rTHNkrNv93N5qw+MKPh7U60RBJLLtPVEZv79GB7dUJhzy5VtsD4eM/9uuiTt8/ONv8eEf+wlEztRWOcgtnoRSnmAopkojHLCLs7Qz1Qxapy890OWk9A3kMfCuuCfSrORsSDvR7xaaOYe50PrbmDglP+WkRkGxtZPE+WhRtNko5wOquAhnDFZD1s40Z9JUaJ7p60LOMzrWkZkhPiGpkKaM9U4ftBk933N7cwAVmllQkJKQbhpdPhbL4Fw5nd/mpDAtK0mEqRywlHEpMElcCxJJ4zzFE702Wq/Ql1ixpqh36Cu+VG7SRE5OM0PyhKAR9LqAJxZPeG+4r+TkeO8svpKKQDqAThRzvAbyrmXC1DgvK9YbxaKRVyahd4nzS4p3gyQUdWiC9D4CtMysOa6vO0jHWsOX81gfBgmSx9AZzRrIiYNrQrqTCUQj5QRZ6eMBEoemiXs3pnwgybbVdwo5kjfXGPWe58hdRMi5YZoRc2qPqoOL0nvFRCklY+5YrfSl0mxBNSEeCUZXHc+T0Omg8WzkbiggkhBXOuOh9ZUiGqhhmSMwJ1DQ2iptWfD5SE4JNQeM3le6CZYyWccGJGMojwGeEIxCxeaCmCHEdWvnjmlnOkxAwtZx/63R3cl52s9fRBFPrK3j2lHNmAheHE+AGW25J0nCc0JlimeuKEokVlnjviRJtNZwGilJBA3NkCqk5HScWhU7n8M7qbLYGZE4d80F10Qzx72B1UjER9ncutBTYtKJHJeAlITWG6tX0ogBbA2E1MVZ24JjJLlByaRDQdOEpEjqy1TIU6YAjuIoqTVkJHwd0KJ4a/EKjXvgDmvrNFeqg4ozlYR7ADB9JDrSI4AybTRzVAw3jfXVl0AmzWPNaNrRWszQFAgumiKMHQF+XzutG61GYDbNEdQ0a3QBpWBudBzxrToqiBYOeSKJ463GdVGl5ATSSQDeEQPDSZIjVRCAhGokEXRDcVwc704umayZnAuQojLSTpiN/cUsHLZ4gAfj3JSooiHh64yRmhiYBdqbUvg39x732gVKjn1HCKACw3zBlh57oSoGoBOiMxFyOjCNZFrCh4iyrM9ofYEerkgwYAE1mhlGQhyKJroL5kLWmZTySJYdQyPZkzyC/ZFoeMVHAJ1EUfXwdaJAJyVDzOjunKyDxCqchs8lK+fah28TUjvT7IwIZCYMp7rTe4v1okL3ho3nHHOadazGLRQR+jgXUSW571Vd0QSu+NpQlOSQpxnNCfEa1eY0Ua1gvbPBm8WdpT3b9/+1d5JHdXhKiSYS+3vvGI63ztqjOq7upDJxMx1QEbwu43qWSK6lRTudO4Vws7XHvXUzkBWVFBXA3qN3phtFIzg2z4h40IIByRvYYHQa94wgWycSBxKxrjMTZx/BOS2SI1aSvhqB/FQj5F8J/E/u/qMAIvK9wDcC1wH5NwK/efz99wD/lzGd8xuB73X3BfgLIvI/jePx2DFF5H8Avgb45vGa/+c47ksD8vOzO/7sH/sT3PfCqoHkfNH/6m9jmgun82kPwGULsEXCSW8UEbj6M9CwC7g8gvXBSR4F86v86Apnlss79uB6e9kVAu4jv9qOGJH+huTJ/tIH779E7pfvQDhL98v5y0C4NuQlzus5BHuAuXKVOFyfZqB7gojjspWerr+174iDj0RjhPBcWhwvB9tRLI/Na5oKy1L5kT/3345rlgNNQ4B4EMXiWveAACgSHG4ZqKFkQ0iQMmKJ3oUugiQLtNQqrTXWOqEkzCqTQvGfhObMJZFwkgomDMesiMVF68RGnr2Cdu6lIq1DypwIx5J6w+m4N3rrwR0XQDNGIEGoIzoBETw2a2RVesq4hsvHDOkLYglrOXDflCAnehqBvTirNczX2ABd8L6gLTZPzUoezlNoaI97h8amJPMBl0AbjAhmVJxcO40okXvvOEbuJ9Q7nRzoVDMyHZ8SLjk2HTeEA5IVrGMGgd0DDTo++lIjwBIVWuyukbBs3PpkmDYgKAOK4r2F422d3iNNzNIRiYDXVSgmmOl4girJlZIDTTQhNhKJgJi2knIkAdkMVEeCEGurmlElNtTuIJYGstdRi2fStcfq1oRLoLmSJDaugRT28dxJUizPkc+nSCqyKJIEMacTvQVmBt2jaiYJcadbpUjCtsQ/KY2EDErVJIXigmYh6UCCRblHmAfKKhYBf/aKtY5n4vnyUc0yo1tsyJgh3tBYOIhpPL+1Utt4rof/sPEYx7Mf+YV5vKaL735NkyI6EGM3EhJopER/x+ajMEdSVCqiS6PTXWhrBOIBjgy/pn34Cgs/SfSLdO/MrhiRGHW3CDRGUBHuZTuOIGqYWySioiPgjIQGlYCuGZSILRkY4EJDKDJQ8gEydLcBjvgAaiJoy+J7sVUF1OO4iUj2RSIAkFF9yeN6qDuKhV9HwAV1xVPCBh0Q75QkiLcIMlSpCJKEJEbGgobXoYuNPSsuQ7dozm8D2ZekOMKpxnVNiQFwCPRY8414j5kjLsjwk96NlAL5dBxX2NLgjaAC4Ko4Cc9BnVAcqtJJKImOBOou0HDwTk5z+D2viHhcQ1G6JExSnFNvkezLKHhI0Cs9CRXBk6EKSR1tHROoI+hXV7Co/PSI+1ESJQvi4SMh7n3QXaC5YDToG90jvl+3FM+xhy+OlRC7YhJHNJOSk1hpOkXc0eNamTS0g2kkKOKR2s/dqSx0UdQNQ1gA0Qkd68rzWOcW/hFqfKpGkjHSZIQWewOKSqI7LHSqyb6OXYyEIz0SCOuK9xVVRz2RmeLetwZj3W2+R0RoOK4eYMCIFWwkSubj967MqQw0GxKGWWED+aobUdmQ4U9j/+judBFUMoznXD3iAJctDZPwYQi5K6lGFZxSmAjwR3qP15vRB41JqSNQjz0T6XSiopIkQD7VFN/DopoY6+WnNyD/fOAvXf37LwO/+GWvcfcmIh8nKCefD/yx5977+ePvjx3zc4CPuXt75PWPmrmznFfUKnM/RTncbCBFENuzDIR2K5UKIiWClhGv6jV6fhVa6lbCG7SLa8R34/ZdqC6wH1C2YDlWphMOLW7nCN5HScwZh9g/dfzePBYMPPj5pVI7HPdwANcB9BZ5i8vl8xjJCSN83vaqceoqw2FyQd6BKPU/WIRRhr4kKXEe4d63TVf2671l0RuNRjEO/eOk6Ujzlb6csTaCN48S5FbAdW+BlswHEA+qw9oRDRTQbKjBSFxPEigTU5m5SUYXw1pDJZBbV1icKHsbuAopH6J5UwzvFTFBikZZrIF5gil2q0nK2BgbaI21JpCSxwZhHfO3aa1TRdD5lmbB580IzYbj0GNQbtzx+3umntBS8GOh13tkMVijbCYy0XofyG5cP6XFTpIS5I44rNnRlJE8UaUNZK6TTify+Nyzg9mC9QiIUlYMwSQcciKuTbVOs5UsHe0g99A1MbsFEFxW4EBtPRBtP1Naw0vg0l4iQO8j2K7S6WKsHWadSExkHRuqJ5rFejfvI5BoZIutJZbvcHN+ipKpFUQM61OUQHtBHYwaz4CNDfo2UPkuUeJHIoHoY0NWUbzDhKLJce1UMRjlZQU8KUkTHaebYy6oBgqmArmtIxiLYN/7QjVHl4bhrDiIBjIzqBiyUVsQkISrkyelS9TfXaBoIUW4BSaYCicsyvI9kNtmziqZhFK84poAjcZjXckOvnpcvr7Ehm5ClglKApkicMRADVfFjsd4jcUGXFwDM/aEyaAhAbKVhg1EjaCsayR2nAPhdPBuNBIc0mA5CClDTZnqlQRkHCwjN50jseligUS2HsGvO8xqiBtdGi05kuZ4Bj16WCS+Ceugzljr0BMpgUgni4PFs2xuTNrieKceKC2O5UEpkS3YF7RH2T8r0GN9FDNoNfyeb2BOwUjRvC0NxwJRVaEhuEeEJyhorKWSwLQEzcscY43zw7cNJyom1sLHaWIWB2baBgT4BcjZ94aIXoZPEqw72Z3V498qERB1BhDhRidqqmrQU+KQInhNWmgi1N6j9KDDx6uCR9XIzTfuyAUI0kA4PA1fJeM6eUfoiDhmndUbuY8rI334c0HySGJ6oxA+TXUAXiqD/hPBvFXQVSgoB9p41jQCZoMJUFnjWcQREiJtUEkbaVWyDsReJt4mqhVZjCIggxtTpLNqY8XH+vDoV0NQ7xScNioV1p3aBEsStClTugCiuMV6SKZIyyiK9cqZitvtuBZC8TSQbyNL2b+X5K3RUVETsBYIt8aaab1Gj1GesVRoAkUaucU90CSciazRLFDhSOwEUiTQzaIR3ARkauO8LSqWBqaCdKdjZBeSzLhCshR7dDNmr+QclXiFUTGBRMZTBqlU60gPGpd59I7JVb9Wa7G3NsI3KkI2oj/O43o0sUh7i+FFkQyrCyaJbvE8dLlAiNkbJhmVOZB5rwijT0Nhtgpq5CRoVlrXPUF/lX3GNXWKyIeADwH8jT/rb+T85lMmOsUPlNHMmUuJbF73EHO8e5SRRlRrfQTFslHihrMcvnADht2iBHMJeMfxjAhO9yA5aCa+EcbHQYK7fKGVbMGsuIzy9vNfcgugg3LC5R2MOdbDkQTiH7tqBBFuUUYU2YJ6RkLhqGugPB6bQbxn+0DfmzK2YET28/DLtRgbV5R50kBzgtMqMNBwv6it6EhGRsKgKfPBz/3ZwwkIyW+jFCwF60KeIgDBHWmVtZ0D0ZPI3ptHBpykR4R6iPKo0tGUaD6hZeJQAk07e2HpQulOccFTIKppcMIcIXkPfqYoOk9UCj6tlDkzl8w6z+E0TDlIgn6Hy5GebljagtUW5W+NwDtLpu6cM2cWQTWoLb6scX0HGmPutOUZFaOz4tLQbmia9pRLiHKpSAkEuhzRwyGQim6IGqs5qyZubm45upFK8O67r1BP+LM7xBb6QFECYDvAVAYPcA2OdG/girFypkeTJ0bvgep0t9FMFJtlt3DoE8Z0vKFIoKSJTq8d9wrMMD8huXFTCi6JLpmMsnIkF6X0TplgkUL3huhE7dAt1pp7G4mkBj1CBTNhWU/0FoGBlkjklnWl1R5oyAicWx+cdQHvgRhndUpOpFKQLHjvnK2RtYAHFSVK1BZUj17BO4wyaBvJa+89UM92HmjLUJtJE4eSsOY0gSmDDAQ/bw+9SDQEu9P7CVKi6UzJieKGSKK1aPI2b7hkUjkCiSoRgCfp1N7JGlzXrtDvK2W6wdTptSJ9wQV6UubDU+acUS8YI0hA0JIovtLaiSROdmOSNHxcQgyQUGPKmUheVaGAeaXWNWgY7rgJq2e8d1pv1K6QNErUEM3OHk3hmg74UgeLmhH0O9WJvoD1hJUSG7hDzjNVKkbwVbNCtwWRCIRk+GaRWBdbteYmT+B9gAVEgLEheh6wQkqZ7pU8qkRYxVvnXDeufYA8WQU9TCAJ80qrC56DN2zuTPOR4oXaE90r3SMR7NaQZMHJHT0YS73HUDRtAIqyrpVkkC18rqVCtznQTW+k3knedkqIetwvUgQFU9Hg5/eOWVSbdMpYr+SDD+6joSSyKlOaQ8FDAUlUaywt+g62LdHcUGswH/F0jIAU52BOHnuPpUJSoJ0jAWlRVdVBiwo+fadiqIH0SskegU+K6tHkhcWDP+LWWUVDRWuNPorVBUlH8pSpUa4ZyGf4PFWhreCaohm8JOasGA0bx8KJqoI6514jUOsrrImUEtUrTmbqDa8rqcR1ISfUOplOFsXyqCBpRl0QU6xDrZU6KBoBFA4QgaCIlTLRSHQpmHgADQgl+BmIVZIJfm60WplUsUOOPCcdmDTEEWzs7dSOuCLJR3N+7DnWQ3zBVJCcMOmor6RpovdBz8LoGj1eAsjgVKNOSwPys6AO0TvUNZJOzbT7ShpcfNfwb2zgGuHnBAuwBccGW9a6BVA24LdJC71Fn0JKhawZ8Y5aRQyqR+UsaY8KES0SnA5ZlI1t4AK1lFB4aYZMSkoBPDmJDGRL5JSQ45NYOwPAEYLmuTaJdZ8dzwouQRU1o7+DutanOiD/MeALr/79BeNnj73mL4tIBt4kmjtf9d7Hfv5h4AMikgdK/thn4e7/LvDvAvy8L/pb/M3bG7RkJlXKMTp3tUTjSPC4N4R8Q80BgjeVSo4M0DZ0V0PRRDZO9XhPjuO5BarGKON5EM72wBVA3PkbP+9v4K/+xE9uH0WkBKE2sOHN3/27fhff/bt/NzllvvbrfiX/2m/51/ie7/n3+VM/9Kf4nb/zdyBEBYCB0n/N3/V38we+/z/fuYTbwT/0od/A13/d1/Krf/WvjgwuOXgEqL41Zrrwwb/hC/joT/548BF9Q/C3owgf/djH+Q/+w+/jQx/6xyKhGGmMbnQf4P/3F/9nvviLv4Sf90VftH+1f/qf/qf41m/9dfym7/zNfM/3fA8f/djH+PBP/ASIBWo/oBvVQEg0FT7w2T8H788Qonx0TBnKE0DIc6e2ld4IWcU0szXwuweSJZ5QzWCNfJjjXF1Y+8Ky3FN8JeWM5wPChLdoAipliqA7BeJk6z19bSzueFeYS9A0GpGhTUc6iaxR/jKeof0Zqm+SymchPvOmfxyxjk959L3pSEY6VodOfnaSVZ4kwfNTvBm1N0iRNKXpDfLhGHQOUUgzJhp4nwTTUspM0kSjgGR6XVnrCXOjuNPu71iWOxZfWIZ6hqYcpco8IccDkia6J2a9ZQKcFLzEBFIgH4/YaUHsRJKMU0hSgOCrd8mcLQKTLAKtodaotbJ4QfqZOQXHWBAO2uiFuNaaaS5Ii+Ak50x3oUiOnh4RyMoxFbpnehNEJrQ3Jg9EnzRHYIhRW8cTPJGF7o2pzEyl0OuZVZS1NdrdQpkmrEdzWfPOBIitEWRrAW9B7Rjo7q07x1TIWVGL9Z9SGVSIFoFCLwhOkWgOyynT6DQXJj2AO1WcngB10rpyPt0NhFnwrNykTFs75/UM1hmPJb1WqihSCt7vSaTgnnZnnp02gIFoQAx+7yEF0t/qGeYjcyks1ejVsKwcJLN0I5enmJ8GRaZhLZ6/REfWNYIoc5gLNh3IorjGRpymQwRUNZr2vDmSp8EpF7xC0s0RBrAxTzPznLBurL2HD/VQYnIVXCqHaebu2cq5dSBxmAp90F1wCc63d7oq7RCVJTVlXe4H/UQ43EyjAuLUBjdauH16O1RIIo5avWPrs30tdLa9ITHf3Ox+n16ZJQJtugb9SGQfgtZr494aa/Mh4zbMDKzjGxoKpDTTxZiLcVo73ozTslCS4JaY0sTtNPFsqeQeFLk6QvLsgqeCSKK2hVxPpJQ5ryvntiK9BqJZRmVmC4CSgndqq/v+M+Uy1K0SiIairgSPW9rgimsmSdqrpvf1nlOr3MwHtFlwnsU5zLdomXAbVRriOhgd846pD350VDlEnGOOf69roKApBZ0Qi4rLVG4o5UDHWWxhSoXeTogLKc2IC22ASI5RT+eQjC0H5HAkEVzfSMiCotYHuproowneIlgvUTiYcyYnxWusu7KMBmsJ5D6bU3zCeg9/WqIRvXnQsIpsoFyDtiJlgpSoSSBFkJt14u7ZOSiSdCQpiwlNGkaitRp89A3qTwq50M2Q2tCiVIsk+hZjEui1x31Pafj3UY3GsGak+YCLxO9y9DW1uiLLPWXEMAnZenIjZhGJZJdIaN0jMcrTRMoT6tHEvPQzW+BgGNN8oJQj5MJ9M7SUQelhl1dtzaN/pdagyWUCXCtREfLWkKTRlxL5JHVdBuVM6T0i+NubI3mAK1u05RDCBmYIUe1orSNdcJRcMpocHY0lDruQgFg0tSLKeq5xT1PBxWmtDRnohLc2wJUAd/uuUvS4faoD8j8BfNFQP/kxoknzm597ze8Fvh34o8A/CPwBd3cR+b3Avy8i/0eiqfOLgD9OPPIvHHO85wfGMb53HPM/ftXJ5enAz/rCv53peBNIsTj17Y+hKcINGHw9gG0TG0H6Rk9JKdQOZKADF4UFCLztwhN3Dbkl0Y3LNBpzACeOkQbPNJUpstetu54IsFWEH/zBH+T3/77/jD/xQ3+Kw+HAX/2rP0EuR1RzNPUMvlgKmBt34w/94B8cJZOtCTNg/GjATGQEvF948JLwIYe4P3uS94YXleADb+WAu7s7vvu7v5t/+p/5pwhaY5QTdbtmBEf05/7cn8sf/5N/cjwEEfxjnb/n7/k6/vF/7EP8gv/1LwrAfVQJdpWXrQIhwpPP+lyKfJCsmVOrSElYX1GHdJhJBA+190beEqScEQmEPCUhpcyUglYEIVelbkwI9+ePUwVSLgiNuWQqwro2rE/I+oxuFZ0yPt+SEFIpfODGaWun1YrmxP0avLYySwSQp1tcZ8oBWnqC+Q3oLVPKzGLM3qgIS49r08k0FKSxrGeeWeOQC4iQzKBXRBI63TClA91gypnjVHDv+z2OAAKqVdxWiq9I6biHOsx5qcjxTby/ybO6IjljNlCLoCvj5UjKylGMQ1Lq0ujdmKeJgyam40w5HulLcEx9JG3NoNPJCd6YIkkwD1ShN2jeOJmzWIP6FthK0Vu8ZxZfAcGWe5JUMhM63zKXm8ENNkrK6OEJz6ri9x9HUlQVpsOMHN4Ib2ErLvMIWhvNAEmUYvS2cl9P0cSTBb29QYcefPvshTS4vV6duktlFvJ0IFO4b/d0aaNxOkqxt+XAslbmPJNTICNY8BCjsbOTSjwXKUUzZG+jeS4pRSU2e3fePj/D8oE3bw+oZNbe+dj6DMkTT9848MEykzQjm/LFek9968NUW6n6AdCZtVnQf6Y5lEzaHUurNEZDm1XSlNHyRlAfNFMmB1cOhKrN0+NTpulI6521RjMw7kzJmZMweaBeTEesw0fPZ84GtyWBr5ytcapRnThkZSKTreE5M5Ujc55o3Vla49zjWZilk6xiVqPcnibEnaQ3LH3lvt3z9umetzxx+Kxbcgpp1IMkimTu7u84rcbRJ6RkpjQxzcdY08MfnEQ5p8STeYqSeG0sCKcKqUskCRaIvctTsih1BCV9VDzrOTGXjGRFmKhrBAHezvR8eQalnpBuWDkEnYHGVEoE7+GNcZy3zs/o5tT1bZyOTIkJIR8SN2lmksK6nukalIDPOgTH1zyOM6kyJcF0okt4/KxPULmS+9MUW6nVCJJE6SLY4HKbGdZ6BDDuux79CzKPEjK3RlAvNruVD5IlU4ZsJlsgoopY25vk3J17M9rmhwnMs4jsPOAp5ejXKR2sxTMpeT+e55lNSm2twjM3JN3wWYcne8IT6kcwizDfPqG/9bGxv0XvzdoFS8pREs0DNCjdoo0AIjlt0UhoIiSHgyuWhyxrAZkLUtIVuhZvfsK2hkZjqsX31imFWlTtcDPH73PG6zr2jQNvuu/XTlLirveo6rhT10om6CHePfa53oPnL4kzymrOCeeNeeIDh8T9MlRWgDkPtaFNUlRSVN1zCBFIivPvrVHfijghHQ6DPkSoI7XO0nxUmoSiDOWn0AXPJaMDgJw8QDMEtGTKNNHMWZpRmjGP4YDXCkilAMeC24yv60DeozcCri71+K+Zc0wHDjkap5e10Q0O00UN6KEdX/iJ9S2ee+z1L9rcN5g0/pj8Su55oyePa/lOMqGf0oB8cML/SeD/TcSU/567/1kR+VeBP+nuvxf4fwD/r9G0+REiwGa87j8kGkAb8E/40LJ67JjjI/8F4HtF5LcA/8049kstl8TP+twPYBLOtKjwV+7fYirBj1tqG936F+40w0HBhVeuoyy7NVpdt2X6QDuiwCcki8ZAGbQRZzRXkyN0v9xXksLv+G2/g3//e74HVeVrv/Zr+Tf+9d/Cd/+7/3f++X/+n+M4zYjDz/q8zxvNDsKP/6W/xNf9yr+bH//xH+dbvvmb+c7v/E7cnTc/8AE+/rGP0nvjn/ln/1n+i+//A3zhF35B6IlrQoaM2haw/+hf+It823f8Izx79oxv+Ia/N04qJZ49e8Y/8A/8g3z0ox+j1sq/8pt/M9/wjX8f/9L//jv58z/6o3zJl3wZv+JX/Aq+67u+Ky6V+d7Utc8HEAlNd8B7lBa/8hf/ksuNEYlyqVy9SfNIFIQ3nt6Q5gN6vCV36N3xtVLPZ6pDEWUusbmlnKBbPMjbpMHeaFuWLz50yS2Sh1I4+QFUWR26nznnxF2vVO6ZbCV34/j0TQ7zkSbK1EeCVhKHOb5snhPcP0P6yrHk6GKfhCxPQKELrP4MT8HHFJ05tUIVOB5nVJ2TNd6Q4PROm3b3oAd0q/ipclMmpnLgrWdnXDJFUpTH2jKC8rhvJR8IyfOQXWtrRvyGlDKHUqMEp8KtRTtPyGsJ05SoNZopDzczpWSWZWXWkYx5rOC1GrXek3O+aIj3aDZrnnFV3mpO1oyOag8qaLnlRoUPlkTrn8Oy3uFtZamdDszTG2T/PJIGr7B758l8GxtCfQsxR8vEtC749ISUJ0xWHOF0/ihClLNTadH/7kaRUF1o7YTnW57MH0SbIamRUianKTbMOhrt8hETo9cTDaMcbzikmXM/U/KBo2ZqC/75nGdKmsg30eiZkjKP+GWTuoNAWHvvWHN6dJNipqFUApEgiJDSE0ScaTqQUkGa8dmHz4qE3g1ZOodDSKelnCG/SZLMoa+xaY3hYFH1IKg0Dh9bGyVuAbMZmp26rpidWWrDu3M7HUk5UXsMFdG+MLlzUxSxzl01zhXW5ognJN0y+0wuSpJbpFvQKFplorOWoVaTEst6T233qCilGNjCW6eVU+ukrNy3ji/PonSeotH5ZhroWj+xnhbO3nm7O8jEjR05AW9ZNFFiC7aO6sfhhkIjaadbZyoTs52ZmXk6Je4HR7i0BW8rbtEo3qzQ+xoNvClzrmO2g3vI/aUAYaRXit8E354N6e+s3AXtwp0JofU7endyu6NkpR1nOikAHpTD9CbregIZ/R/Jg4M9qn1lddJyzyGduBH4aJ9pmoPClBSdDkyHEnz49Y6kBLVOCkw3u3t12ygngMbgMN+qHTnDejf8/Vi4kmBTbrmy7Tg35Qkmm29i6HcrD6ZFv0SX+2SOp5kyENbkF/SymXO24NwnEQ5ZImB5JKhpHjSy23JAe/DcV7OgpHBppjMJTW1/8uYe6GaE24HA4tFvg8FNVtI8U0VZzJiA2eOczTqLhaaLqUQz7pSCrvHI+fmmgiNy+V5Ee5H1xmlZAoVfFhS4mUd/A+z73tIa982YNKhe6Tjjy8IiAsd5VEaC7hL9KkRgujbW+xP3+QZyIaWMubF6sE4v+7MHrW5pSF2HOhzh4/NMmedQPBlbsrty3+K6HudEU2GpHVewpLR1iUoMQQOa5+nBHINejfOIsQ4ljVj98YBVVJHDZQ1usfJ2qWv3ETOFf1t6KKLN07sPcbuFWMMmx/riPTRoD9X8vfeQPNUeMdS4ZDLkLzVFRWT7Vj+tATmAu/8+4Pc997PvvPr7GfiHXvLe3wr81ndzzPHzH+WixPKOloDJK8jK+XymamzYeL9cwBEEbZKCPh6SGIqSrpxDdLLv/EJANFb0hjKI++iQ3xrOYrqkiO+lkM1PJpz/z3/2+/hPf+/v5Y/+V/8lx+MNH/nwXwPgf/yRH+GP/JE/wnd+52/iMB/4N7/ru/iKL/9y8M6f+JN/kj/1p36IN54+5Rf/kl/K3/P1X8+Xf/mXj+tj/Mf/8X/C//gjP8Kf/W//v/yVv/pX+IW/6Ev4jm//jsiOB/fLzfiN/9z/jn/8Qx/i1/26b+H/9u/8LiD6keb5yH/4fd/Hm2+8yU/+5E/w1V/11XzD3/v38lt/y7/Kn/2z/x0/9F//10PuLXR6nU0BJpQBfvRHf5SvHOcD8H/6t/4t/o6/46sfXrdNG9SjW98Q6G0/xo13+nKPAlMKCs5b6z0yHyhPbuMYMh4MUSbrpFoHTyzK+90MmUd2bIbJylmgeTi85Mb93Rn3SjslpmXlOGg8Nj2llTepKaSY3Jzkjq9C9c50OIDG5ljvT0TK1bGDUGXG2kqrZ6xBkcJ0uGHrFq9LY0pOa8LkypwF6cKxhedca0w+66YYB6QtrM8WcqtILmhSPnp3oi1v4/mI5QnkxORvB+1GMzfllsmFZV0xMdSdKU+k40xdQ2UGj/VtDazGem1LBwt6w2E6IAXO53M0eXqo5+SSRzARjS5ZAr27OzXeujsRCZ+Sk2LWOT4RJtWYDNcc9wOrGZIKukTXupVAiw9D5eHt5a3xbHakLdhyB5LBG6xL6N8OHeppmoMy0JbxlEYS4eP5LxkWN6oauAakP6beukepXNpKUiFNhSRQUubUV5pZNE/KRCrTnqBf8wTXbtQevSGHkum9R6OuMziNMKkwZ6W6c6qdc+20seHf5MI8TSNAiVJuVNaE89porXPvKzcmHA4OtVObA4XUQb2FSkrtkAtmTvPQ2b05FDDjfDbqaHJKrXIrimimDBm3ujVMaSJP0Xhoy13Im6WJJoTyiDrn85m5FM6t0dZ7XKG2SHoPSTEm1uokDPfE3dl46/w2VhueCoeiiBmzCIvO+HTENJPWtxEcSZkmGQ7KnBVfjGTGvLxF6o48eUpmxcWwkpFSuJ0mDuWA1zNrfwYVihhiK74cKOcV1cShlJDe1MTTYyireG+Yn7mTzDk5NyIcBBoNzYUuE8/WEzd5YZaCr2dojaaNIguen5I10F7mp5AOeL1D6xmIIW9r65zaGVkr3u+5RblNBzxPDM5LIKAG6fgUpkKyM2+a8LYZRWX0moB0H9ryCbGhV65zlLliVcfsgc0GkNdGPxSnO9QtkorRVOq+4qOh8dQHjY5oQZWUIc/xVGc4KkNOlfi+j1lfwX1XSZm8P5hm3Ed1zUeQv4VHzZ0ezCKOKqzue8B9MeGQtiZuH3MC2IPhPgJ+kbQnDFvcOROBexbh1I1VhAOw1hWvLaoqxwO5VhbAzgsIrASiP9Uax0zxnGtOzGOQoAH3DkXDP3iL5/LUGn5/H995mtB55uzGulR4ds/Gg2fIvgrR+lRHpXrrQWvVOHcjj6E/KkIW4dBg6sbJnNN5pUwTWZxlCdBCUiKbcZxSNKlMmXZ/itkpKehM8VE6WAQpFHIIOnhJQQOZUlA6Sgo1E8mJPpX4rgPQzDmFhK/HPQ6wM4LorBrn8AlatxZNrAKn+xOrhcLKg2Nug6wGyv7w/eF7p6RMWcEMX5adYjOW0wsWJIQKOKJXSeugueRDfvENr7DPuKbOa+vuvFUrjU6yHh3YHoMhAA4pheYpo/kI37mAsGU7Prhs4DrKHL5ND0ujGSUyavOO2Yo39kaVLdUTH0j5QITFKt///d/Pt33rt3KcZ7w3PvBZb+JjauZHP/JR/vAf+sP80A/9EN/0zd/MD/8P/z3mzt/1NV/DZ3/W5yAq/H3f+I384T/yR/hFX/Il8X3N+EN/+A/xa/7hfxhE+Nk/62fzy//Ov3N/4BCJclo3/qs/+kf5Pd/3fYgI3/otv45/6V/+l3dd8+/8P/wm/vAf/kOoKj/24z/OT/7kXx3oK6MkGY50exB1p/E4P/fn/lz+5B//4/t3RnWvImyLNXqfounOJV+So/HzSSvNIxjO801svgJ4o1ij22jaVOgy0wSOtwfOy0odLBmSoEW5zQlOJ845ahTJB9pXV8iZrIVzrXg3bg5HUKEfZuo8Y90wlFKEwzzFgA0TDgQyPKUMmrFqNI+GHklOXZ3ZBPNMXhVJFUuJlIPzyjrQT1XW+zPWGilNeI8RweTENM3ci/CMmbWtqDay19Ci9ZUyz8jhCUYmrZnUF/pwzGVaAGWeFMlCXZ3TeQkeMNBaC2mzw5EiiZunM9M8sZ7XuKeaSCWGYKw1mq6SJJp1/Fxj4+t9L3nrcWLtnWkWJp2D4qMSahbnFS0JKIgKpRS0PwllGa8c5xmKcqr9MjF1oG3NGvSVXI7M8xuYN3pfA4UXJW2b/EjutqEMbmtswhbNn0dJnO0iUycMBQOBXalIHKv3ob0sibkINzJzyC8ih5uZOesQvW8W0+9KSjQPtQ9GyTi45DH4ppTEBw4T3Yy314qqBu3DYBv4UwfS7ilzWjt9Ne7We85LSJNtjZE5KYf5QOqVdW0UNtlBQ3rn6ZMDd9U5HDLWjYMq0/EYPmv4JTPj/nRPc6iidE+B8ppwOCpPULAomy+p8+G3F+6Bps6pdzwV3jjeomaohMSdmDOXCbXC2+eVj5/u6N1IWXAydqpMJfO5H3gDS0H/qfJGqO9oYlbh2BbEO08nZ+qNiQPLEqg5Jah7NzdPqbbQzLhzyOWWRTL3awiQZpS8LvRWOamzTAdqvuHp8ciiRmn3kBLnbtCfcUPhmCZIheLhSCRFkHdfV2ROeK0gwmLA9ITDFGv51Fc0T9yWI5RbpFd8XdA+4HnrtPU+9o18gx5uggKyIQs2Gt3ThOSM6BFrK7M5sw6VnHbGlwgEVhLVHHMlJeM4ReRdu0VFYxoByboOSldUeH3QuZJ0PM2YZmgnsEZzZ/GghJk7NmWmZOAn3A/Y+cy5yPD3XGgq18+EE034aYqEw84Ur2DzHiSl7Tsj3Irs6Dawr+82eOHSK1kczYedXuJt5b4uQ9UFZpVAig9PIsHoPe7TflIdaSsqEvx1zXE/HJ4NLkxOiVYrHz+faPfPIjrzkNRczTnNRxzdK2Bb9JZzJotQR0IbMwBCJTsjdJVQ8qoruTWO3bgRWGxFSkJSGrRNx/NEtwjaxB2xzs1xxt5+m7fvl7jeKfHkyQ3HnHZ/QQqKY5oyMmVYnpFSNBjKeqa3RlsGcCbOoRzRnNHj8WrC9zZoK0MOIGslqgbiNhTAIuE4pqAWmTlDx5L72vE1OP05B6OgmiMaiXV5CSodl9Ij+hd5QIu6tpuBhNvpxE0SVhHWbpxrJ28UwLUyuA0vIPGtG94t7scYNibC4MyMrw7x7PkFtKEcsWdL+OerKlLWsQ5e8b0es8/ogNzdWZcTPStaZrIWRO6jRDp0R2GTWooLrOPh2LhBG5c81P3savJdQy10gUVkNFgOeb6RrbsMBB5gc2LDdKMl+ZAR3OgKAl/w+Z/Pr/77/35yEr7yF38FmhIf+chHRxKwNcQwJPYMsTFWdizFS8VylPHcqb2xVR39arKZm+7Oxd35nu/5Hv7aT/4Ef+K//mOkXPiin/fzONcKKbjNJgyVli3ZGF3fG5cKSDquL0NeC3aO1bgz4/rr5fpoGplt4mNyQ68hq7euS2jMamFSp92/DUBXRUum+YkG3FDwaY6BA63R1sp5LREoNONeEpILE0ZWw3PmeFSOOQeNY33CNM+0ZQ1nOB1oY5Lg27XFlM/7PuTTBDtHY4mpIIcjb0w5tFgBub2JTfu0Rve/DFrTSGTOo1wYfsjozUjHAzkJB52RaSLlxFHgrVPliUzMOCyNNs1MYtE0lFJMGrwzTmt0yy+18ewQA2RqiYDQZ0dav9x3Fdr5TK2VfFQasPbo9s8Dzdjutc3zKGkq1uDUx7jppNCE0xoqLVNSnswTZS4xolkEn1JUlUYuGMyvHsBPrYCh60Kab/CBtihHbuYcyEvtcLxBBEpOiExAlObPPaZXbo3NEJS0CYF8jOSynsAqSuUGoZcD69hYhKDcYINao0PXWSdc8jhZ4XyueyKZZch+jQNoVg4aU0fPS2WtRrsPx68qUaYFzr1yTEIfkog22FoHV2p11t53bqZ5rDlzcOu8eZwCfbtf8LVTSmYelLvWjftTlMCLw3FKrALSNRoda2Umejs6Hkn5kEvVrdTb4ShBezmdz5zO0fDcBCadWCw2nFwNOswUcj9DW3hzOqLzRJGYoKiqoUCzuVCU23liTjEMKOdMTgk7hC+UEsNMypS4b0bvjrQVacakQ0JPBM9H+vGAy8fIrZGPb9AkU1NB8gHvldUaC1C14FljAM1SQ07xmLhfF5o701xoWVjJSJpBC5aOFD4rmiIBUoa24H0FZqp3WnekDjg2FxozvWfO90FHgQPSoSQLvyhB40JBp8TTm1vS+Z7mwjLdsJb0AExzd3yNQVkheyn0FNeyiSAk0NDh97ry9tsnqhnz4cCacyQ8InQgTTG4bZ9cWQqlHHbA5d6Ce6xJA708Pt33pFngVoz7pYUalTSo91g7c3Kncoigs59DTUPSAzRyl+yU6M4qOSM2ApzpZji9uu9Nl3DoYnfdqSZ4b0x0pkERQgdlwDviRvXMbYm95lQr0k/MJaO9wXp/xaEknvGNEjHd8IRIovv5Gd4bqa8g0bSn6pQyQ5nRmxusr9S9b0bJOSrNp/NCqzEoLK0rB2CTYi2ioaUvgt8e8VaYyhRqM+e3mHOKCq6OyaT1jtYrC5k0gL9mcHrrozEr6Y2nHFOmJIlKSZQF0BRJ4mT3KDE7QLJAOuJtwfrCWkJQwGulu7C4Iff3cH8XVerDEZ2OEZi3ChJARzdHlnvmegdlghznRg9AY+tbBTiqQq/46Q4d1NG2dHy6JafysGrznPm6so2pl/Qiuu3rGvuFO0wT6XBgkpDqtNZZ3KkGkgsg9NYoSfb1rj569VIM/dENVU9XPRfX1rb1KbFWBy67JeOS8wPai5s9mpw+Zp/RAXlJmZ99+wFOKVEGl/qjf+0jiKZQJ7MozUUcPKLh7SZuZQ+P7vFQxjC69Z0n5IyBIfv7lKRDTnEMF/KtXsbIBMd7TeFrfsXX8K//6/8G3/Trvpmb4w0f/ehH+JzP+Rx+1Tf+Kn7gD/5B/jdf/VX8j3/uz7GuCx/83A+CwPd///fzkY9/jMPhyH/yn/yn/K7f9e9EaziAJL76q76K3/3d3823fNu385M/8RP8wR/8Qf6hX/Nr9mmeOko6v/SX/lK+9/u+j2/5dd/C9/wH/0G8XRMff+ttPvfzPo+UJ37gB36Av/gX/yJ0ePrGLW+//TZBDdahrToEI4MEd7kuA/2GTWs8goEt9g4u/SY2OX43EhZ3Z6WACpInSkmkcsBVuJUotW48PXHQtnLfhaWfWaZOGcifr2dWMusK/bygNzd8QIVaw8GXqTBNU1Qk3n5GX5/hekSdGHVMiyEX7kzW6ecWqg155nSN6adwTOIS44CvdtkpZd566zyoIZ1uW3KUyJLwBFqU6VDJs1COx1EilL1BZe0xTOSgxPAJbSPeibIb60ouQYs6Dh5mmaOhTWQEPknQw8Ot7/yRaHJKhzn0qk+BLsike9Lf3ZmnzMHHd31yKTuLCHaunM+xprMKT24OVBVqd04txjqXeQo5vRad9Hma2JvIpoTXjp9WDk9vqN1YWgx2qT0avlqt0J1UMtNNfL6ZcX9/j2tImM6irIMOIk7wEYsCOaaTesiurae3WFqPZxSHJoMyAFZ05936Kag3G2iEFjzPVB5WJIsnShJOFmvYzEJKC4uStU7MJfPs/m3aUGhK8+3+HBSF1YzFjfPScRnNRlkhp2ggnYPOcry5oa2N3js5KdM0YbVS7k/UXkmaqTWUGo5JqevKsoayQJoyOk303mOUuMo+nTFK4nENRDOpn0ntNJ7GaOJCE8t5odYzmjKHqaDTgTzPQZPBY3jJoOhtttHUNBvJgpoz54xLNIn3JagPCjwdiJOosKiDJA7THBKWKSNTAX+DfP82Xh3vUVkSFW5EdicbsZ4ykYbcHFSFqYciw7RaNP56TKDMWUAllCXMYm9oMRnTl4ake54kYXVDLShgqJKJBsySZG9YbGtH1/ag0V02KThC4QMtmDvn0UsQCzp+30N3IJJXuyy01Z17vzReNof75S2mQ2GeYfWVZQ1lJkkl+j/qGhKqbihPaAmi7B4Vy6SRUMIYnT4e8SQC7Yya0U8rZyVUQuTAnCZcUii1GLTlWSRMkpG1xtTVbmhR9BAUDNIcTmwEx77EWPXHuLZ9VJmaG62HQlOebiKJ9pBbdTf6/R2QuDk+4VAS3jv12T317o5U0uDbF2R6cnlgtcQ5tFMg5ikUiEoW7ltUFoouIML05Al+fJPuMJWETDPHHkPlYop3Bzq3B8Xm4RNvgjonpcRrtmnfHhObqwheElUzwg3FB5hlA5kz8HaPN2OeBqBX+5hGrJTkHGa5um7jfW7gFdqJ/rEAq3SakZs3sdMd2GiATwkOkfCvJlg97xigr6HWRTdsPSGnkPJ0E/J6iomgBdKN4qWEHO95a7O9MndkVMBknjh4hbZg54fBqvUYTJZKCW10QOcpKhutRwJ3fdhaofeIPdwDxV6fcSNK741zteicKoV8OCCl8IAJXu8CuCwHTIRlxGXZH08Isc6YTEbotwev3pf4zpLqhe9uhp3Ojx3lUfuMDsgFZ54L0xRB9XkbJT6mMQFjYEcsbEdxDeTcGfSS4TUvg3nYS98MKkbsByMoH4FQBOPRiKIibJHr7qg18XVf+3X8mf/2v+OX/tJfRimFr/+6r+O3/pbfyq//ju/gH/3ffogv+dIvo5SJf+93/+7IyET4iq/4Cr7p13wTP/Zjf5lf+2u/iS//iq+MgS+D8/4P/Oq/nx/8g3+QL/3iX8QXfuEX8ot/yS8ZyFXiN/2r/wpf/mVfzjd8wzfwO37n7+TbvvVb+e2//bfzDb/qVwGRhHzLt3wL3/j3fSNf8qVfwpd92Zfx83/+z0dF+OAHP8gv+2W/jC/70i/l6772a/k3f9tvC1/gl+viwJ//0R/lS7/0S/Z78O3f/u38U//EP8m/8C/+i3zv934v9/f3/E0/52/mH/1H/hF+03d+556sqETzprhz9E6eJ5p7IFPUGHwzykteG7acY/PUjIjxbA2u3808gzjWn6HrQneYMSZbSK1jdSUlRSxR2xl6p929Hc7UHfeOnZaQvXMwV3KZaF05zDP5cAgNaI3AUIBlOXM+rdQlNtyphGRWa43l7uMcJ2HKBS2J1ROpK1MpaInAMIuztpXzOYbz4B6IQ0qoN4p2vBt+imYsk4Qc3wgnWzKigt6fAeGWPqaWVlQzuYQ2M3Wgb1mRkkgl4+7MhwwGfXCchwRvrFEzpmsHuVyCXfeQq5qy0LyjxyNaEjMxIGVtxlorK+F4W4+hGHMKypMBcpiDXlIr/e4UcmnunE9BQ6hJozx9aqxJmS0cog1+4ro08tKwFMoYy2rci5DmElM1AXxGW+fYz3hRqheSKLdJcV+D7WKhIlAbVArHPBCoDCJjamEprIP7ihv97p51dSrgAjcpNPzPOQ3OqVKk4m0JRQwRxCvqLZo8hyUGT1ZDeWlLpETHRFGNKpIWpUxz6CaLxLTE2nlyU+hM2NoHlcwpYqCZtq70tpL1NlRfPL6XJAFNuy9KOUdJujolZSZqINa5MOVEnmZsjKs/HA5MBk5DSqbMga6nFJWCaZqop4W+RtWu1Ur3uIaS+pA3hElDZnQ3H4AFRBm/6AtBm5cZO4zv3lZSG2Pi04WCIyKkeY7Nno6okLNwUKXXMbQsT9hAxqap4Oasp1P0VmzZqIMsC+L3lJRI04GkiqYjTE8GnzYFH5Vo6P3outKaj0bWMsAbkHNs2LZ2ejtDScjxENQi0b3JUnJQCcrYX8yMWqPno7fG4fY2fHmt3KTEocwcc+YgytLPeDJElvBbW3NamfHW4dkI1lImT0OlK4V85rWJCLSgyPahZe0yYVJi6q2FTzZT+rJEsFLvoa7I8YZWG5zhxnOgtyLYcsLaGfIK52eQp0v53wxsJc8zC0HJSsjYWjMLGdYzSMw5SL7SloakROpBQ7VlZdJMLWCHmXuHmzKTysxD08g+2pm6OkttZBUWz5BKNOyb4WkKShLRTDhlgZRjsFZvD9alukFfWHs0L2obgaqW0XBtOJ1eCmoVLBRS9PY5/v004a2i5qQ5wrabPioQ+RCJBJd45IElRQ/HCGPWGrry9yecgpS8o8DeQXvlYCEJK8c3oxp3fw+nZ9TTCVveJpeCSg7SjXqsIRt9DikqF9SKHC40pN2WBSQh8028N2dkOuyJkbtjC6CKqY79KYbpiQJlo9ZcPftNglrijMpsJPJuHdqJ41R4dlpx7xxuD6BpR9wh8mF3QcVYXKiNwX4YA8OeTw49/CepjEB+Rrfv2hp9WVg//nZUZ+OhQQ4HBNn9wctMrqcqfqbZl33xL/L/8vv/c/R4A9Y4m/GX/tL/wt/6t/6tgdAOtFuGxN+mkrAtCBFGJ7LsI9NjXPZQLJFN49MvMlOj3GjWQspvcD23hjCRKy73jpj7GAsegfp+XI0GishkB9SuujeXbsMqPvyRj/CVX/kV/IW/8D9fJRdbunDheG/f6wq0j9fZpYNZRyLRBr1Cx3XYT2QrScJzRxnfw0Jf3AZSuCcoKvsxtlKSjO+5B/Td+OE/98P8nL/5b+JwOLLc3UcFIidSjpH2XivqsJzu0VzwY6gv+P09ADcaHft+fsbp2dt0g+McmbONqkeehvKAGb50vDnl6RtIztRnH4tzmwuaEnjdr0cSIU1T8A17p7ceI79VOa0DETGn9rFm6pn1tHKcj0zTxOEgnE8r4hKqA1PoICsttHB1hjyxrA2vwQ/M2rm9yZgrdr9CbzHG+fazBgcVyLC+fU+eZlxsNC471BNlmvB64fB77/h0xIdyTUxhjDUnN8e4Vx7DbOz+PtD6DQXyEbyWRF0X7Bxax+t6Jj99yiSBBsYodqOTkSmhuXBfG+rGk+Mx0I61kp7chrTW23d4d+R4YGmN5e4OwbCbI8lg7UpWKIfMfR1c2dMJqytv3ByYiEblpY4Jizc36O1xX5l3dyuc3yZlxSnMqtzOOZ6rbbCDKqdqtDEVrkyJcjiQbQ20a35ycSz1jNWFc4sAfZIhn+cxabe6Q18jUcZJ04Rrwt/+GExPL9f5ymTvY3nElmcM5wAlKDt2Gkjf7ZOBpg0+qQWtoS0L3k6YOYmCXge/JUWCf8XXPC8rrTuHJKRUueuJXGaO80RzuDstWKvMJZHa8JFJKfOB3hqd8J25FJa37uP7lBST8iyGf037cxf+azpcS5KFD9kTpM1fXF0nb32ouAjLW8+wHj44lUI+lP21e6VujddruXzPfn8fdKVRMZjnOZ695cy6Djm6UvA1ht7kUlhP92jJw2/FRu7WL+c3RSJZa6XMxwjWS6G1hlg04nnOLOtCvTtFUWaeg4o1zVDvo8dAJ0yiUrP5d7foR2jPohlTs7I0pzdjupk5vvkmKkKvNSQ3VWKK6CmGSOk8h7a6OdYbSROH21v8fI5zzxfMTiCqA+e3cJ0gTbGm12csPVNHkis5YcvbWG+UqdDO50juP+dzyDjr3TIqmTFWnnpC2hnXTLdOefLZQfsQgbbi6wlNhbMJJSnJQnK1ryd0vo1910Onnpy4q+ASVe8nx0Mke6Vw34eOv/veSHhZXWPoTF1QGZzoQUetFoPEyjSH7OGo7LjHnngokWyuowcn58zpdMaRSEgtjrdtk8+v23jklEL45vsWA582+isQFWGJOv3tvNHJRt/Ly/zCI2anE94NyWlU6j0Uz1SxdSRE1sNXTE/2G29utIEA58Mc1PDe0DnhVuhL/F2PR2xZ8NpIQ2Dh2vr5jNeRtNR78I6Ugo5n33qnrWtU2LcBIvvqu/qX6p7s97u7kTiO/X+eRwxlMXTv5innt98i46TDU/pyH6ooZYpmVVV83C8GxXBtwbG/OR45lxlEyeLMRFWJFHuxj/M9n+8jQC+HXXklj8FaG/Wlm5Mcbt64+SF3/3Iesc9ohBwn1BzKjMiBgzvIX4lxu8AWQHOhUUfouqHifvm3qA6k2yO21Chp+Ajs90B4BNkKezl8C0ofbsJ29eAKkkoEu9ec8sF32c+V7RzjgVYV/pcf/3G+5mu+ht/4G3/joDlI5ArjWNuF2B79rbh7od2Ai+8f5+IbA2WfdDwu0eAGvphR7lriI1g3jyYw4eJIVHRojXNxVnL5Zj4CdVXlePsEVeUw0CsRwIz1fIprdDwiY1jHze0tR48JcH1Z4jia6DfCpIGuaMkw36A2GhRToDMuhuWGHjPpZh763AVbGml+OqZZOlgntUavNZCCXIKv5jUC/PnA05uELSvtfE+SNs7zgNw+YVmd2jp6rsGLnA+UGGVIMxtjuYWbOdDuaUx/rOsyHMoEDuXJgV7PSO6kQ4rAoBn1PlCxjStMhxhFZ4HSDA5d94a3NZ6LciTPBbv7GK6FLoKcOjKCi+hA79g0k45zDDlxx86VPnR08+GAZKjne/rd2yGppaNKBIgkJI2y8UgS3Q0xuzQVimBPbvH7e2xZY6Jg63iJ8vcUsxhjam51jprJ4pxdoRworjG9LieyNHo1cm9kbEf/pjnztj+h1pWpt30uQGx0g/qTC2SlPTuF9JWH5NzTMuhn57eunp4Ijjc1gnxzi4hQ14XlfE9dQ7GiHG5BhNu5IOs5gi2IdUgNvvpAeffnU4L7K2lIldp4CrVg92/D3d141iy4mm0JtFFDkQaLakpSh+MRxEegf+U/0vjcbUPsDT/fkfKBMh8RoKQpUCIJ5Z+UEseSQnasL0GBs87aT5FUaUyhrKcFupOPM2kqFFVSCu3mzW/0NrSSBzirmiI40fGakVy4W0zsS1douQ4fPCVymrG1Ya3Rztebe1wy7x5IexPyHGu49YYv0eBcW8XuU1CNekdzJqdM9pCtNIBpws5n2nmllAkjhqJspXZaCwRaJBKk4dH69vfeA0QZPTXlUMhmgVymFElAq4FKeg9JygHqCDBNE2rGqj2oRhiI4W3Bz42qHV9W3I0yzUhS0nQbtKwU/O6UIrCp60IfzY6eEvXu7tKkSCQRaYAWOh1i6nEP4CJnKPMBqiHtRCtAmSglY3OmS2E63iIN/MmR2h1b7mnrErr+c9zsnBzmiZammGZaElUUk5DfTDmxtUmpOvlwQ5pnsKA59LWik2LbGPgpI2WKyoh3Tvcn3I0mih0OI+gNs1Zxb+TDDZJgyhoV2PVEvdqrkgqTN9a2xmj2nmlSqIMHfVoXTm/fUXLBTUd1Gm5upherOtt+DmPaauYmhXiEW9+fyzb+e/D29N7DN5nn8K+bRJ/ZHtDrNIHeBo2PQScCJGe81nhOIfY2E0RHxUhTVFjNsDUUaXAe8sIH711G/5FMBZk/gC8nvHds6Ha3WrFWKXPCKMhhvgzd2u5TH4DjdBiJgyDzBD18s1mKva2tkCa6pKBx9opZp6/3gJDyETutUVkfjewb6JHGM9paDTWZmxvqeqKvC2hGj4KvZ2xZ6es9Yp2cVqhxL7NKMCiitA8EXXE5P5RNfN4+swPygTzrcEKjfQIYwaZHsMVAo0kxVW4rRQR6OwLQNBC1DRnfRudFrfWCgKcNKY9yZHzGeJ3qviC2zfc6ON0f5iHkHwj5phk9IuZBk9hQ5s///M/nh3/4h/fz3crdW1C/U2TG9x7hxP4fhNSajY3ftrI2QiKSj2tMHODP/Jk/w7d927c9+Nk8z/zRP/bHLj8YFBrHg24xgs7rbMdHgiN6lREhiI0UYpoe8MnyJtOUC37/LAYanJfdOYjm0AQVBYkhB2W+dEZ7axdM3xxqJx0yMuc9eCtTqAO4xkRNySGflfKEp3AmzQk97MVIqeAuYE6rhnkip0CGhZDSm8y5e/vtoJrohB5uw0mu99EcWjJ6mKIKYhFMeinBS+496A7bOty4VqOs5h4yZ5oykhOZKAViK52Mpxyb3rpAh3xzg7UKrIE0tBISXGWOzxgUFckFKRGou9lOcTCzGOSTY4S0JGUeQtxpfoLMB7oZvtwjvZPM6VuiRjTh+LIEOruGLnU8px1b1kDuVVBPpOqkFFWsWg1G0FQS9BSBfM6JlLfnpON3J3xp2LKGjiAgtQXy24N/SJmROSE50Wqj3d3BunI2D153DwTJ68rHTityehZjoVMJXqsbrjkqZUAXId/chmLF9IQ51YG4Fc5L5XxamPqm+uDR4KaEKsBVwLD5BTTjtaE3OpBBcC24TPsku/BXErzW6jGMRQWmG7yN9VLG+/u6+5nWKq2eKYcn8Z0A2oLQ0TzHem81mrI8ePkO3MxlVAGcdBP3q/ceVcbulOlIrQ2zis5KuTnEULVHbPNrbXDIUykP9IulxCTPdTnj0oFMHnSmcK1xzTQnUi7YUh8ElsONQIpjWWujcqd7I7RZTGjc/uu9UWxGylY51UADzUjHaBLWXFBGf9F2vwa/FYtKm9c1pBRPAXJ0M9ackMMteZ4pNwWWBSGqPP3uDvqZNB3AjSxCnsqlWjIqQtPtDXLzJrlM3Jjz7CMf5jbFTAHKEQZlSLyiBLLaNgWN6Ug5HCJQXdcANoCVMbZdg14X1Tal6AHPUSWQUlAJn6F2jgnHqQAFpgNZnd5i3E80njqHm8xBhL4qfYk+j/Na6bUP1LPS1jvuewA3WmZMMrnAPBru1B1nJc2ZdAzZWDHDljOzRQN7jrR6b7QO+WFjGsO3inesnpE0IaWwrhEAZxwXoy8LSWN0untUVncZvfWM4jQRTsuZ3k80F3I+0G0lERNGkw9qYC70peLKmJI5+P5D0WqzlBI55wggVZCcgnffgpfu19ruj1nfBj1JILbDbKDeKZcLom49UOp8uLx2VPdFy8OAfxwzpmOOqqlXsNHDMSrzsgYIhaQr3+UxeCMHAi3Fd0ScnEPpZ38uNRKo+UBqDW8+miivTmWAX/3ZPbgzHY/h89IEB0dGldDPcR4RW+Xgvy93aC6kPGN5wtYWSSWJdLghb8lbN+T+7Zj02TsznWWAGYz4qZ9PWO9B8ZTMrILnKxqUe/gTd8RX8qFQZeJV9hkdkEvK5Gm+INEjsB0iABGUy4bwys6vFNg73a8D5weNmoPu4gH9BJ6hussL+gbYbEH2jnizZ8xsx37+vIdW+AO60fXrNurJxrncqB9XAfj17xjf55rGsh8KdmTar362xc5bGW2r8InAL/yFv5Af+lP/zQvnHYD+aBDzq+siIynZxoQqlyoAMpont+tMPBSbClMJubxaK1omFB3Tz+LbdC4Ps0yBZvpSkawxjezquj3gS3YDYpCJXPO+yu0opfrFOY11kUuJARW90U5rlEQtdIEDBA5t2lxmdL5yrApPP/AB6vmELT2Q96SQnqAkzBwph4sEkxqYk4rFpjiSG/Eo2Xqr0M5xbc8VlgU9TsjYvBPh7LvnCF40UC5NmTR4cb0udDEsxUCGfLgdww6AOZqApN3Tzyd8unJCAipOmo+hJ1+UchubiqjC4QjLGZmO0Bekn1CfB7Lh3DGqHPMciPt6x3Gr7JSYiEcJ7fa9OU6FqfegEYwEt5QDNUH2BfEZ6oKM5NpTop9XYA3pylbpEjrHMs9IXznXRNYD92sNOomDtwXNkVTXdSH3HhugddIbn4VrodYz0s+kcgyd6vMpENKx/lVDXlNTJvWGLgvVYzLgpAlvC0imuaLrOSpvo0HI7u+fe+bXB5QCNAeitP1svbs8mJpj4xXh4Z6e9433fo3hSfR7/PQ2x53KEYl4kouPKjmPZyRAsrQlgr0iPQJKTUAagEFdYry5gGSNCbn94Ua7f63Q94zFlPMDvufD1zH8bqcO/W88qBn0vqtYaBY0z3HMftn8g37VQ0YyJWQ0zeYnT9GUmEYgHrQQSNPQlB6IeZ4PQWHhyl+5oVfJw/7Mrnd4DzlQ/DpQusijlePxga+eSiGVDP1IOr4B/lyzo9v+fXR6ggxOtCbh6Ztv4Pdvha++eXoJgOppSNIZrDEy3M9vRXDrTvI1km4JqbgyEv+tRuN1iam6UyRNeYopqPV8F/5QE3jBxFGXoLZM0Vze1gVB94TLhQi8Dke0f4zuE5oPWE+Ug1LGd53nmaV1suq+zurpjPfoUzFZsNEkWYd29JQjuLXTCbeY8JhJHEVQyVitWD8HZ98bWp5G70sz2umM24rRkJxJKXGbM0KLDuByjM+YJlQn/LRg7Y7mnbacOJZCzSm43iLUXvEagSREg3g5HIJDb470SOJ6u8e74D1FIyVRRaQZWmMkPSntyPULNmaoPPi3RgDe1xrVR9E9GdgaS61X2lrJ84yIIuVCFYvge8QxBjQLicxpBLpD+lFKQWQoKFlULGXwvXGCMrcBIFeJgogg8+X7iAcdTacZL+WFQTyXE/NLX0jJw+fl2CeBdV3x8TzU0z15BAxm0V8gA1zt5rR2pltHrTEfj3FfRunf6KRe8WdnJoDDDUhCZcWlYhnOaSKXCeoa1fYxrXWvENQFcaNQdwDlZfYZHZAjkCeJHSXPgZAOhyiD8oGn4AAxUFkfYfiQGNyQ6ItMIheJG5E9AGUjhOyl1VEm2t6/odwPzu/FYPx5exB0X73v+YB7e+11UP6g+eTqPc//bvv39U+2116O5/v1uRzz8vptT1VhR9kvL9xSoPFZeiV3iOwB/I7w5xRozlIR6yHZJGNz66GuMt0eUQ20YT/MkPrqtFAWKS8u//0ajD/kuSaMSwI2NqgNBRjjr1UTvTa8RdCPNXofiRgx2AQe3oft+ubpgEsfpbNAE9RmfBkyiKNsH2UAEE3k6YBk2c9DVfF0oG+qBalAsgjqriKxoEA1eqvR4LVXgTJ6eEqvH97L15pKlIUfXqhx3uD1RO/rSFBq8MIP8/55evMcl1AEcvCWpca0xuzRgLr3DxyPiBspGYdtiuy1KsJzJjk/CE4TMNfTBQVie2tUXjxnJEdCqG3iUFIMpDnMnNbGUiudirpxc3Mg5RJJcG+spzO0zkFDh5r8lKSGq1HLAS+ZcrwJ1Kg37HSiThPrmAiUS/BnvXUOU+Jecnx3X+h3zzjdn2k6gUzMx5t9uAhl0B5k+AudIpgWvficaz7p5pPGlMaQjfQXnm2IJltzhmTbkdoa5725dCCM0SQAEoFRegyt2ypd0+Wei53w1lBV0uTg7YVg3N1DaWf7+/kcWsjpDTbJ2Rc+Cr/oNNcF9xXvocLD5q82zXdLIZO4ce2vz9cbvgpNgq6lJTSe7fQWkEZQn4OuIYrQx/Asi4CJ4RPaOQKUTaL18uXiteVIPj6CkG3rdBtedb1NzDn2oOefv/3YYwLn8/66TMhxk/G7+sw0Y2hItk4FVaLBVoNPm8kD7Okk6WQ1RJyshnlw1ls3GFShadC6ZAqUvHbbA0+K4puk61j7Rt/VYGBwk9cVGcliUjjfnUk1hS81I5tSVEPlY6yPtkT1yPoZsajEaUpBQ+w1QJdDwTus98tYlyFbmm5SVFa8x/Mr4L71ExT83Mbsh4IS6Cd9S7rWSKhqx5KCBuXIpxtyPUX1UmRUJPOosBgtNVSh5IneK71FlcXW6DNShtJUSdBj7eyj21WGuk+Knh7vUSkcCTHuoylaIlhPBdZnkaxtjZ+aoENbl52ehVtwtluDMtNbw3snlSkqHTY+o48qaJxVzE8oiYcRAXsvSF0WEA/Vr7E28zQjRMLj9nxN/eoYbqiU8f0VuV67FqCL9h7a7TcxUVtKoa3rfo5mxno6I8S+a6fzRS5FGFW+M3q4oRwOSK0kW2ltod73mFYLsebESccJkYJrCnxjXeinE+iEHG/JmmJfWFckLeBXfRcisSbcEZMLcPES+wwPyEdJY8hKkRLzNPHhD3+Yz/mcz4lFc00jsT72Jt1R6KuDsa+yK5oJDNkwvw45H0e+4RoZJtC87f3v9FWukO9XNeq+6ncvO6d3sjjn8ff9WM8F/FxQ7i0o2N4Xw5Qub3xA1RlmZnzkIx/hcDhgHk7E3XfaQegmh4RU7x5UkyTP6ZvHQ65pG9DgkclvzgwGMrEF2Q/f21ul1zoSsYe8V6+XzLfkKRQ4pkQ9nbEa5XvJGg+7haawP3+99yrA5edpyuhoYtia1h7ewphwCRHEq8Qm1n2smQySDrHhPdf8o657sCNcyqiSomHxcs3Si8ni9syI4uuZB3l/LvCK0uqe9OaCaqAxt0/efPGFvRI13imCnXofTYvvdp0+QJNjAyo5YT6+57TxO6PfY9pK25piYFirTElGkBoJkincVKXLaGge69paBV9wOdJkDEbsEeT29QQfrVTPo9EnD16xIlMhMxCZ6Yb11Gg5Gq1IiSppz2aD2SaQMgWDVCLhqhUbqiU7leGR5/w01uiT+aHbN3POtaJm5JKIWQXK2hmUhYQ6JO9BgZFXlc39YUTJQLC0QxrPq+bLf8N6rZheNN2ZFKEhXKYXP7y14SdVNcrwdo5hM+kYPUAil/W+3l0GeYxmrMuX7yR7Rh+9E6qK9Hit4HgPpZDkvtNDxAzWSAAeVCg2ayd4CF/EHy97JtIEdtoRyxdMX7FNv+xZEBno6OW97h6By7hHeWvkNaLvRRMllUDxGSCMbsHhpacgH2SX8TSzcQ+iAd2HVpxZ0F28jyC+RoVMc8I1ZDndjeX+nnUNWuGUEtUNkpBLpreO9UZdQ05zv7yt0XodPrzj9Y6pvEmeQ5XJTGgkPB9I6UDvjXa+o7cF1NBVgtsvcb3LVML/++D6ZmNtiU4GyUFvMEOsB/XLDGudWj0iKI97nMtMOz0jlYQeg0KlKTGVTO09GkVH0CtUnPC/UqaoNvXodfJpRoowJP5JU0KLc1gqKSs9jabhJKSc9ion5SXry3towm8Bqze0FPp6DtBlrJGtidJ6i31q9yEx80E2nvXwe22IXCA1krgh74oSTc4pEpJWRwO7ju/rl9z4wWm6Y0tHTDEblfR8UUiinsJ/eAeveFWYZnoPYGnjpweFVyhz2ZPL1hSTCXdFPXP0FU7nfRhW0oR7xiUhaYoG9JQjAerRb9VrxRP46A2jzIP1IIjFuhZfolI9+vKsBeVNdQrq6nOqRc/bZ3ZADiNzXENLFfj8z/4AP/bhj/DXfvInR4lHdkRlGwLE4Ie/KoDdXws7tWUPzh9/wxU6exUQynYEXnC+j6Hgr/rdY8H4JxqEfyqO9042TRNf8AVfQK8rrTbK4UBJBW8dk8j2xTpJ015qfdRknHtnBLrGGPXJA6T++eu96VDbUNsw2RVZgrZy9XkjISmHA56iCWUbtuK2bXgvntfWXPLgHKaR0LVLFUWEUW4YDrJszSi68233BOKRBAcgv8I57N99KAyxPnv8dfNTvDe2oVTW26gCvNzyNF8Q+dYf0Age2IaMpjKC86FX/HxAuGkAb5amEfw4u7yYCNQz4itpm/pmIykUAWRXSslJmedAjOYrWTCIYH3KQusrmKPzEc+HCMiXZ6g1uhbOtUM94d6D0qOF6XBLVqE8oEAV5HyOIEgy7XyK+3k87gFlHdUPM6IClITajNQXDvmKknVd8Xnu2byeMNzNHyA1rXVsXZiVSO5UOeaxeSqUKQf/c1QaeBVA4P7i77d/j3vUTON6SXvwPs1lf55aytj9x6IheKiW5GmGGvKdW1At19WBfERSfhF90xJrTNMDXm38LqHzU3R+zpe1M54Kko6X5HSUmwUGJzZH8vn8938hsI7g2GCvFDxQzNH0UKXnk2VXkwOBvRFWUiLlHD08+2TJcaYil6rilaWcAyHfkqCUHnCfRWT3Oz643L31IeXY6ThJgzNvp6CJqSitdcrhQK8rdTSDa05MT25iBHytFyWv7Xs4pFSY5lv63cdjBLvG5F5Jjsw3UBumMdzIm6DpBjk1uq2sdyutrqM5uoR0q9yTpjkkPInR9C5G7yu2BmqsWcbU7TX6CDRTyrRXXmX4NPEzaaCkilD7mVSDDqbHI/XcQ/s1h7yuaEiO6iZ/qhrfZ3CnRQRNSs6JWiu4YLVHRaMUqBaI+2h61sHhxnsAGL0SsoEbsNMGtRJImVxi6JptlEQRamtBM0TJxzkWSA6f2i0mm/dBbRLYp5SbG5piLWgKFaXWOqQ61ltQmfLYk+S5MnqAaAGQWTN8qJPRe/SulBv0qKGjXyOBaue7OL15jnvRnelwoNzM1HPIQUqeI6kelSZrZxhrlJtpVMAmVOPZON3fU+nRmyLRh+AemuPT7ZPwaVuC7eDJYD6g2eEKnlqs0t1jiFLJAUq8wl4H5JpHaSfKhdPNxM+ZPjc28b7Ew31F1H+eavAyM+v01hAiaOut0etKOVwkzdwvD4G7j+YG32V/XtCATSlksN6H2eCe7w/u+7BlqJrsyKroK4O892O1Vuqy0AZP2PbyVEwcdCzkyzQC3shKH/9+UfJ/iILvk8A0SnJEhfOBOeFwc5kCaZLR1OkeA4AeWxdbQqVXzicrm4zVu7GNO7/3vAZvJo45vRyt1JR32sknnCjlwyUw3mxPGDVGTY8Nw814CJU/bg+blTc+4yj1WwSy44MuwVw5RlJggwe8BX553hGMcWOJAGjcF736rDwjmvfyZVvXSOLUUW9oviQTt8cZePxZUxnNve7odAhURYTlWWPKis43ZO3hXXWGKVFJVI1+B7lGsiwGyjRz7k4d5sIhCfgZ58A0X9Bc84w3YVWhEsHNqRp6OO4jpUu3aG6+hp88Gmc3q90eaJ235Q5tC1qEkgKBR1Ncn1aj3+D09t5kHUj3SGqG0sr+3LsRnaVXX3EEAdACfdd+NRKcfT2la8pRKcgUihBWnXpegsa2rY3uQSXc7zkvR4vzFE227ld0Qi7Uicf8xHQLfn7u91evyy0oQPLYNL9YG+GXfLsI0R8AmASHOCYpX951jUi7Wfz+JbbNlngvtgEoW+Pa+NDxO2Ofc/6IbYF6rfVh0+pziZ+7c7q/p7cW6hUDpMg5klxwTnf3tNp2ZH2aJiwleo3EPJWy708yXrMpfAAYsjc/Uie0dzwlrLexLo3aGiEozfj8RD6+QRmStNp6wGS9XeDaNNEl4ykFzW+sz9467msovJgHyp4UF6WtC2kqgwLikQSl9KCPQLKQWEne0ZRoGycbR/oZkXzxCzk09v0q2dmqEFvgrz2F0MKgPnbv1LqytUullFBJqGSojnvCvEQjt6ZQMKogmiMwrivuC+sSyW4poSbktUW1OTfE1nEdQkLT6hISu1Mhq4YkcK2c707M89X6Gsuj5LinzUPEXnLaQat97ZgjFdTPmBXqEEMAQjHFGlNOMWRsV5gysGVUrQO4wlY0zagpJQttKmieRs/HBkAY3s+QnJxn9HAbVUtlVzxqNYbhpZxDvGAkPE5Ux7ceGhiVycMNtLvxhUOYIee+xyrvRmL8dUCu6aK3yYif9BTZZc4voD3v1gmqpssI1qv3uV245q3VB1qbkhJpILt5isledRnl06E/+37t/Qbh17Y1ZmJBrXHvwc39VKDkg++2ycCIhGZ28zpURBJKPKzNLJzzy5KDpDvlYsvIX3zNY+cwuKk6Aurxfl7E5HaLppWHB3v0896NiTzsT3jHl38S7sM1EnBlmwZyDJWK77Mvz/fyuXtQNgKCbWz2Nl12K7lvKPaGpksaCiIDNdfQgN1HYl8yl6vPimCztyhxAqNp0Oj1jNvHyfM1qigvfnd3eqtoOURJVpQ2ntGtQTzR8G1seIrJfMkqZ1NKVtyuFZNi+EjPIYEoOFljo0Yq8CLneC4JLMUGkjOa4xy7OWsfFI/esdrHZWjY1T1pm6oTjEZ2i6bHUuJy9VDckTHgo/UlyuzhHImac6DlrhHs1u2aL0EdUcl7gN3HVL9IkBIbXeJV61NEgstqDZVGr42ihhyP4UNThhJNlXvj1yuQ+7ouL1QNQsv48OjrdxreSzifmnJwppfz4+t9r2RdVVdGkGZD1nFLlp8/p8vnv9zfu7+6wvX4e16sml7AoXd+v+oWVL94zM1CsrKRcmK6btYT2YPqaZpYawz72Y67oe5wuQbbub2gkHP1uzKPke7zDL1iVLxM0fNxdW5pzGRQTaSrWSLrs7cjiAc2jfLtHEVTTE5ezjtwJoSyWC6F1iWawq1Hw695DHUq04PKiUocR82RNjTXO/R2pte2U2M7ulNOr889aJhD6o+tkKohoVqXceGdUjKt9VjrMKrEW+IV8UWeJvJI8luLpNJbiSoUHj5MFZ0mXBv1/p6+OmUAl0kEkR7+gaj41LuPBSi3MQeukkXnslfbmOWSykRtL659s047n7AsiNaoXJWNt2P0teNJYmBVUhAj30yoawTAst2/Z4gE1USJgWqkEEpIKWGAPXkD6RW9uQ0fIFvDteNYJInW0RyKRr33mFKd8wsJ+AM/tuWAm3xiSvu6brW+tB9ms9cBObzoUPMhxqnCq8uz7+kz4o82HpbNQoInkEzr7cLp1YeT6DZZoZ8qe6dKwJbBp3H+Iei/7EHrp+CEmA8zZT5cPotAyfK8yYAJJFCZcH8JH5OBgpcUKNs7NFk8PIfLwxeKv69+uD7pdn1d3+Vpl/lwQenei6U50OiX3Mu2LrgZZT7sDkpTitLucEBu9gh6+JxdS3DpmMom6YVyOzAcfr8E3+1S2bog7tFI+4D29Zzta7eUnZvaekiSPWz48ys6zSU46N3pEuPFg3oRVTDzjtWFvpwGWhb8blpsDkeNCkKrSik7+RRNieP0vCs2XkblEREON8cIRMtFKah1436ttKH+Is0GPaaTtESjohndjJtpbJoaFKBmORQcpqFGAqga3ZfYVGehqEM+RsLTlY3OVJcTvl4qTMGdbHtA7m7o4fa9V8/yAaxHQG4ayjNSwNegrtQBVoxnX17is2yo66RykQvc1HXMHjYZblaH9J+8BDXOpVB7H7QefZSKqHqlaDHMbaj61Fg31xXP1uolkFcl5/Lo+o1nr/OSwd4vt5f45pDffdGX+QhGX0hkRPdgepsWejm3FVFhPt48QLWvrRwOwWF+ror5skBn46o/9rv9eR2JuKo+zuu/suvPLIcjtoSM3obmq4ZS1z4rYz5ERXRU32Q07j5oUdGhGvPI9dWUmG6fxph46xHgtRhuZBJTLxn3oNfKKpfEYJO2bXXd8QX3IdXpHtSjEfRFU25crw3dNbk0ZLoEbWjn/4sjWcCUxES5PSCi1DqmeWohH46QJZpdayXlzLypkOCw3oV2eDfMK7RO6gl8iZMdMn/b+lKRIavLuJa23zfRPBIeGRSovN8rtzVQ6q3KM894Y8x+kQu9r9aohOa8DzYTRrN0jkBeSbgegEP4qOtq0a5KJQHw4eSrCs07glxDcvF52577d4qNXgfkj5lqoObuj5czPwHbx/eoPmhQ2TYtUYU+0AC5IGh5ujg+PMoonypayGZuRl3OyCitPvidxxCZ7SHfnZtc/X40e7jbA1Rft+a48Rm9tRec/atsLwNeremULt3e8cDFMJyQY315UhFNeu+15HtRVWAr37/y9X65Ti/ZnN6LbSPN4+NfpD2lRzYiUX23sftDyxOPobO7ja++VXAgnOQFFY2gYxvF/Urb0O51q7m+hJaV50vgvp2jVTbljzjWoGs8F0g/PHV/wHkFYBvf/MI47eesdxgOflehyWVUxCZc/fIdtuZBm3YFjV6HJvZ15eGxJsmdyjMGJuFRSt14zKpUN3xD58uEuHGgD2pGi6ZIU9RrNHV5/G5OGb1O7kVD2327VsM/SYpS894vsyk3bFSi6TYCZpdA+jSm53WXUGy4Qnk/oWrNqGhIyjF7wC10gV1Gz8cwG+eznB8kiJtdnsELcidEYLA3xF1Zuwown1eSuLY0Faz1d17f119JRzDrL4Iu75aOKJrGub8EEJDH6XDbun/BVB49lg3EUHPZ44itgbkP7fb+3Pt6bS9QTF48vaC/PMZVf96mQQ174ZS3e7w1B28Utlc1wD52LjmjPKXLQr4aQHNRJZb9T+vBVXd4HBDZz/Nl1Kk5EFvyPj8jS0x+FZHgta/rSIJGg3EK1FmvD6tjPROI9/NVC4j9pve+V9mth3xha41pTKGFQNH365cUx1G1XV1Mx/WU4a9EQ7Fl/4bTDbnEYDvqitoSev6awerg2st+jFRSUD1E8HYOUAUQF5IekZwoW9+OX3ijMuiie6KSctwl77vvfyc67nYv00Z1G3/ff7+BbO6oFFzj79uzce1XXpSdZsxViXkXXD0X8V3GEngHX/E6IH+ZXfNcPxmHG+XRlyGGe6Da+8My54Y2jgzTWsWSPorqXNs28erBZ7xLDvqGxG+B9/U599Yux73iPF6mcV4C7XiIQ1ouaAEPET9RfccGwGvbk5crhydbABa/eHAu7wet761eKQhcyp+XZPoSEG9/DxqE7Odpve1B2yYl9X7tekMNDvSlErCPAb4udz+3Ob+qEfjaHgySuDLfy6dDNWGszz5Qkm1d7g2w71CiAwYSepHIeummOjaDBzbUU/aAXFM03Fnci0eVLV62Lt5Fcrh9nzzNLyZZabqsPb1CXlK+CnIr1IqX46vvgQSK5cvdGKxyYeG4dVj7/my6e+hl9+Bm55yhKV490PzltJ8faULyNNCjSy8A59NL0NMrP6jlcp/S2Fg0hW6xj2FOeR569e0Bh/r9UuWeBwY2u+ZhtzUQyPTcZ1nrj1Ycw3ynEUbQ1R/6zVfco+dpie/W3sl3v/P7NRoPr5Lha9uAlBeCBnu8IqijJN+H7O/+8h4VsucBoDqukcKFEjEsz1NQBD5JJvJ4cnH1gugveT+W0rjPTkqDwhYHvwTkGwLbAEmU4+1eoXnsnF9l00uCspQynjo5F/S5veKFRmCgDOrNY7ahuqFqFvfSB8JcByiwB6b56hhjuTwPZm0Vihc+LxUEKMlhPrCugWSbExU8kcHtdqBRJIO28CWS8PKETsKW+wGudEjH+LOdw5cDDA31vSIzmjzj4hSQekHP34E2e02feu4XDwEEj+B6e86u+/8uFZOr+3E47s3Czx93j13egXHxOiD/KbRXle9VQ6yeIRf1yLv3vz2G6jxv2zQ52ekD/eWIygvvveav9QcfFSoa0Yn8MDCOjdtaoCrPByzXaPFmnyhqvMkbMbrafXOfV3y57TPxd9eE+7xtJeXeO9b6lYO8ICbjQ+J17RJ8a7pMrbw85O+f/39tMUmwDTkp2YMfgRfKzFsiuFU+nv/5o99/DJJQfdi01q8Clq2THiLouXZQO03m3XxtVdBPbBM3zaPR92rgC3kMuXjJffdHNpatXLm9xJ22LC/Sfcb9fnTtiryo4vHCSy5NezwXJD74GBHaGui/qOxBjpmP0ufgKOZCH8gajIYu91imuaDHm6gqiIxGzeUymp6NtrMl1a889cdpRMR615QfVPti89zUhF4MJj5Zdh3cbht2Aur5/GA9pvzI+hr+qvv23OYHaLr19snEZD5ppintldPnLXSvozrxGG9+03h+8DNNdOoLgEl81oshQiD81+jgdcJv7zvh+Km2S3+XDyDiEpRtvPla1/AzqtHcvGnNd9v34k+IGnhlmtKDoO8dX/8Oz9TzjbsppVBTeb66/ch7NgR9s8d4/I+9L+ccgA0M1RSPNdQWRAy2CuIATGQ6RgKfSuzjmpE86JLXAa8ECBlb+qiGbM3jG8LPpR/hMXun66VJcU/7aw2iVDL2cOuhUb6xBDQX0piA29YFGxOcNxoyxPPY6xog5Tsll7wOyH9G2avQ63eSL3zeQp4q7ehGq8QEx3d4T29t57ltSgHX0y4hMvnHnK6o7gj/8wGLiOzJwSfDpsPVNLHnz4Mti3189PY72RZIxDhu2xVy4MWg/zGUKuS0Irm6TFV91x+/W28hsyTyMHBzswdjxXGPe+QXvuxWZt4oEmnwBuESbLi/fEADKtCjGU5UL2tzBKRlTCnc7IUeh/eCkL8PM3PQy3p0gjK134NH7LHS/fM9ATaqANcByXbsT+hmbp8zNoW9l2TbyK6499vnM908TGx7Q9sJdwuOsyZEHWnLPoxFsrMP59oC4auNKJdLudq3ZHN/lj/x6PO6FLvJff5U27YGzS73bnteH6VzXfFrr9dvKmW/xe/jVn9K7VVghvW2001CJOAqaXksCHtFc+ujr39F9VheqVH/M9dExhCvq4rjw35w3X35XhVO8jji+T6SuE+FIMJ1VbeUvHP+Xxag7kH1FVr8biur102MEIlb7xXzjk5z0Nye970ikejokAV8rBJK6Cw8+OnLhmU9Z9fn/yp7vuKVRgVYRFjPpwisr5LWlNKFEiqygxyaLvt19NfFXvtYcvu8vQ7IP13smjLZQ0f0ZXykHRl+oGd9+d3LHqq9XCsxaUyvOFvX9rLN4P1KMn6iJlkfRuXXgaJoBB3vIBO2Zb0QDV/xXkFTeYicbdMnNT3YuCEexLYsQR/w4NAnLZj5ewpM3eyBAs/zG+Y20XCTB9tO4ZqqkkbZrtd6dQ8HipDT7iTeybYO+f3c8JDPet6pqsI2Zlz1AVr0bqRC90mNLzmn7XOv17x7oMWiuv/czUaz3Su+22O/ey7htYEqP/95tZ9efO97MBEZA0x8v19u9kKz93ZOD561lEGfIL1G2ddtMHxmTKIBUKar8v0jwYJcqeJ0kdB/XrcJkT8D4eD3YJpTNOitF/T/HekODIrHcwFpfwfw4meq7Y2Qe2PuY7KMj7zvU1TB+HSxPM/ho/1F4QUYwew8x7oY/mNP7Pfsbbz2/UTknwLbwKhrUOpVaPFGZdkC9zxQYXiPPiJN0GOYUcr5Mg/iOXtMge6TaeV99NztyH+ZXtDdfzCfYq+ovdjg/bJk9zF7HZB/mtgDeggS2byl6G7uoXcuaSDi+8OjD44APMqfjcbAFlzL5xo5f2a5lsfteRlB2RKKMcWs15V6Pj2KlG88y+hif1iGvZbfegxtfQx1l5Tw3i/T7lRBXo2qPs/TN+s7H3i719fyahv6u33+xUn6C03BIlG14Cp5uKyLVwfkUenIdFsfnuMji0JTotcN1de9h8A3Obx34qz39mgX+rbufWjumqU9KWoDrbgOWh/Ixj1iz/cCPPfLB7Se5+/5JsUn77EZ+HlTTQ8oZ9vz9/wp62PymCLRLLrRR6YbFMijgeu9NKFrSrhf6SV/mgdlD2h/70KnWyTobo89289L73262LWOOc8FDa/t5RZc9eee9+cpmdtPZVxffwg6vBuA46fLrveqx5pAn7frgP0T7v9I5R0pfLDtkfIJ00vf8fifhGMGLe/l1Z9cyjtO4Xw39jog/zSxjZe5oT51OQfnrbc94LFWWfu15NvV++US2Dy/PK8bNdOnWMHlp8p2ZHNX1Ws7srzZphgADDR03q/ZOzVfvMweqxKYvJy/v0mLaS47vcht0ELGseo6kO8rlOKFErxI/HrQZPYfa5RiW637OnnX2sPyyLp5yZs2xMB62yUKJCW82aNr7sXrEH9eU5Ee/t6p59PgXl/JKl4lJpdz0Zd/uZcoIWw++5q28Bgt65PRmPu8vaD48i5sU+rY7BPpxxB5sWHv093eS5Uul4KnxxFk1fTKHoufybZVYN5v4vgZb/IwIA+gR8e0zq2KGqDDA0Dn0yyJe5m9H2T5PX/WfHhXwM1f7/Y6IP80sge8TJGH+rpjatg1f/hBQHEBUeOPq4DF2ruUp/s0tTTkFtuyvDCMQ0RJU3mBp/1JNZHBRX/us69R8atBRiGveDmXdxNkyBjj6W4PGrdSKXsDaPDdrhp93gWt49K8yuXPl2z0ZT48RIkGpeRd9TptqjwvsdgQg360lw49VBFefDEXWc0XP2g/3gtvgr2h670GyD/V9unWOPcz1V4VcH86BuPwYgXmtb1/E5GQYBwVtJ1LPHptvG+Taz+F+8hPsX0yhwi+k72qL+EzyV4H5J+mds3tvR5MoSk/inrtpf/Bj92aAjf7ZOhk/0w21cR0fFy0/1P/2dGx/UIyMCQVgRFMb42Q/t4Drq2MysNgc0Nf+5BjutZhfkdVgCsnuY3Wdhx9xW7/oPl0+/MdxnLvr3kHf6w5hYrPpoLwiBRY/DyN4SuPD9Z5/jyv/x3X6HU089pe22eqaS7Rm/IY31ljivbWFxOSo7EPv6y699pe27u11wH5p6mlUrBuD5DwV0omXTdOjMgnlbIHiZ+uaNCng2l6MRlo67qrQWy2TQcE3nu5WWRM73vxvRu/G/cLx1h4B4Sch5SVlzTNvvqUBqo9pOheaa9A3jeLqbDvjFxvVIRXnNhLnxP3l6uzvLbX9tr++rd34gO/oIb02l7bJ8leB+SfpqaaXkBR30kMH4aOuEUTxRbc2CsGDLy2T42JCnS/UCSeG6bxXisWKeWQTOVFKa4tMHa3B5SVoHXUlwa5+wTUq8bQ96wDN6YAWu+v/E7vhLy/V3uvCWYMqUovp8G8ttf22l7b87b3er7eP1/b+7fXsCjw63/9r+fzPu/z+AW/4Be872P9wA/8AF/8xV+8/3c4HPiP/qP/6P2f5CfB8uiu3qYsQqCOP11yhZ/Jdj0gRiRkoa7/e68Jko4prHmaXlpqHR8crx9KKKFT/iLKc01n0ZxxN9bT/fUh3t15jc9p60I9n6nr8uh/z8t0/lSbjCbaMh/+uqdvvbbX9to+ObaDFp8WemSv7We6vQ7Ige/4ju/g9//+3/9JOdYv/+W/nD/9p/80f/pP/2n+wB/4A9zc3PArf+Wv/KQc+/2aatrF6V/zZH96Ta652T8FvjyVQp7nvb8g5XLRR30Z6H013OAhjePdn/D2OalM8TbzR/97GR/8tb221/bafqba+53O+dpe27W93gGBr/7qr+azP/uzH/zsz//5P8/Xfd3X8WVf9mV81Vd9FT/8wz/8no/7e37P7+Hrv/7rubn56WkmfMxSiQDprze5s083E1VSmSJQLp96dZsYA52e/yHwEs3u5352fY7vFb2P5tVMmQ+Uw0v+mw+vlUNe22t7bZ9Wtmnf//WqUPbafmrtUxaQi8hni8h/LiI/Mv78rJe87tvHa35ERL796udfJiJ/RkT+JxH5P8uIAl52XBH5+SLyR0VkEZF/7v2e/4c+9CH+7X/73+aHfuiH+O2//bfzG37Db3jPx/je7/1evumbvun9nson1Z6fMPXafvos6Cnlp+1+XA8Uevz3D1+r41xf9xu8ttf22l5bWJnm13vqa/uk2Keye+lf/P+z9/extu1pXS/4eX4vY4w519r7VFHUte2qSwoNuQgpofHIFYgvCFwxJCAVbRu92HKlSau0mL6KxEZv7A5plE7rDVET07RvQVuJktLkEqKdsgl4FeF2GfSqqA2GKhGqzjn77LXmnGP8Xp6n/3jGnGutvdfe55yqQ73OJ2fl7DXnWGOOOV5+v+f3fb7f7wP8v83su0XkO9bf/9jtDUTkM4D/DngRzwp+UkT+npm9AvxF4H8H/FPgfwC+Gvih5+z3ZeAPAb/toz3w6+tr/vE//sf8jt/xO06vLatN4N/9u3+XP/kn/+RTf/OOd7yDH/7hHz79/vM///P81E/9FL/lt/yWj/ZwznGOX7o4NhS6Fc/qOOdVlXNl5RznOMc5znGONzt+KRPyrwN+0/rvvwr8I55IyIHfAvwDM3sZQET+AfDVIvKPgIdm9k/W1/8anmj/0LP2a2a/CPyiiHzNR3vgqspb3vIW3v/+9z/13nve8x7e8573vOY+/vbf/tt8/dd//ce029U5zvFG49hQ6FnvnuMc5zjHOc5xjl/6+KWss/wyM/v59d//Cfhl92zzDuDnbv3+gfW1d6z/fvL117vfjyoePnzIZ3/2Z/MDP/ADgCOG//yf//M3tI+/+Tf/5iccXeUc53gq5B5h0hu1NjzHOc5xjnOc4xwfVXxUCbmI/EMR+Rf3/Hzd7e3Ma+Bv+iz/kexXRL5FRH5CRH7iQx/6EADf8A3fwJd8yZfwb/7Nv+Gd73wn3/d938f3f//3833f9318wRd8AZ//+Z/Pe9/73tf9GT/7sz/Lz/3cz/Ebf+NvfEPf5xzn+JiHPBshP3PFz3GOc5zjHOf42MRHRVkxs6981nsi8gsi8svN7OdF5JcDv3jPZh/khn4C8E6cgvLB9d+3X//g+u/Xs9/nHfNfAv4SwIsvvmjgaPZ98ZFaIb7rXe/igx/84GtveI5zfJxDENSUVm7azJ+tvM5xjnOc4xzn+NjGLyVl5e8BR9eU/y1wH8T8w8B/JSJvXd1S/ivgh1dKymMR+XWru8rvufX3r2e/5zjHOV5HSAgI3k3z+IMaImc3lXOc4xznOMc5PlbxSynq/G7gb4vI7wP+A/C/BhCRF4H/vZl9s5m9LCL/F+CfrX/zfz4KPIE/APwVYIOLOX/oNfb7vwD+v8Db/Vf5vwL/JzP7M7+E3/Ec5/ikjmNn0HOc4xznOMc5zvHxC3mWxdknY6wUll9uZv+TiDwAfhL4bWb2P9+3/Wd+5mfau971ro/lIZ7jHOc4xznOcY5znOPTMH7yJ3/SzOxedsqnFDS2Ul1+fv33lYj8K9yd5d6E/F3vehc/8RM/8TE8wnOc4xMv7luUn+kq5zjHOc5xjnO8uSEi/9Oz3vuUSshvh4i8C/hf4Y2Fbr/+LcC3AHzWZ33Wx/7AznGOT6DordJrvfe9PE7nDnTnOMc5znGOc3wM4lNythWRS+DvAH/YzB7ffs/M/pKZvWhmL7797W//+BzgOc7xCRKqCiLEnE8/IXkzq08lOts5znGOc5zjHJ/I8SmHkItIxpPx7zezv/vxPp5znOMTOswQEWK66Shrqmi7HzU/xznOcY5znOMcb358SiXkq0Xi9wH/ysz+7x/JPmqtfOADH2Ce5zf34M7xUcc0Tbzzne8k5/zaG5/j9YUB4X6++BkhP8c5znGOc5zjYxOfUgk58GXANwI/JSLvX1/742b2P7zeHXzgAx/gwYMHvOtd7zoL2z6Bwsx46aWX+MAHPsBnf/Znf7wP502JY8L78bzPDCM8yVw73/fnOMc5znGOc3xM41MqITezHwU+qmxinudzMv4JGCLC2972Nj70oQ99vA/lTQkzoy6zU0ZiJA/jx+tAnpOAnxHyc5zjHOc4xzk+FvEplZC/WfGpnIybKsYnZyfGT7bjfV6Y6U0yrB+fxPcGob/7+qfSeT7HOc5xjnOc45Mhzgn5p1GYGbainraK+c7x8Qlbk3AJAeud/oSIMsT0hq/P8ygw2ju9N2JKhBCPf7C++ywO+d3fWymYKmkYznaI5zjHOc5xjnO8iXGeVT8B4/Ly8jW3+d7v/V4+93M/l8///M/n27/92wH4K3/lr/Ct3/qt927/pV/6pY7KArcTsN/7e38vP/ADP/BRH9OjR4/4C3/hLzx3m5/92Z9ls9nwhV/4haefv/bX/hr7/Z6v+ZqvOX2f7/iO73jN4/lkj2PyHNbEttd650d7e0P7a7VS5wN1PtwrxuytYr2jrZ8+X9X/fW/i/8Rrpor2hpmexZ7nOMc5znGOc7zJcUbIPwnjfe97H+9973t5//vfzziOr4tX/WM/9mOYKYKArGj5rZ+PNo4J+R/4A3/gudv9yl/5K3n/+99/57X9fs8f+SN/hC//8i+nlMJXfMVX8EM/9EP81t/6Wz/q4/pECVO9+7u5/7fIzZo4TxsA6jKfEPTXv/9+57MkxlufZafPP1ZIbif9z0Ti1/vCVJ3vfmt/5zjHOc5xjnOc482LM0L+CR5/+k//ad797nfzBV/wBSfk+C/+xb/It3/7tzMMGTPl2ODIVPm5n/s5ftNv+k18zud8Dn/qT/2p034ePHjg2wDf+q3/B37Vr/o8vuqrvpJf/MVf9NefSLJ+5md+hi/5ki/h3e9+N9/5nd95ev36+pqv+Iqv4Iu+6It497vfzXvf+14AvuM7voN//+//PV/4hV/IH/2jf/QNfcftdsuXf/mXAzAMA1/0RV/EBz7wgTe0j0/k6K1Rl/nOj/XuifAxFxZBbv3cVDNuEurTz30JsXGikdz+W3hiMXBMslcdwbO6ccqtKkpvnriHk1f5OSE/xznOcY5znOPNjDNC/pxYWucJYPOjjhBgTPG1NwR+6Id+iPe+973803/6T9lut7z00ksA/PRP/zQ/+qM/yp/4E3+CaRr5nu/5v/Frf+2vxYAf//Ef56d+6qfYbrd88Rd/MV/zNV/Diy++eNrnD/7gD/LTP/3T/Mt/+S/5hV/4BT7/8z+fb/qmb3rKbePbvu3b+P2///fze37P7+HP//k/f3p9miZ+8Ad/kIcPH/LhD3+YX/frfh1f+7Vfy3d/93fzL/7Fv3gK/X4yjkn7Mb73e7+XX//rf/3p90ePHvH3//7f59u+7dte1zl6I/EkSg2cEuFfyjgm0DEPd14PIZzO+YnXDYiEE53kthvL7Yg5323mgxEkYmJPoevau3/PEG4EpGYQ5Llc8COartoJMZFyprT6FLf89YbeQvGfDOH5x3KOc5zjUzie6/b0iR29NUKMZ03WOT7qOCfkn8DxD//hP+Sbvumb2G63mBlvfetbUFVaa7z88sv8j//jP+bHf/zH+Z2/83fy7//dvwPgK7/yK/mMz3grAF//9V/Pj/7oj95JyH/kR36Eb/iGbyClxDve8Q5+82/+zYBjnqZ6Qmh/7Md+jL/zd/4OAN/4jd/IH/tjf8y3M+OP//E/zo/8yI8QQuCDH/wgv/ALv/C6v9N9lJVjtNb4hm/4Bv7QH/pD/Ipf8Sve6Ol6bmjvtLI8/YYIMSUkhDtJ8Zsa5mh0TPc/bmkc7ybkQaAbZT6c/v52Mq+toa3fSciPE5qInBJpcG659kaI/tnKSl0xI8hzEmDhtB1mfkzwhidN1U6vFexp5P7JiHl45jk6xzleT3wyu0h9Wke5hpAhTx/vI3lDYar0WlD9OFrXfqKGGdwGYeJ5bH+tOJ+h58SzkGx3K4HwcRnwjXe+4x18/df/NkQCX/zF/yUhBD70YeeRhxAQCafk5/VMSre3ue2+ct/ffv/3fz8f+tCH+Mmf/ElyzrzrXe+609VUVRH4iNDOb/mWb+FzPudz+MN/+A+/ob+z2h3wHW7xplXdwUSVVsv6vQLhiYSvNxdRglMy5JR3BkJ84wl6qy6ePEYahpUv/uy/eXIhEGLysaxVECGk/ESiavRaqctMHqe77ioS7lQCjtzymBK99xuk/fUgUmsy7vsOd19/naGtnzjtMQzPvB9bWT4ybroZ9ALpPBl+uoeZUctyWgDn6fnJ3ZEKJuGcvH9c4/jcawU+uRLyY9xbff10j3oAu5WQ23Aep18jzjXijyCUjw2L9qu+6qv4y3/5L7Pf7wF4+eWXAfjar/s6/tE/+v8A8G//7b+llMLb3/6fISL8g3/wD3j55Zc5HA68973v5cu+7Mvu7PM3/IbfwN/6W3+L3js///M/z/ve9z5EZE3kAQxV5cu+7Mv4G3/jb6Cq/PW//tf9e6vy6NEj3v72t5Nz5n3vex//4T/8B8A56ldXVzjR4Y0LRb/zO7+TV199lT/35/7c69r+thjV1J5KEo9c7d77adKNgye2t3+GaeM8aglou3E5uRdNf/IYbvO6V273yR0lOA9ctfvN8gYmfBEh5UweJ4ZpQ8r5zvshptNiw1RvJc2CrJ97Ojdmp+2Ph3CcPJ57SOubp+t4XKhwF4F/rTDzc5+H0S0XY7z35/Yi8rn7e+Kc02ZPyI9IjBnUGVv2WDk8fY2Of3fPfst8oMyHpywo38CXhVag1ze0aDnHmxO6LjglRn8GXiNJ6q3RynJakN8OU6Uc9r7PT7LorVLL8pHfxx/r+CR+Vk5j4cfgO7Su6MewZ0WtldbemNvXnTCFkCBvQaKPi22B3vzfTzqJab87jqve/bmzb/N9teXp9z6J44yQfxTxZnt5e7n1Jr76q7+a97///bz44osMw8Bv/a1fzXd913fx+/6b/4bf983fzLvf/W6GYeCv/tW/uibUwhd/8Rfz23/7b+cDH/gAv/t3/+4TXeV4nO95z3t43/vex+d93ufxWZ/1WXzJl3zJ6fP+5J/87/g1v+bX8LVf+7X82T/7Z/mv/+vfzfd8z/fwtV/7tb4P4Hf9rm/g677ut/Hud7+bF198kc/93M8F4G1vextf+qVfyq/+1V/AV3/1b+HP/JnveQKF9UT/SQ75N33TN/Ge97yH7/qu7+JzP/dz+aIv+iIA/uAf/IN88zd/853zc/tc15XOcXQmgZvrcZOo6wmdfVY50cw8YbyFpvXW6LWcEnnV1S7wSG8Recp5xI8vgBkhe+Jf5gOmdn97+tcRz6oyiAhpGKnzgVbKLWHoDZJt6i4urN/vtAG3/cpf45hu0UxO2wpvaPIx1Vti0OfE69hvnQ9YLV76XO+FLN3/eULZGm3eoX1dNucG91CRnhSz2nHQF0H7SgdSBX1i0hDxyeW+a9OL/wDEEdLw9DYfbag6kqjNJzxYJ73N8//u0yBUOyKBlDK1d1otTuNCiDk/NVYf723VfkcsfXzm/T39iCplH68ws9MCo/cnaG2fsHHrua+Hj/u93FtDeyOPN3OCmVFr9bH39v1w69Cf1wfizYi5efX5YnxjadtxrnqWgP9ZoWuiG0I4za3h9f69Ge40EH38jcMNeHInNj6e9+rvg4+dvfAU7Hl7TNV+sy8zCJ8glRVd552PkP4qn84WZi+++KL9xE/8xJ3X/tW/+lf8ql/1q577d/3oIc2b9/CZ2Q3VYRXgPUkluZ0cvdbnHh8mAV566SV+zYsv8jM/8zOv64E68jDv+yw93nAcxYhHZw8/vmNSevTyuBs33h1PIq+vJ0QC//pf/2s+97/4L07JcBpGaOux5ogEQbXTlsV54TESQrx3INJSsFIJQ0aGm+TpOIDFPPhkfYeCMhJiPHHSfaIPaO8ndPw48NWygPp5eVKE+WaEdudnH++Lk23ikXt+POaVo/4kj/5J7vrtaKXc8UIfNlvf90oJuD1ZHeMpBxiBtiync/bMaIU271FVhmnysuY9x1WuXkYwYp6wNNIP14hV0jAiafLBui3U/RXkLdEKpM0d7qKZ0mt96pj6/lV6WRxdPR7HM0Mc9XnynqrzTYlWwk1ioQp9ubvgOCb24N/1vutwizLk+2m+H0DN6UkhhLXUL/e0XI1vLif3NoIV0v2Lko9jlPlACJE0DKcmVsAzn786z/dWZWSt2GirvyTP7S9lHMe+EBPa23Of8U+Y0A51v/4iML52H447YeYJ3TEB/Ci5yuXgx3Ic88DnvVqrJ6bab2idMd6ZHxBhmN78BYWqsa/+OZdjwvSWruc1otWKtkpImZQzfXX4Os3dTX2qjnLa5/H7+le6AbnG8TmUE9V1/FvHorp/avw9JdJx9PdFPFm/nVyLONgQh5sxss0r8LCOZ8cEXoJ/3nBzrbxKebvCfc94rSt9803itfdWHbSrO/IwwPjgmduKyE+a2Yv3vfdpj5C/kRv7o/+so/f0PZ93nHyPN6OC3Znw3tjCSfBy2gf/43/kN//mr+C//W//j2/gj+WZaKWIOHK6HtN9VQIJYQU87am/tVsLBU9KXt+592TPE75SC602YlxX7qeN7v4/5vz8yWgtx9nKe799/IjQqw8SITq9pS7HCTyevtsx2T9SSJAbZFskoHYsG7/599iR7vEkMpOGkdtNoI7nIMS4ikPtzuv3xfE6hZieTqafcSsek/Wb40vHQ3h+aD2h3G05QOv3cw1ViTkRxMAaRkdN6K2Roh4P3AGTmAjWIQa448ke1kWM3dmvo81CyCO9NpoKMSYkj3efBzOoO59MQoQ03dzD6z6QNUluxRcJR0Rbbp1HbcC64NGIPYkKmiF1z1MnW/wz2zKDwTBO0AK9FiTc0iNYXxP46j8iPgmevosDALUsrH9IHsbnI2j1cHM81iE8P/F4MxFD7f3e5FlvUbZuV4PSrQV2XeanRdB4ou56DT1Vv7Qr2irGJz5V5T4w7fTcpoj25v0G5Oa7hBQ/8RL0lX7YSSTpT1RWX0fcrkwBhMs3xbHFzBAzWBFi4EQRTMPglQg9OmhlTM0bsL3JlXO4GQUEXDOlBisA9XpD1v4jRxrKOI4rELg+VyqYeGVFVV0PFsXH0DVU9QbUM4Oy83/nzd3x4fShT4wnId6MG2nypLrN1GXBQiYIpLT+TUg3QEUP2FrJ8t+7j9sh+jh3i7YStK1jWlqpLxXThoRbFcvjsbb1GNPmuQDDk9owhDug1NEamPXchY/QNejTOyE3w5oiw/0D1O0B7/iA3ebsGoKxJtk8X8h4altv9gRQFlZnjDVCuClFn47BVmx5TebXAey+z7tBnr1U+853/uf89E//9Ok9vXXjyrMWB/6uf+KTyfYxiTY70TGe3Oanfuqn+MZv/MY7r43jyD/5J//k3kT/Wcdwe0K34+9maOun75HseG58pW8d9EmaxT2hraNzgxx80H0iUh5Og0+4k9Cd/uWfcUq+5SkRWYzxdJ5ekx7yOsLU71cASeE0GD95/vx477+nX6+LicSINb2T2IDfFYqe6DzHOPJ3Yx4IIXgSdOwE+ryM3AxMkTwiUbCyh1ax8PRxihiS1gWFddI4UTVgZe/i1d6dlyi+QKJz935b0S16h1BvFgrW/d7KG8KwpbOgZhhCvlH5Au4EJK0TU7xJeI9l1CNnMmZPwvuakJv6oL+iOE6l6uv4U7A285QjpHakL+Ttg1uTmvgEdLtypooS6AQwYTgiSG1ZE5Xqn2+A7nyiXSeW41gWQkRluru4fTK0+3lP04qUr5NgL6DtjvWbpcnRtVtjUQ7rvmP2nzcQpuoLkON16O0mATuOYcEXT/dVYkKMvgi7dc/e0FOElG6eW692tZsx/jk4yLEq+LFOcI8o+DNDfLEtMZ4qdMDp/+EZ893HL4ylGU1gE4xoenfx+rxQheXK78m0Uh3iGxQP6orqhuDPSz2e2+ZaoOEGsbdWEO2EIdMAaw2JgZgy81LZFyWPdxuzvZHQFb1+cm6343zbFDteP7upVD+vkZx1xdTQrtR6c99oV+T4iMZwutlP9rQG1m1l6HnFCH0SJFx3cKxwpI3fZydw4jmjf0wQLnw87A6CWb+le7g9Z0qgtQVlfb8VH8fjes1Yv5cIo/Q790B57OPeeJFuzttabSAFhLWC+QTAcBJ994LOM7e1YKZGI5zoPKZKSonOeg3rcvf4j8/ja8Snd0ION77Md166R7ama2KsdprInxJ0HFHuU8LOOjjevonlBlCzmyST1YnDke3bt/A95I81Ib/9WjiK/G5Ngv6/u7SX1xPPT9RvttFjgnzrSESEd7/73fdaG54+P4SbFa1xb1IP3GwT480iAIhB0PWcamuY3nBE/eFez+WzEv2m6NUOWBGQe0QhR/T5iS99c231ZgVsTb3cd0+lIKaM1Q5NsfBRep7fFq+qYQJ0Pw6Jby4ik3KGfE/itJ6Dusx3aB9Hr/Njwn/H6ed5qOsxSYiZMCRfR2iD48LhyNdWBWlPJXShNXoR6mEHrGhNHFbrSH+aTtEWR0vKAe2BON2atA1IXu0Yps2pzHvnmTHzSak1T8iBE0XlxJkMK3K+gXaAsl/R5LRuZne1B80XEWG4O2BbmVFVuslTlKvbfu69tRvUyAztfb0m673ZKxazn0et9A7GysFPgRgg0G8QaJWVAnP/dTp+D7R6pQBQhK7+HKcE1jwZP2oHtCyOUMXo9+vrTchb8evVG5SFNAxIyH4/5MkXXseKoik8QycSQqRT6a2dFrHHBObJhbKIkMfphvb1nDGzr/dIyvlmcbc6HR33fd/z3tbFyr1jzOsIXRHNeN/zyc3z9qRu5qbCdzfu08Mc40hz+CWNdT4jRsyO2oi752VpnRwC4UlE2PpNMh4HRz57uYuurtHVqF1JQUhH1FcV6t5542mLzlew2v8awXO3eUZidBrfskdiQLSgsx+XDBGyUtbrMrfOwK3PuP091dZn7bggjMTs4Edbyql6F4aE3JpTmglaFVH14+q+qI9jRkywdndF33un904IgVYWtCshdSRET65V6VYdNELW+WutBGggxkjqUIovfEUr1ANGfRpJThPHymBTpfebhQKlIGtGc2/F+ghGrosQ09ODdBdhFsG0I0lIKWFagRX8sA59WdH/TkuROE2nR1KbYSjaur9m6nNp2iApAyt48gSqrWWmX30YtDm7JW4Iw0oLrTNNw825EBCdXX/SGtoe3/2ecUSG8V6q551T+dx3P9XDjpynu6dB15KTY9I3U/oxAeVWQxffj6FqRG4l48cJmrs2dKdOjCtN4rTG9LvyJvE8Jopy8xlPH/+tpNBu2qPfVyp5snz8ZmgHbpDr9fd1v6876Tw+t7ee39Nb97kbyA1n/fjZZSlY9YFputj6s9YKMjz71nZkEL+OMaO9Iu3m3D0rub3t8a2mUHUtBxtiAvk+HvDT39eark153mASfaI0rfvSW+VGCx/ZPp8VRz7gE8lTPCbgrdJqQfqKOPZ+Q1GBW9dVnrr37n6n43m/VabUWwIfCTBceHJ7e7s1QoywubwlvnS0NByRZFNP7EIC65gGCJNPEfni5jAoJ7QIVkSIp/n4gE9AaVyR4upJ9/FCHyecmEDTzfc7IVk3yZSEgKQEDSTfLs82LCgaoguMb51be4K6ceT5x5xXMXL16lFvWC3+HKWw5jcBYrjr927mHtCtYEFW362bE/GkpSblGuJxUhHIG/9OKawUu7YuGG5893WZ6bouSnqF2O7eK88KdXTfxBdqkgbE1ut8W+B15JOq3lt2Fgzp7sd/mzMqz0iIRYQUoNWOPSNhVu1onaEttHLrxtF+Qw2SWxQiEWTYOJCx2plqb3eSam39joPRs7jr1vtpsf+GQuR+AOpEc8l3pg5tq34mP0n1WVH3Z0whd86pdl8Ih/TaImcJ7iJi7iaytBvedl+rN0dBYz6KdG2tWKfpRCHT3ql0cr6bwNeuNDW6Gu14HnqDppS5+DNSZmKeyNMWUsLqHsQ4LIW2VAZTME9cazeaGVHNk/H1o1o3FGUjQlw/v9dKaAe0KqUUT8rxxel4cQnN6Nqp2gBB9zNxTN6NW43aOmVuBIE+Clo6pVUGNqAQENI4YKt5QhfDoqACXQxW6kmeRmKM1FpRM6J4JU7KEVyqsByQYfI5ZalgkZATPUR/9mNck+BjlSqieP7RWvOq8voc9t7prTuI1r2aZGbQDFvTqJPeLUTsqAGQuFa8j9fJ0LkRrCMhrboxceAmbDjCmNYWahNoRkyryQOC0BH2blVtDU2CHZ+H4JUkXRb6el+kYUDnK6w3ZJgQmQhBkM0GQiQnQ8MKDilOf9WFNExYmm5yOPAFnxpaK5wT8teIlZd8RHzzOPLySy/xmW/7DL94cizl2KnEK9yUd+SUgCva198lHAkNHJ0bYB2/wkpdOb5+qyR+GjqEm4FzpZ7Ykbh9LAUdNz0mPHeoKjdj5W37u9P2K73guDI9xRvw47U1ObxNazlaET5zH08uAo4J5pPJ+C30/5jkmxkvv/wK0zRhtUEpxJSwrnQz2jzTBKwripCfy482CCA5+zE0Xz0fOeUSBesOKsqKcsgwnCa03upJSHo806aGLbcdOYQwxrvf2WxdAyr04xDyRMizS8q383EwHCLHk97u6Oaz6FdvOE78ZbkjkBF80Ch1BgQbNgiOrtymw4gEDEWQE8pyryDodrkY1jLmWiI+ckO1c6J9PHFdRWTlxd832csNV/v4HUKGcFzTrPdee/q+vcu3v3243f9W4npv3LpT43D3+PJmnfAPGLDUTlwR9RDT+nniZeB6uHkWV3F03j6EEO8IbG8cQ8JT+gGR4J77ra70nU5IiTBOd5CcOyjVke4hiy9cxhGSC6BOyKk6KSblhM8+eke0pKv4y1Sprfhdk7en8ylBsNJpsi6OdE8YptWi8+ZQjg5G4JWvtt+tiXd0SlMefUHgJ/DWdzguZMr9bgttIef1+6fhrpDLzJP5J8amQEd0gaK+SDHzJGTdrs97WHZ+LY46Au2+TfJ54yT08g/y53UFc/IwujXhkdrT3cHjmMxa7/QjvUDiHR2En6s3jlpLr2gtfny3KB2qXt26Dwk/Ira3n422LJjpyjV+OitPQ2Y8Cht7XZO3fmscETRtaCuCm7iZizqRw7yg0cd97dXHl+NZXPej3VFcWrmZRyVgEpiXQosFRRhXkCS0GZsPPn6r0kMgjg9Au88hqjRthDDQJCFdPe80A5RSO71VBmuQRzAQMYLAxZDJQ8RUqL0iqhTgsCaavS70ZeYiKTFdoNIJYwZtlP2e2ooDAFaJ4wVVJjpGrUYNLujUxXttaAqEnBGLWC3Uw3ICZZL6YvwI5uUUCHlgHH1s9G7Lfu+nnKi1UuuCaHP+9trD5ET5CxO2GL044NSJBBXikLyStibkaupjlCqtK5uLixvgRt36N4aE9c5SG2V/WB+jGyTO730/x70JIkpK0SuRa7XCUfy1Ao4hOcJwi56pypCEuo7ndF1BAgFdsGWBvKEte7okbJhIQLAA1ej16jTO9pTReQ8xkTaf6fdX2Tu9JQ5ITAQBxByMIGILkKenwAbrFSsLrR6or2Gjek7Ij4muQFHjM3/5/5KX/uMHeelDv7i+Jadt9J4SvCfgK6puawK5orfHZDmsWZRxRLSPCXRwugZHBEqeSLD93SNv3A/3JsE+/s2dAfP2tsffb8Uxwb15ey0ZndB2Of73/LP2xD5uv/ZcTrjZjQByPT554jjvLDBuHeM4jnzWZ30WoRTSOKJLweYC3VG5WgsQISV0O90VoNyOlW4i0Ut/xADWMOtQ+81iBlw4I0JYF0ZqnV5dYHqnu+bt8qSxUmduLyvwXOZEB76PvrLyBG8Jjc0Mq7eEa2F1sbHTUEYYjmjCPeXoVUEv+Z7z8Nw4IhOrUDM8nRD0MpOpN2X/uopkTSA4siP5tIJ4xsfoU6j3zSL1qLBfJ/K85Q2F3PfZARHXILR5Icbk57gZRYw0+LN0KJ1usMnphHL5Lr0EfLvEfyzru+VceRqE7LKiaYVgxphuXfsQPJE3WxtprNdwfLiWU3lug5snFxFDPDq7dI50y3upR7cjb1zQBTA4uoPqyqVWJEW0dsphTYZjh6R3n9FjwqgBMe404Eo5oQz0MBCkY1rR/fLUdbdbeo0TBWp0x52j0Pp0D4R4M2adJt0KPXKXf7wm0nHw5FDr3c+9T3ALvo0IaPF9Hl9bnwOzQMgjcfvwhsbTDkB3rUAeb4xOVaHu6Dj6dxSBD9NmRQsXCEfnjpvn/GaMXK/LncN7Hc9znf37reI2OVYc2oIchb4hgd6vRzq+9hSdxVwrolIJt+YeQahlodVKjpGA+rkNaT0GpxZZry6SE3EEVfvpmekSkd6IHIhByDRSTgjCvnaCdne+CnJaTJkEWuuYgNXGshQ0eXIeWEWYfcZapavQaiHRGMRQCYB6AigdoTE34XqZ6ZcP6EslZkHrgrSZKo5A524+jRwny25Yadj+ipAyU0r0uAJy+1dpc2UOQtp40p7SlnTxAiIZMyFJR1uhYQSppDw62iyOHMsUUBHKau0pUXxdFSLkgdbcJjDEQEqJUPeIqN9v1ullxrTSezn505sJIQoSE90CZalEGiFkJGY66UQ7M3HQSZtSiwMlsn/Fb+/RnwcMdGkw2SlHdjbADWjZlrou/m4AiRNrwAzTvia60E2PTGHPSVIiWPVFsimEJ6xM254ItDhgpWP7g1MHJa7i/gDjJdobIglS8GsYhDBtEFPCOo+bBBgSYXiAxeBCWFFyr4QjHUqbLzQBLNz9/90Hyedzgb7cU3G9FZ/2Cbnud0grSBBaV1IIfPYv+wysGb0smGR6U0Qq81IotZI3E5scyENGa8fSxOPdjM6PidoID9/OZhwJIXDdYWo+uOxNyQob1EvPQ+aVsjDlgTRuGLfTjRVRUdo809ebVXeOxkQEglBaI4nzS1UVGdbJ++FDdFnQslBrJW22WIzOCUsJKwUtlZ6dRzqsor391RUtRmT1eD7xEIMwrAMneIIXV2SuamOIGcxR3baW13NInnyyJpZHvndZXBBzcUF7vHMEb/t0ktX2e2ophGlC93vGiwuqKnEcSCmhhxmL0fmk20zKEV0OhGHwBLRU+n6GGMnr/rUV59+ZofvFS1FpFWTUgqCEnGGzWQdZ5+WZgfTFKRlD5ujMEHJYE+41uU83D6KZQQHUHT9umEh2okXch4KbGic7pttJ/LqIcSKeIHYUBp+y8tP/n3QNuqG0fIT89aPA6gkXkBhH4pHac0uAaa1jtfq5lETMwwkhv7tf8wHtmCzdF7cdQ+RGzGjd7iw+JIUbfv2tCWCRyCSGpJFTaZuEhI7gfPDeGqjRgBYjy0pdOlqbdrUnEnI5lb4vNpNXxlqlrg4A+9LvYwVwdFQJEUJ4olKQRk7+4rKWg7mf62ulIOP4Oq7lsxfFqg4S3KE3rdUfWzm1mHolSjs5TnS5Rd8I4S71Q260A8h6Xe/oRBQz8Vs5jJ4PhxsedYrxRLfpt+h9cRiJTySip3viaJUn0RPg4QKWa3d9uK86dstx4Wlv+XjXNu34skZH/0K+g947RScjEp+2U2vl6c9fFwyRxmpjsQrR1qukqzbiiWdM4Eace18CviLrp+93exszPz9tgenhuk2GYUSBGNbqTi9Yw6soT+w7mDpWcQsEaq2RhsEFvL2TUiQd79Xkgu55t2O5eoU0ZP8WORGOFBvtPH71EYVKnrY+Jmp1umcrqBqbccOQfF5TKpKO9JSOxYDE7nQu9aYwfX3mQ15tbsUIVgjx0oV2tdDKzNIEG7cQJ6TPtOXaKxSrRekQjRwCSYRHjxcOh4GAsFxdY6bklMjBqGo83h1QTeSU1jXfuuBpFRk3YEIw/FjGkf1BKBpI6jx5KwXLW6o210mKV96bCQFjGhPFFAlCjgkxoUWh7A9OYROnZORBkTwxal+BOYAGVjyRnR3M6MUtYDVEBwBjhFqc7jJOpNXK12oHMephj2UfI4bNltpmQveKmR46tBnpC0OOyKDEONC72yW3eXG0Pd0IqA1Wa2BlGEfGy826QG5+H65Um6DNXVZE6CR/zlf6oeQJsQ7daE2RpqR8j8sbBnFlMoSGjAOihgVBQ8LCSBSFPtO70urq7BJ0BViFWmbUhChC0OZVc3XnoiAHp0jljT9nZQf3uDJZV1pt9MV1R5Yi1p4/bn96J+Rmq3ewc9zMwPZ7eh6xONKXAlmREMkXG2qIBIv05iWvYPFUEtleXlKlY33PtM0MYUSXBQFKaLTaEYmEtTxvG1+BQaVppc2FJgsxj04didkRIjNElFp2mEyk6ZIugTqOWIhYm51TuNIjSt3TtLCrM2OtXCQhxEsviR0OWPeHPMRI791XfrVR5wVSZIrNdVcPLqmqlG4UM3prTKxJavTEtnUlDIEUwuok4tw2TXLTfVGVo4WElYZFL0f3ritPea0g3EkQDMmJNA6rl3f35CBnX/k2PSX88cEFkiJtFZLl7RZsT50XNAQ0eLnX9guW5KZCsX7mkSvsQpoBSbcmUwtr2csnnxAmp6EAWron2jnSzZi7kkXIR+HmEX2Hm2RadWUc3f9QSljlL7Ym0npMvOUOwu3b2JGivf7x0/u8rby3ojDcT0m601CprxWjeishDBHSE/agtyf/W17Xpg2kITQCEau3O7LdSkR7XUvYjqYfz+GTEeOWKQASsKrrd1oXQStqU5ZGWVXzMQhTjsxd6QI1jGTCDYJblZgG8hjX8miDaqekst1ysglR6Gr0rqfzFkKgx0zMa4dRjF52GANmggTYpkgepqeuyVxXUdHRrnN9v6uxlOoVhpzZiLobzBPWKzbP7urAmhzr0c1BIA0nXuvRzYnafHxbKzVx2FJVqHPjcow3tmmrnkW1UXd7v15p4OhcQgief4fMWv55JureDF+86vVpIWNF0e42i3Ea1kzTKwpNlUYkDSN587TA8plxcoK46d3gvyuki7vbSnS+6G1f4+P+j84494QFge56CZEbmogdCU9B7l7jNK6J/T0rspBuFqBPhvgz4Eh5fiL5Xve/ClzvHuARPlzPw22XCFvHV8QXK+D31O6arhWNmTRtYXkVmiHBwOrdv8cc6FzBhNqb27k1xfJ4cw7bQutGWQoaBpZuHJaFyAAxryLfQk6JKcI8F8KYSBitF6JWokCvQgBqUVK+8PMfDZXVgjRCFyGux1NKdVF0HklpwCRS44aQG1IOsH+VYBNUpwb1PhKaLyLGtEFKJ4YB6JAyw8bP35i2jNczyzJDlHXOTlxuNiSrFBP288qjj6tLmimhH5CsWOj0olh16oTWznBxgYXI5nIDJRJppLCwZCCOdBPm6rTJDUrokaSKtObVDG2IdMLugBYX9NduYBmWHSKBYRh9YSfB78XbBVoZXRytnZAH0sVb0OsP+3lpCknJOdF7oPTuCzZ1EehiSmlOP/R+EY00jDSbCAJDELoqGiHkCChaOzHd2B+3pa90x0o0g3J8buOpYuWAuedTLmdpN/c2Ya0ur3qYXrA609pyotoe7RJDLw4g5gh0ZBVsdtzylpiR4IvSEJW6HFadZ8BiIsbk05PYWmGAlNyJSnun9xk7Lq6B3o0sBiGgTW9ozF3ptSEhed4wZK92Pyc+rRNyZ0Y0SCO22bpooO2xBEZFbMZ2hXD5FlK+ZLPJUBVrB6aUkTx4otA6OWbydoDWCGNA0kDXhflwhVhHx8xl2jCNEyGNYDOqMDEirbPMM30WRAO9F8wKrv0R8sOIXm4hJsIQmHuhKUjcIMHoVYkoEgNqnSKCbB5yWD5MmveMJHS/9yY4mwnZXhJFKLVy6J18OFBqRZtieU0ilwVhwSQhZDpGTJ50WPLkorRGj4EMhLKiNb3RRIhJnEd2nFzUy1HdgHkVWGmn766R2jw/Hpxn1kshjCPSK5IjtVV0mbFx9AVQDCu6LUhySkkeHEWJ04Bi9BKdEx49cdNWoYs3/QgRGQfidrsKwiLE4YRA3twfhhVPjEwbduzSufrAeoIaqSuP3URIk6OXkpzzxloSM7WTDd9zhZdyK5E+outPikxlfdPuJgR6OCALPpAmcwSvH3lUQF+P6RgrumelY+uC6LgQuAPzCkhXCDecZcAFPitF6nbzCFkpQLTif3z0ey+ChDWBXKkDaom637O0RlVz+q0Iw4MHGEIzY7cmeXcWCdmFQ6MarTkyFHOkGbQYaE3XRYtTfo6nyp95xUon4HzqqpXlsFAFhnEkhsB23VftSp3XSgmNKYUVeXGaWqSv6PCKpLZCMiVaegr5D8B+WVBNjDmR18Vf7YqakURoJiwmRHO0Ld+mQpUZtNNwi7WoHclrU6shYK3Qta9C0IosO/KQfWGpjXL9GMIA6jzLZIZVR2BF1oQNkHHjoq71/Jw8zY+UNm20fuMqEcQXQarGrBFkXXgdgVMMi86Lj7aWqbMvSvbzQikFEeGtD+6nJKn2p3Jcq9WTCwm+8AheJZGjo8yx0qjmqN/x74wjEdC/88pRbbe+y01FRLzwokrvCyG1U3UQWxG49fk72ckePYifjPsaNN3e7ih+lAbjrQXFkV5zWrw+IZyOjjrTl9VvPqDLgcMys5HqfNb1c4IEchJUI70u1J3fq9iNHWRXPVVDJY0np5be3PefXlEtfv4BMbdALbVhQBoiF5uJasdKwSr2086hFhb8Um5TJCchG8Sc6OaJEEApC3VZvJFZbww5o1LptbPoEdvwOS8ML0CcaB3onWiBSEatUHYHhu7gT1NB4sAYIsMwYhghXBLEXUsku/7DcP3QEL3vxGCBkDJ5HEnmwPOQIzV2igkhBtp8gPmKPIprJ4ZLkE4S7w/QLJDHgZgcvNI8EOKEiBGiIXlkzJmI0zUGW6DPxDDdJKtWEDPSOBIHR7mtKn1FZi1MxDCQWHUMMa+Lu+TVrGVeEfGVEqK60mGMtmreBKE2/1tf6Ktf3x59rrFOmtL6WSNWDlQKqXVU3CVqmCZoHdWGlADdyJJIQ/bnqnVkcBra0g0lsTmaIZg5dS4Pq3BUb6patx+bJ3V56j5vljMCBKl0UzewqoVWvdGbNkOt+LGM04lOLHVGzWjr+lVSIE5blOBgnnguo2o+JywdCzNk6M1575HOGBKmt/RW64I9xkgcMiaw1HscrG7Fp3VCrmbs4kjIF4gl6IWwJniLNpoaYxRHEtKG2GYSqwNLjE7nbQv1+powbrFkhMm9UIPMkDobKUgHDQPbaAQ9dsE0zAIjgWEaGSyibSaUPf1wjXkKjKgh+SExZpYABxSJmU0MbKiY7sGMZFskjhjCoL6ifWl/TUUZLWMSnAsanDfVTXlMQHtlEwJpmqhruUbnA01nNAUiQtCRGWGKnVz2iDSkKYMZsQ20zQNPIpdrNhEYHp4aC5zOtSq6u0JiIG06aciYBepcafu9r6zXUrIEF64c1doafPBgt0M3G09QRe50Sg0rYggQppEYA32/R3pb53L1smxKWOuEPq/WpV6BcI/VeybSlYJhpSDqaKLVSthssBSguCDIG1sAKZ7QQ7edYk2cgeyFaxez+ar/mMg2vUFMw3oYQlsBg3VAPKGCK4qN3SB+wg2ivuyxNBA2I5I9+dGlQ5CbJg+rf7SRT/v0smtDQoVxRS5MMQ0+NpZ+N4k40SLcZYPV6zYOWx9MZS0Tlp2jVP2KuNncIMNdaOXg7kV4eXATVnrUsvg1DRHqjWL9phurromnuVsFkKXTmjIvsCDIODBmQWxFoZsP3DofkHREVGG/K6gpwaCHSNqM7hNeGyEasXpCONdOTQkViA8Sc9N1QXdM+FbecwxeKVDn0dvsHFxbZto8M0zOL03jFo2Jps4HnXLk0JRaCxX3Zm92y4XDOphPiJYbTdWv11Jo8yNMO9N2YpDVWYVE3D4kTBfUw8Jc9qt7jbB0WGytDOVESiNTjl5BG4YnNBErghuH0zPaencOqghttZPzCyRMMXn5OyR6V6r5T4zGeFycKoS4CoG7Oz7U1k9Wcad7pDV6LauVqTcumQ+NUGaGYKRxcCRNAo5SBKTu0bzl5OawirgB9m3vFUKDqfpCtEqiSnY0NAYuxuSCxcOrSMxorc67NSPFQMwTosXpfW2h9X7TGKTskda8nC03dpVHnmyM0Slc9UDAvYsB974+UpZurz6sr01M8CQrTXdFqeDfvR7g8GitklZMAy0HpxQehbB4khCHS0iNPu/pYQT6ulh1lwxJE+DieDVbBYdrFWkY6LsDbdkzkxmoXoWJA4PNDCvFbroYsXG7VrVch1C6evW1BTbbCyxkpwasSZrPvYGyP9D67OO/QVzHuDEKkRtKWVIjh7X6sY4PKQZs2nDAIFZ0iJSmdISYBoY0EEOgzo7qS1CG7YVXUVbqCRjTWz8TuZhJKZFWyozVVTvR9mxjYQyZGA3KgS7Q05YwbGmtUntDhpE4DQxDdCvVsqz8ZdcfIIKQUHXnFcmTj3k2glanZMbRk8RFCZIQBnqQtahibIIiMbGrisYnAJfb1RsDYiIOI8HWast6T1aDsts5wpwS4+aCMa73Wz1AWLnq6/PFsCGGgZB84ZPpVM+MnfqieJ+P7t7kLpPJ63Ma4WgduPr9l6YM6Xb1dqUe4ig9crcap9IxucktQnYqaSd5EmyC9rUqIoOLmMMAZXGxNvmGLbACQNoVVSENnv9JCESJpHAzvi3K6gJznBudGoUoMU6k7dON0o7PPEBtSn2OXzx8mifkqGL7RhC3SQKB7SXzmGjLjh4ySy+I7l0gMBukiEmmVEU4oNoofSEuM6EFwjSi9VVq2FH7wiAQemV3NTOHiWncImWmU2hFESI6bUkBegjQKnEI2BDZxoTsF2TeI2kijgExVywPkrE+o5IcpZ8P9MOe2dbmP9oYdaZIx/QxNY1I3nK97CiHa8/fgCzCDMRhQFpzU/12hUmi560/gysXuvRGqjM9OB809c7IguiEAodeWTpM/RGy2frq/JhkqqJihHFwP9JV4xNIaHoByYm4dTeIk8CoHhhDxB48QK3SH19hyzXh4QOwdHqw/QPCjcDiGMl5lTrPWEpoisRpJLQGrVEIVAIX2TnR99lymSm6NOywRwdD9weszcSLt67JREGqo62623GwwmYaPcFYDhAaOa+TqBkhDGhTtC+EkDCZuJ4b1/uZnCGo8SBPawmsQQr0ECmKUxlWri/tSKMQVLbOe8+yDk7JVd+9U5YKM+Tp8sTFA7C+IFpOft/O95NTO2IjImnA6h4Lq6d49SYYR79u3xGrQ40n470VyKOLJXs7DbqkcX12Bkeo55llbjBE8oMH2Mq7zUEI19eombsetaMnsGGl0KtBSoRaKWbUZUetAfKAXY5MY1rdQSp113gMTDFQ1fxc1IaJErbTjdd5HtkER4qLNfrcaVqhNG+5M4zEzUSLQtNA3e0xcQrGJuNP0vYFb47DmjgvC4suaGuEshAM5qpoM0p0LUeolcWEIgEbRwhKRlCV1V88YVMmr84Iru/wxWkO/swGGai7R+6eIYGWtpgshDQwl40vxJYr6EJIW2KCbQ701qiHaywYcbpgbm7zd5F8EXE40YxODxOTOcoKYK0RMDZD5JXrA3NzCleK0f8vQBzJKdNzAA2rU5k6DcwAfKEZu/NLy6ERV23FvIo6W21OcTuKKTG6uHB73xYeUhiIOHkIMKcPlEevoHYUjOGLUlNam4kxOkWjexJudUdQp9ktMfC4VKzO9GVHHjcgMCXnyAbxNbcvYPvqXFIdvUwJxdAjd1silqdblaMMg4vNpRUagsSRkJJXJ4JAW1vAh5Ueo8LJb/3YAfaphFzQ9ZklBpSRHgYazmFmFc711gkpkmImxuzstN5AKhIirXs10Ltldsqy0NlifUHLmiDnRAyOiI7WSDEgYSDmDdHSupAtoAWRzUoJNWrx6mIWR9XLYQ9pRKwRhxHGEelgpTGgbqDQcQ4vE8RMuME6aMuMzR26gihpHE7UEVIgaiaNG1qMvljvjRy50TQlCDGjLbDs5zvnUpI7GW0uLm50A80XhGH0BbGURmjFm5ghhO1b6OOwLs58AW/aISby4Nz6o4j3NhUrxnjHeCCEAJKg+GKbVaOFCCENJJWTZWMQCNnnLMErViLhblXt+DlDxlS9ClHWhmEhu71qbwxDWi0ihSGFm7nwWCFbq2zrQfpzhWAhcpgLvVfCGNEmjuXk4UQTFAmUrmiZiSkxwp1Kay8Fs3gaV1QNZ1BV7mt4pL2jtyrZ0cBiQGmnKnQUsCCkabVE1NVJy1bjhDUZN8O9xW1PzD7Wpjz4Iq4rOQaadpbmz/6YE8iArN19VTK1dzQ4//8YOYY72iNY9Ujp6WtzOz7lEnIR+Wrgv8eZRv8PM/vuZ21rAcpQUNnRV04xIgQz8rRlGifKLBxscQT1cE0aX0AYvTyqSq97VA5Ua4Q+ItpRLURJxOEFchjoYY/1mX0/MOuBuA/E3pCwIY1u+uS+supihPwCce0ep4Ohuz1mjaEdvC3syrttVWiW0DqzBPMkwRJiC0GEB5uJR4drXnr0EkyXSKtofgG0kREeBEe4XlVQItttJutM2wtBI8PmEhUj9pFDbSztABaJb/lMYkwMbSEcdpAy0byteWuNtswMOaLReWPa/OGJ44BsHjhKHQy9ehVbFu8SmBWtxRsXrIOU9OKIUwjES0/wdX9seVtguintHsuYNs9+HVdrxyUE9mqOBhflovu5QTvXahC8ZJv6jKgPiOmWQ0Tve5q5dZ4cEW1m7OpDVIOejCUMjDG4bWsz4vXey7jLNUInPgxgC+1wTVenFBmdKNCqMLcRNJJjo5iyTyNTjPScMBFaWkW2eSLH5GhfXkuVdcHqYwoRLQtj6EQ5ukasHFM196UWoVUlhI72SlAjVE8EROJqh6moZP+3FkQDqsWvDSAMSG8r4p+xEGjVFxcajGoNLQKjrEmLlx1lyDRV8urEohYhC3m7IedM6a4TqOipIU+VQFOBgLsE9M6hene5MAzYmKhmHNpCzgNFwsr3jEABVeIwkLIjtRHIGCEkR4EBawcIwkDnEIS2e0yIMCT3666lotpQazTrlFKR5eCK/hjoLbrrQ1GvMAXhIIGMeHUAsGHAxonaFCsBzZmDGCadfthBd8uwxTo2Rcac0HGklULuzW3GRDx5DNEFRhYIazWm8jbCspBLY7c7uOB7dHTUE61K6R0ZAlPOENyfWMYNgnnSY42iQtBOCIKmQDpOKKo0g7k2hoAvZuc9SmCZvRK0VKUtnSEaccjkHN0zmYCFSKmNUmd2ZKSvFY8yUmqjzTt6DLQU0OJo29VhJoRIiqDdcEdRp2mlJGyz8Lh2rg7GJcI2R0QiWQPMB5ZlRseBFCNDxBsD0SltT+4ZcnBKIIk9xrLM1GUHKmwwcoZkkMqO2hp18xmIQtOK7q8ctZy2hGHAK/PNBffZ0c2w+lDDkfJSWXZ7yAVbDmQrVCKtiltTJkOIRC3UV19Bp7dCjJTasdIZV/G9LTss1JX3b8QQaGY0LVgYQAbm3pHrR4x1xlJkLyP1JI5tbLIn0l5xcCF/6SsFkOqLrVroS6GX7j77ISD52Gpd6CghGEPIsPqIWtigywGbddUuPPJjTgHoSBgQc16xWMfmV7G6EFLwKsniLidp43xwALGGhI5242gVLCJYK2hbvCiaKrQFEaEti1MIcmYcN9TDHmL0eVb9WoTRXS9iHrDiFIOYM73WU7Ksva2IfeROe/kYCHkD2437/C8OUojJ6fhi8gpRCIE0jqCgS3N3nRzudFu+1wUMHMCo+5sOmOu4NgYYjhXUJ8DwfVP2rfOZ28HnuFsRQrwRG4vTQJcOxEsQYzom5Kbc6T0hnohLW5w6FqIvyoMv9kwjmrbk0b9b60qIlWBO8wRfM7XWCSJUEm32sdkM6N6UTPWo8el0q6cqcRiHpwTN1hrhWAkwT/jzMJwAFjMHTukKMbpbS3G3MKdlNsBda9p8IMiEpC1ptZsFZ08IqyYpOaUnhVsueL05LSkPiMCinDzMAdqRGnQr1LixX31GfEol5CISgT8PfBXwAeCficjfM7P/+b7tQ/DSGQb52BVLvcNWa9dYTEzDiHbnZus0kbeXhO7qX4sVyxvKMrDogsiEdPdzDZaJtsEkEzYTF6FRlsfUOqPDBVOKwEAMGRNvEtDpiBgpZxSfHBkuvB3tUunlJVSUOF7Saud6OWBW6XpAQiTl7KpvCcgwcZEzYdewckCiIbpQg9AsgjUGhHHYMDXvpBd7JKbRG6b0VTC2zMwtcliuCa0QJRCJtGYECSxREVnAAjVndjIyR2M7DISgtFaRYaKb0BRiU3JwgYh2Y358ReZA4oJwaAhKnrbosCGpl4ml7CEN9O0DKoFUr3yQ0IeI+mrYWx7vTnQzU8NILFevYsEn5VXL71ZYMbkCv6uje6pMra/I3rpaV5iXx6gkpM5YFfLSaeIL8bpU5pKQTSYG0PkRh3mhiNBFKPWaSYU6L6vGqhOyEKaRECJX19eU+cC0eQubiwdMwwO6RjqZJUXimGhXj2A308eBQ9q6IGot0QGedPZCaZXQC7sembRjUknjJWGzQZcFs04rjVZ3ThWIkVJmJ0UCsjNyHtySMkbm3UzryjBFRIwYFYYBUiSQVhpPdTGtOCpcDr6vrquwpSra3BrKqeMBy4kQMwRHFn3AXKk2q9tRyAPUioboXQlrZYgJm7b0pqRywFKmiCe7UxrYbr3hhQHNDBtHghTveJcToStjCgwxMGw2hDFBnbE+Ot3AAonAEEeaGo9FyHmDbI3eK7GDlQMWjPBgcHQTR95NMkIm5kDonT4XZNpwdBopEjAym03EsrmnsRoMA/kyQpvZ9Mr+UOlSGC4uSGvTmnLYM+8PPpmuSVRdvDtnNiE03B1KnWQQDBbtTDEyjZGluUvYQRssxnWpbKJQSuVych/+pS/07jS3WhafeCLeBTCNBC1EhZ0megpE7bTlQIsjw+Yh0xiYamcvfv0tOMIuvRKqkWJyipgZKhnG5M9q2bEvFe0zoRsFZY7RF0G9s42JnjZIiDzkwGaIbouHMeWIWOa6rahaMJY6U+pC6J1iyjhMrstujd4KUp2XHFXp846pjmzkbSzjlkUMiZ40BInYNNADaFuYc0W2FwyS6fPVOjYINjcor3K1zAxR2B7dIJKL3JoUUh7c87h1dvudOzm0A3kMaEj0w965z5uJMGwwHahLg3YFeaIsBdTYlQba6Mveq1l1hjAShkwMYRXib4kWCCnQMQ4x04ZErUbsjRiEpTauF0dXGUckJcyUGLyDZQiZ62XB5sWpFUkJ48giEyElYi1sS6VqZcyjo5LqzWOqNtdzWHQbuRSAQC+FXheGt7wVlgXZXWNU72goidoOSFhbk+eMjNNNstk79bGPwcdx+Wg1aLZ2O00J7c2pfyty6QyKRhIfi6Q5mtxapa3oagjBF0OrA4ytVY88TszzwcdtEUSNKSRaXkGOY+IVE5rd0ACBVhXJkYvN4G4kwKKuYRFT75SgcpPcP6+RW4g+Dx+FwCGvFJe7ifgxhhi4bh1tjet9Z8iZGONTaLknqxNNEwQhH4WQt80Mbm8fMlaby0iqgSgiM0wbp+Y1ZxbkHDEclFhkREzdecq/JpIymyGxNPU29JycEdEYCReuHwlDRlslbFbK2X1fNrhIP6S8VmRuqJR2ONxF1XtFhsxcOxGIJuhS0JSxI01pKTC5t/jSuWm2dqzu9wa1OrwVguvMVk/9IIkYI9vIatLhUZquVMxbhy2QX8Ou9FMqIQe+GPh3Zvb/AxCR/xfwdcC9CTkEYr508Gl1BWnLzLy/Qu2AxIG5FPqyEDQjwQj9gB28xCJDYBxGQpoYx0va7IrlQGVZrhjGDrYlppExb5lb5XDoLOWKJWaGEUQqOQQGGfHcZSbp4ghGMWrfoQR6m2m7l4jBiIPQdWHpkYvLSzZhAHwgphp7RlIVejDGzSUyJrCK7Xcwf4ghDN6YQ0CGTLaDd51jwMIGubhEr6/oj65pbaFgxLURzHSRfGW5CnXSkZohI2C06F600kZ6HNlVF/D03jns90Q7kIGHY6QcZvalkjnwNkleHasVqtKWnaOIqoxhhjDxyuFDaJ3ZbibysIE+w+y2SaaN0Dt52pLHibJ77Mhbd77qOGxpkijmA7qpoVaZxoEYt8ytoBK4Lgt9KQwowYTWK0kafb6mtcKuRA4ihPISaCCGxCiGLoa2A5EOeUOcBmIz6C5WMpzeN6SEJKXGLeP0nxEPV7zwwgOSdVQDsggNJcfBrZ7JRJ3J0Sc81QPaGypQS2GeCyl4l9ghbukMhBxQPTgyNIwsZUepC4fq5fCLtEXMUOur3bLQtRPH0dXztXKwTohCE0F7IYdIShml0+MIMSKlOsJlAmLQOsdmj2aF+XqPLcr04IIQMvP+VZa90szQtEENihXS1jmaoe4JQyZMD31BGjO17ZEcyeOIjhu0KVlH9y7eX4PBOI1soyLBPY/N4NHc0F6pc0ebT2ZD8JJzyGut0tzTN+VMN2HKW+jq7gVwmvxizsTqJeTWqz8fIbvorFSf0Af3nbZeUZQifR1ThAfigr1IpoZEoTv6SfPjT4kw5VVcVFiqQBGuta+UA3NRLRO05h7OGNUCY1RSMNezBMjRCGak/phaR2bJhBy5zBcQE6Urc+/ELIRxImJc7Q6OWrUFSqVKIqLMpRE4OMVCjF46cxoYL7ZEgzyObIaRKC5MvbwYqBahLDRxav1WhGQNiQlJI4rbhQZLiB7IIowXL5BoLN3o1slSCVKZrFDUq4EbOzDIlrS5YN+MgmAZtrlDC4za6Lp3mkbODK0y9EKKI51ICpOL+SRxOBzYFcWILvh7/CqxV4YUqarIkBg2Iym6XWak08YIFnhw8XZE1tbjuwN1rmSDrok5TV69acZht+dgjQcPsi+KY0JzIrXqFQgb3L0rg9ZADoJqpy+OzF5svLqhq0MKa1VBpi1pyrB8mL2MtOGSPO8YevNxIHgnylkUnTZIikwDXG58P229v62UU4KnvTkVzMw9uovz7HXc4HaVgTEnRIyDOM2PAJ1GExdEasw0VnHttHXaRwxeoYkLauJufBrg4gVfCKjRa2OKgZRWBx+6L3aPedjqIR2H5I3gzK0XS2s0YDsObkGpLnQ8kQ5XJD3ERFzdvKx1dyoCtw7dhJNoFSAPo/PdQ6AGvzfEjF4qFnHXjpX64IYBkRADNUBZ0XFVY3dYVuoUSF382rEmeEvBzBgkkM3F4tYUScI4DgxhbV+/JoAeK9rbb2gagNM21q6tFiNDaSylcViA3Ajb7QnVrbO3lg/doYRWGjEGsgwuCr8Vx06sIp58WoeQRp9Lwc/BshDGkXFwOmFoi1NPSmcWcbH5KrJ0dNkpkbk3DCM+8OZvpR21Co5GxxixvnYcfoo2dyvk2Mgqo223VtyK21+uFtDW+0pN8epCt5UO28wrhjGcFnR0o+eEqpHWhmUpygl4OrqvWesQEmEcsKVgR5rKyVbXI6Enw4k3Ep9qCfk7gJ+79fsHgP/yWRsbSl2uWLRTTdmmjNWyNpSZ6IyEnNGwPfWOKDpjUZwrq4EmgReGCWGkaSGKIJYcLY+RTsf6gWW35zAf0GWm1gOHOJHjhjRtaNIJWqhNWZbFG3pYY6NKUJ8863KNlI7FS4pU5l5JFxfEISNhQFuiaSVO0a2dbKAUWA7XWMRvxCVizYipYfWKFCq975wKUqG+/GEsDsQh0vaFOIz0qOgg5ClSTdDNFnShLgWRTkoTA0K2RtLKdhg5FCXXa17eN+pstBQJwKZWSitc10bPmbdMI9tNxmRgTyAPl2gyxnpNbd15rGLMrTFk0LInWSf2zCCyJswHR2f3r1JsQ7OZSqJLpA9buimhV2pTVAodoYXgnNUy00XZbrZkoOADkbY9RSCrEqQSyT6wI9QwcJGExAylkqOwXL+EbQZCzkQZSNOWvN1QuESZ6BpQhNZ2zPWK5fpARQlcsImJGAcX9tQr5uvqDj1Urm2hzjviYU8qe3S4IKaAilcSpBWGtmfIE9gEObGYMQ7iVk4s5H5FWw7MXZFppDUBG5hyQqe03j+Run/MMu9g2VMPB0otbLdbJHR6m6l9g17Nzn2PM4FIr0pdFjabDXkz0aaIqCJWoc9ca0XyRI0gywFtM7V3DnMBXmHIGfqE9ZFJBkJf0AAWZqfizHvfVwjMtdDmHbUaeYikHNjmhuoWJLPfzzBfe2v13khmpGFk2l6SovNGvTOno6NHXm3IFywkT8JXOs0QAkMKhJPgVmkF969FQAbGIYIlbHX3kRDcissqLUNfrUxzdOeWkDOGTyKxd/ZloRSni/QgFAMdRpaWSLPRtHNdFsYhs00CNFJuWOjkaAw5UZPTcNKwIaVE20M5HGjXj5AckM0l4fKtzstXTyyDdWo9MM8Huh6oZLh+lYsIkYIkY68uSh2nS9DOvrqwKuRGbY3D7kColQ0Hhm4g5r0ORGlkmjSsLavzQmDp0LQx985V6eQYeNtmAGtEicwmDHHEzMW5F9OIlgNJKpm+Wqgmugb6budJdGlocBeOucMyBLokJEaWRUlzZ5lfJo2ZjWbGYfTOfnkgJiNhLuTNxmG/cJFHNkPm1WWmTVsuxw2qhmkg9EC/np22FzJTjiQRevUFGkl4uBkYptFtzaqSLx+ytGvIQmsHSi9I3zGo+YI9O9+YONBT42rZow20dKbNhlwUbdeIQU4RC9GTVxOGEcK0ofYIVslDIjZjELcqDOYL4xaFlEC007X5GJbcwlIJnlRaRwO01XI15Q1xuyEGF0X3NQGNa2K3GTPh0i02W3XvfVPFaOQQ2AzJWQ548zS0M6YEl5eklOmTQPLmSMbakl6VI7W2aKCsLjaAI8XTQ/IwMqbIEAKlNagLaepInhypXTnbISZKWWhm3pkyJVZMBuvdwaRlQWpneezVjgHIORGmaU2qXSi5STCa8cphoQYl1coW5yF3daoj0wZTZUhua1lrdeZKcIeVuAoUl1rciSYld0MT11WUrmCQakCD2xyrKkvzqjkGYrY2ywkEWBNGo+52DlwEwaYNEoS3PLxgMYN5ZinFtVGtUfezLzaiU8kYBm9LWL0Pg0WnEiFCbc0rN8viFJyLS9K0IY8Da30Cm72KkvAEvi/eY2Q7DG73vFQILuA/NrjqLfo+jy5FaZ1TmzLXzsWYXNQqciN+TfenqE9Z8JpTmiTFmwWGKu16x+NdIUtAxKh5pKZ8qrJQVoQdoO0IQRiOSHcH7e5eF9bmbDrPENzZykLGSsUOa6+AojdObasI3amm+XRvvVZ8qiXkrxki8i3AtwC847PeySu1sxNjtETtwgtpQ15N8rvOTMOWEgIWIcZEGj4DCUq53rEvO5TIgvOqFlto1zuGafTVJRkxYWieEHUNZBu5jANdOvP1nqUWaohIrV4SZURrRO0AbWGIgbI4/WJ44SEhjlgUct9yuX0LMR6bzxhRRoIkpjTTe6H2zHVz3uc2dOJb3oKpd6tbDovzRNWY+45gG7T6KrcsShR18WGZ0asPkcXIcaJd/yLhKGwtMyGP5JRYDGp2w/1SFuZWaVcH8rglhS0ybNjmAYsPefl6ptf9ShXa0tMG00yrkcNhz9VuQc0wFcbojiT7bli4oFlg/+iaw8v/CUlKLzMEmFulDxdsHmwZ6g4TJcaCteB6TyKb8a0U7W56lgeGBlIL81UjTSMxGrnveLR7BR3ewtx9conJLZ2IgWjKg2lkzC/Q1NETfbwnWXKf0dRX/ctCyA9YSgKckqEtYD0QSiWnkciMBePx4yvMhFpepfYFiNSDo7raFIuT27QtO6RnRGFaJ1bbPHBxUq3MbY+a0OQSnXwxUoqxzIGUL+Fw4HGtlOUR2zxBEBIJXR4TrdBbYa7CUhbMoIYF3TunLwZD0sRolSl6ebsfjDLPLPOecJWIgzBkXOiknaUUejqgO6OrkLWRpom0jU5dSkqQmf0rH0JzxuqBmJNPOKUCgThN9DpyqB01570fFiGwWtuFivRIWwosj5EwuXaVBjYy7x4zjtHPS5jcZUVdrLnZjMDWxTamZHU3i5gH1x62PVhnYGTAkEGwHkD3BM1uG3lESLQBFYaB8eIFDJj3B1IU0jCAdtp8TT9cE1S5jF7eVlF2h4W9RiqRaokSlGFMXOTERUrklNFyIGAcQiJMW/KQWOYDy3JwH+dhQwsBswLT2qaizMRycOeDxUWEadnT6oFYFvY7c0RYQB5ekkwI2wfEENBlZl4ee3VgiO42Ezbkq5cpTYnaiFcvcbjuXsYNgTS9QDGhtM6uu/8uYUOpC3M7cF06TY3JOpv+kFALO/WmJ3VFtcYUqUNiHB6izX3Xu7pXuKhXNWhelSs6s6ix70Yvme24ZdxkTA/0mN15Ig28daUWRfGxpAZhNmPcTI5ibrbky0viNJJ3B0QC+/UZANDa2e8Xrsq1CxBn1xrllNiMkZHEMA4stWFVSb0jyfU9L9VGbUrrRmRDTcbw4AWCiCOw3dCQUBnZpkAXRzD3zQWvOYJlY6k7zGBp8MJekCjstLI3uJwmxJRlt2NaEyAtlZAEw3td2GHn/iRHrdRqn2jLNTIMTOPknS0l3enamdKNTzTcTRgsr32szdDST04ybnvaXXclfv/LKky9S4wQZBxZVGkrWo8ZkwjTDUWYjvvbF/P7da8Q00Qzo6+N69zvzrnsi8G+dVLMbLs6SCa+6K1ELHmSSnPh+C7AWBe2y40lXe/KECM9CGEp3q10SLSUqCHQxQ0YpDuXf4yRdiiw2tr1taqVh0wIwmZI7ENgTBFdq0ciiWlwd6rl6lXm6yuWzQZL0XVZObuQfUWKl6zEmLlM2d3aJkVyppfqIn+MaMUXHoc9i83UeesAxX5Pzk5tqmsyGofkwKLIiafdWzvZAZIzhtEOe/phTxonNzIIq7Df1p4NIQENy5k4Tci0oe939PmwitPVx5E8EPMAvaHzgnthQVotVOfZhZCifeXwZ7dJFG6S7FvHekz0vbnf2nhtSnT15mf70ph3xXs2iDENbucYzamLMQgWnR/eWqeWSsA1McdGZ5LTnQpCuNU1+VQBWDo676C+6ttI8GqKGFZmWHbojtcVn2oJ+QeB//zW7+9cXzuFmf0l4C8BfN6v/tX28tJdcNYKpRglD1h/hbpcQcikdAWSuAiZFEZaDSAwWOKF/JC5HjDdEePM1BvXKuyvZ9L40C/IMLAxV8jnmLx3RILedu4gsLhLS48DMgrbKEwxsKvOjW4kasxcTA+Y4kDaPnBDqlbA8mkQbNJopWJz4dAqkoSlXNMCaGh0K7Rl9Q7WzLzboxYZs5eL6HtSnCB1dL7GyqtEednFKtW7ZmarxCpYq7QwUpaGbAbacIlVJciOeHHF7mr2pK4feMvwAq3tyfEBh66IJFKAgxQWgUiGvqMXA0301ogkcgzuvNJmOm5L5t1Td5T9K/TyiJBXdX+8JI6XiC5wuHIeIS4uszCwBOdBZ7tCVuuj0CtDSKgk1ITlek9PIG2h7hdvypAg90RQQ2JiuByx3qmtU5sjjtWEuRVkXji8GiEJw/SAYYCq3sY5RrBkaHnsKH9QhkmBQtKOdKXOO6wX4qyE2Jibn6swDozTQGh7ht5p3X1j50UJIbgLQwISJBlRgfnxguDc3djc2rAuStWRpVRiXtgdDogMpP0BW3ZkSdggbgVmIxIHdutAWReFdsU4Lkw5U0VJeJe8lNQbAGllZHLBl2R0WchavWvqsmcMnWnYkrlglEjXhu07ve2Ydy97s53tiKiLlpYaQJQpdqwXbHzAmAL98KoLWEkQsnfWC5F96GjcYF2IVgihEYaBwYRWfPEXhkiMg7c+tgtKb4h6C+xB1CeDYwMXwNQdFBrHiQckKMGSi4fnBdUK0c2RJUQsb6D56JvHhEigaqPur5321CuiLjRt7eBC7KaYBGIcXFQeAwGDONMQ+lywpbLW2qnTllcWYS4FWXZso2HyiISQQyduLn2S3D1Grl/yydVAtpdwuYEqHHYBDRMxBU8mekfFO9I2bbTeGSSSxTmduhQkzj7B5AEbRoJsaF3obcHKgSKVquIVxN4YuiJXLxFaZTNkppy9idPhMa/MCykocZgYMYbY6FEoVTBGlpgoh8WvvV8N7w9igvbKoS40jHHcEFtnu3nAGEfyvrloNQfmmihzoE6ZGiMX45bSjaV2ZvXFZFVoBIJ15uXArI3WhBASQ3Lbs56UnmATL3n4wiXzajsagmsWkMhOBMvut15XK9FgwmTKhgWVRAqBmCJaoNMZhg2TT0q8MK4i42Dse8GqoBboIfu6M0bGMfH4sPBqhJwmrBkbg1CMuRi6Cn2H1U3KVtFvt0jSsvqjr6irt5GE/MBLv9YcLZRK17rasuIuMMODmwn0Fspn5g3cunaq3tApxAJDSsTookVZvc7NbBUWrgmVubA9i/s723ou0pq8y5pcdzW6ziy9rVa6AykMiCpN1Q0V1sUEABq4lEzsa2VInC5iamQRR+pDcoqQVkoQ9tpWp6AjTz262Dm6wHopB3b4tlWL6+rnA2YQY6DFjLZGJjPkgVKbmxik4ZREbse4Om+sVcLeGE3o+z1lv0fUOBxm8me8hW3thOLJvQouyq+NHipp2JKA0CFOGc1u2xc6oLAxb14W5k7tBw4C/WpBtwMMyS1fTZlbI6ohtbgOI0Z6cMFi3F4wjZerh/mBsrtaXUI8qZUYHQ2eGyHISWRpzRsPWgh+3CF6crsuRKJADwLWWYdUB7skUoNQcT57yN5RVos7orErJ0655FVErH7TWG8c5pkogYuHxpydmtXUiDEQzYgGijBFYQo3FouWXLTbDRiE3ispBnqQO3SmJ8NpPQYp0VuC8QFy7FNy3L8p8SJi3bVw/jn2zH3Cp15C/s+AzxGRz8YT8f8N8LuetbF05XJWYq9IeJW9BOZ9ofWZVheMiSlful1VqLwwOVGzLgW1yJAm9Ooxrxz2hBS42GwZLt9OtMaUR2idq/2BWRqDq63Q7ZY0ZsbtllIjj692ZGtIqlhs5LT1jo9RsJCQ4ZKxG7EcKCi9N7p2lj5j7YEP2qiLTlsnReVQlZyEEHYUq87b7Qti3uwk50jTTG+V0twy0UL0DsLb5GIS3M9W1cijq+NNNqQ4MchCGrz9bUzuL1zmheV6B6+OkB5ycXkBYYY0oWVmObziD7AEZlUORam8lRivoHjpsLfIGEckZ6Lgdoud1ZAyEOKOnncMb43oPmN9Yi9btAlFImUeCFnJ4mjYVIQoRu17ECOl6giNGYc2E4aRgFLLgXJ4BDUxhA2lQ54erU4nA0UScwtsHq/uGT4KeFfHODB0pc6rd7wlllevybKHtKG25tbfImhx6koJSr9WwmCk1ImmSNmh8RIZI9EqGecsh1Iph5exWiiIl4mtY+Ye3HtVR/iGjSf3siElxVIiDZM3SGidKJFhuuCFfEGwikmjmgtVa2vsEKx7uXarSk6Qh0DaPiBdPKCUGUmwbxUjoMUQOuHyEpmdh07M1FYwbeiygCn5wduJccMQlZwGQr50ZyoZWBalLMIcLni5KVKEFI2EEDRRl0rfX2MKwwjbISPNsGkibjakNrvCvcO+DOS0JUhh6cFtAGdPnlPbEgclLQXYk+KWw6HQgiFxXtGsA8W8A142b+e+VBfmBHHkuQf1dtUaCKUAgTxNjGlkboWaEjlXppSoZfGmHSq0pWJzJdFI44ClgbwmMFEykqH2hVpfJabs1RbzTgTLoijGMGSkKW2+5vHuQ6QxErthpTJcTIgZUYKPGQpoReMAEVqMHK4fo9defUkR1wjkSMoDzZT99Z6GUpdrui70uRD7wDg6SpYQYtpQUsbGwbv1dUVM6OadHnu7pso6SQtIL0TtFOv0esFgWwaMi0votTOEjAzu1qCh0mtlqZ3ra2E7Tmw3A8PFJaaNfnTUQOg2MOatc9FToD8+MOie/sqrVAMbMwRzAZ8lQrvG+pYDLnBYaiOkga6duSjDJNh8YDEopTAwIlnpTejiiNcwboihEbXwMI6IgUZ3KSl9oZbGmDIPN5sbFHoasFroi7kt4dLQ3SP2vbiY/IUXmIeHQCfKAbGGVmU3H9zfPWTsoGxbcipXT1y3a17ZN1oPTPEhb5kcjZYo7EJgl5S3DpG+X7DDQpBKMXcY2a4VAmsd9oVilZwS47hBJFK1oEmpNEoH6zODvsJFOZBj8msqga4NpXv1onR2ZefUhsHbyHdxGkw1YZs3ZMlsJflnAyF7Mzw1Q6wj4mYBboPpz2Bphd4L+7AB1OlNJAJKTBumzVsgCWXlVftT4u5MGr31E2FEZVjFlcvK4650AlXE/fKicSmdK/OEz9RNEXo3Zn981+dk8kZGaSC1xhQjYdy65esqEKraIERm7Q580LCyEAnINKKLUYE8JTabCEulXT/Gdldsx0SrgqSR9uojb7oXOrUlZHpIaJXeZ/YIYVwYg9EkkUMEOtYbISR67cz7QplnthI4zI3dYEyhMKRAFbzbbxQWc/vQMCS0NnQ+EMiEYQA1eqvI4YDVRlsUiUZoFW0HF9WqIsW1RikEwjiCHbCmKEqjO82lQrvau8Bf3WaRcXA6SgzIOJLywMU0UEqjqEEUDt3pXxcpYXS3k60dXSohTyTJWDfUIkuf6L2z+09XaJp58MKWFIVh2jAl13y8Wjvz7sBmpZKIuH3mlJzyok0ZU8Sacri6ZtxsSONdfr2sHP+2OuWYGvUVR8bTg4doKSy1o6uwtAUYU/AqI8Ly/Hz8UyshN7MmIt8K/DAu4v1/mtm/fNb2AWUoHyZYJqTE2zaXtNh51PaUZAzjC46I94V9OyBLYxLndFkStB9Y5MC+X2FqzLZwkRIj1ekqTbFlpltlR+NwvUN3gak8ZEH8YeninDMKS7km24T0SCSRQmTgEVqMxQ5Yb+StW3kdDo+xVXldrZA2W6bLDXSY54UcAyM7F5UcOmMamcYHhDEh9cot58Ytm/EBV48MVdheXCIxYJoJ8QGFPTUPtGR0myk0egjsVdwFYei+yNBO1U6bO7k8Jm0Mu5x8HJVVtNGMbuJc3ZiJo9HiTOt79ydfxTRFEly7LZ9oxSg0S1SuaFmxuOHi4jOx8W3IfM3jeU/ujm5SK8uucqVrV04Cre2JIRKlYjIS8kOQTJVAzko357SFOmGyYRMycTBUjDkIBCGgHMrMo52uokWhAXPPxEHcu71UUuykbC6QbL6IitvEMAxcxOQ2fQ0GaTw6HHj0uFDMxZcvvDAyxE4WYykLzDNhs2WrhSnMXEXh1ThiMTPkSB4GlqYsuwPVKtL3xDKzyTsiE3l8AcuBFBMX1hitEHlE652KW5xtxL1k+xDoBFrdU3Rm7o1uC6kJY9nRVwRYWwZtXGtHZ4FhIO523i5YGqEIdtjzIHYwQYK7O4juuNot9OkFslbMmidXQ8KGwHXfUsqr9MeF2itmQg7+nLk36TWb/BjZbJmyMIQFjVuu5yuue4awcSvPC6FjKIV6KFzPjzEeOAVmp3S9dlTDRlrppNV5qFEwyegQidLQXkAHuiVSHF0AjLJYZCmVoM5tjiIumB5GkghBhYHMFl+4O5C6eD+nmIlDZlsTyZS0mWDcUBHUDlyXhVZdWJkOGazTa0HIpPSAfYiMITEvew51x0MdCSFxLZnO1pGo4GMGNbDoTN0/wnpnLo1WOiPKjK49prxcm4IQ696bs2wuyFMmmNK1c70iZ0Fg1JnAq2hoTA8/A12UXa10CYTYCX1PqM0tTbuRk1sB7oBgMzEuGK+ifWaeBhKZoplaoOVElAenzsc6v0KZDyAbSFtMGwdt3v9AK9YhdSOhDLKhbSNld00VaHECU0YVthLZKezmaw5XV/Q4shkSY0yEpFhvLLuO5sTLZYf0SjPlwTjx4OHFqWwdcqBYo9VHVOtIEG/8kgYkDiQdMIscgrGUxgAuhkzOWdalw5Cdv986rYsnaruCSEVrwVpFwkAx1w8I3f2/NbOUBUWIpZODkELj0W7PjlfYPzKaCYqwhMQOW1F3JcuGQdyeMIoyjC9QVQGncegRybQdURLL8tg70YbIGCNa97RyBfJh13tIJNDJGyGGTGQgNFjojMfkyIuTXJWDN/ydXBx/ha3PW0NDJrRMR2mlcBEmfKFV6RFCEHrfgy40iUwhEmx0D/d2hcmrlHJgmQspDcThISE18pTZ1z377p1VP2NtCGNm7HsnoaQY3DEGI6dAkwcsi9L3s1cHWZwDXAq/qJ3txcDFg4076baBFAdiEIJcYEvx5Hc5NlPyRWBobvtXY6PY2t11TiCJWivMC5IjpResOtXHaqBf7RAJLMtC0+bIfDfG/BJTcrDkgFCuvUlPCxv0g5Ver7EYkc2GzeVnYE1pdeGVuaIdSoSuC1ncmTGkTMyR3q7AIpoG99eXgSwDVGPevUqJs1c5YoTW6Y87BO/um9NICIGWhH132+ZQu4tBm1OmiIkqTjrqIcEQ6ctMN6OVmSlOcN3hcICUeWxuzeidqYMT/wXqxsE5avNuzRJo63jgyyxxa/6wGkrM12AzOg1cq9II3i12WTj0zqG7LWbKg//1diLFSO7KdV9ovdIOe6x/mGFybZg/NY56WwNRd8M70rNkGGirYLimQF2UfWkuHu1uUIYTLZ8bYq8BoX8qx+d8zq+0v/DnvhuNA0oi5g0BaBrYslrehECMBcXYjBOxNfKY3ZpNYN87+zJzSaMyurJZ8K5kfe9LnmLsQqZcLRAjecxIn9cObALV3QWua8HE3VESAa90NFqFuhSCBTZTJORIKZWcjW3stNoZQiSlgSaRRsRYGJIQEAbNbMYNkh/AZlqTZCX0ziCgh0fI2gCjWKd0912t6p3PUkw0a4R28MGjuzBzEWi9kjeXUBpTKYzNByCGLUOMkCOq3lpWNRPFJ3xF3NlbBoYpMAXvtpfSRDs05rIDDAtG1eB2kjHT44bm2APToGSbuQiRgxijBsKacARxj/BZ90Cg6QIt0HNkIZEt8EL29rjaOoeidIGYArUuzHUHlhAZSTEiKpiNXDVHX4JWLxuuzhZZYEwD1iOavU1yGEbGIVPN0F5hmYkYoRd3XlkOLOoikSgdk0zE6Gv7+v7CJRIjKQmX2y2LQZLAuNlQ20KZC5vDAS1KjxuqVVI0loI3I9LZBzK8UuzIvnetI0WSrRaFuIhv6QtLTowhIHGgXy3YcnAOolaidULONFmFXhmGYaB3t/xSbdTWffAaMg0oi5HLDHEkPrh0nmpwXu3cvAPcZkiMyUA6TSPkycugVolzp4YG00gpDWsdKXuseYdVR60C0zAQJFJbIw2TI0a1UHrCbEMzIUihiwurtBo5JWovLNoIFokSGEJAUnLnBmDcjpRS3EfYjEigKyxFKXMHi5gkBKWHA0urjNOG7fhgtfc04jiQNhvvbNcqba5stomDVRY90Luu16HBvqLmSF+Mje3mBSRuOSx7Eg0xMEtkNuxLoWolrJatSy2oCaWvlAOrSMsEIpvNxp+7OmMSCZIJ0dG8vc50EWK6II0jOURCVAjC0pW5F6CivaBXBz5z+zZ3e0FZkjE0ZZMCeTMyDQmZd2wG5yRDBprTPgPUXulDpmnHemeiY00pszeVWnql94WkkZg33rgodAojUUbMOmKFQENMGNNEiBuKGhphkOgdZ0WIOOe4X71EV2EJmSEkt6vM7nRTq5J0QWXhMo2INHRR70qas6Ol2mh1JsWN+xuLEkxJtdP6QiOAGPv5VWypjCHTw4A1XGsgAzpsGDcDMGKbDcNhB/WavMksVcECMV2wrJ0txzGyEaNUpVtkPxdqbwybgWGKzMsVIoUwRMgPiNowU66Xhbl3ehcSSmgrXSSAjZf0KkjwRkqbNNKSUNri7elbYxu3bg2aV7eW4q4YIur6pVAgR4bsTWUkRKZpw5QGytopOHWnJjSttKWwawsaFCKkOqO1IfmFtdPxNYl4sgyWlLAMrXyIvhxIcdVvSERToJaZXg/UAn2uTi8TI5kwTpkuSkDoWojBICRvpKPKECdyhKqBcRwZAywtM19XaitIShy690GIEtEGw5B58PCtLPUKS8KQLjCBSGciOqWmd8aYwBraZjRA2G7csaotLFeFmDIglBkXH44zas2dqRiRECn7AzVN6CIkMUIeCKEx5YWEYClRV95zrY3HquhcyBLZyJZijtBfjJdesbICCIsqoXY245Y8jMQwkKaBMi+rYDQ7ao55wz6M3eMdEjPjxSUpTQQzQi0sVghtYTNNPt5W9cpATjBlmhVCGqj7g1cGYyaJoDRqL6vId0CIfq1np0p1ItKMzfYh48XWuybTWWIgjZG27FdrYxfBlt6I0wSTz7V9KaToz/yoylyMHgGFZa5ujxzSarsrtNn7aqhkxuzWlx1nF5g2QnJhqXVd+xsmYk7EXmFxloKt92XaDMg0epOhtVtq7EbvrmUqB58HOoYU5Qu/+PN+0sxevC8n/ZRCyN9oRDUeLAF7sKGKo4TWjCRKjonJApWCSWAxV4RnCUip5J6gFQ6tU6xSEcxm6sHRwUNXwv5lokRCyJhkeu/kXr2iia/0KpEhCFEGHrQAsUPsWAq0oBiGmvOetUWszOjSCdL//+z9e7Rt+3bXBX56/z3GmHOutfc59wHcQMobSNCY1qwAEaKJ8qhSrglNHgaIFFZASqAVYjV8JBATHmlFSIlooQkoj5SQSG4gSDOKmoAGA61FMaSi+CghBSKJBeSex957zTnG+D16rz9+Y6299jn7nHvuK7nh7n7buWvtNeccY8wxfo/++PbvlyiRIEeCB0ITggda90FZ3CLalyEljHC5PKbzmHj9EtNhppWVui4svZPY4NApCsVtiDLkiSlORHxIxvvIOEcHPHMtlbiMysBDhM4Ji5l+VLb1BlhYV/DzEBBxFbopeYd8iCaqz2xuyNKYU2GeZ2wtsMGktzypB5p3FgJXmkAg2Sj5Ll0oLlRxtssFqHtD0lNVP6cR00uE9DLYaFoN0YHCkz6yVSJO9fFfuQzsp9igMKu9AYVYKlmVU4gc58OQvQ4dkYnVJjQmcoqjkWW9ECygoVJjYKuN0he6Bk5zQtcFjY574dwrimLlQq+FFieCOwTD2orqTAwHPmQLYpWstxhHiJJ4vZxxOnHuLMGxvmDrGWNggT0ewCPzNA9Ig+2bNA1vK8qgrOutQ47knGhsFNvoRdFguAaSCLV0JuJgDnIj98C8B04WHG2FHCMlXDOL0cvGtVcsz4TDkSCF9XKDR2WOB07aKeJMFpibIPM10+ldpOt3EVSo5UxvnVUHb3f1J2zmxHhNPAWCZMQLhTM9ZAKR1Tfapd9pBQiVQR88BGWCAX7D6me2y6ioBA9Ij3R80J2Z0VXxQ0JfdygVQZGoRFVqH0Hmst1AGw1LxxRQc1wKqc8sT6CYE+MV8UZZfbAzbdVYDMRHWdN7ITKw/xM6MszHQBGjroV1vdDdRlOrDQXFEBLalVo6giO9oDmxSKN7pzGknJMZR5/pwFJGeT4I5DxjIVE00FxwH0FY7Bf69jpnGUmJrCMTpfRBNR2FTYXH9oSoyjFO5CSEA+ABabDKmJd9LWiYiNZJ7rS6jeywOxKGsuVQuuzkafR4aJxoKbD2idj6oGJEqd2YQuOQlaSKaKLLiQuOFkPbI6Y4aPm2HbtpAoHGsm7UxshkB6e0hc6AS6R8ZEqBFDNowsMJCxMWb+jLQntSKWtDJJJCQpISXMEiJoGtVUpz1u0RXcdarNpZ04RxoMvex8HA/z6py0j6PbbhlFnFX1sRDQOWFxXtlYCyhYklHjBVQhAsDBn72iuXZcAqZn0AYRoCXwRSMPLVkYZRtg3xTnclOLQnr3F59YfpAUxntta58Q3CoGL1OKEkbuQR1BUl4zJYMDRO1GVhmuLOBpSY4kT3jmvFg4x+ljgTcegb5XLmst3QSiehhCkgBI7eca9I+Dv0qLS20KxSGwPznSYkKBFB7IiG4SAXEcQDwSKLOV0MWhtBpji+Lqj6CNDJVDNMDGQ0W29Lp4c6BOOsMZFIQcA6SmI+5kH9rYEoAQ8JDcKT85nHlxtcjegwy6ORPW4NjYpPgTwpD6YrPO9qnCnjshJLZVlW3IXpMhjWeu9Uq4RmPJxnDjFTfKP3SAqRHqYhsNMes5UFC5XFHCRhW2EtlWY2oKS2Rz/T0GCI5YLfrDzpxjxNHOLMNGVmgbUYfW0U68zHI32ZcRvVmVK3Ab/sjUNSmis37ULvgavHeTjOIoCw2mA2Cqcjc0qIJrRuyM3Ye4t3sipWO6VtEAZbDwJStwH1SpnYZeh8lHUoKHdjCoGlXjPxEs1gLcsI4JcbRAQTx+JOxeiGpkBKEZdI9IjHiEsgzDNtWwjWCeuyr2FCVsfCmO+3AdfagT4SamhA3Xl42is4JkMYS5ysTvSAx0RNQpgHLG0tj1jPHV+VSxnrWzBHXQgBTleBqBHpMNnQtHk7+5TOkH/2Z32Wf9P/8/eQVEiAaQQJbBRoxnf++e/hD37LH+N/+V//Jn/03/43+ck/9TOGY1DqiMLjRCuQfKjyBWcoQiKUUJm6YSHgXskSCS70umAGRTNmidaEaQrMUVAdIiQiSooBDTIa7YKh0wkJB9ZtiLlYKSMy9UhvSgt7t/m2EdU5iVF6I8eMRjBztguIZFIGMSgImpWcEvNholjnsjrHEJkOM2imXxbA0Jg5HgJRoVbDqnHzZOFiC11HZ3ZSZepGY8KC0LwivlGbsFCQbmQd1HA+xeGgMHh7gzwhxEStV1zKRD6emKbE9elIN3hSGqHVQVk2Aaps585WNpKBrGPyR4kEV1ofjpQy2GdEw8AZdkPFidJ2ddRRghRgcaeKMFvjpDObdboVZm+49UExFZ05jsZYCQE1oftgnfFdDTOo49uKlJVwSHTpeICOIMeMIsT5SFuf8GhbOYaJIAmC0oJi6qzLRumRtNmg05KGhkQKge6NvGdwy5MnhFYhBsokQ7SlbEhxBBn4eqtECQRVtBe6Ge4J5issBboYPTqWEkqitAo6lEmP04xvG3RltY7h9N6JUalhp+PyOPDkQJSAhAcgE9cpktZtND2ZDYVBr5gemaar0ZqpCZVOqJUpJcKcB+wCpwN9x7VXGUITy9o5nY6QnYtGNnO2cqHpRq1D0c97p9XBDOPJSDrgDdYNXRqpGXSj2Yq5MEmC3ineiCngOLUVai9PRSbCEJJowmAmQXEMxEkpoRoQj/S2EbTSvY0MjI1MibnQd/YZAKkQfNC4ZYkEyYNeMx5wOr0a5z6clxQGdncDVt/Ixh2kZ9KEY/Rjg92pcrEhnKOGdhsUhDHf6goheVT/BGVT2cvUldw7hIneV4yOyqBIExuZbTdH0hU6XRHyYagJ6oDlsHM9N090IhjEEAf12O396m1wFasMh3yvgI0uESXkGQmjiXYwYjhZnOoQcoBqRJmJMZB6o9Ub1AXvDjJzSNMuTT0a+NwGd7qEgJ6uURVqX0Y/wHphkoGVzVOGKKzeWKyi3vDV8P40+EUqeEEb9J7oHsEDW1nR3rA0oylR1LC2EfugnNOQyd5Q69Sy06tJQ70RbIzJOcroUwpxMD/I6M4LKe7rluxiKEpsgeQJjYFmo+mx2QZxNJyr+F6J2Cjd9ybMDn1UXWPOJO+E5UztFVphqz4oF+toyLNu+JyRCNW2AQMzQYn0Xpg0EDSwNcet07whdTDGpDBYPKrqEJGLESEyRwGDHgKVRhfB4mBKspiIFshlqFK698Fm5BGNypyHuqwA6pXN9oqfBmrZOfK3AV2ImvA9AeRpqCcXG/tzlk7vHV3PhFYoGqgasRyY0kxg5qSR64Hp4tI32nphtbKveZDGZjoaTX0wasEGDjEkZDowxWuaV6KMORaA0NoIvBQWr9RtBD1xmmkyegxiLuQoo4oTnFouIAlsBpnwXuheqZeN2jeCJUQ7FYfuGBVcOds6Ai1JqEZaHcFEmCeoo8ckBWFs5oOakt6QKaFTAE/0vuGshBTRnGkMSJx0kHXsU9uu3JlDRK0RdRtr+Uhi08Lg/R7Nl5XIWBtMnIBgImzrUDaXVpGlsG4L2gfHPHmwcUUz0pRpmkCV6I2JnY0rG1vZWKoRU96bRBMqB7I1vDW2OOaB+2gwDuqcDpm1NoqPii7uxKRE99GwNM9DOAil0YawVKxjPxInhkyMQ/lzMMa0vRk14xrQphz8hpQTqzit24A+SuTn/yO/7EWG/HnmIfJEr4jW+G//u+/hP/2z38VX/Uv/PNUrkwbe/+k/gd/1W/4lvu7f/nepN4+Rxwu6Z2JKNayvuGSKAEEwHLUKvZFqx9NMi5leK56OHFW5PhyGAqJBY2RF8jxKHd5sNK1JgDC4YtN0JNZKskCpwgObETlCUBY2RBoetkFxFRSbDDGnm1IMVonIlKBUwqmTNeM6moRqr3Qamxnnxxe2shE2GSWm9CG6GUnjPiidc5pI6gwOiAAIKaaBQ1NB2+Bz99g5TBMxKIGEMdMcKIUQIaiCF/raWLYhiLPKQ8rjJ8weaV7p/ojtEpnKRi0rupWRmcLpORDyzGwwJ8flCMcr8tUB3bvksQqTcZTEpDIaSy9jYrlVNHS82qCMQzAi2tpougiNFjMpXhPamd4rGk8ElBj64Hs3IMqurho5pLRj740coK3Cthoa4hBVSJnzTWFdznTZkPqIMIjiqacjPSTwQVspYmS/gXVk4FppWI6E+IBuo0x4KY1aysAZd0ELpKbk6QF+/XBwALsjsmKXlaKys4J1rBV0begxDIEPE3JWog6oTwkCrrS10NeFKWQ8DvwoXgcDjo3NuDq4VrpXPOZRVra/Ay68bkpaVpzBOJAsMDUI/TFlejeo0LeyJ7Ec1Uy4CUOEB6N2o6mzrdtY+NQRb7z+SIcznwIxnkiMbvoH1enWWMrCeVsx8UFhKkLBwCA0EPLgqbeJSTI1ZLoMsSWvQxDzFJ1tq2icSHEiMwLr0h3pu3KoCT13okbqVmgdLpuS5TQcrKiQQZMTU+bSK9tWRtCQ2nDiY4RpV3bc1Ve9D/ahyQKEiIqQ8kxYO6HMJFfEFIkymmrFsctC7kMyW1xIRVh3tqHoxhFlDoMFqC0DxtAVBCdHI8XDoLZEmeWa7o1mQ3QrakSz0LzzZHlMW58Qp0GXZuwCKBruqTZO0I2tXBBXNIymyBQjSqKWiveK6lDn9FuxlZvzwIfTEYOrMJN7AxfCYaZR2exVQoz0kElREBlsD0/qhfW8kpUx300AR0IaYrS9jH6QPsTMMkoUoxLQy4p0Jw99S6oHzKDbDTk52cFN2Kzz6HLGkgANQkYk4zmjcQU7M5myWYXYiFpYW6fK4IruMyRRAornE0KA2geXeQf1I+ZhODD9hnW5oMEZ2FPB68aT0rgSBTpZRo+Dqo+xNBY+miniTnTfA8cBM8T72CdKp/ZB7+kSOeL00LBgJJ8p2lFvSIVOobaK1omJhVoN8bGGX4lyYxHdx6kLJMJQOs2Rh/kBeZoGBNKhtzLgHFdHzPcG9xYoLbDSaH41mkexge0NihooE5ijWiCMJr+TKq01tlAGU06C2kdSixAGS1F36MrRnEMOnCZBxag5YfWCHmY8DN78UowuKy1GHscAmqhroKeJWGdOgKnhORNPV8Ox68YsTikV60a9OVOXRmuvc24djYHDnAb3uQoWhzx96AEND8CVLoEsgoROdkGK0Sn0qKT8LnKcxtgpEU/z2Pce9v1Jj2pQr0YBFjaCCO/pIytc6oBKLNVG5RujhSFVv3jA6cic8HzAl5Go6hbRFIkp0CzSzMjnFXFjcaMDQTLJnS7gTcjdCTZYcQylSqOpoJbJeiJ4R6qOOcMCfTDfVJ3oZoTYiVeB4/HEwz4SQE7BArTmbCHS5UCSQCRw0ID3uOPBl9GMm1diKHiDYIrbDRecFvLQhYGhxqorrS68dlnpEokMXviGsa1trDfnCwQnE0AbbVeUbX0ELkN9TCALmaGS6iidhklAYyC0Sok62K7iPEgMrNF4ylL0PPuUdshVhNODa4op2/WPg+M1+mk/hXi5MMXM3/fyT6HcLKCRfnxAffASIQZSnhHv1MtC74U4zVwdM95Xes10EaYQmaaMBcPkhJIJZkSEbgunBIdpcEVPQene2WxD4jVpvkZcKHWU2OpSeXRZ6HoBAuqRNAWEiIWhMhV1l4VNkd4cJfFwOrLu3eyEM4RAjgmrxqWvqNqgdttGloLohOpsBJqCJ6VPGbNA80YOiogONcpdhvyUhWCDk9d7p1gFjHgAUaFbwLqQSqcArkJzJ8tMeJhIKL1BYOPQj2SNvDtC0MLFnEYnx8R8PBGnE5QzdW0UUWRSpikRDw+wMLIihmEOl7qxmrFKYJIjpAm9NrIsZDkx50BoYWeIiEjsyPqIzsZaG66ZB4fI1gcFpaaRLU0MB2+KMsqn3em1ksQIo7KIGphvtKh47IOTPBh+CiR7OPD0BCxu9AS1OWFXsqsXA0+k8C7SwwOTDqxksABRkUPmqErrjakZykqQQHvllcErPk2IOpVEPEa6Jy4p4zKEUHAnLkNURdSQpESdRzNjXYfEdTNiAj8cBj94UCQeeK841Er10TvwgNvnNyj5XAQjUGxFrdHbOnotTg/YRIda31IHjEQNyfC4VzpxOB7rDW0ZrDTiEetG106RwrwHkSsVGshSBt+rvzaU7yxwpRlwQhCuPDHvvMRYx3VsshaEizoShiaAxoFNDZrJ8YSKElrF3ZizkzRhEvE4BEkEIQQjHNJQ6zRotRG7o93praAu5HwY53Un+BBNiQl8Eg5hZLXNBqa/hEaahuO9lkZ1JaQJYmIOPsRCfIhUuEA6zWhSZC2jp8M7LJ2cTkMF0hpbK9RaB2+zJG52UZSDJUTaEGIxmLpx1DoYD3zgH7sGpqhIb1Qb2EcNkSCJK3mFZnVgInsjhjjEODrQN7wV4EBvncUjXaD3jW3ZaHlATxLgbkSJpC5EnZkyEAbtZuuNdnmCttFzYXTact5FRkZjl4ZMTDNZA0bhoDb0PVrhEIUwxZGx1DQck7NROrTScWm0AKs3XOK43zZw1rVDaRMaJqaUkJaJSXFxRCvhODFHp3tF3XYGlsjxcBrQD4vY2ujaIIaB55aRtReFIJ1e9jnkzmqVqiNwd11BoNEHr3SbaG5YdTKg4YAfnZKNAIMuAAEAAElEQVRn2DqFwonAYZrIMQ/BsBD3XrhA9kTa2bOsNaoN+NnWV1pdEZ0RhgCOZxtQxzAw+IS8Z5oHB3hrEUVprRJFSPNQ1ryuiWk6DKpOFcxHs2xdN7a6UbJQtsa2NcwiwZxJIhoDSRpX2VCUy5gRHGhD0j4omgI321BgFYHmikggH48kEgmYgXA6Ihp2teNRwQvZ0fVm5wk3bGu7Am2HtdLnB6MdIChbU+IMzRZW26AJJpXD5EzHTJCIV6O3fS+3hDlDmyQ5D+aroZ58tSttItyUbWTpCVzlPj7bRm9HDBDVBkzCjIgTZexD7mkEw6KYBLxv1F7R9DIyT/SmVFOCVMyGMvF8TDyMA8Lm/cwUI3l6iFkh5ivWdqaso1emaqHGTLJK6KPB3jkjDwItTqylDhEpSSgZJBDlId2N1epgTtHRl+I+BNjMO2YM38Yzayu4bRwtkNPOQ99XNIDtVTTNExHlMYBHNiloM6wq/eoazUrSgT44SGD2wDwdKKLggdoLB3OyJ6LNRI2Dz702gsRxXaqkNJMNokbczpSt0cvLQ20TIahRTXjUKm1tSK14NBrC1jvqiRYaSQOzGik5WQflZFXwFsHygJW1bTxnBEyxGPC4Z+29caITniVteZN9ajvkCg9fSrQQuDoFYhDecwo0ZiJC1UhQI6bE6b3v4+X3/33IdkYD5KSI91HG1cycDPdKd6UwDaUw7+RplLYkZGp1PM7k3kk6cTydBjWPTvSy0erGMYDEgIugvZIUXj0XrnrkOjvJGt4EnY6jaz0o3YVl2QZ/eGsskpE0cXVKmBlJBI3Gk/NrLOUCzbnSKwyhV0E10wXAKNuK952gXwMew8jg2JB8FplG2d2geKMmRboSuo+mChly8uF4GtnwPhgdwpVwUsFD4GY9D0c4BY45otY5WhmMKqYowlWeMd/Gpm/QpREPEY0PWLfOzWVjTjPzPJPSAVVla5Vl2Sh1I6YrJnNiCHSpeBOCdCwYNyHzKoDIoCSrhRgC4XAakt7eKHRuZKM0aGSmcDUwbBIwU17dVuY05MCLFjZxqI7VvUqgExIix3lCEVw7uJElMDORemDSAOGEaURjxMVZ10q3TowBzyMre2UbBzKokR9eMaeZFCNxKbz+5FUuvbCdTlicSG6EPspzPkVaN957fGmo+YVp8BIvF9b1gm+j3E5kYP36S+AQwswUA1E64fpl3MJo7NQw2AZc2NrAqFsfKm3aO/kw+GRdIut6Zrk8IoaJ40vv5ebmMWvbhuN9ORPOgmyBJAfSHJgmuNwsnA+DslFDQhzQjovw4HBkVqGUQifT18vORsEuZd7oosTTkSkeOMwn0jyNzFBrTM4omeNYaxjOgpLzDGk4l0cTJhWerJXuRoyBkw6KrK6DWWgWmKfhjLfuo9qr4AQ0RV5fzzQbTBuYUFullYHtTiGgFsaGFgY/rzcGl7l13JUcGxFI84QAh2nGZIRwCSWo0cVpveJzHn0vooTjoB4UWSGcuNKXKC7gA/JRzwu+LiRVlqoQAsd4JPRObBtiAwecc+Zxd1br45rToKKz5UJZV1QiUSdMBt7Z2wjoNEFLgsZKUGEW4ypG8vGAO7R6w7JuEJU0XaE9oKrQ9w0MH2xHgLRKfDiU+oTBsJDNUU1U26jrOhoccybFhPsQIaqts9SGR8Uj9NG9QkwDFjP7gI3UGIFMso7ujYmDi0HImkkM3Hdyo+fDUJJ0GbzsaeLqegLTvUm64FYJOaOHA31dhviXDz7loIFWGrfcTB4cJGDWR0XGDFMdPPMBQooDrhFGoOgGzUdl0NyRo3J1PNIa3JyfINs2tCJ6Q6vtlGwbEiItZw7XM9QNdYEUd374C1cpEKZEXRpuEHOgI4Q0kaaJujCCAe+or0gPFBtsEzflTHcj9IU4b3hcBnTIBJGI5IiFPtRvgnI1KZMeBgXt4xuqbUxBaHvDbExw6m1oSuQDbhDimG8PjhEPjujIltYW6LFiCiEIc1S8PyI5qDdySKNyBMiccVVajHQzrAkQCFYHmwcDUnJSISo71O0xattgCYmBkI9Dy6P3QUeKQUxsDS4CxSulXpjDispoCBQV0mEGUUThGA/DidwWBCNNo+q8bmB1AQobcJYDKR3RuqG+kfJE9pU5GD1uOKNqNaf9ebkiYcjDsxZkgmg+xsNseDnzhA2SErOSyNCVastgfJQrkECvK0YhTBM+C5M3lIi4jl6a40tj76DRymNqc7pB7GFUs/ThSGrp8IW6NaQOiFEQx2X0CohA08iydaBjYlybk+VIkEbPRu0rxmCZM1HME6a74qk5kYXWKzlnppDoPmE8IOgBUYPyiKYV21lj3NuAotZOVMXjy8hLiXjIAyVQNnppHETJTNQ2+qxcM0pHZhniXdaZkpIPR46HDJcL1EZtkSiRbmAmQ1tBRmBeKGxlxahsZvS2jfX0bexTGkP+uf/7f8BDCJRSeHJz5vXXX+d9n/ZpiAhf+RW/iZ/9c/5RIp0v+dJfzVd/zdfw037GzxgqU81JYQfn9zIWLobzF3XIR5cWRglKh3ACIe54PsF9yBTnuDcp7VWM1QwrZXQTM7idDymwdCHGzMtXGdrYAEgHlHVnPXG8ObYuuCs9zoN+KI0NudVdutZsCCu4MuVBD4b10SSiRkqKi+BTRhC69dEspJlSC5uv9C5oH4wIISouI1t12fqgg2JgP4/xhKpizYajPsVBnVcLMSaUgUlO0dh6ARwRJRpstdPVgE4vw9GfJ2GOE7U54katK8vSB6E/g/ygeaWbc2md4Dt+jYaGXT0LCBpBjlzaytYKW4Pgo+koTgO/HNaBvz/MEUyYUiLnmdK3wYUKPN6WQc8nSg6Z3gfHupuNxqfulLry8HriwXw9SprbmdI7rRitLpymzOF4GPjIwBDaQIiSaXSqDFz2wRvJBybe5wmZrwfu7XJhubnBQ6IYtJRJcma7rKOKMo9AZc55KL+FSK+Nbb1QNRLNR0bzsowM03zkeP0QSZleCm25DGaQPr5zyokQlGKD5ipaBzO2pSC9EqXT9/HYTHAZmTbCNLrW6XTr2Ham31wGkwyB6Rg4HieWMsqTMQdiVHIObOtCbM4hHsEMjZG4OxZivrMgDZztk20dnfGqRB2S2c0Ge46EtGerx2c0RZ4so+oxRdlL485xnhARck5jLux9Ib03VITjlBBr+DpUPYcjfX9VcVYJu2z4eEFwbKfmbLUNuMDpAYeHD1Cgb09Y1tE8nvfMjSFD1TIo0suO3R14+ptzwUQY0EihdaN7offBvy8pQtxTMT7WpRRmltqweRpjzDqKDD+4NVwGV6+3PlhffGCw8zxo46w1YozMB0Gt43s2vtcRvHQ3ZK8IgA9Mas7ISK/Se6WVTu19MAyliOWRKR2iLsCgCR+9CGk4MyGkfS0cImiqCmaU8w2WRuJCJOI22FpUhGXrLKXS/FYgawhCufvggdc4YE4EXDrFbT/XEPaYvRPLYMDagnIuFXCSTiSNqNwKfwyGDWwBZ6dEBTkchniJwFo2eh9Vw6FWmTikeYxZs33Ox30MObqrRCOOeyUE2Z0h2OrKWleqDxYQCJRtG7CXekFjHjCp3gndKb1QASQg8zQCpZjo7hynBwSgtrbLlTs3dcPKyFjb3usA0NsTnIakK4IGems7FaHjPrj6R6bVd65pcAbcKaUjDqQYCGGiW2VrGyCoG1vfBv9520jhwCE/IGlCrII3JKUhvqMH8EarldZXzMce6aJInHahmr6PBdtZQ2TQaLpDHk2MAQhpJufjgCLsImAqI2IXlBgOWBu813V9QumFeYpkHXh1kYS7cK5K652tnocGBKOXYWDjIqaGtQXrYVDNmg8BtOlEwAaUxwa5Qw8T9M6kQlRB2wV3QV3BzoRb/niElAKSZjYpRNlABsa/bhuFzKSRwyHjbaWLM4WETgPaFq1htmEekHyFptNgTCoFT2Ov2+oyxLXaipRHdDLuA1rWBbrMxHiCVmi+V9f66PnRvqF9ZUovg8hOczkgkDEOET5ZFnqtg3mMTp4ikiZ0OkBwWrmQwggA3dquOr6rR5dlZ+l5gOgRREjpwGRDoI4Iliesd7xulH5D9UFDjQ9YJGmv/tRt73FpRBpznEejrhuqwmSjL+B0dU0PE1vvbKYUa6zrOiaHbmRRjFGViALBK5PMvFoecWkr6oHDlIg4tcPn/D1/3wsM+fMsqPI9f/4/R6fMd33Xd/NN3/RB/uAf/n+Nho3tAhhTjMQ089L1S7z7wcvPfH6oNVXMKqoZRfduk7ER3+3Tfv8fbzB5+jObs06jWSEF5WZtXLqhCR4cMxIVYkZbBwalEfGARJDUBo69QXRB8oToOHhM9uzpe98vSCDO5BBG9ntXnrovnQzg5oSoSAVLtje6ZU6H44CqmHNZ6nDGxFjqMpxcFJ+GilfOoySfj2NzuVwW1rKw9cFRbm5sdkF1ZDFaNZKMRrmtN1oLXEZvEkESphE5DjxZN2PtleaNYz5wFSJzEGrfeFILWRNJ09Mb7cLLylBJxEnupBQJSVFR1puKuRGiDucwBNxhbRMqnU7jx3FF7VCtjqbAvZGFHS9aWuXJzWApsGXFHNQzc4A1Gsf5OCglY2DK434385EZtsFm89I8pmdvZedRPcOlIdYo1miXG8wcyYNK80E88WB+F+1UoTZievocu3Va26hmaEw8vHo4SuwOtQxRjGma9vsPnmdqvB01EUkZYxxvgsEqsr+3lELdRuNrZMhtB42jYc9GGfn2vcOu4MeP39Y6FNukN+ZJmYGr0wge1roQJycfxtxy3+ns4sCtig5BBw2D612XSO/9bvy6+64uN2itRGRQYu5MNVNM9G6cctgX4YCGoc54q+Q2LPGsTch04q3s9hXfGx2fmUuXR9S6EZIR22hiS0GZTvOO+d+RwOZcaqeJgw0owhozFjLpBDkmkoz7u5ZCMydGZZKBZ3zTeqNwEMHTcNTDM89j3CtzdnGxsN+nfSz0kb0mvPG+jMxh77vzc2vPqDnaUDkViDHdCWZIGBvf3UfurTl3jvfbWD4e3vK162bYbQWHTtBIKYOONaV0ezvoNnp4RIXbxJSKjMu3oU6ZRcjbBrA37+qdOrKZUWtF9QqxjoiO5stbGfLeCdM8Gt7TgFvcSsjf3vPnJcRu/2aWgIrIuE9TSkQVth52yjUhhTzYanSI++Q8oaJEhmPfreM67udtUgIJlH1M33cANBa6nnGD03Qi5Tgaw+09dC8EjVQfPUSHfHzDNRtm290zHd9RMTfWtoEXsipw77m5jekhiupYi8b9PWC10NcP7Y730E3AInJIqJ4YPP8j6NUwWDyWto6gwIzgeT+m4TtDWAhXjNb6TEgCx4BZHkF13+kTZQSIPror6A+OA24aJugrVh7jOqpyL8WIhmnwhveVRiTmlxAr0NYdI7+yyiCLeJBkNMKGA4og3pnSgDUhyjNTq1dqG43UXqahpREGcxQyMtQnEa5yIoWJpTeaO12n0ZQcFWSs0YcYcR0CSUHk7h7ZztYCY67HIPjeb9IZ+iKUmyHc1QZE0NoG3jjEI0EGA9raO5sx/AgR3BuEacwHoPaR4Z7zNRVD9NNuB8C+anRURmB3cSUDk2ayd6Zd6t57odR1BFVtG43YEkejqYz1TnTC+jbmXzwMCGU7I30o5XbTcR5jUJjuiRpCxMyIIRLv5majt0avbUApRDnC0FMxp+Y+KFq9ETFEIzEJfaeNbrLx4Hjg3fqAHGZCDMyqbN14O/uUdshFlJiuQH2X1Fam25LC9ODe+275uJ+3SQTc893g+1gsAfM9jFFQwRmT6M6hCRFsKPmhcfx7/7vECS1lqFClp07E867sdtF/4wb7PBMVUg6kfHruZ0WF02lcuNnAWg7xq34XcOSYx4TeF+wuHUFJnohZOUyB2o8sdaFZJ8jE7ditEnaRFSWpYD44QGN0rg4RM2XqEZXMHGdE2CsYmWlrxKCjqxz24wyz282wjY1RTDFzYgqElHaIzv4dBY55aNQ3G1RGhwSX6oNtA3jGhVM4naa9bDYckjkncgy7kJ+wlL4rQe6Bk/sYayJ4M1LccZlxpnWDy2hAVZxDyth0jeQJP870biSJQ0AkzdAXBEHnCVTRWkkiHPVZpwFgTs93biSODU1DJOZ85+DK/fHI4CIPYcybW4dljIVO2zqqQprmNx3fcU7ZKd1wn6jrNqose9Y2E0kpMh+eOr+tDhliiYmwK2K6De5mcPI87Zy/H94eHjLmb3ZOP172xsAWQE4vkVq5C5afvndgcm8deAWSVrxVmCeIM2gkCiTVe/c/ohoHw0Uc2NuP6lpFhsR4HuvJ/asbQh3Pv0caRhDztnZvTXv26j6cTMZHZxJ1JAGId2Mxv3n4veFa3vD9wlOGlbyP/Rif3S5vg4Yh5z6qkfS+JzyevifG+Nx19taxfysbc+pZ+e6UBm4abh36th/rOed4m2mQnlcZDzNLcKYwHMCnFrl1pN8KAiuihPDmdSQAMUz0PipKqgmRfG+NaLhXVGfMBgOXiBFyRMK7Bk45nuCW1Qh/9nvWZVR6kZ15phM1kOIBiQe6bcDg3x/PxzCvI/Dqe/VB005bxB5UjHkoODnovj5XiBmf3guqozXFNhwnh07Ox1FBCBNYhnY7Vq5oOhpbDznQzQcvOmPdSUG5fot7OqTWO+ZG9/7Ma4IQNNwlmiaguw91S0ZgOdYQIbzNGLsNCp8XALs7lqZnAwXr0LcBs0NI+ZqDKNYL2kfgOtYqHfs/I1ijbRASB42ojnFy/zn2vrC0lROJOR7u/Kmkt+NkI+dMa41IIrBXq/f+DFRHA3zto7HcVmSvZhEmQsgk0dHYLAHVaXwuJHje3CQO/nEdyTD3kY6S6f59OmBud8kI2RM6lz3RoqIjGRifzpoPAyH/+DjkIvIB4Pcy5t8fcveve8PrE/BHgZ8BvAL8cnf/X/bXfgvwaxjcV/+Cu3/H2x1TRD4D+CDwbuAvAf+MuxcR+VXA7wZ+aD/t17v7H/qw1x7CuJH65lvxp/7Un+I3/sbfyA//8A/zxV/8xXzu534u3/Ed3/Gc7/+xO+PPs+cHAMBbOVAiyDQ997Xnvfejtbf7rKqMzKP1sRlJpFhh69uAweyTVKNwmIfa4CGHXVk0c/R58IbKgB28ldVeKVaGgy+Q44COxDcsLMfp2WPcv/RbXoJSx6bWdzlcUXnGGX+j3b+uQzwMLOlz7Cq//biYolLuRcxBZG+chdqdVvqd4yYO+fpEaBsaAxICFiKSd6njN5hLHtLGuxPxTsfFfdMY6NXuHEuRkUV5noXnOGUiw/EPKT3fOd1/Hm6JcWIYm0PYq0zPcVhietbLUA2jpLmNEuLzzvNWduuE/oiaKvo87/A5NoUI01tngm8tB92hGZ+YdejHon0s69sb7Xlj+9ZijLtD/mwwemsfLtP/sdhw6N9Z8Pm8zz7Pjun43L9/LDYqA3F3xp+9l2PfHWtUCNMQReNWzCyhev32z/LeupZ5s8MTdudPw4Bx0usIxEQG9Og2KNwTW4Hrpw55Pd9+AwY+aTQz00d/lbI7g/EE8fA0OaYB8tMkwqga7r8HIb7DOFRk0Pi+UwsiXO1r6Dsd/28XFIrIHWTszjRBHKQW4z23iZgIbzN2TAeUZ4yFN58vhMOu2PpWY3N8LqW8B2hXz000Eq+grsMph/EsNEF6Z2vumw63760DRva0uvp2dtLT02rUR2gfM4ZcxhP5K8A/Bvwg8N8A/7S7/4/33vN/Bf4Bd//1IvKlwC92918uIn8/8C3AzwQ+DfizwE/dP/bcY4rIHwf+A3f/oIj8O8B/6+6/f3fIP8/d//l3eu2f93mf59/7vd/7MX3/F/bhbevbwNHDLmM/BnXU+Bw4wzs321kOPlbrzbDuxPzmDfVHy3q3ARXYzRnBjvSK7wEEgOaEPMch/7hdR2t3EuKfrNbbbZZQPny29oW9sBf2wt6J9TboMu/Dc6yPbO9dNctHlja/NYTthX18zPdKyDvao+0eNOQTGBR/NCYin1AM+c8EfsDd/9p+sg8CvxD4H++95xcCv33//duAr5dxV38h8EF334C/LiI/sB+P5x1TRP4n4OcBv2J/zx/Zj/v7Pw7f44V9gmwK01tWpz9aZxz4uDjjACHqXXLjk8VC0OffszjBNI0sjhnyCXZAP9mdcfixcY0v7IW9sB9jFu5BQm9Nw1MH3X3HdH9yOXx/t9pHhET4JHPC36l9PK76JwJ/896/f3D/23Pf4wP09ogBOXmrz77V398NvO63wLk3n+ufEpH/TkS+TUQ+/WP5Ui/shX0ym4h8wp3xF/bCXtgLe2FvYSLDYf8x6vy9sE8++7sptfQfAd/i7puI/DpG9vznvfFNIvJrgV8LcDqd+LzPe27l4IW9sBf2wl7YC3thL+yFvbCPp/30t3rh4+GQ/xBwPxv9k3jaWPnG9/ygiETgIaO58+0++7y/vwK8JCJxz5Lfvd/dX7n3/j8E/GvPu1h3/wPAH4AXGPIX9iNrXgqk9EmDU39hL+yFvbAX9sJe2I+cicj3vdVrH49ay38DfJaIfIaIZOBLgW9/w3u+Hfiy/fcvAf4LH92k3w58qYhMO3vKZwF/8a2OuX/mu/ZjsB/zP9y/5Pvune+fBP6nj8N3e2Ev7ONi3jtW6nDKX9iPqPmH4X59YS/shb2wF/bCfrTtY86Qu3sTkX8e+A5GG9o3uvv/ICJfA3yvu3878IeBb9qbNl9lONjs7/vjjAbQBvwG38krn3fM/ZRfAXxQRP7vwP97PzbAvyAi/+R+nFeBX/WxfrcX9sI+bnbLTfwprIz7o2HebHfIZefTfmEv7IW9sL/7zMx3obQXmPYfq/Yx0x7+WLYXkJUX9iNhboZdhjCGBEUPH55b2lsbLCrP4xi/VYAcCkM/4hCYW1VH4WNjyfmRMK+287Er8qOwUbk7dV2IeXpByfjCXtgL+4RZWQfXRUxPBcI+Ek7yFzbM3e9UTT8R9ommPfy7ymqt/OAP/iDruv5oX8oLe47N88xP+kk/6U4C+52Y797jx7IwudlHJDrzjLWnvOHebUhd33PO3AyvFb0ncuGl4OZDeuKeU+7ud879renp+Ox36xUkfNy7/31XmLvUhu/6ZKdb4SUfwhnP2FuooH0q2a2UeK/1ziF/J2Pp4zFmX9inmN3OwfiJ0yV4YZ+cZnZPs8KAMNaQWvoQ1JleJAPeqS3mmDtX71TB6eNoLxzyN9gP/uAPcn19zfvf//6PejO8lVP9ZN1M36oq8iN5vW72EWd33Z1XXnmFH/zBH+QzPuMz3uF5HK+7hO9+PkkfmaNqpeClvqUq5oe9hv2nzhO2bngpyL0suW/bcNRjfBOVobf2bJb8VhUwJxzwUp9my2H83vZgMr6dOpm8mWP37b7DHfQDfDOYwjj/bQaml/HfM6fYpYl/VO2TowJ4q+bqZtRtRWN6k+ro3Xu74W2fH/mTbyPtNjb5d6oD0JvdOQyqQojvfP71buB8RJ/5lDTrY967DV7sj0RYobfxmRf0fR93a/u4F/nEZVyBOxE5ERmicu53c+7jiYKoVim9cEofmxCS260q9iffmDN/et9+pH24Fw75G2xd14/JGXf3MQF2td3n2Y+6o35fxcrHZYqAP0f6+e3sdqJ/RJ+5hVvc2kfwWRHh3e9+Nz/8wz/8ptdqrYQQ7qSq3WxkmR1EI6KC++35P8Jg6fZ+2UfZHOg+0CUxIqk/kzF/+hanv/YaejwiMd41f9o+niTGsekCWIN4QMzGELt/P+//3j5MlUeOQ+jiHX6H2wDK6SiOI09jAXdAYLoav5fznqr5JLEfLb/8Def1u8X++ffG3Z9RaH2r99yqk4YQPuGbWullZNk0UXul2BibU5iI+uG3kN7sbr71Zu/YuXZ3er2VpRfkHjzqkz3p8SNqvUG7XzX7CAa7+9PPTtcf18v6sWjuTrFyN0+nMH3UY6yas93bM45B0U/QeHWG8xii0PubW5U+UufSfaQQ3ni9da+CduuEd7p3PMduq7x6mN+RnoZdLhACiIz15966FyV+TNfyVrbvaD+i9intkDtOs/amTeVjgjbwNLryt1gYb6XjfzTsLlre8ceY74NuNITcOdkfrqS+K0WaOxrCO7pn7v7mleK572F3oJ9ez63dP4/dW+zMRlYg32aTe8db3yEiBZnCyBr1/bveNvipvgP4wJsdcu99OKjv1Bm6vW6RN98CM7CRge7nC3o4YNugSMQMvzkjod85JCKCtDj83b6BP4W63DnB8fA2CnIO9TIc/HsLmbtD26ESQcazug1wdsfbb28bQuf+1u9Pzycyfr8NIHrDe0XS/JYBmJlTzYjeeG7v5a1MdXzrYzz3m/4oJ8jvxu/+83bMCoK7YVYQCagmvDve+r0PP/+Y1jvWnsKD4luMwVY67hDzRxZov/H6q41zJU0YtoOVoHsnfpgt5Pb7axBEoFWn1U5M72ATtmdG1zOb49IWVJRD/PD9GD/mrVwAh3R8/ti/P+fb8vaDvtc3BPD3AsM3Jhxu94hPEWvWKL3sqQYZ/oE3knx0Vb7uY2+dVFnNKPbUJ5hUPr7O+T5BNCgaxtxpZawl5s65dg4pvKMsvblz2auhInC8l6hTUVpvdPnoHXK/v4+uKx4jmLFZwVLklJ/NvnvvA8Jnje6N2rexZh4P434qhLeSAv8o7DaX+qOxdXxqO+TubH17R1meN5q53W02zxuYzyvnOn7nZL5xg/zRKI+IyJ2DxTt2lu9vkr7/v99t0h/mAOOn6ltnm+/8lzc74/f/3lqj9/6m15+5VkBTwsSQoFiteDEkCBJ1/7w/3XdM8N7uffaAThlfGw6EHYfnpWBlOCmSE17qM5H+XRa0lOGw3/8eteLbik15z3obZka1DkEhRqbjAdzpMZJyhvMTVDukw4COyChHeu9426AuIDMg4Ps90ZFN8O7Pv9fVQfozT827Yedlz+hv6JRgfnB7Q0H1bpGSfQcwdwLytFR+a6Jj8+8N326wdUPiBmlCpumZQGatfZR23bG6cLgP07h1PAXQCCEPfPxHah/j6vp2geE7PXFZnzpLjmNWcW90Wwg+77AgR6KAKUKE52w0zwTVz5kjYzOu3LLauvkzDDPPm1dv9X1KK9StE7M+MyeDBrr1513es9d6r2R/G1Badzz4XdBd7/UeBAl3a4ndrxTcVmAY2TkYa/Anq33c1nP3p3P6rfDhPliECBHa25Rme3v7qlk9v+EPe8Xr73K7HdPNGo7fVX7O9fxh4R7NnHbvPSqQ97XNGPMqqiDOM++rDnmc/ONS4bqdHd7a6FG5l3Uu5qDC2o3DO8jS3067pEI1pzmku3yS0IrR2fDj0+8jjAraOxrzt/trTnito2KsSqsbos/OHW8NW7fx/uOB3iuydWYyMR251MvHFZLzpsuUN/7NubQLOWSSfvzhmJ/SDvldGfUdlF8G5hlun9D9QfC8xVdE7rLkdw6e6DNZc7+3ObsPp1YQrq+vefT4CSJvLhkBfP/3fz+//tf/etZ1JcbI13/D1/P5P+vz3/S+97///Xzv934v73nPe5735QH42t/1tXzlb/nKZzMh7s9EsQB/7s/9OX7P7/k9/Efffo9i/g3z4Pu///v53/63/40v+qIvevP57pvDL/olv4S//bf+Nt/zPd9z9+dt2/iyL/sy/tL3/SXe/e538y3f8i28//3vR1XvMou+B0K99zt4yl3W8Q3fQVSQlNHoaA5INizteHJ3ujl1eX2soq5EVTSG4Tj0Rm9nPDpg4IrtTZa+Q1AQGRhuuGvUtGUZWflasW0bpfbTCdHh0FgbmXu7Od9loDoOIaAiGNBaZ60d0QjmhN5xN+LVAbKzlD5CITW8rZxq5ZZApDSjdsjRSWLQ2t1+PW5S2J+1Im8MaOqoKEhQbClgIHrvPTKyRtQF1QhxwkrHI1A61jacNpywXmB7hKTD+FxrSBK8OmqGpnQnktT3Ko3KHuTFw3Au3IGbcX/Lhj9+BT8aerwawQxPKyp3l7g7feMa7sOjPvyifRtkv3EtuI+fvzPVd9SLcOc768iIO4b1jrgiGkaWvBdU8qhWyWDiMaujqdcjIoJZp9dGqxWsE/O0f6tnv5ebs96s9FaJORFiwg1qq7T69FmKyDOsLxrkuVnr1jo4rOeKaKHHRkg6MmU0ai14a5Reab0RJJDjRJqmETjXW6zogJfEHPbM/VjvSi1ctqdO4huz3hpkOPD3nxP3KmNu7xjL/iNltz0ALm9BtSnPwm/e/mD3M9iV3Y1783vuV6feKlC5/Xt+g5MtY717Zo5YH+e73Qd+FLC+Hw0k8iM1c2O5B/eJGu8SdII8E/Q1e3PNezN7xmdrDmCEff+/zUhHEeotdBGhmRPXC3UvPebDYTjUO5mETNPdGveOzMF7w/agwm2FPfHRihHjjCMs3VC4g4LdWkiKuDOFQHfDzclB2cxoGGEP7nt7+rnbwHicflT3UkhICDj+3HlZW6cvC701LAZCnjiEPdhfHfGnVQnbNry2cc9S2pNbgmhATO78rrdCInys9ryj9j04btbesUPe3dluCRo+zFD+lHbIYS9TUTjos6XPW0jG/X+P8ojeDbRbp9vcuJdqBsZEf2MGx9xGZuz2/TvW/Glg4M9M7jdGaLcD8Mu//Mv56t/61XzgAx/gP/lP/hO+4iu+gv/yz/2X7+j7+l76vz3s7/pdv+vOIR8bv43X3zga72e3b//0Bjz493//9/O93/u9fNEXfdEzAcszC6oIr772Kt/3fd/H1dUVf+2v/zV+8k/+yQD84W/8w7z08kv81b/yV/ngBz/Ib/7Nv5kPfvCDdOtvCBB2vFyI3N1vs2fOyd40en9aiSqiIxPbuyGi5OMJkTg+r518fIBIwMtKXW5w33Bxgt53AMci2oOgewbQesee3OA71s3Wla1WohnRQVOk18ZSO1nAL6PkThAuLqBKDIHaGkELSSBGpZlTakMUTjau25qRdDg5W5ppcSKkDDi9b3hUttqgnZG2wwXSOFaMEQnTwKZvG3DroAteGiKOzAl7fYF5YO/3XYRmjW4O3pA22F66QZ8mNNhd9n4sPRFsBETmAbu8hroi4niv9JTQ4xFzsNqZotJqwbYNS/NYdG8DVsm4dxBHfGepiXFkV7d+l1kez1hI+XaMyltmkd9o9zfm6JEp3GO8sfG875wr28e+PetY+R7Iyht6MXrbiEkw78NvMmi1oDKhGvYGTkU1D8c1KBj0XjCLhJDptVK3jV5HABhvGXlu75E7GFhtUDtBoPrCsq6ICtqdKHHQVMqYFb03ijkhJKwLh+ckFurWab2D7kWPPtYu71B7p7QyHFAdU615w5tgLjQztrKRj5HWntKwqUWC5+GwW0cQrg4nqlWqVSSC7Rtfl3GeoPrUKfB7jsC+hn60dpvBvzVrjc3rWOsd2F+f8kx8g4PkfV+/b+F1u5Pje2CFj2DuuedlX48+XFB3t+6mZxxka2cwQzWNDPqdc/BWVZOKtSco4fkZ0hDp1tn6yEbe4dJvG0XzFVOcn5+46nX0tdyZQHraUD4SKDvsBhAJvJUm4WhGFMyWZxxy1adMUuPfw4kLe1BpZrTWxjOy0YchMiqhbxf83I6lW4hKlKfPWEXv9nBzZ2n96W5yG2jjTEEJImhQbkpl69xRrN465AGh7h9SoJXCZqMK6rXilws5Ru7gmqWAKtb3/gthPNfbfU2VVkc2PMWAlc6lVjTA8ZDwpaP7EK5tJbkxTxObBhrQ9wSjewWPNHfcnBJG9VWAamCtU0UIYa8itI6KMseZnMa9Kt34W4//f6RmXKUJNCA5MeUDkTCy4AAxspZ9jS8VFcGlsIig7tjNBUfYJBCSDGc8KDLPd8/e/HZfZ9AC70FTbzbWubd41rfwoY8EJuT3gHLmTnco1tlsD7j2JE3eqyD3bSR3RiWk49zmjT7cVvQp7ZC7O6UXundyyM8uNu5szcZ67I71jgt7KWhM4tuMt/mzMdrt5MbHZBIEw1AU1DnE4Uj6fh6/98Cejpfxh6/7uv8H//6//++jqnzgAx/g677u6xARHj96jLnz+qNHfNr7Pg1z49VXXuVX/IpfwQ/90A/x+Z//+XclZnfnm775m/j6f/vrKWXjZ/6DP5Nv+H2/j6/6qq9iWRZ+2k//aXzO53wO3/zN37xf97i27/zO7+Q3/Yv/IsfjkS/4gi/Y9yfjL/7Fv8hv+k2/iW1dmecDf/gb/zCf+VM+k9/6W38ry7LwF/7CX+DLv+LL+WW//JcBA98lt46RCH/qT/0H/IIv/mJ+/E/4CXzrt34rX/mVXwnAt3/7t/Pbfttvw9z4xf/UL+Y3/gu/kWZ9TCJnLML7fatr27OpRtgjcrM9CGp9LFwxPsU+u2NWcKvgaWykWQkhoTrtjTA+Mr8AMRPjkd6W8SxCAO+jUXTbqFZZgpAlkZeClXb3/EQirhGNSrss2FKIoize6QZpOiJ5d4paw3pjTpGgAh3EhoMaaSSgB2c1YSvtzvmMeTht9E5ZG51ACEIn4sD6+MyyvE6MR8KUSWmi09nWjSAVqQblgmzLWHPMsS7gDW2Jbhu2KpoyaZrBhVYa5ckNVis9BGwTijsdQw6Z2gzTTsiRnGe8BSQmrDq1L5TeCPMDcpiwmwtSOxrjCF57o9eVXjpeT8PhoENdMRqCIepYXTFLqD+b3SWMMWLmT/nG90ZAr/1pRsgHPl712YbAXtuoDiA0KjmmMefpqERQobVyF7h6s72K0kZX/p7dt94IGsjzjBv0rWDbhZ4jZav0vqIa6Wuhh4hMBzxseLtBJRHnI5GMyAQUrG+oRlqtO/w30moh1k7Mw/kw67Rtgw66s9qIMjJd3endEVeO11d3WXD3Eeh1KyBjKG3V6L7dLn9Yd5ay4DinfKBJRWUwnmhQIpGtFlCYDydSiJzXM8tloWgfEDCHQ37qnFWre0ICyqXQyjaCa7dRBeiNrT95Zp0uWyd0IcxPG+xu11hzQ6shHwEN6t0K+4bKR7VGt4a5jT4fEQSlWaX39oxD7nYP75+GQ+SljytTkGN660ChD+fH35CAee412ujQk7A75G0FHKuXN0DEZLi4ouN9283T1zTgfYXeMHW8X950ntobDUEl7Bli2TPy45jNGsvyIVRAw4G0Q2dEAtq2kTS5hTW4E0K+l7zZk0CS9rW4c7uHvunW9LprqDkiYU8SNUQ6EO6c9Fu44q1zfpuQqbVipe/7hZAkI/oslPCZ+9ud3ozr+erueHe3TZRqja1vqCda6Uyq3Pe9hJGZbm0lTcqhOJYOdzzgtw657lXwpIoirKWiMZCniWo7RrpWJGdMlWVZactjrA5Me5pnWC4c9+8iOXE5r8M3yZHNAq+2C2HObKFyqJ3TYWKlsWxnrJ3xqzwC/R1eEkOkq2PV0JCpatRuNIcoyoYTd/hgvOU1N6O2RrRIJrJ2Y+11JKQkovkIy0YpF/wqEErHmhHdkMOMt84cFD3MhOOBixnd4ebRmX4ppA69dNI8kgAxnZ5xop0B8fE69gzH6K1SPaAhkII/0/C59k5A2PZnf3wbLYo3Ouv3R8vSB4FC7T4CFXFiGHC7m97IKmSVUVHw/TpRjnEGgVkVkXGct7NPaYdcEI565NIu9NTvGgOembh7FnxEk4a8ETTpt5lrvXXDR1najSAjmy57Skre8L+nzrzfRU736dH+s//0P+Pb/8Nv57/6nu/heDjy6quv4ub8G//mv8E/8YF/gi//8i/HzPjzf+HP4+78jt/xO/iHv+Af5qu/+qv503/6T/ON3/iNWO/89//9X+aPf+sf57u/+78kp8Rv+A2/gW/+5m/ia3/X1/IN3/AN/KW/9H17f+ftYBHWdeHX/rpfx5/5s3+Gz/qsz+JLv/RL77L5n/3Zn813f/d3E0Pgz/yZP8tX/atfxZ/8k3+S3/47fjvf+73fy+/9t37vUwyY+9NgZNwuPvjBb+Wrvupf5X0/4X18yS/9pXzlV34lZsYP/dAP8b5Pex/NGqrCg4cP+NCHfpj3vue9TxEX7sMJKRXPSukVtUqTcc+7bdhWmONMknSbk8G94V53yEAFjfeCn9Fwdgt9Kc1o1rEodAm4d7Q1rJ2RJtjjx3RzSkhs68aDJnjv6JzQqysQp0vHc0SqIinSXWhPdjhLuCZPEy0IqonZnWMO+HrB6kZbntDThJxmQkpj7NRKeXwD3dEpQFG8OXpesGxYjNTieClkhfjkMb5e6NIpIWG1E48H4nSi788EiUiUsRmsF6xv41yr0ZdOXx9zJEEZmRc7b/RtZNEJgeiOzwrNqMvGsi7E6YRYpLpTlpW6/TBKoLdCZ0NugG3BzhckZ+JLLxOvEjFP2JbYeJ3qFdZt4PmXx+jhITJlFKcuC90qsZzQfcMWFTQq1hr9slGnQLg+EaZ5z5Y1WulIU26z5iJCygLWsFJp6wWzSgqJCpRjpLWNGBzihDu0suC1EfJhjKnmlFL2OQ5kxZaNUhs1DcfW2hh3Oc8QFYlKygfEF3pdhmOFEjN0L1ADLmMxb5vgrVK2M8vNwFcejzO9r5jZcEqcO+iRm+Fi3DIk5MMBl8a6bDQqLs7aNlLINIOC0axxFTKrCN1H4KhALRXx0RCKQMqBVo3SC9OUkWYcJJMPgurYDHutZCISJ2JMiASs9jFme9+Dh0I1ZTu/jm0bkpwcE31ZcTdq2XCH4IHjPA/H3xvBlFDlLmNxW9Ho0lCNuzMqz9Kpibwtg4PXPtAeUWi1UtoGKiQSKcTRQ6FgS6e1xj2ZgGdSXb6s0PoIxncGGbE3O3/0MuBYMcIeDPieuXsTZSjgNrKEmNHzfjyrRE0QJwgR2++FeMFaRSUimu7WXXfH24r1hagThInnZaebVVwCczqNyp06WLurvMh6w2V7lWaG5yOar5Ed/2ySWGSHdFpHemOOB4IMp912aINq3LPjjEDods9zp3vfq5ANaOScCWHMs94vqKa7ZEnrjct22Rujn1Z1RtU0YH0UoHvrlLWQLNGL3SWnOp3aGzEELNwmnp0QdARpduv0w1KNxRcO6lgzwsHv4gzVgGrE60qrhnvEbcOt7Yls2SEsoyJ6QIhXV5TWaVtDTVFpmGb6eiYH0BBYKjQPaAyYtH1eC5s6zJnEqGS3mMgpUsyoIeGhoTFyPp9pteJ+wzorW4FkneqOl1H96bJy0GnEdGGilsLiK1Ey0/wQjWNtFBc8xbsAY+2F5XIhJMjzRDXj0juhNTQkike0bthy4ebxmSnEkRgohXg8scaIyaA+jTSESLdGx9BDHImjmNj2vq/aVzJPoSnWGopQzme0VZo6pRVwI+aE6p4JP51wd5ZlVFriNKqRl25vguPejqHbDPot7WFDcW+wd0xNqkQg7kHlKQQuttFlBDnFoLuQRHAGPDGLk0LcfZOO+7NO/xvtU9ohxxzpQDFWXSmh3EFN3AwVGyUQ9THBkEFKoXLnZLsP3JiKo7fZMwcfxcE96pJd2XDP8PpwxMcrcptA2F/bS2Rm/Nn/4j/ny37Vl3E4HsHh5Xe9jLnx7/z+38/v/td/N7/4l/wSvu3bvo1/7p/75/iO7/xO/vyf/27+xLd9G7jzxV/0Rbz88su4Of/Ff/5dfN/3fR8/a8eZL8vCu9/zXmp/2hyljJK6iqKq/H/+yl/h/Z/xfj7rsz4LFeVX/p9+JX/gD/4BAB49esSv+lW/ih/4qz+AyKActN5GedcdMSfsq1azjsvTDOLf+tt/mx/4gR/gC7/gCwghklLiL//lv8znfM7n8LSkuTuJDqGDjO4YYN8H3Vkfv4odj1hyoieSDGxpiApBKQFar0wiSAx3x66tU7eC5gNBBXEjMJ5vbZ2b9TGld0rfmOYZt0JrBW3GFCeup0yPhULAMEroLIeE5DgmoTSoC80cbXBsOzbTjSSCWYV25nE9Y8EJkpjkgPWCl4W+XVjKglgnzldYzHg/k0y4rAUJSvJRSqSDLoUgQgjCzfnC1jtNjMk7Ok/4/JDLuuLLirSO5ki4zSgDmA7HYNtwr0hM6HxNceHm8pgbz0iNyPqEdrOBZlSF3HVkaLNSP/SI3gtBO4rRtsd0V7ZHf4d8PBLShGofOGUJTEGpoYEbZo12bpRt5nx5TO0XLgWkNsLWSAg6BUQOUM7IcsZag/qEkK9xFDejq42mWFf6ukJb8YfX+OWMnc+00kk5oinR9ZpSF5oa0/XVgO5IQ7ITxCitsPRAtUroTmqFZoW+PEKA0E+kw3FkQZIQc0SMPZPf0OAwJ0IMUArNHBPFxEnTNYfTFZavWJ68Qq0XPCTcArWueF1wXhusM+eOZkPjFe5KSIp1R4JT60bZDCzTyg0hypgnuuLNBr1mSCRJKI7Vws35MRozF6usezXJ28oSYZWxVsXgBNFRGRTIkunaUFWqrGNT2fyO6cUD6DHQ92oBBlPOhKhDmMSd9cmCdt8zmRXPiW5lBHbTjOaZLgOq0HwEADFkmir5MCEhMzB0TzdS2WFeA1fKYCW6Zw5gHT1MSMxvAm+6DQdrrClC6YVWjJyOxCi4DaexFWMr0L0SwsI8H+5O4O57gmADczTpqKL1vaLG2LifobhsBjLYIXrbCDKj3ul1oeOIODFEBB3ddd2obtR1GV8qKXMQ8Ihqpplz024wazyIB6xvCMrWN7pXJIWdCStSdcBVZklPq8G9gQ0nTfGRJrqFBHkfSre9I2Uj2gHvjXIulPMjclZMjCVc0WPgcDzgBM7nx6wtMk1Xe6KqkiOAjoALkP70eZS+jSywZvZlf7f78MhO87HGN2vEFNm2DUGY0nSXKaeNcdbE0BCoW6G3fgc5qN3oVOYp0r0hNnDJfW002SsmIqxmoMocJy5t4Um7YJsRpI1KJoNhKx2uES8U20AmtnrBvWJl73sqznZZoBReOl6xvvqIx5eFrpF0uKJeCiEpXFZqFCwdKKUTgpC0MwWlVEjWWGisLCy10prQunCYj2QztG7MsjL3TJPOejnz2tlYjxNKIIowc018kCELy7YNeKQ3tvWGWgWS0HwZmPNp+Cw5RHwR/la5EDVy8+gVrHV+WC8UwASW5YKWlXhIlJsbdIeS9PMT0nEmqXOpG+ujjZIzqXVaVNbzDSYHWjfaVjjEjlBHkGfDLxOENVwGbKX1ESWJDmKFWije2ejQNixlmOPIufQ2Ek97Rro3AzfUGu6CycDYee34tkLKbDICogHzKZCcNB8B2PrCJIMkYu3rXVL10i6c0jW2Q50mhFnAa2WjsrUF80ztg+Ch+1snCOBT3CG33QF2c8q2oSncYcLdO7aXHZSdoshlRIzGwMra06ZNd4ajfreaDMfcZOAJb+Ee5iN22vPmwL1SyT3oi92WwPfISu6954/+0W/i9/zufx1B+JIv+RJ+/a/9dXfX0GvF2lOKvO5Gd+NX/jO/kt/5O792YID3RpTbaxXR/fr2gCDsmcR907HbTcVHFu63ftVX83P+0Z/Nn/zjf4K//r/8Nf6P/9jP34MQu6sE7LdglJe4bcQS/sSf+BO89tprfOZn/VQAHj9+zB/7Y3+Mr/kdX8P73vdp/K9/82/yEz/907HeePz4Me9573shhIF5s30DFIGriaUVYhU0ZKx2HKduGxYDFiqFCzkmjnJFZDRxnrdOK2VgL60DlRiVbStsdcPcmIKSFa5DQoJgIdLJNDdohhpEDXSJaKrYnCli+FJYypkgSpwTQQJNG2wbEjodgdA4r5VWGocw6i0xHveGx05XwbqxbYVcVuq6YKURl22UgadEuVQ2cY7T1dj4W0VbwdMo6w88upGnhE1XXM5xOJL0wV1eHLmlwmsNL51WGjIrxECzzs3NY5b1CVEDISTk/AhT4Xj1LnTKNEl0H7jJMge0RY7HK55Q2XrBTNB5gnxEj9fY8hrCQo8jE+khjJJ9WymbY3ZDu/khRCJyNRbcelkIMSJlNH+KQEu7Y3Zs9DyiNXEG/Z4ImNCfnGk1IJqhG0uY4CpzPAWkr4QAl0uj+rgrIR7w3DFptNpoyw1WO8v6OlYrKRxobcPawjzNpCasj17DraMCaRoNwd2csnXk+IBkDV+Go54OkZR2Z9OEXo1WhhiLuNBuFmxO5GOGKdJax3qAug6HfBIi88DYl4oJXErBtpWgQn9SEN3x6Do20aCRvjRUA4ISYmZZK3Nu6DyTJBI8sK4FO7c9K2oU7WwimJ1ItlH7goWZJ+vKcrlhW1csdnJI9K1wOERUBta7bcOZice8w/UgT4lW1wE1koiIk2Zl0kToE5Yj85RYLwuIcown0hSofTR+9lIwVwzQaXckzcD7qJCEiIZpMDWIIDFidaWXEeCqNHwy7F4Dlui47wCaIzW2nZUoYjlQGb0hrfbRi2GMTOBlIVi46yPx0hBfRz4lH5Gsd5hztQBsuAq3jdTat11F1+96lLwOaNDWGz0GXDrZAlGg1W1UQtwRAlM+sLRHNPJY61qneB2Vkuo0AoGB5290xCLbBTwIhMohT5g1ii3kkMf6XJ6MoNg3okSWDjEOPQfvywjuVGGegEAmYn2l1kLLE6WfafVM9khrEy5KsU6vj1l9Qz0SwsT1DgYrdaP0Ohri0gi+RnJA6LUhfeDdV4w0j2fWeqGVimgk5LFzznGmlDIoOfc9x4tDMy5lo3kjhkTUODKiKjTxAdFwWFofDfbdcROe+DqCaQXVTusOUfjx7343pCO1NEw6IY33UxpGwUPAlkfUUll6xc9PyGTElWAdb6DN2Hrl0sde2s1pLBw0UKoDE2VdufRCWFdKMa4fZppUUoqICZt1pD/hMJ0ICms58+jxY4q+hDLgcGe/oFcvU2LCjzN+Htll1wPUBMtK3zPGeB1Z8PMNKc2k+UDzjdLWMY4uhlydaNawR6/TzAbjymsfom9O7/D6K6+MoghGSFBPHa2PaSpIjpTeySkjtdLLxvnmBqrTU0CvH3Lz5MxmDilDLYQ5MGOElFjNaduKqFK3M94Lp+ORkDPnXqjrDaEbj2VmFSV35WrKzCi6GawVorNRWUrFUOYUEKuU1gn5wGRK2LOq3gqbGuelsqwVsc4pGtfxgqBY3FiCkvOMyfD7Vs5cyhNiNfJ8QkOgtcbNsow13PesRuu0FEED8fD2gkqf0g65m3F+9W/TRdF8uOvedxuTdpTXRqnE2TuB+9hoxqLuuAxnPWl46mAzmgjuAwQFpe90F8MRlnvHluHsyXCOAVyEn/vz/g983df+Tn7ZP/3LOR5PvPbqa7zr5Xfxvve9j+/67u/mZ//sn8N3fdef4zM/8zOx7nzhF34hH/zgt/Kbf8tv4Tv/s+/gtddew935eT/35/FLf+mX8C/+334T73rPe3jl1Ve5eXLD+z/j7yGlxFYK6Q4fOcq+f+9P/an8jb/xN/irf/UH+KzP/Cl88IMfHK+68PjxY37iT/yJdDf+yB/5Jm6BNldX1zy5ebJ/J98XypElGsxLyrd+ywf50//xf8znf/7PIojy//3rf51//Of/fH77b/9t/IJf8MV88x/9Jr7gZ30+3/Zt38bP/Tk/5yk7xS6CI/s9un74Li6XCzFENGXWrdLLDedWCZ6gOY/bI2KaedIhMZp+3AyRSug2yugCxmj2fOk0M8UJVaGW7a5CMrDZRikrS3N6fYLFmRAF7yvbaqhCLivx0tB8GDVTqcRtxUyoT25YUEKMbKzDifFEqRuanKAZiwHSEU2K3yxsr76C1Y4hqAfie6/R6wOtNqy2sRBdzUhdqBh6nIhAXc+krEga4/c0ZVKM5OP0VLn0HqSoP74Q0kTLRjNnKSs3vhK9D2VRKsmG6GacnLOsaFtGUNIVPTgqEx4EjTO6tkGF2A7E+YTVgpSVFArWH0GrRHfYGuKP6ESqVGx5FU8PEYV4mtjUaDEiPsrYnGaWMALMTSvtfCbGmTkF5qAEa4Qp4U3xyxlxhXkGv6YFpc9C6ILHDMz0mwvl5kNEjTQJ9LaMLExZ6a++Srt5je5KfullrFYsQtIBmQoqyHQcWbLaqIuzdgcVHl49oHvF3VCdBszJDG+ObU5pK71UPE+kU8aXlaBK9A6HTLAJ/Egl4KyIGOav021FmyCnB4StomKU7cJBjHSaeTQr69oIVpkUwjTtmPKAWkbX8+DsrQX1CjSSPSL0AyFm1uJUKpMqpQqLrRRpTA65B2I3pDvR217ZKJQt0i8bTqHNGUlyRz8v7qhBL3VsXHHCScwYSRONC6FPbE8utFJIaSYixF5HdjgIWGDdLiPTq4U5HtC2MahjVmpZIT/Aug1auUujbQsdsLUylUK4OdMIe/bLcYF0POHVCdpY67avfIllOVN36Ja7IebEfmHZCpfinGPeFzXGmBRjFaXvjEhZnCCDTnXWSI4RTVc7NLER4nD4RJQgja2eEc1cKBy3RO8bJQqXviI2mrlpheh9VAp6Bw+4CK1vdOnMTBTfuLDcJWKqQms++mnqmO7RV7wVltLGuBVHkyESUQy3DROl1tFo3S830JyQ82hojhmJirqwholzbbSyMqEcTJB1YNOvJLL0C5fzK5SuHNN7kayccqfREElMhxlNgWY76wedHgY0aKmFWTK6D6TeO2ZCIBLq3hRZV2IbjcNBd8xwNyAgoaKug/UpdVwqKRyhKdpHj1FAEek4DQk7I8rVFdaEui00L7CuvPbKwvzwfagFcl2ZpAOZLglpDblZuGw3dEuUumLnDZdCCIJmwQ8KeqSXSj+NDUynjJQzWzdazrQobIdOX86E8xO8BerViXQ60ONMUGV99DotBLqc0DRRl05YVvwirPORTRtRA0e9JuiJJ/4YUyVWofbCZWkknYlRCd1IKZIlYESsGS6BYAy2pPqEQ4iELdGevE4AwoOHFAwoTPFAlsixd1odFfBWK9KcXjcKRq/CUs/YOtG9kQ4z3sF8oR2vifmAbAvaL4QwqIG1dlrYOIRCVWW9OXPZG2StO5ut5FNgWQtC5HAMeINUC0strD3BkyckdFQs2zagV/NMyAlZntDWTm3K2p5wSIFDCFzNGa+GJuWwz/uqkc2GfgaM67vKJ7w03BprXWjLRqMxpZntcgGMUwyU5rQ04bGzbReWx68TY8Kts/rbN3F/SjvktXd++PUbpuPMVCNxHVk7swEpUX0KKRmqcI7uzuFYkEeJERnJ1kFgMPBGd3zje5C0g9AJe6ZvHNbGGrIfQPQ2CBjNIF/0gQ/wP/x3f5kv/PwvIOfMP/7zP8Bv/5rfwdf/vm/gX/mX/2V668zzzDf8/t+PqPDVX/XV/Mp/5lfy03/6T+fz/6F/iE//9E9HBD7n7/8cvuZrvoYPfNE/Qe+dlBK/99/6t3j/T/kMfs2v+TX8jJ/2uXzu534u/94f+SP8wl/0T/IH/t0/yPs+7X18w+/7ffyiX/SLOB6OfMEXfiFPntxgIvzL/8q/wq/+1b+a3/m1X8sHPvCBkZnvnX/kH/lH+dd+97/Oz/i8f5Cv+Iqv4Jf/si/Zy7XjXvzAX/vr/I3/9W/wM3/mP7g3Tzn/u0//iTx88ID/+r/+r/iyL/s/88/+s/8X/t7P/mze9fLLfPM3fdPeuOHDwQ0Rs5E52y4V2qBNa9voX3/t8Q2X0jgdH9LqxoduHtN4lav8OlEhpsRpikBl2SYO0jiaYhTCnIlXmRjjgG6I3aN1qiwNajV48pjy6FWKZjgqcwgECUyaCSZEV3p3SlAqznYJuBVqjoASYyIfT4Oz1So9Jy47VtZtYMCTRuRdL5NIsG3YtuCHIzw4UXunT4mq7AQpgaQzPSX6+THaBhODH2dEMyJPKzy3cuxjvN1iUv0u2KEKYhXtlRAbqo1yeUxsCY6BoMqr5wubRI4dLBjSISanL53iK3I48J7jSzRzaqhordjyGltZiQkOpyOeoPWO+wJJ8ZBxPWJhYuMhPV8T2sbqlXgxDjSCrZRL5/FSSNNETIZ0waNg9XXaWggeEHkZnwSqQFuw+oQbe4SHSDsbkxVO1+8hJEEnh7IQ9AH1UinWsBDRkNFkhOv3Epjw+YpL36jSaV04rp2rqxnPD7BppmxOkU4KhvXXaNYhTLh2ugthPpBTJiydWgqXRwsahPl0jdXOucPjyw3tlcccr07kFIihjOzdVihtZfWFaAIaKaZ4HQqaa5zo9UwsN2xbI7mSukMR3CY8XqEp0Vqhba+zXBzpwhwSp0McHTFe6JeNKJBjHPCmckOPAWjMMZHohAn8cCAGpzxZ6LmzxIZEo9+8TlvaqIPFw8AxqzK7U8vCenmVeZ6gKWV9wMUVjwcsJrp3xI35MHMMEQtHmrGzd2ycH72GK2gSJKZReSRiaqReSfoYgnLZKmXdkJw5HK+4sFBeu0HWBQOurqcBZ6hGo+F2IM2BME0jWNCJ0hakl93xNfJhhiBkOhYM8lgf3NcB8EiZgJCaU3VU4XoVam+sVjg9uGJbfphWFlIUUkqEEBE9wI53nYKwbq/hy0LUTJebUZf1BAGetNfQi7KGG16tT8BnzJ2cMvM005PRxbDQkN7IEkGUaEqIQpqOLJcVL5VgSoxXmDW0bqjMaJ4Ialy212l2xs3p24L2gbFX6kiMtM6SKr0OnuutvIpZI7tw7hVuzvi2MU+JZfthlsuCeWeZG1tIbKcT3QohH5nCiVIqLey4XcYzaWJDa0CviWEmiBDdadvrqFXoT0kvI4K6wXrGJBDCu++SYFEF1z6quyJs5UIomegbKpHj1RXEW6rH4YSLONYvlLIMbYRHj1hCIT8+k6yRvVHwUek5vUTaKs0aa8zM1w+ZpgnL13hd0BTxPPbFrRZ66NR+HlITErE5kqZA8MqcMt5GhUTmmXWBoImTTrhFam2jB+nSWfrGudedbEex3gnLDbJ1RBvan3C4mkZVZj4QcJblzE1ZySFxOOU7H6NoAIvUJ6/DkzPheKDpyrJt6Lkg04HeCjIlDtE4IhRtzNeB6BlZG/PphCRhbY2t3Ax4TC2UtXD2ipcbPEyEfIUdA7hiVweOL72bbauEuuz9ZcK6LCznGy7rh5DDRPPIYb5mmgPEzqUoIR6Z5jPHnOgqxL4QHj3Cyko/Lzy6bDSJJBrrVkffUSo8OEYOdaW7Ms8PCLXRy8LNPHF+spDmiOhMzNe8dLjiSe0UGxVIbzDhvOtwTfFGc+PJK4XL0mkhc24btjymbZXDcYKcqTinOVJsRTNcna5Z1zPL+maV7vsmnyhS9R8L9tl//+f4v/fvfSNcnVAywSH0lZ/8WT91OM+7Ew47flwDgo2MrezY290hVx8d+fcVJt/YT9vdSbrLQDN8o257xO+20wDt1D0+qJKMgScfLC/j9aCgPmAvuOxsEqOU63uZZDTKjFKd2+DkvsXDiOrdNQwmfp7CZfYM9OBMfpqxv885Crc474573zvhB7yHvbn1tpt+OHuKyx61yMj+uxvqT7nX7Rblssvaj8742+OMKkKIGe+Nv/I//8+87z3vY61PcIGoo3v/Q09ex7vz0nyiWuBvn1/BBd47z6h19HDk5Tnx+vkVOoEmRiYPPmYNdElMpyOnHEEidXOCNfDKa+uCiNE+9Hco68I5ZfQwc5UjV3FCiLR1IYZMyFeUXnmyPqG/+gohKdc//r2QA1EymiIpZtQ7a2lomDjmGW1OuVzwQ8aDMMWJ0Bv26iuct0K4OuFmhKt3gTitGe2ysm43yHzgyhpJhDUdSYcZutNspYkTbfCr7/UY0s4g0c1oTzZCVMxWFq3gGxFB1g62izdIYSOg88sUU05xIotj7YaLOt47hmId3v3yEUQpN+Oele0VikG8vmI6vZeQpjFWS0Wj09cbgijt5oYPnS8QA1GU2gtaYbp6N0mdJ31FL/Dy6YowFUIMrE1Y3TgopLVTgmLe8PMNHjM34mhM5OkEDrNszPmaIk6rA27Q5YDXzrJe6ASW7YzUTlOhArUWrMHaDFHjaMaPe++n8eDdPw4YYyc6XKui24cGc4mOhmJJgZ4jkjOsDanG+uhCiInD9QFz4Vwr27qwPP4Q0ZSH73qZcNxx07Vxc35M7ytTPnAImSUE1tdfA3FkOrG1jW6DRWP2QK6BrRdacB4c3k06PGRlo20XNjGKBI4aOB0P0FaiN7pl4nTg4csPscdnnjx+lRodaYk5DcEmT40nEbLOeFV6j+hVAm/4tpIsEaUPdg0PXIJAjFgtrE9eZ37wcJTNg3DiRJWZOEe89REwuECp5FMk5CP95glBKuflTLIJgmI0PCgpR9a+oeIc8owgvF6Frd5wOl2TUqLT2LYyhL1cOB0PCIYtBV0rWzmTribyHJk1s/UAAU46M4XI1jc8RSxEvHbmMIMZTS4gTgwHkID3hKREzJFeO60YrRvb+TU8GaV1vN6QYkRjIngZiRoX3CruztlXruOJ0+EBvQ/NA0obVQpbiWUFC7y2LYTDPHp9LPDwcGLWic0DlgNbvQzqvhAI4kwqhOOJIsrWFqQ5cTpxuazU82PC1TXH6UiMypPyKuIz3Tt2WUgp4tOB6hdqrYCgaaxN0SreN6ZwGDDCUvHNeHxZyGosFPBGsA7pRClGOD4kUREXYn6Id+N0mkmaqLWNfSckIh3rjk2BPAWmXmnL66RjRuM1SBpN+jTo2xBH84bZEVFn9UIkkkiEwxXr8jplvQG94nB15CCBPD+gy0bQeTTkLTd4a7Sb17AOF8uEFtnKq2x2Rnxjmq+4Op4I5lSEwNUdlOXh9buIc8RubtAkxHmmiFHqxto2XGTPko6+qGILccqjX6Gu2M1KVRANrOdKmo9oN9wEacZlrYQQOFy9i1qNHJRgFZuMXoxCpPaF1BybH6KqXB1HvvX82mucu3N6eMKWx0zTgXS8IkVlO79CuXkyMLJRWcrCpWykFeIhD8aQw2ARStVpIpyuH6KilMsFnWfyaSJKYHDHxQGZSspWb4hdRrWljf6emyevYzFzPL3EzVap7f/P3r/EyNZua3rQM777nDMic631731O1akyFgKXxKUFCCyaSEj0qgOyKYNoWHIHRNdyByGEJdzBWNgysgCJsoSOEB2qYckSgiYIY9Hi0rDKSNRtn/2vf2VmRMw5v+ug8cX6965TZ2+QfGgdopUZGfnNGZEZMcc3xvs+7ySfiRHM/mC0gusNMQMfrvjlleSER8vUbkkdznwnOI9xG2XzpPPg/vXXOOc4raVbh3ULKVr228m3UglLJHWlL55FLF+cJXjHvTw4RmbdIjEEhMBqLb8+D3KubDFxlIY7M3/pJWGcpYrwJ+93nPVomOmn5/Hg7Thx3hGWhdo6EfipnDSxXF8/YZ0hOcd/6o/+8X9XVf8zf1ZN+he6Qy7OIV9+4KGV7IUonc8fykSdgRHLdxblVCgPzG9LWeYkA0EZz0L7u9PTPDvo49mRnOPb3xTYMHXIQ+Z0dvDdDDqnsRMmMlDzvWCe6xmAPnXoytS0S9d5oXpKaPieDvkkvOhvrQ1gGD+PlTG/0a0LkxbyHdOoyM/mzPHcMHx3ts+ueAUG1rifdeM6GsrzHGZ1P9FYKCrfCRLPjQe/mf5akYmRnK7N5+ZkFvI66pxYMKb+EsheUeewPrGlT5TRSDGSZI66S67gJn4qB894POit8Ha7YTWzLV9Qv3EMnTqyrtRHo583LqvBmMjjaFiFr/udvVWW6Om7MiRhzcLLCLjiEDawisaBiZHoFT07bjTMa2R0JVgLvXNvb1y54nQ6w9veOLlxF8cWVrqCbzLf5GeZZqZauN0fxN6JAmoC4gP12Lnd3jmPA7aTfFZcWMj2xB6Wx8ePqMmghpguGHGMfmcYg8ERrEyH+3FijCU4yzDKEiLerZjeuHtHpxIXi0kBNXbSRVQZuVL3QZVINI0ULD/uhT/J7xiZJl8fBloPRpwau24dqJk4x9Zp50GrO8MIaqE7R9/vOL/gjdAdnCbzcCvZXvnUB2FY2jk4jZCPzDHgZj1SB308phygC1EM8fJK8sLA87bv3M93TPtKNgMfIx04mXhM/ZgUlf08sGEheE/yjpgCa4x8+3bSe6Yr/FQavN/ww7KuK2Zx/LoUWobRlFbuxFpQA48muG0hjM54DAad9HLlUR1DJ2avlsajGKQ7+nuF2x00s22BoorYwNEtX+8/YZyg+UCs4VO64GLCLy80b9jbjjSLq1DPN3bz4ILF+YAv0HvmNIbcIpSD8/7BS/LoljDqeeRBPR585A+SbNhaKF3xyTOCx7hCXDeifkLz/FQ0xztjRJr9RNaJAEU6RQ7IhdoqO52jGs7jwa6Zi8/EbrD7OY31EuhN6a2y7hbxiW3ZcOsLLiycJ5hhoD0NVWFF+kntU19tTMEGZbXXibprHYdg1RJ8wK8XXIiT4x8GGu+4FilLoRmlijDORnSeFYc1Hm88nanhfuQP5AUcBlMrVmb3VkehlgNDnI2B3nB2hi6d5/QKBOmoWdDqGOJpreNlepb6aJRaKcfBLgY9F+Rpk2mlUKWSQkT67FqHM2ODwQ+QJizLAo+dcTvp143ilMMaJJ+kdZmUmccbZcCp0zgapJL7gY8esY7bxzu1Fdq4kdJEYy7RMYzQep3hUjKJKtY62pj4Px0bi9mg5nllCga7bYhULhiMrOztHaKlfv0Vrf2EUSGXE73/CnLnvESuLiFt4PyF4TyPnumlcrSDIYYXr5hxYmOa9DIbCT4hLoL12GHo7cQ7JYQVq0oQiOKwOgDHYHDff8LqjncJPe6zi+yulDI3WEE80qC7wOISYbHoNwVW6K+48Es2Z8jSqMeduniGzEZHrlMCZgGXFrqP9DY3DcEuzwnDPq+breBGJ7SOOMuRC21vyCVNv4c9qVTURtqolFwwdNbrxrAe0UEbhXoctDZ9PLoGehHiqNSPGxoW1DqMs/Rlpd9O3n6czRu/wVYdIoZyNiAhFeqtUNXR8RPbWwfQcdlySqAtFjuUUTwDpaljMx4thqqDnKcnyy4W3cGpkFykj8qQznIJWPtKroMvy5ygTXKo5Z7rlJ/GQG5AVar12OOgaZ3GURcoYUN8wi0Jg4MeKQp9+wUxOj57ZsCfjZhkuaC8tumt0ao8qPRW2bvntJZ9GO6tU3LGZ0Aq73FuiOPi8d7Rvee0njdjCOdJV6HmShsHabvy+vkXvPgrV7cTksXFhT0XxHpCyXQd2GEYBi7u9zfA/0IX5BblZcA2Kt+CQQgIFWemUUkEZJifi8ffdJGfmtCfO9LfIfv2aY4yP8ss7HcUl85QE4Y+DZtTw950PAksvyl+VYQ+JsP8Z4mLkSdbU55JWlNb/DwdDGCNQY35GcE4fyY/n/c8U52khudGQ59FtczM2p+RaYKAPGUUTMOnNTLTFPss1sczktc8FSUigqhBB/ybf/Nv8q/9q//j7/sIAP7z/+Q/yf/oX/mXn6iuiYpE5Fm7P81POtA+CRyqhikG67+RWIiCDAw3pFdaK9zKHRCcGNb0yjk6bX9nnLObtpeCK3fOLDDMTI90C8kIrnZsnWlkrRb224l5wIiej6dJ7VEzVZVRMx/3O+oMWg/enGFZAou5sxrDSYXauRJoGKp5IC+Blg0/1QfeCvf8hjjDY6zUfrK3Ru2C9QMrK0fNuKGEfqHlg72987h/o/bBlzaostN+/RWVQOCV/eONoI3B1Okf0tjPO+0slHLnlI50x1o/iGvAjEFpHuxGL4NeOrVUlEyygeQSw3ymmAv7/iPipp+iVOG879z1JJ+dwNRsL8HhxdOM4chKHpnWYAseWyq2t8knzg3z9iCWB62CSx7pSjktpRhGq4wwLyphrMRwpXuL6yfoNMs8xuA2TQnTlJsztRXygEezHN5gxfEaFlop7Odgo4HrWA+UQcuCqKXSCKqIjWhTzjooNuDEIipcX1754h2jKi4k1Af6pysXZzk/fuLj8ZWvt2+sfiG3Bb8buhVC8DRpaC5gKqU1xqOxj8zb0TAol5eVQSePyTWv587Qir14xmhE/6Dv+7zIPR6oLuxpmYY0u02pgvmMCYkWAmZZKWOnaWGQplchBeQp46h7ZV2elBuzseDR1thb4zZg1AJv77xxYCzU4wbmJHeLjxHjpgeh5Mzt/Z2876z2AXUw6uC43Wm9QLhTe5sbP8PkuSN4VxAsnIM4Fnoz9GLARbbkOKRhJBHXQHeK7pO5ns3KGj8R+olJjtDBjQvvdZAHGLUYLYxmaFqwMvBnwfSG3zyZE6uW2AJXmbKA6RnpaIwU72YhPmBowWjGoVQ5qaZPo9lwoJV+f5DVMHzEhCtDLWIiSOF8/zVNb/jtMpsU0qYn4diRLhgbkZCgdnquNBcnJaUJEi74ACbf2e8n3/qdYWDdrnRJOLehLsFaqO5k14NPLiGuU3LjmwaCE7Kc1FawdsGKQXvBFKHJC/dzPA1mfg5ETUc+Ms52pEO73dFDCWEndViiZ4ijqWDo+OeUFeeQ2hEL3jgYjrM/SBiqwKmDNVwIoU829XESGywpcfn8A701pA0eb2Y2ooJStVN6w5uOmK+QFaeJiEHqzi2fmOgmAlFnqtaQgeYpYcI+5XvNUbBotDj/imqc10kbJzqwCp6GPN44zVxHjWXohdJ2nLFE8TMPIVw57m8kCzJmCBnjQM+/x7eH5Twb3kC7HVOi6FZuYePIFVcKoUPhA+8gjFlptDGgzwlyR/H2inRByiD0hJPGyIr1C74uPMpj1hWPA/pAnKG/P7jlD7wTRhvUWpBPK8QFaXcWA58uK7dYOYjcVeEsHCU/k5MHLVdautF3xfiIcw5vExIEHwbR2Cm72jPWTNyiXlfCaFg/GZG3Nhgjc1kvrC8rzjnK2Rj+O3JUkT6wbhK2aCciQnadj5o58kEIFqmBzUAwhs0tqA/4y0Klkbun2kjXA2phXV+wqlQ1iD6JQd6hONBGvH7CuUAvDT0emJKRLjhjuK4bdDgef5/SMtIVfvhCkUYNigkX9moJQ9mCxVYhGuWqER9fWRB+ajcetfLx0zf6WWnRIy3TqyXIgR47tXfyTSlyQ8d41gbKNXr2+87t653s6u+tSf9cCnIR+S8B/wpggf+pqv4P/tTPI/A3gf808BX4p1T1//n82b8A/LPMpID/tqr+279vTRH5DwN/DPwA/LvAf11Vy+87xu8+b1Bt2Fb5fFREZsfMylMJ/qwmJ4JPvsvA0f79A27enjkGP1NXfqPPbb/hcctzDDmmsVOBIsL4uYfNdLTDU94x3wzfNXACU6LyvRP97CjLz2liAs4+R6GzS9+fshN06vR0KMZMPNT3cIM+pkzEiqAyu/d9PLmc+jwfVfoYjN8yJKgYuggiZvI6e8c85T06lH/mv/Y3+Bv/zH/1N6+LzmNPTbkBHQydIRqTCqYTQzV/+hsmuvwGGzhDMoChtP1A3MJQaHU61ztQ+wdRAonOGGN2lMm8pM+wvNB652urtK6cu0FyZRwzhOBeKnsbHLvQl0Kzhjwa1lSiN4xeiNJxNoEf3D2M1WKjZVkWFmbx3jFTAiWe4SJ5QBHDVQybE/xIfIijnrMbbqyy551/8HjnfG5ydBiMdLxTNGTULWQtGL9wthvj/ODkgS4WU4Szvs3CobvZjVguXMKFhzdoFfJ+0vJk52rOVPuV1kGyQ7VQ7aCOTO3KTb6yxIy2XxOGMnqhLi8MP/WMzSgxGVy3JD9w46B3nSx4DrZ4hVZoOsi90K1QzoHed5Zvf58+hLQEGIIxg7Mek/9sDFENhAsHET8EbZl23ujB0YZlDENMHvWW5A3LpwWP8JnIr3OmNmURw7ecwSeG6dReOc3g1gomLnwnMuSq4BMmOjyVuARWIySUl+2Vth98vL9PnGAX1HXUe14vnwnR834+6GlQl86jZuxQnFn5siwM6ynng23Alp4BSl4xYeV0jqoPXs4Taxy5HhjnUD9lIM55rHaGsagJ2AHNwnXdsL2zccUZSwiR0U+MDE6ddJjVWbKD5gXrNjKF474zJCCA94Hr6xdqbbheKOcHH+Wd+iiYfs6Gwe2DZbXE60IZMM4T38KU1eSGsmIvwmiw327UWrEWTj1xUli1M8ozmdRtdGZwo7cNuzns0XnkymFgtElG+Xz5hDI1lwTHPd/4eP+Rr++/xnWHGZ6os6FQyiA6y0kmXDypm2ksa4H67UR7w18yxPmeLf3geGQGM8TIjTg/U8VOKpEOpDYEZc9v3BkMdbSRCSbi1+vsJOo7mAXaQe8WFQeqfNwPuulczukLaqlTDRjrSNtnNGwY59Gr4tpMZRiP+8S91U6loSEgV8P66ZUUPK1CfgbFaAxsrz9MzfXHT7jlijOGtu8UPTm0kcPs7iavXBRGF9YijNUyngmQHoMTj+lm/r80nebvyyf6ZjEmE0KYwSpqSCVPpq8o9fGYqZGmTT56GFhXuV48yoMyIO+N2irXNWBE6bc7ScH0gaORzAyV8mlF7MtsIPQDtYZWf8U97xjrsWnKog4bkHUlXV9JcaM9G1m9NTyO3iqnnnNqV07KxxvlpymTjM1yTRsxOb69H3TJpJcfCKbTW59wqmOn5l+zjwPnF7r1CEo7H9TeuASLMo3MZ2mUahkm/YzvNA0Cho/9V5w4hgYGDrs7grVswfOOsi4r3nTQjhjFC1T9wErk8X7QSmNYS7FKiAPTMrXseJ9IPmHsEx4xBg/tOKdkBqKOZUnYbUPzwTYqjAemNxYZWOYmNOcPrEKT/pzwKM5k5Jl+bFLAG8vyuiDJcTuV7gRTT3qbfhXjzAx2soJ3jVtWso28ZUfAU++zoPJe8GG+jtZ6xpjBZuejcrQBR4Ta+LG+0fad1QghBoxJ6DCUUlA3WJaElzq9BVHZ5AL5waiFdnR0LGxusL4sdPU8WmNzBrks6N3Qi4LRualCqfcbTTw2QhBLihvFGtI4ZkOwK34JRA+uHhgZM4OiCjIafv/G7X6wH+8YcaQQqc1S6wNzVEruGBcghMkaf5z09kYKjtY8jEbryjN37Xfe/gMX5DL1G/8a8F8E/g7w74jI31LV/9tvPeyfBb6p6n9URP5p4F8C/ikR+Y8D/zTwnwD+CPjfishfe/7O71rzXwL+ZVX9YxH5nzzX/td/1zF+37kb4C+9fqbshi4ZR+LHekzdG78pLr9HeHeVnyUVVmYgyTBPlNlUPSBP3fT3DjvPYnswkUcGngUXfO/qfl9rPvy3O9TMbvuYnHBRmeEFYxbYxsxglNbH1Jk3/b7LAIRJ2AZ5yjxEdOK+nqz0ebhZAo8nBmzuJb6TZKagRMcs/r8bAofqPH9V5ImdgyeZZr5o0KehdaqWZ+ceI3SdZIKfE0GfAQrfde9zAqA/a/PpffJljZkFyvP1GU2xxs5dtIGfHnOH6vc7th/4fuIMNBNoHQ67zHMkc0nQh4WzYHE0q3jpuKD44GnVINr4tLwS3aBQ2IYStdO/JExMlAROA7079gzBLDgFkY1WHozcUBsx7soLg6PVSc04It/uDWsh5YnLsxfD8J7Rfk20jff+YLULq3cEF8h1cNLJj5OSLXaJDJeh3UENPQyUxl4bpQjBb7jmWF3iRTf2qtzaC3YIwXuO+s7n+wHng248qoLZKocH5wZjVGzZsTGypAU3prOeEIhysDvL6+srWgty+wmGEJxHtRK3SPAX2v4O5w7BEH0kLi+83T94mELWwcNnZDyxeKMTxCGrwboN4y7k0rEKdUTKeDDGRHgaiRA39rzzlr+yRuFQi3NTl+7zyaNV7vmkx8q9RNbREfEcZHpTbHeUU0mtIcdPrOmK6Q1XCsuasDHOYBwsIXrWbcE7T5AZRx23SJDI+Gki2V57xNqVx+PO/e0rcVsRN+VAKSwsa0KlQ7Jkd6WVgW2Vc/C8SFtWt5IRKp3sCtU69rpPnOYY2JGoR6HTKe4bl2FpGEY9qd9ODqnTMNwNunpqVXrbGe1ENNPptN54NMu97xgCixWkNtIutHvG2YIVuNHZM8j7HRmCrY083qFlklF6H3z78U4ZM7o8rgvh+sIwgRebeY2Ox9E56oGMQbKT1X5WRbURjHJrShyFVjvGO97rBwbDWQ8UwZyWOnbeyjtJAiEEihV6q4yaOU6hB+Xx1SAfBazl6qccyqwb6h70Y3DPjbI3JFq8NSgJm1aMCVg1uCNjmMUV14TqyySy6E5tFRMNNmdGy6Sw4lsAt3AwZUaFRo2BZDu1Hxyj0sWRloXPy0ZNATWVJQg0GKMxGnQ32PVBqQV1FikFp4LPJyXfOVRYUiQukW7rTBluDSsO0yfVq4QFa/2UWKlhixEfHKU18pjSKgsUt+DVctQGrSGmUcVSncdrIZvK6II3jlwmsSQ/HjgdLCni3MK+RI6SMUO5BIOElaKKbYoxFROv1HJiRNiPNnnUaojJzTAaURgBT8HJDMjxKOU+57a9CkF+ScLjuKLNEFRIBpy7TD/XWWn7nUMzmcHI+xRWusQSIsEOOh0zGse403uBFtHjoFCwq+dDKyUPxETENpqf2QBK4OuRWaxhWwO1Gt6HJxqHlMHQyqGTS++kY8l0bbwbTwM4DlqDahMyEiUkXAcrjtgKJmcwELYVo0r017mRkk4tt0n4WDaW14AxEVcMQQLj6Azb6GrnNXeZBn5pA9faRCKPQjjeeXBiHBTqTJB2ieqgIByHPDcGkF4vYJX28Y2hJx/3RpfGRmTcOs4YyNNP40widI9v0I+JgnYoZhjOaviTMpOsvQSSd/McraEYg3NuEpEQxEai6zg5udjOsAp/9EcY53DAKA/GfqLN48Ry3z8oQ8FH0rrRx04/b4ipxPQy32vfGh9ff+I2MmIjF+voo2PFEbqfOOPe6SNj+pSm+UvCHXMi5boQRQleaQ3MaDxOYZSKH4IjczzeOeqDPAb25ROfXzbW6HHBc7RvSBis10Aueer+h2JGx68XRk/kDkUDIQq/2BaCk99Xkv65dMj/s8C/p6p/G0BE/hj468BvF+R/HfjvPr/+XwP/qswq7K8Df6yqGfj3ReTfe67Hn7WmiPzfgf8C8Deej/lfPNf913/XMfT3uFaldUw+8d4zBJq/EErl67dvfH59nSaT54hctD8zOp/ykydaZ5JUzFM6rt/9kcDUdiEzMtXIbPb+bFh8+jHtUyP+vSP9HRk41SuzuDYwO+bM8AzR8ZS1PDcLP3fEdYZl/CwKnwW/Ps9NmN2O+ZTGz8bN8dxMwPNxMikcsz7+rq9hjgzF/FzgWxQ7fkOaAX4+n+/YdBHzZPzOacB3Q2fT/jS2ytNYOgNJrMgMHXmyY8FMF/ZT+vP+7Q3Rwf72jbg2iCu2Z9pP70jpBAu2ZkKsXK8bLRc+zEYPN0zvtJJx1XFdJne7IKyrx8eEisMOw/ExY8j/cEuc48CdhdArp3V0I7RaWN3Kq03c6+BW3rmVySvFGFo9GL3j8FzOMF88aRz9RHqmtYI3ATnuZGNY4x+yuIK6QGPlNfwBgmeJiURnkUwVRy5v1FIw2dG6w9kV419o8mCzg/uAcRQWE1mXleAi2g3dNCQJSzAwGiNXmu2obYyoCNO41mvGo4TxAAdNHb8+do6+k3zBeoeirC5hbw/e7wfsN1xaUWPJDFQ9NXe0RoI0xF7Qy2d6PsluwUnnYgQfEmuytODoAzYdmOuVLbwQvZ/a4Kb8yU+KPabJ6TxnRPfDKKc8N3rDwsg459gMpOWVrh8MM7gxGepbiSxcOe19sqmHp5mAjQM4MZrZrWesHlkjRx3sdQdjMMugLxOn2LKiMvBJaKVySuH28RNjz2xbYuiBlpO/XzKvn75glyslJnZ9UpjumSUuXPyGX1fOx05tg0WFdj4Qa2i94JpiNbDawIsPaCm0WnDj5KwnYpXdBoZ/vp9KoVmH00Qpdx63A2MrabWMcmJM43UNqCZKaxQ5ca5i/cJFKy1ANwetNbr38PoCNpKNQUvDLwHphlQU6/zUFI/OGjzb5vBYjArJwuIi93NuFrCCmoExyppeMAb286S2nW2beE9jG5sMVKC2AVG5Hzs+QRLLy+dXvAmos9jeUVkRtfiqHPtjfnitHh8jYfjJwA8J6x3kG86s6GulM414lIrojJWXPMgYTApIuqB98K0e5Fa4BjC2Y/rOOBq977SzzY1wClgf8evUJveupJg4zsbQgC+ecURydOjZKDp4uz0YtSK1PZsuM6THmsiX7UrRc14zEO7tQLXRYpn6+iZ81Af5KJxH47QH3jlcWOgoxl/YvhiSn4FMt3KQh2KxdDUY73DW4pY5DTDWzSyKx23ibrVQKYhacjVIa+gxqM4zzILrhkYE42jSeO8ZaW2+HtonnSd2SgPDTGZFAySP2Tb6cdApFDG8VcHUD1YZzCTXjNOD6A3Bfcb0PtGj7SS83SjOUNucSneFiqA9YnHEZklUcMKxZ44+G1V+2TgK3E3FDcVby8v1BbMIeXiqzNYMkml0ijSMFQ4jqPPI9Zfse6PsB1r2Sf4JLwxrGO3AS6MV6B8njQl4uPhIi53Vdoz/4K3sFPeKdkGKIMfJUMP7/UBUWMINYxzWKG5b0PUCxiMjIMbhjDxJVIUGqHeoRIYKozb2OnC9keoMQXs/Crc+saXSKmF1RGfpCrdz4NQQUiW9rCAnuX3g4o4ZltEapTceP74j4yS4gR6NEL9w+XRlsRv0xmOczwTSQRSPd0JIidELIIg35KOg46DWTm/z70s1M0skAeWcpBnjMP6XGBz28UGvJxwPvDcMu9HslA+Z44SHchvTO+KcoWrh3DO0ghjHqBkvJ94K1JMuAv5KHolcZup3ShttnV47tyV8CJgqSJgKg6oTifwQi1sWLJam0IZCVF6N4dPrRkiB1g3NbZjXBeoDe3sjKuj5RlcobnCgtAKmBVSVw1iKFcpv4hD+zNufR0H+V4D/1299/3eA/9zveoyqNhF5Z0pO/grwf/xTv/tXnl//WWv+ALzpzDP904//Xcf48XedeK+Z27///5gO9PpOtxeChT+5feJXvwqTJDIXnJIJZuf6e0cXJuYKns1jfUpWnnZFeVJR+HmN70Xxd433z210nhX9z5IV+S6beUpa/iFt93ONfySd+WfB9m+Mmvy8wtwAwLPOfR6en798SnKeEX3ynAR877br80l+7+TPjYf+pqj+7cMz09L43uXX73MCplTl+XqIPNf/XvQ/1/ouceG7Ln0+idkprAX7eGd3Dj8GTQuuZBZtRAKXFNEYMN4jRKweXI0SZUxDzXFM48bxK5LfaDFih2dUTzcDbyy3Wuil8QiRKiet7/RWadngrSe5wGgNp42LN4xmiTDpAyJgF7Q/IHReLuBi4MWv3M4DPy7U1ujt4CgfjHHibn+XGjzDQ40rrk6cW8ORn4a+dY18+sNXHueNfN9nmNUzuOwcTLPP6xUTAlaEsCXs/Z33/YYpyi8/fWK9rEg7CSHSz4xZ/kOscaNVYa8Fw0FyCy/1pLWBmKnNvpeCT4GulaqNPZ+Y4eaFfTGcNOpeQYVPL594z41WHyxmaknD+UDb4GX9gjWDqBZ1kVIaeVS6dnIbcGa+yo8YJ1g7GPnGKCCPE/84uNTM7pVF4LNNVONILnCURuge/MbuG8fhUAlcpQAWNULtg9beiENZ44paBRzBrgRTudcKS+IlKTlNzfpRykwYHA/a+xumZXLvvH0McuvcH5mmnod2jnyn1BuHPibn9mvFLhs2XliDx6dAKwctnwxJiHZaH7NArIWREu76MkOYumKDwx87r0YhWoxzlNJ473XK3MaJw864cTOld05Pej1JbmEZlqgJB5RtJTtH7UKTQh91Ft+PG/W8w4DtsrGmDb9u5KF4ceT7g+oj2Tq4v9NH5Xjf6WkwfGCLwq0PXqzBlYJ3Hjv8HOzVjMsnpw4eqpQMDzXcP050HITUMH7leHSq6yBzUjCGn2zp/A3sQrOe2itSlRcDTTuFPg2GAUYF3foMAuuDrh3aT4xhMIsh+Y1FFR0zICmUHecsD8lk0xBj2TZP1k5UyzBxSthEyeOFVg1Hf5BVaa2zBoim4krHNyF5h48bJniOGtm6R6TykM77/caQGcClqrTeqPlgIRKSp2Kw1nIfjrSuk8ASA0vr+HbS+gwrw3ZGmwEs68WCH4xRsG5+mPsEwQ5av9G7w1vhull8taBtSt9+ljpOope3jnC9QIWoAl4ZZSfXzOYLnUK8btgtUJpBGSxxpdSO6QfGB0a3lOOOZSDxOq9JAqNXpBc0OhDFSiaoYVVP7ZPEZBn0clLyN2KwhNf/CJJeJrmrnsjo2OSJEvBpNhYUQ0wGxiDYjWv5oN3vnAOiRHodMHYqlnT9QqVQH7+ijgfSX/DvBWsMm/kEdiB2QceUNxxtyqyOLuRfn3hjoViqbnygjNqxxRACVHdF+wW9Lqi3jLNOKYltOC245vlhuVBDou8Z8QYtU9o6eqb2Rn76wrwoPl1I0mm98quPQpnDNGyAADMQzlyhVbTDUQb3u8UYz/tZMO8wNFG9wRlhtAIlEUzEtsEnC9SdZRik1ZlWmk8eR8bh6dpIeC7DA0psntHuqC/Y9oaYaUxs7YFpC14EKBg9cerp40SdkPdBKpVqKjKEwIaKR9KKNw2RTlw/Y41hP78h+xtHbsQKIrPT785GY7D0QRXLEjc+WmY/D8QZFjuzIFKaf7/gFl50bkZHfmD6hrYdg6F7ISSL0Yq7DmJYabVhhuO6eEycQbVHLiiNUk5WN3hZLIsPjK74NNOGP1lF8zvHoRytodbTaqXriTOO2hTNBx2D3RaGDFo7WCKkody7Ye8PTP+HE4X/9O0vnKlTRP454J8D+Mf/6A+413d67dSWaVTuOqi3X7OtF8LlSu8DLXM8lUJgCa+46w+Y0amt8ONekVYw0nH1hpUDNQmxK3a5kr2l5MJoA/n2azYrhLji3ImoQ7xHmFKOkU9olazCsgR8n51aI0LXSDOJYg29FEq3iLOswRDWFe2Z/Pig6sRHrdFz1kyrilsuGFWO2jhxM4VNhCCW1SpNCut1xTQ4a0VKx7RBG3Xu8CXyUTtFB6+vAd9P2jA0FeIWMP4zopaDORbNVPxyIQRLkJksbVWQ1rk/TkqviCjBVTBlTgHETYHNgNYy5TjwaSO2hvQTiQFTM9kIVTz7+532cMR8grOMd8W4TvMnVkDPgPqCamNxlqUnWp/aPtsPvuWDen/nVis/DY9dEjJmQI9pFXmc3L/9A+6aERlcjacIhMsra1hxRHL/CWM81+qIInTjCc2TMHwoVNtY0xyJDWOpCr0+CAgqFV0TdViyCkLAxkgpmYHBpkhjBg9JPunnJGU4r3SfUR+4bhdaafhjorRWF6li6cZTvx2UXrA24NqBOd5pI9PaA60PvF1wIZKWhX712FawzWJxHHumlmPuFZ3lihBWzzksvj/ozk1sYHng3YyLd025mIXFdKrtvI0H+/1OWn/BahSTEpcrtLNxHCc6KiU3DnPSvJJGwOqBVTsT93qhlTuGiO2Cd5EUAlFOnEAKimikNuHjcTDawXDfOJg+hE08XipHP9i7mVSS0VC/YZwlWPDBThRxgzAG4/ZgHI1t2/AucvTZ/aSDdouonRHqxhOjZwwL8QXnEvn4E1qzuJdfcBFlU0NKabLiyzFlFi3z8XjHLi9UPFUHkisX8RgjuMed1hvBWEqbXPR/0N3T8D0nbMMIYbsQbGSLicWlSXzojd4sbVk4x4zttt1gzAthQLkd1OOBLVMn7q2iRpDhp1HaBnT7wggeawx5PxghkbwjyMCaRPGdwyhZMwOlH42zDZqf42l7u6HiyFaexkAPduWxv082u0AZhYjg2449G+83xbQ+fTlOEGe5nye1Dxazw60gweL8im6fICX6/sb72WnHiTzxpaID51fiZUVbQ1snSmdxjSU5spip/d0N+fGGCwbnA607OoVGx7gVZwqflsi6bZOmcCpDF47cqG1SlHwQHMw0TS0UNeTSKb0ySsG3im2WOsB6ZXMBEThz5XaeDArCwCwrjE5+/5EqQlxWKI4yOlXaJGvYCjq9SG71hHWhjkFuMxW45ULsgbC+4KWiFKx4vBVkTNiADZZ2Fo4xqV+lngTZ8Caxnw1thRg9IlOO4Cz0+IlqA753Npl+nmiUNRpodqY8hsHhIlUF5z2KzhRkW9Ezc7RzdoF9woonmBnOc+w3Wil0GTPsKHeOW6Ufd0TqU6M96DbQRkf2O7kMHi6SmkHFYET5VnZazXhrqR8FGDhrZjpym9Pio13Zm+Pto3P1FS+ecFF0GFQ2sIHWK3IWrkaIVulD6AVKC2A6dvT5/+gN0g3GCjEm/PWKXRaOx4E/MrW9Ybpjsx6RgAuJYiaBTdOKhECRztuecW6SeNp+kg3EUNlLn80NHUgUjM4MDuciKXaGGsxQfuhjGupdQDcHKjRv8YGJJrx1NA1e5B0NQo+R2+3kKMr4+Mpe4Swn0jo2ONYlEcILFqEYR4sBGTvn2Dl7JtRO1s4+BrQD3xXjhZbfyAPcEGIwdDvn2TFBRSddZjist7jgGP2g42aQngjeZA4tqE8UB8ewLG2BYXFU8qNylgPXO0s5yVrJcVJthrWId3RtBDGc7opaC9srqhvnuVM040bHPR7kcgPn8GLo4ZW3YvC3N8ao3M7M8BbbFOiceqFf/miiS2Vn75VaQE1/pqorIxdGv5O8J63XmUy9XXE2EPxCN4OPekNNYysdXw72cSfn3y8i//MoyP8u8I/91vd/9Xnfn/WYvyMiDnhlGi9/3+/+Wfd/BT6JiHt2yX/78b/rGP/QTVX/DeDfAPhP/sf+mj5kRQO4uBH9ihlC6ydZHK2uzzeOgbYzxPOwnv32xhA4BfCCaOWyegIvtHvDaIZ6Qv9gXRZSiCzxQm+/IG2R4FfUfKP2jpWBi4k6Mrfd0EtmPw5yvmNHx/uIsYEqjX6+o8Wy150hQgKMXzFEunaKFrI2RrOgMo1QQYhpmbzWkgl01uWFbFeWZSV6w0d9cO8ZiYFqAuklzs5OP6FMvZ09KuORKd3NVLye6aPiAGsetCGMPEjWwZFp1nDXhBuKGY3NX3A2EX0lJSG3OWqt5c4qgZd1JXiH6Tst33k3E7Pmy2A0P00lLtCCw8RE5yceZ6XWSqie+PGBsZXRAma7cF4E8SuyV7o6Go5a7uT9jvaT+3jgEB7fHlQRNnlKksJJ9AfpIgxO+p5JbuHzdmVPG9ZviARaO/DBktzGfg6OUjhrx8RIRjmscjYHj5NSvuEFrJ1JnYaZqtaCwy8XaAY3OosR3muhj0FyMGxmdQ3cAOOp8UKFacxyhWEbyuDTyx/Sbh3vDN5YjrPT6wOzrhBfCHzDucoIg2w8LZvZfqnCx/sNCQG/mJlkPRrGTzOqipLWC0YbZljUdLzxLC+/xMWIlhuOjB0X8JZhoR4N8QMnn6lkjFTMmMSEcnufuM3huH75jOlCaY5TG99uP1K7sPgNcCTbWC769C4EbHih3R+YPg1OpU+TVBuemi2hdpbFsjlLtIGX4Ilm41FuNJSSHD563OUH6AOvJ0Mz2gpcPjF6Q9pJzZkyAkEH2bVpAjSGEYV7LlT7SlxfcbYS/H0aKweITPlQJrByYKlzFHreON9PfFoZo9N2ndMbiViZEx6JnuFXhgejhtyVQ/JkMcvMNnAoTgZSQT7GvNAesxOb95NeD8YAs2w4HdAq5xjP2Pqpuw7GEVKiOoun0cUyxmAVS7aWVjvn6NSunPcPHMofuivWecLlivmDP8KOhqsHh3hqh8deyGeeKbg4eocuYH0ktM5qOrveKcNzyx2LoM7ScVg1/KVXT0AZzaDBUo0htcj5gEU6ya20oXjjsEyKzvAbLg709YI6x+lgiNDVIc6hLVA04GwjuYG14BXaGGQjDLdAAemWt7PPoCQ3pwxdI7cOsnhqL/TREJ2SlBiUYpdJiDCCFctZdt6Px+Sonxk3DLkPcJF4CfgxCGFiNZ12VmMZORM5WDWhKrSinOppriJ4Ps6CoRFlEPyCNREnDakF/2Ehd6wYwgiEM1NG4aEfqHQ0OHB5Sjye0qclObaXiNGBqcL5+JFm3tAhjNGwMokxeW9TKrhG0rah1vLIP2FdwjhH1pNgDd0NRE7GGHOC0UDrnZobPVdGOxn1pDuDW660x516/ISTFR8utKGotVgb2G2nlgP/uNHHP8Coo9mVMhqqll4O6mgc4tFoWMoNmiG7CyNX1HoMQssZ4yxLWnEYgjeIGuLyyvCvtFLpo4FRxjE3oxihM/Gzax94GWguBKeQPLVCSobFKb0Ncr1hpRB6YbVxyvMe3+h7hloxeoclkkun553N92maTRu0jhjHYj1WH7y+XIgxcX//4Nu+I71z9Z6FxL7fkTqgDo58wrHzAYywUIah1w+ohsuS8M5SFMTM2PkokOVBLUoxg35Cs5V7V8R7Sr8xagfbeQ2RrgvZRzRMP1xzluoc2jfObFGJUDvtLAx1BPWkmGgYGhaL4p1CnWQp6Y3hLL0+uNsfyaUTLy8sB4y607qlq2f14CrYbqgW1AVcEkZ3EDy4yJA3LJ0lBj6FT1Abb+Md6oPeJ7nJtRM7FPJPbG6l73+PLobQKr4fVBHyXjDdEpYVp41dH+w6JWPf5EEzE2e6rsI6PI/jK2lkVDzNFNrZyMYh5463BieJ1QWqj1gJLIQZKBc8JiwYmdLRcWSKKRwdtBRybYi7/N5i+s+jIP93gH/iST/5u0yT5t/4U4/5W8B/A/g/AP9l4H+nqioifwv4X4rI/5Bp6vwngP8TU+jwj6z5/J3//XONP36u+b/5fcf4fSdex0wH2y5XvBO+/MEfUmVQW8E3odtArYV2VoIR7gNUdoIcczxmr4zquFrhasCFlWMIVg/gJJmId3GaLb1ws4OzdPCg/UI5T7A7yXZEBc9GK4qOOs12w5LL1O3W/kDaiYsRt8xRlFjP0Qqj3gjrC0v6JakNTrUM21GE0e64cFJwdBPxtVDGg8e+cysOHyyZKXkw719Rq5x+AQfeDpIP+BiI20r6HLmYQW3CmQ2MF5btwrZ85twfGLmRjIVhKRy83d8Q6eRxcp52khfE4bYNDQ5jB9uYGvGHNm5Hx4qnj5VdA10sYfW86lSAHlIpA7YurOIwokSBMjJ2heWv/ALvrrSutJ5ZniERsYAzipbOOSI9TM64c595lcxqK/7lFazhXt7o7deU9EJfF/Tsk1e+fqFjOJvycX8gCBfnCSlxb++4eoCuM6QnOnqvSK6oNEQr2gpdPG65UMT+rN2X/MCZhLWT1rLWKyVnTDtRdRi/sK0v4B2PDmUIIUxTY28CVAqOWztn/G8uUDKL9yxxAxvZu6Xpib2+sASDtSvL5RVrDX2/o05hKAaD9SsheE45aVqI2wrjpN1+ZIyT/PggH8JwwMjswJosVhy9N5rAcIa4Jtz4zPvtQTszVj1X+wl7FlSUcQy0n9jSWFCqdcQlcg0JbZYhK9FemYATO3nKxtKbMIpFwkJcr3hnKChJDC+vV7xTVmdxT/LPYv8xNCSoFei8C+yloDyIx1fCajglU/vBEMuhBX8oq3Y+akOdZ2BwJnLYgasHNq9gJ8s9+StKnzIm8WRxePvK4/5B3Q+EBsExVAjhwhbWSZowynCRPTS6Drrs0IXQF7yxfHER1cESFLEzadX3SpHE23FSbgVcYFkTRisPBfWJLW5YZ7DHA0Zm7Md8/cKG8wbxFoaQJVKMJcvkUgfdOT++oYslOs+IjWIcb/YgakPUYHRu+tSt1HCl4zDXwcvjjq0PgrWUI/OWP9BekWE4esP0ShxQSuE1OJZksC5ipWOl0LyjjEG0CkY46uAjvpCrMJzBqEVGISYByVyuC9ZakErrmSvgTORjv2PKwIplZGF4y2Gm1M34aUQ0snGqo+jARId4i/OOoTuH6dxyxbbC/b3gvENGpGAY5QMDmDj4XD25DXRY7nkWdM434hpZXcRaD9ZTVKYeezSQgvXKahzFJVx9J+hgmIiRTqjK0MjofvLIR8eoMs5KoXOWg3trhHaHNvBEAh3f38EJPs2wnyIrBkvVRpeAHY2PsXO5JaoMHJ1S74gqwTnEJwgKMqdGjM5RB3r7iouWmk/UdXCR+70RnZDcpMtoeczN8e3Ex3W+ln0iDEpraK74Hhj5RBq4NSI2sl1mxkA+droeqIWqhV4br94QxXDKwnCKhEHuiRsWcY0kDnuJiFl4nPNzIPlEPe+4y8LqA2Lm86+5cfGW19q47WDsSlpXeqvcqlB7p7UTHxbCumJo3B8P2AchgvWB1jpV4dW/Ei10ORl18K3DfnTO+zsBncWx/8yIgd2d1PPgT8o7nI6wT19WzYOa7/Sxs30ElrBg1PA4GqNlbIMUP3GhYq8LI164t4IdnVYrZxaOpsQlYjYHPlGt0muFs7JbRcRymjl9c2MwCORTSS5hU+Qqg7E0TBI2m2jNsJ+Fcrwj/cQtK5I2RinE3nAu0aUyyFOyaqcHImP4nALOhdmZrh7fO9QDIztGCrFNyVV8CGu8gIvcms7QJXfBtIPNbHTtmDNPT9womNNgzYPFCXa5kF43tmWjnZ3L+YLnnAmtYxJzSj3J/WBo46g74jZciqSwUo2l+zLNqN5Sxk4t07NS1gvWOl7tC6YXnBeMBPTtV+ztRqvQNRLWK390+cMZ3gu4fiDGUOSd/OiYUhnlmBkuySPOwP2cgVVOkTEngLE4THr9vcX0f+CC/KnX/m8B/zbT1P0/V9X/q4j894D/s6r+LeB/BvybT9PmT8wCm+fj/ldMA2gD/puq2gH+rDWfh/zngT8Wkf8+8H95rs3vOsbvffIu8vKX/xrbZWM/vvFQT2sHpVVStxjj8FJxaUPCyhWLH5la7jQ7kySrcWzLC0tSRm6Yy2fM+lfRp2vXjEzfT8rR5ggzDlw4EbHocOy3zignwV4xmlh8ZI0vqBR+ug+Gmca0aBdCe2BMIqNkN42lR98JZ8XqB2mN2Jc/QPYTpFC6geUFWdaZHBVBb3dae8PkD1Q9D42oGJK9wGgY4/EmEfKdKp60eGJ6ofSKkQfJWFJc2LaV/K3SjsH9+JHeB0t/YFygOyFZxw89041nmMDoFWsdyftJDhiG2/02CR9rIK6OjE4jDRl3cdz7wa6Vo3W8KNIDYiJhEdy10cOgUem5o2HQw8Zy+SV05duf/D0evXP7+g3XPesPv0DcldM6lrTQVwv2wvZp6iu9n2l7t18H6qNRlwB6IfmGtkF97NjWaY8HSTojrBSN/NiVd0n4zfBp8dQdKh1nPdfkuX5a6eeJtMRohm4COixj2Wj9J6gDxgPagZ4bEhxLVKzM8B3tQm2dfh6cGKyP9N4BT3CGUAtm/8DXd3pp1Mc7NKV++sTjcHwcd+o+R2exfyVax+o8MbyDteTjMcMWQpxTH9O4t84wDTcKSRcMEXGOWhoylNpO3Oj0ruzdUUuG/aCNY3bAzWBdFuJ2ZfjE7aMiy0L30xzYyz7JEM5yNAfGkqLDBj+77OcDeTTONIvgW95Z2BijYPRGr4bL7tDrCz1YXPtGfLlM9nNpOJtw2x/OUf9Z0JrRclDzTtBOHY3TFHI5sc1TXcc4BTJmcfR60G0kErACRcC1A5d3lg6rCGe8zHQ5LTOTQBUngdEqwjrfw8sXhM54vDOOGxgh1ozzG2kBN3YO07j1SjcJbxdMfxDEYqzyKAereJxbqaPSxwNCwmjH5YPSBvnwjFYx3WBjRtNTs1xu0As+KQTwLpO2yDCORYWqM/1XakG80IdB9sGLX7A2sPoXflLDKZ29ZUwr2G5QsVjncP3AmERvg9ILYjsxerJLvNc3jDGkGLAYnP0FYlbWT4MfVsGYjmLAewzjuTbYGLDWsYqy5MxxKtiF6DzS5/h5/h0PHuXETZXwM8LgSpKAiwHr59+hMDi6Q+uJ6xbUU2qYkoBgULUEq7ghjOY4B9izMzK4OFjcghHD2gfOepzrvJ+dB4UBWLewxIAxwksKOIFrSFDLxIfuN967UpZBEEFzxVqDGx51v6QwMMvGeDG4c7DYhRotl9oxo/KaBIYg1tAf8LZDtsAiJB0YGdQS6R6abWjJeJlyQ60DIwFc5Ggf3L59o4klemF1nsv2l3Gtk3OnnUpbLFWVs5w8csOqsnqL1YGGlRrq5FmP2VldgucijTo6Y3/He4ergm0dt608XKI3EFuJKCklnKskuZFy5iiZMzeW2uk2cpoXjPvEjcD7/aDsDxY7sMGh4li94jqE7rDRYVfH9csF48KkkTwMwxtM8KTg0bByywXphf4nf4I1A4IlsbNboQPBFbCDI1SqKj0lakzYR+Xj/sbtw+As2FZ5XxoueUz5AGtgOjjYzErcZphSa5koBtMqOjytNczxjvGDuF6RXnA+0Edj6MrtBDGe7frC/dipZZqPk48YIzQMWzAElzh7p+dCDIYYA8kKtbzTqxJGoxwHjcZhLNUsZKNsEkims0Swi8z0VgNjcRhtXLwwYkLSZP+37EkCNowpwcxC00HzG0U8eh4MqXSj2PaYhkfzieAW+jVircxk5XjBtM8sVjjuN5xmog+E10/o7Rv6XkmxYsKgd8vojRQ2HqOhffAar7TakScDv553Hj1Dixx5UBRiesEGIHSkVawWtO5MJvkvQCznOUlZxmXEKkU6Hxq5WYcVwVWDrRd8vLDoySNXjGtEu6InyAg4H7lsv6TFC+WcWvMmiVzulHYgEtlpBGfoo9E+Pii1g3eIN3h/wa9XOpBqoYb/33fIUdV/C/i3/tR9/53f+voE/iu/43f/ReBf/P9mzef9f5vfkFh++/7feYzfdZtapM6RD7Qek65QMt56cm/o/o1PF+F2boQBi7UsbuPeCwxB+wMnJ5ItpXnk3AjeYp0HFbQZ8tPR7WPC9ZO4veDWRGuD4RtsgS7K/kyzdKyIPxjV4pInYEkxIRyMHhAJbEvExlnI7PnOURpDGnSDZCXUQek6WanDIHIjYVlEMMnS9IUmE90jL3+Aa401H7yzUhfPaj3qHQWPd5NbuvlAMpdp9iMiYQX3juzHTCo7B00DQWaCml9WrsuXqWMMy3RP7BlrhTFOvI0Y18i9YimsCBuB4izNWIJb+NTSxCrWRjABY1fO4Xj9Eml3Qz4qr8tC/bizv32FItz3N6qB01lCXGkvF8p+Mloj0AnB8bJdcXLi5cTp1DfnflLrzn1kWp24q1AHHkvvB8rsSG4pcI0L8nqllEqtmdAzQzOHNoSFERdkW9kfb4wSMZKwAaw5qEZR7ZT6xm10nCskmXzbQwOmGZyt9CPTfKCVB4bpLzDOE/KBAFmEUQ96/glToe8fqDqadgaNWwZXH4zqseHCklau25WUElYaS+iM7nmMSn40tPeJVtOCG0obg2GFW7vP0AyzMoydFI7wGXMJ9Nroe8FIxHlhNZ/wQ/HtRlxeUKMsKbLESk2GNXlC/8L9/SfSuuJj5Kejc+aDqJlW7xxnp96+MbqAWTmN4TwyOoRmC3V0crlx74VreKD1eZHRSO773DSYRHcFUwtyHoiZQRZ4ixNPKEqvg1YMnUjcfsnmHNLv3B83She8WrYYWWSatMdQbrpizSAYR1wudDVYYzFeZobAqLS84+qBD57RC7kotQ3UBoI3PCTy0QNdPckcqFiCtVN/6AJi71gZ9NFx/pUSL3SXeLTBN+6UAV0LJnzmzOfs3CbLZTRCPLn99LdBPKsXXIrIekGloVY5RmVonjhHa9CSQTulB7oP+OsX0vIy0XaXK7+0jjIa4/ZrRldcdJShnOVBOyrJZY4G1WZ6H+xnY9iACQsdz91tXJzhxSkyppE9+QldsmZFrEPslOTwM2YVGAcpGOzVcZSZZmrUgjha97Tu4HzwdtwZNuAZVK2INEzrRD0xKkhzDBmUMQNRLqVSXcSawSVEztzI+4Osjs17HJYylIrF48i70saNYKCqEpKdCYUhce5v/OAHi7XU9kZ+CG15pTc4R6cfd1wvnGZFYqSw0Jrj2gvNNJoqZy/0953hPU6FaG64DH2/48dAo6N6j8YX+rji5KCagXETM+d8wib4VgrftOLXF3xK9Hag7YFYjzMWycpeDmqbpAvn/CQmvbyg5x1XT+R8IKNw8QZKQ9yc+uRb5368Ua1Fu+KM4f4ojOQZKSBqGGo57jfMuZNqoy0XRi0c7U7YVnwFUIqF6i0lfebWoVvPkhKteGIvGDMNpPeZyIdqoxawYSEBi4kEszC0oXXgr4lyFN72O+U4GWlBbEVGY9ivdByxPDjubwyUeneIKkepRKtsWyJrRw/LqYpyZTgBzUh+cDVwNQveNHxoOB1YBacJE5bptWgn9ryTj0z12/xfBLYhbOrwy3XqmpcLqQ5sWqnaqTju+xuqnbtVHsZT6s5lUd5lIdSO1ZN+3Dn9nBYLAxsiMSWO8+TjPkEFVgzSlmmQNyeqPzFE+NE4Nv+Zxdspf92/4sfg1DEzP+Qz3Thqd3gXCW5Brp8Q52jstFoR6/FxIS4Gs9wR17Fx4yg7+fwAZ2YdYQ21HjO3QD5zvQa6yUj8TD7eOWul1pVCx3422BZxDoYY8AZePqPlGxZDc47awYlFy0HXQW2ZOhoPWVhjwMVBN4bcPMUIRTu4V2wyWOOppVNGhzHY1nlfMMKwP/DSDO08MGOimY3pHMNMHO2AaCK6DmJ4waRIXBxCIUjDGMNeG2fJUx5nPPnsnMbRXl8JZUHPinrBBouaF1iv6HFSTcX/f6i4/8KZOn/7ZoFfbBvWBLKe7ENZ/ZXt8guWcVCOnb0NqlkJXbHPEeNYN5aY8PpC7QVTHM5GzLagZyHvmTYqxroZ76uDoYMer3x0Q60GLwm7Obb0Qq0ZVSVg8N5C+EJuypeXzkU61kRUL/Dll9TdMvpBMOCXhLz8wCPXaa7qHS0dm1aiES73nxhtcFE3g4y6oh0MK4MNrQ3/UOw+Qx9WE+h7w3JOTJERjAZsz8ipFOsx9oI2R66Vj9KxzhLXF5AdhxJX8C7gJDyR6ALOYbwyNNBl0P2K95/Yrq+sIVHzwRgd6YosFmsT1l/ZhsVqwdcD5xLNr4QGKVq+yCfk0vkUJpXhNgp7cGQyi1g2q3xOidjd3CWPD7QarFnhuNHbO5ZIG4L6E7/OUIDFJn5cC71XUkhItAT3OuUcaaFgaSkxxiCPYxJY1DLsjPAVAT86yU9No7SdoondDDhPOgbBcteOMUoQR4yvSHTokxNcj0q+KWJ3XOu4VOk0DPuzO8Nk+bZzfjCosPpAfP2rGLdQ8o3TWqQOBhkXLYuPXINDbCe3TD476q/YVNhGZd0sfaz0x0CscNbCsIGYPGMIZzcco6F4FI8Mz7asiGvE4IkpzilDU8rXPn0GCOV4J3lPkI1VEmsKyHHihyNVSzkH17HwGhdohX0U7sFyiCGkjU9qaPYgXi40B8f+wX4KTk/8y4pbEg6DNI/tmT522v0r5/G8oPSO2a5MjqPBtB1tg9QdmhPx8pmFBeMWjN3Y/A+UpmzRUcokHzAG4hwvydHqBzIyvXZGPtFgccYRRWn5xAzDQDjbTPNtTfFG6MYy/IrP4Mo5NcLeYPAUAvWcYV15fEEWIdpClyulWZpxdDsYRjHaeb1uvCTDyA/2DyFbnd3fMrXDbg3ktFHUE92F8VR8mjag7+RTUQMmvLCmQJSKuIBzjmAHMgbB7BgfiL2hl4TaL7C+cmFw3L9SaiZYnfQO69GiHI8PjAZMbLShtHXFymBNFj8mr9mZTggBx5NP3SaZ6l5+4jtqKXflbB1PovlINg4dbhIM9KQ5ZXjHuv6SYSOXsLBJY3GGszbs8UbryqPMJElvDcb3OfFhUGslSmFTZefkjK90GVCVlyTEJRCDZ+STQzOq0GzEo1w9iD35cJ2UHIyGjRaHhzNjgNU5xDsIC+pW1nTBGMNZYQkb8fETvQ983CAY2nGi0tmPQpCZgtnVcM8DNGD3KXsxLuB0UOpBiYAVqhmsKPiVl+svZ3FcO2Hs2FYYreNKZ7WWe3zFmgjmTr7vOGsRKxMh6B2pzdAetzek3EnxQhk7q1N83Eh2oZiF2/3GXjLHXRmt4yVhhuNiN0LotGXhY//g8IHFfSI5oTk/DaWSaWOSLczY2SwQX4gWNhrWDtxFcK9fiHGl5EZ3ERsmAURroeUDLUr9e3eO+04xHRsMoQnmqJyPr3RT8cuKtyDxM5pWjqNgWsO5k6tXPn/6wtn6ZLPXDkSOmtGuVB+wbnBJFnErdV1ZwzapSGmlq2KwtBxwJuNMx5rrJJAc04D44j1RClxfuAFiCmoEVcvRdnCV/DgY2ePKlOQFL2zXDdcGx/nOMIPhwW1X7KhEn1i3zwR7sPiJiI0x4hoUb6jnG3p+m2bj3oj2glrPqZ0eHW5LhHFSxeJffontis0JX6AK+LgSjaNXQRKEJBAUYxz98NMPZhyfLj+w+4SJK4FAFWjR8YidEDd0NEadeSsjXBhOab2DXQjGM1TIzxlXG3aGBNpIPgXtAesS6gd7DSz2irM7Ugv3HlE6rVl6NWQMVRxGIsMqEizvpbOGlRRfcKFxWT05z3yYsH0mlEHfroCZ02eF0QbDJbqehDgzAzAdXKHaCV0wIbCsn2nngayOFzu76O/vX+lxpUTHq33FtTZDHXuZdJ3xhqQB0unu/09Z+Z03sYb4KeJNpBJ4lYRpQgyWXoUhcaINekHtpGiod2gRLEKIr1AVGwLRN9QY+rpQc8bURoxxUsWNQbzAMBxqqL2QFkdaLoiB9mgzml4ViQ6bHIFpPFuMPPWSAsZRq6W3jsiOVkGWRNwrrjRu9xvdyGSNektNQj6V4reJKayZxRnMsPTzTqt17vqdYtcI219GqEQaNiakgNaGLZmhhZQ+E6TR7UJ/DBZxxMsL0XmSX3DWYB208aAbh/cLYgziOmYEzCr0Vjjqgx4atVdcEyQk9rJjTMMMSOkF0ThjRH1ERmaIsvPANkd+b/T+wAWZlIQwWa4uTNOGC4l7ffAoD4y1bF8+kdTw/n6ntk7teTrPnMd6yxIC0Se83xjLgTELTaYBzl8XkvfTkNeVo0901l4HZ7PsLSIuIkZp40Byph6VejZsiARnGH0wcobc6ToQq7h6shnDy2XKOESgm0h3AdFEXj34SHvciaazpYUQE8vrC2iD3qilc+qBEcNFIibND5k+XujG0Gqj3v8ew+zQDvb9g9I6R2+oWAonaxB+aQyGC2oiNgqSAnY/KLUQ40Y/79PtbxQbNppPBOuwJnBZImsYWDqGgBqDEuh9wFmQs2AWh1ilAY9x42yKmkGvO60+L1Jppdkr2pVPMriKZTUeagb3megdj/PGYr5wcY1xF3xPhOLwztHqibGGYR37/YPS7tThkLCyFrB+0hGcW4hmp+3KPhy2u59xnsrcvKGdvVn08cBETwhTSjGGkpsnH5k+wPkFg6GhdGfAb/QuaM1YAbFggkVNRPpJTJHr51f8nulGcDEiCu6nX2H2G2IjRYXaoXKnWAEutCbYemdrBT8yPjeu3dPyg6CObl+J2yfKgLR4xGbyaJT8IJSKGsGYBVk2lvjCo9h57pcL3kLqeWJdVVA69figlMI4HrhRccYhyWFV0dYwT1TjYTKSLgQ3O7ErIGmBGmnHYCyv1Fpx1mNMoZY+O1I6cXiNYxpAwxXsBScJwZBrw+xvOJOmqbPN9GDvHcYZrBl42zFhRV0gmEgfgREdzU76VbqESdRoEWcjVeD2/oEbnasVFm0ElNcvv8AsL3SxfHzcGbWQjBDXSDsLtli0VNCKrQeyBnxSYnJgOskJhL9MYKX99IHtGb+uGBw9rizNzAIHRdUQrSN6j1Kp3qFxw25fEAd7hXbuZAPn8LR+4kPE+TSDxkYjaSGpAB11Fn9mnDZiesXYQR+NYjqLg9drpDwaVVYcidV9ofZJIDkfH7wfd5w1DGPQywupX5CwEGzD8gNpSbjlTqLj0soYwqu1vLgXHmXntp/cHg988uzNICYQNsd72vhGI5gFHz7hnCGsAenK/fggNqh9p5QHj57Z1NO95a5KM9M/ZeOCEYcRi6og2nAiqAPj/CR9dHAsiBc0OZpxM6fj6tlQQvTEsOLiC7XciK8dGZ2xHywUrDqMOkJMWN8Z0kkkxiXSX79QnMzEylwpVqn117Obqx1amRvHAS/XhHUzEGho4LQL5kWpdPrxa8Zxo/WZxx0/Ba5iWEXxYSEtF7oJlLNztCsjVrbgGceOe9mwXHDrynL5QjkK5azQBkYHS3RsrxvBObQp0Qg9LJglUNxCLTeu4pEU+PUzBXz1hshKb4NkA8ZP0lvJldQ74iF6S5GF1CzLtuBWjzblTYVWPWIWnAssGDrK0ZQhShNL1YFp7cl4jJQBU95TuLiZQhyMoR+dIrMYNjRyPzF2w/mJ8lUtMCxqPdUavNk4asa5g24tFYP0Tlo8xlqkgbcW6y/cc531mVWCP4guYhjkshOoZFFSmJCFo0IuhaNlDhk8upJHJ8RPBK2Y1iaa2IGK4ePxldwa3jTUBIbdqMuOpMRL9Lz4QDABmCbx0RpHHQzxEyDwDwGp/9HbX+iCHDHseYa2jL5g7YTcP97fsQ7URxYbcK4Tk+PlsqI+Mr4pcfEzmakaBIOaHUHxa6QEwY7BaiZsXlNCxOIlsg1D3T9IPmDs5G/b1dP6oLeK2u/hPAawHH2Q4oqRmZApboYDlW6BBv3AhMh1iTjvUFV8sJhR6euV6h0Sw9wF9sQlORjCulvuxx2LMmznxDNGpfeGXRM+LSwRjjzRZrTCZvqkAtQHYuD65QtLiGiv9AxNLWYM0MSoyjCVUfp0t2vEh4SEiIhDnGBVCd6RlhV7KjoipivCAFNo0iitMjiR9kBMQPwPjAreefziGHGh18qpX2nlwcUZtATWoaym81DP2SNNAiyGpTXc65WeLdZtOGC1ARmCHndsNFxipIcX1uRxydHyTL0bo+NKQ2SwArl2luD58nIhuhMrG7UL98c753HQaie4DZVOWh2nGsJQonlQROd4MHqu8UIvlXNMAoPzsLkNTYm7sVN77CyjV2qz6FkQHyAYFhcQP/B+oYyASpqBUAhOG0jmsd+m891FSGC0cR4V6xwiSh0N2efFOSWPXRfUbhy3jr6/Y/qd8ijoFln8Sl9WnBV6b4xhqUPoIgQB5x0+BoxrNGmTsmOUme0048ydfaHbGYIi28Aay80oo1eUjrVCZ2oVu+mUkclNAQ9hcDVuFhHDELHQBWPcxNClV7QJr3ZQeqeHxJYstE49C0OvdPtK3xw+Tl5/bwM5T5w1iAq6n7ReaUdmCRaiQ32cF4El4kpDHx23XQhJ2c/MOAZ2XbDJTdNmz/gAYyi1KMMJfszuvGinZeVxPKhd4V4wvWO4ky4J1cpZ3sHs+HhHj4arGXELixcqg0IHN8+/9Xd8nVg2HzqtQzLCiAZnAsF7xG+oX+kekpfJepaKqlBMwCCTo1s7pkc6HW3T4uCcoZ0FlXd664w2STxuCLYpTsGLQWXBuo3WAmffkVyxqpxnxupBU3B2pZWCmk4eBWMNrd+mtEcCA7jlzCgdWQ1LCHzyEEWI1lD6g9EaYyhjZGI3PLLyqJWtg2+dUg8qByAkUSyKAw4aUSuLtywwsYcSSGGizOxL4v20DIRvxmFfNmyNXFzkzAfHT38XoxFRj4rQEMY9k1KkGMcg0s6DQwpoZ5VMrBkZnnGexLPz+voJ/8u/RD/v1FrnBlgjOsYM7RLPog23AT4SQ6TZxC13OArOJpbgKced9yr0HuBs9PFBSB2vysWYaWItHbkdM+wrgfaTkDzX5QduIYAMXH4QibhhWHUwRmeNHumCsZNeLsDHt4+JEhShmo5LDnvxRL+SLp5STo6jofeDvc4mVgyJqDqNuThuHNRl4VNIRPNL7sc3+v5OXDdKqbQ+N/Vb8hhjqGOgFpL0KYkg0qslmAg0jqHEJSCrw3vHkSvSBj0HXkLCG3A2YLSyxFlAqsLpL2zJ40WQ3IjeYq2ZT9QJ53huYusJHfyLoGfGZIPT58ZfIjY+OfguUVWwAsEqmzEYKs4oZEsXwbRB9A57ZAxK741gBaPgbceqAQbqP6Flp7YDu1xZXEQGxFoY5z7zI4whpg3vPZflgnWOcz8Q7ZMWhGHZrhzFMPqJC5arX6gqM29BLZofLH6wXBK0Gcp31s4YnTM/GDrpUrlW+v6sl5yg/oWe1ildrG4G7aUFGBjqLJrpLDFijGWvndIKi1txMRGcxVpLC43H+cA6SzKD9ZJI6QulZnK+AQ7UI8nh7UQ1D5sQmUmikYRPhuaEXx2FxQeCnff10gkI+7mTkge34K0h2IRYyOWc8isrrNaymgC2E61QRKbXDnDqSNGyl0KlYdqD6BPOwSqOIA51K239gsQL0c2MQ7EBbzxjFIYtZDkwkjA+4Gfi4++8/YUuyI1YVvuCDmUIiPWY1WNGAQxmecEYx9EqrZxMj7qls3C7Z8zjgTGOuCQEIVj5mXVpekV6Q6zBGscQi+BZjUVdAmPA2e8nMlnApSAO8M8dVs7kbmZB/P2cVWldsTbhLQxTcG5ij6SamczZGk0bMa3E5BA3UVylC34J0AfGrSStOG8n+1Y8N/HYUTHRU1oHwHsHl8Q4ByqWQaUbh1nC/MdbE1o6IhXM4Dh3Wh6ICGetGB/oVVEteDE4GxAj+GGwJhLUYStc/RWD0EthaAVVluR4OxTsFWdnTHAgEwzE119SY6SWjmrD+sZiKgFDrkJaFlwq2BaJXLHO4nQjtpNhHc0MTJhIN+cd/XFMDq73nGejlhv1NCRvGX2Ac5Q6KLliUdIS8F7BGV6i/L/Z+/No27btvAv79T7GmMVae59z77t6VgwSSAbJISSxsJ5lWTa2AccFYJyGjQ00SSbGhhZiWZDYJMFJoOFKolk2MbEFDi3ggsIFCZhQGoMLsPWMXEkkDVuusKVYesW955y915pzjqL3/DHm2mef6t773ruvkN/pre1z9lp7rrlmMeYYX//613tnMtAQYBp5eDiSt60nRwFBA+kwUq4WyLdoqRQCtzKRt4IOgotSMYYxcXXsVVdElR80wU24zYW2VlLts+MwB9LVAcVgMx6fCzUZUXv98EvTqGoJkSuurq4Yj725z2lTxrpyCJFcCzfbO0zxzMNpplSo73yc0CJ+2xnsWgueC1YFrq571YgkGBXr3hESE5J7g6kQRhiOpHFCvTId3iAcrxiGBChr6+FLEeGQejk7d8etUR7fdBYoBhgTVjZMC54cnxKtDFgIjMeZ1oxcjdCcfF47yxsDGh9AqoQANgpMM8kjOp45yUwJY+8Kmyu2LbQt03IhXs2EeSKZcfvohq1myCPnH/oEhADTgUmVshZO6y1NDS29bVacDsQUUHXycqK2hTw+6DX/B0GHmdwqASNYJliXcIEg1wd0e9yjaW9+mFEMaYFgudeEPilDvCZND5ij84mtsCpMwxEphp/epi63DLXnWaR5huiM4mg8YOpIy73Sh0ykcaTZilTHMUQaLtq/n0qZrnuZvuORmAJRE21ZsBio2UnjGxyvemnULS+UvFIISEzocktdA2bOUBaaFbaa8TBh0wNKOOAxMJw/ydKgsSKuyPAG0zwyRsGjU21F0sBj2bv+imPNEQON1z38H3NvJnQ+o9uJ2pwU9kTb1gvrtAAuvYLDQeDqemIKqTdH0YRrpLUTIkKKIKHiZSFWZy69c3Acjh3gTte9wY9GKNrlf+uCsjKOjWK9cZRXsHDktgixwUwgb71z4a0nBhsRcao9InnuNfe3zMpATEJkQdcG+gBpwgMFMcdi2CWQEfGNWFZMwN2QnAkhodpLWVrpzdXaqSKHAYvak0obvH1qrHEiSwUvTN4TIecwIIcDhpCLkYKwthHLK+kwMvrM41zYbCOFkSl1jvQ6CSXfsgiE0Rkq5PWGm+XEppk4DAzT1GWQ1ZBjZriamaxSNPLGlMgpEYJyjD3qFlJiLZXb0pgEpBR8HKnNWc17cmzrpUCTQHLvPR6CwTQwjzPjFPpc5d5JoJAwd0oUfByIQYihMc4JFfC2d4e2vZ1icZo0PAR07MUMQl1BHUJk1MR4u2EZmjfGQUghYiPdIYkBkyvyaYHDVY8hDkqwxNwKaRC0KWwrIQHWew80II0RnR506V/uSdNbGJCxF0aYQ0DGgSABjQPTqHg7YzZCzcSWmR0sJmI6MsSpl5ucnJwLWwNrZ/LtugMLJQ0z5iMlL7j1srKl9PUVFdZaqCguBa1GyxteMg+OB8aUaChLiETz7qgf+/gX2aOTCuJdyieDUtde7WRKB8ZwQE1prXQs1CmlLh/yggFJr3kwR6qvUBX3hkpjDj2yfhgiTYQ3Dn0BPLfIk3Mv1awSaNuGWQN3wjRQCRAjgjEPAw90hpLxWCh1YSQQXUhJkTFg4gxBe+R+fUxpmWAbI5HDOOH0Jne5ZZImRHpGgXokqdLMezO4d7EvckAuPDgccHfWZrQ09NB79Z2lhhCMKUXOLXBrUNdMVRhkAgxTYfNKlIBYhbxCGHavO0EYoW303mQ9hC3SAXdvA7ibNYgKtLsOmihoSLRdN1ybU5rT3BlUCEYnyUumuWKbEaeAaS9RxBjx0lvRt725gVnvBOgeIIzEmIiqSBNkPNJKRrUz7a1W0jiih8jiwk2tNAsQRyKCuFG3tXf6S1BNWONIkMQ4RLw2QkrIYUYRVJ1aDQWqVYJ2xqJZARF0HNCg6HDE3AghMGvivJ0J8UArZ27ygmSItwP11GVHJsL04C0OQZBtZbu9JR2FJoF0OBAlMoaRKL08U7ENLV3nKcNAq5XzEHrof9eNqSi55d7sJSjNC0RFrPSGDaqMh5kBIVnDasOq7VKYkeN8RILh4r3pSXVGTQzpSLNKCpG8VKwmTk8WDAcNjMcj83hAdk/6kBpYQ8eEPhw5TDPtvFHN0RBxc0rN0CIiicOxLzTuRmdcIqcnj4k6chyVWhu5dEZ5niZmH/l4zVQNbDL0WsVqqCbC9YdIGqEVxuWGySuDGiEUzPcWzTjD8Ro8YWaUUim5g6pzdrbFaCJEgfO5EFSYU+hAyiFsRpDuPbg5deuaeGuht4X3A9MYefjgwHmraGvQer3c8Zjw0qjrhooR1JAwMqQENMJWYDjiIZK3THXtCXQaey+c40g4jmirtHUjjgnmERdhLieOx4np+pqybGznM77eojEwzhHTLgtb87kvHUNAtm3P1SiYOMknSF16lUI/H8sLiDMOEHQghIEpdWe6tHOvHdw2ShNuZGQertGyMMnIdHXFGANTWXARwnQkzo5ev0mzyHyYiap4aRAclY1mreewmCCBvW9AIxyvCMOM2YbqgMYJaYV1fcL5dAYaY7yiaS8reaoFLyt1c46Hh2gVkEauK7UtxHBAJHbWWJRweIMpVpbTTQ+lpxHU2GrlNlfi1rgtxjBfc5UScX6ApsgQtY/3eUaGztwDvYKBGCYbY4ik+UgzoDwmyYoFgeEA80MG24hxQJuQFIIX1uIkEY7HA6qKbEuvwa1KkABxRtxJVojzm2jdYHsCIYImDpNi9iF8uWEEDvOAe+tN3uYJTRGblPPVhB4/DFa5fbJi05E6BHTuQD0dRsIQWFFqCxAEAhStuAyM80TaTnA+s4Vrqh7IQbFkxOt052jP11MvFYczx8AwCAHvc2otWMlQK9t4gjfeIFwlzotzao3aGjOO1sIhgBtIUqbrK/Q4k2vuSbiu1LIQtHdqLuFICWfsvJHXSj3doM1wOWLZGL1xNQ9sxXhzuCKI0EJCxoE5BmTqDZaWdSOfFtLWuDpcs00PcIfrMTHEwLATVbNGXFuv9NIMDYE0BrAeGUrAecuUdeUYI8f5ml7BVdEUGa8u0oFedvCcu+wlbHupUY0wKE2sl/5tjcF6U5uQIhZGaqy47r2zVJiun1bJiBoRyT1BvJyZ0oSOM7ZHeIc04qnPAUaEMDMNAZoTSiYN2iNmU0KbEVrkMB9xCt66cwUzj9aZFhJBKsMcGN2ItfYO2KXiMfYCFZ5wRjSO9MraDVHrhCCVQfvgGSbBfQBzJCZAQANKn4utWW8SFQAEUadF8CJoA7He2Mdx3I3SOnnXWqFulbM3aqyEaWbdGoP1RnJGI6niQZiSogPEkLoT7r3rea65d9RNMwgc0gGAtTS2ra/LSeY+F6jjESZ90Bu80Wi1IgrBFDHDmtHcuJ6vaSlitVFaj4qr9n4CJTRSEAZNVK9YCAzpAVIVkURozpwi59Z6Z3YzXAOmhVp7h+HQHNt7HUjqa/faVqyBemCUEdLTruavsi9qQA49s18Ewhhp+0SgQTuDnXq96ODOfBzvLmZ8I/ZEIdWutbTeISw0ByqkCbE+SIl9UhAJPWGvFKTWyyz49EAujLoILI87y2FOnEfSDsjTPn9XdwJdwuLew+Ii3mUgSXAC7kprjreGmyPmUIyaK9GFlhteGh4nXGdqaV1CoopqL23GuB9aBUkDJr02chonQu+r0LWyURFVBpx5Z/BVoKxbB9aqveZ1M9A+2eFGlNjlPjs7atTe+rp0L1KQrhs9C7kVaqtsTWkS0GUF3ThOA+CcqnPu7UZ2ViCiwJjG3q1O92hEPJA2I8WETg8orfYJZppJzbssJTlvzP18m4HvUaZZlSeb0vbOiVdhwlolRKF6l3CkNBHGPpleBd27wPbSbKhgLniMEAeuwwQtYHkDDVjqyWS1WffCAVWheQBVrq4ODMOAp4StG+4NCdKBwO2KtcZse2fJmHooUZ3l5kTZVtrWpTlhawSNpGliTAkGQYYAsrdgDwckjAQPULuudXzjDeJ6yzQc0eMBiiOaEMtY3bBm6AAZ2BR8XUheCNrrlGs0qvk+Zo0kAZ1n3LzHBwVoTjp0kKq5dKbGIbaESg+BpmiIV3JtKIFDEnIYGQ5KGhKShl6m8nahBUgpoEFpZgwh4EGIIoyq1L2yR0iCkdlKIdSB1jaur0c0HAiHI3EyLN4i0nWbIMwCtWSkDkgVZDwgor1041Xpdbt1wM3YtgKlMo+RGhPtcE2cBVFFG3iKKA+Jj894eYyuJxIw+QjbLXMUhiiEMJBdGWbrOto04DSuh4m1DhAjMQVMGqKQ9sXMi+GDd4lLM6DX+w5h2MeZ9HlHlDEOyBiQITGME2igNCOOwunUk8yqQqahOONw4DgdSOkaMGpZKLoSUiYgHPzA9XiFcSRIZtkWtlaZIoyhRwiOEcTP+HqmAlILcf0EKVztA6NLSqpVihXcVmqN/W2raIjE+JA4KN4KawPViMbIOASCCpJ7MpWmPqnFUaAu/cHWEdKMuzN7Y4zKVg8wXHdQ2TJYIw1OswPDGInWc0gWDwgDYl3r7FKZJCNitGhsYehyWoRh7K3lcWdMA/M0kaYJgLo8YbXe2EajYCHRPOHqHWBEiK0Q0oCEQKQyDIFzMwzYSl/sVeg5C/OMbGdsyuSyoE9uuuSxCXOrPAwCodIiLDKyCixDhLJhrZAb5BwwN47zzMBAFiUw8WAQ3jocKGuXMw4pcDUG1BeSCm6J68NbvDGMnKVLgCaveAi4nlGMKIE355l0dSQPkerOFHXvz+CoCKrSr79LJx5OCyczXHrkQoHQCrVUfBgZh4HDEDmvlRCfSgMu67Y7mO+EUHNyM0rONOtaaC/ORicGkgljiBzTQAEKhUNQxjhi1j/b2h5VV0dlJQ7CmPp4NRv6nBVin0O9gRcGjaARj9IZ3jHgGhFztBgMA2jEmvYxm295GK+o1vAgDPv1kMMRGQd8y9AalhtWlp0ASngagBURwbzgrvR+iZ2ri3Eg6Mw0znfXqdYT0KMJ22ZICL2EqneAPg0zUWJP/h4GVBPLE0NSYGuGVVBGTBqbOWkpjEPXVLfUcQjmVHdyg5QS8zD3rsFuLGXtXViDMoReHnKrG45zLg3zypPT4/78+syYZlQD6s6pLdyuBRkCISoTwtUQwQpxHCApkQmfIOnebTUGauvgOu7PzjxETBzTSItDb4zoDSnGwfciFQQYr0ANT0aMERFBPKKl0Fpj83Xvv6E9Apy8R9DfHY9/kQNyAUkBL4UU9qYZLsTpjZ5IuVutFdm9wBACMT69bCkl3B3VHcTXhe66WhcUAcQB2b102GX9ZlCWvk0YwNoujdjZcw0Q+mQWYAfohuz7bq0nqoWdmRdR1B1NjlbFfeyyh9hZVHdYlhULQFQsaHcIps4wF4whNOIYiOPFO+8WTNC4g+QQSMP4rpf1cnViipxubvokoYI7qAam49zP1aCUAgJlzZRtRTSQxglwrFbcQWKgVWeOR67GwDRNtNbIeWOaOmtU9/0l7aXUhiHsAfhKjJFjOt4dX/HaNR2xSzYsROZx5BB2Ps6vX/7ceGOKxlJ6t8Jk2w4KpLPV7qQYCWl3tMJ+GyX0BD5RvCx4Eyz2CU09YOuGBIXxxesqQ6JUwwRq6AsHKeL7wo738J4P1iUbIlgpUBvVu9ceBFoQWo0IMKugc0KTsmJkFUYNiBjBBiKN0hrNFkJLNNuIqhzf/FJCPPbJZ+hXyCz15OKzYzlTpTEeBsZDwtqGjXB44wEy9OfklBuCE6z1HIrLwmmGlcY4z7QUmK4P4H2fVoy2rtRckWIMUbBgeM175zR28V73EiUoYYx9/Ij0CketdRYwAga5tl5fPGiv2W8NzxmpmdoqJQViCFjzHla9OjIEZRzCvQXeaPlxL58lCjjuKyaCphnRuTdQ0Q44chColWkckGnEbIUIQn+29fgmrQxUnRlTYtYZW05YXShmvTudCNMspGg0OmsnIqQQqOaspTPiZEeqdyerOUPqURFekDD20K/ZBvTtm/QeB9kKWKFaB4TX84wRmccDhNrvH/3aN+1PfQOsCCo94kgFKw3VEyBo64nkZdc5+97dURlAEwq902g84CEhw7E/RC0Tdr68uSLbDXW7pXkgzG91UO1LZ9pkwFCSO0GFak6uXUZHbfuCHMHHfs6a9vu5nw70KE4KqErXvbS95fVhgNSjqn5zQrYFnSfSONO2DcpG7KFVjg+umGPqz717L9m5FsrW0BAYx97LAsBCJEll4NyTFMMMTdiqkZv16k0KXjPiHbimceDBPcZtra2vRa1Ba1Qibb7uDY3YUDeSjsigjNOMBUOlkWTk5vYRkjecSs6FNVdMJpIK19cHQph6M6R9XXvj4QPy0bl25zBEjrVx3h5Tt8wYr3kwT11CkHv7d9bGcWeebyzy1uGq52wcZrI7xXpS4rkZq3UpFb3iaI8WHiaWrbCZIfv1mIIyaWIVpcT+jIlZr2e9Gkt7uoa5O+fcSEEx7x1w3QQN9IhYiF2u1Tq5dhwvc7gwipC9jx8z369zn26g+7QiilnuzvduITREHNWxR8+FLvGjbyNyIYmM1gwvjnoFlJge0OyM2UYaDwzaSa/WGl4KFpwQeiTfS+n/99IgSFJkiEiYsHbC8c70hqfrSwzthbUmhAl3I4RIa8vddTPrcxh0giOEQEpdI61BUTcOQWBMvHE9c6qZ7ZRJYWCIyjRESlRqrbRt47wWzg0QRy3RRGnWMO8NdHLp81ufrLw3VSP2Z7ntEhsxihSEBgrDIIxh4Hh1zVqM4BWG0Am9dMR2PJNUaOY0YGn9Pl6itnjHWUglhEBrUAPEEHtzNn36rAlyp6KQ1Pft1ZBV8ZLZfEWKM44TErqT5vXFa/68fVEDcjej3tzcvQ4qtEYH1/csxg623P0ZoA7d+74LQ1xAbCtdgnIP1IoIw7CD7SBQVy7MTxeBN0yB4SlwbK1PsLAD18txe68/qr6DgmaE0HDfcE/EmBAZnp7HfhiyCkupLKX2/Yhyzv33ECPDlIhBnwHj0EF0SKkP3ufO/91MQ+jaQblMWEYMgaQJ9GkocT9ZzIzpeLzTQUKPTsTUtX8iQssrKsY43QPQKkhUYkp98g79AW+tYRhR43PHddV16nkD6/VMO+N/ARivcmOVQ4CkgRAdxSHOECLWGvX0CG+VWsoLu5GdhZQejiHsDoLv50kIL4w76K2bJ2CrPVym0iM6XXT41IImgnivmsAK5pgGZF0YJdKsD8t0CAg9VLc1x9wwh621vm/r+u4QDAc2c9CJcZyJ6fCSkJuAKjk47Zxp3pjn3qbbaumlH1PsbAu9khR7lzU7L2x1Z2z3fc3HiZienpunyPb41Fsz54qKEOeJ0PryM+ygyWtFdqaCKISxl8rLVgjVqEBuiuSCW2+7XIHaFAuNRsCGgTHCIRy4ng5ofPfpUURBFLMFyJCmXhUGQBKyf37opYe6g9iMFCNJI0vu11J1RNzw5hBHpqESp165wcYBtrknmV3Nd2OotZXAZU4QxhSgGuZ9sXHzXq7gcm1DYHrpOQS2mrHS9hA0ZAMpK5Gnz3rSgIwPaKGRS+35b3vkrmfGdgbazLtMYej1xf14Da2gosxxZnJHm1Mx3DKaegI8EjogFthkRMYH1GHu0j8RJDmtnVEghSMSRyxc9apFw9wjgK1HlN6YJxq7ZtO8A0ntlarKnr8wp669vW93o1CEcG/xJcT+88x1E8YHV8TaHe0QA6QDcHi6P+st1/dbxBgGurAEhunp/vp533v2w9gjFIA0378PooDnp2XTZBiezlnAcbjsrzvq1Z3mx95a/N5xs0dVgzom3QG1YBRZCES20nDtLdEPk/YumnZJWDMcIdfu7Kvofr2UaTzicWZIE1O4SO4CazP0eCQG5Qo43p/3AdnXuM26PvwghkovA/p0ACYexsi867wHFeYQOsjLpeei7Gxu3IkJEUEQovZo8pSEIfYOvmsxQmPXefeye0MMNHcawubOlJ6O/xgT59LlgwBjVFJQFipbrczjkfmZKVnuGGkAq7Ez/mFf84EOOHu99U5aOVoDEKEZUh2JAY+NEKe7++dW8GC9bwQrrQXcKzKEXrFrXw8lXSNt7uujPI9boJlT7mmaBSGGLj28f3/cnXVb+/yt6R4h2ckPq4aIEodInBJzkR4lj5Fh6JWRogtVKkkTVwotQo/N9eIVwkbUTv41y5gcmKbpwhH0OYDKqawIwhSPEHdHGu9SSgvEGHZZL31pEiWqcnlqxqiY8/S8BeJOanTHRQk69+haq70BmDyN08m9MXHRj/m9/8MYqbXuhRhGdE57lOFSdvq1hvxdrQK+AygdLvKSFwFZSumF916wPeyL7QtleAWTHBJol21Qzp19sdqB8D1QdmHFt60v8jFGQgjPEKnuvWOiatwfpIRq2hm7Z+1qHrvGlQ4+g/Yw7VYNdpZN9eVgNMT3cf4vMQ3hzpnRfZK+APH7Tkpn/v2Ofc853zkjPXS5S1u0H+M4DvRUj14Gy1pPZA0Se91ouqRmlhFxodWnDk1rPaKACsfUQ9vhPbKf71uKEeKzHbdkj5BYraBPv+vuPlzG1P3Iyf45nafeGv5dbIzv/nfbZyAJiqSIt0qMik8Tw1WArdJqpebu1V8YjzHuScfa55eUBmqpRO+dFlcctO1JKi8fG9UchpFhmBF64ovgeFFQvwOm0MedS0BHoTXrEqW9tTDSmcL7ZyohEK6OtGo4rScZTqknZDpY6HKoTK95e1kwe86CwNYIUXnw5pHmPUfD3TAq21bBKhICU5qoQZnH0OVo4f2NhxAOeGv9nsYjhAPiIPfAXlBhHvpzcPKJpkIrDZdxBx29JBpAVGcIHUjgu7wrHXry0b3rrzr2ZCv6GBORZwCEj09B2FLaK51M1YQj/fB3+V6ka0TTeH/xMVp1YnSqN8QFrS9eI8dJsTNpl+O9SE3OdJaQXW0yMBCGsSeOtc5ejrE3YXIRMrI7bB3YXewir3F0/104psCFgJJd0nBhxlXgau73ozZjrcZSGsfx2eXvMt+8R1T5meOIaXj137XnFty3446a78+zZs55v5bdobzMiTDEZ49Gppe5VS8eFyIkus76ZVa2nlQ9hIGAU8LIlgvNMpp6vgkIURT1AWxnSKUnVF4w/sVx6cGphMdnh1oQ4RhfJLGeeb0TUw4c9udO4A7U37ce8fI7R8Tde1t07TK0nCtzDH2OUX0KfaVHPeYUutTM+0FPKbLu48aQvWCCUq1rmi/n1/axMUbd107Zz185jJEUugQtvGL9pD19Vp+1cAeWTXfmvfZtNQxIBKeD7y6F6UmWIhHViaobXktfR8IIF5y5Xx8JL4d4KkLF756vO6s9mljLXtQhKtM0UddCDLpLVS7nIN0R1difub3rTQx6D+A6rTVaOzMgGIEhJmwACcIU+hzYWkJ1wLZEyU+IqTKlgHu5ey7BGBiIOiL051ovJQYxvPaoSpf1AuK7E6F34FmkV8MJ+uJ62o/56T2K2uW/EgVsJ8+aIUG76qC8yHhfiDfoBTHu7oMI+/LzrvZFDchFlbQndeLea2a/h+j+PS0dnoKud9uXCFy8VusPIPHZyfZ5Nvrl7PRFOrBrJF8BxgHGV7SJSjE8y1Z/gNbDfBc9dOiA6X6872Kdbnnmc08fxP5Qtdb6PcIpWw9dxb28kgWl5ky7F0mAp1zE8xbG4YVIwGdiIsIwHTpTuCcp5nXBQ9cECuznbnch8rvPfgpRh1d+fwx9DO8lxmxteG1Iiug4Mg9OKRW2tSc2TalrOt2pplT6GEwSOduB0gq29eOOmjB/doxcdJS4UVqfeA/PUkREHblbIe6uU2dmLEYqhkjgIIZtmfNeb/r5Ra13d901pTtAOQyR263X7+9Mj98NH+9kKdPhiMZe2SRO4z7ZXeQJzk3tOvx56NWT4r7fT+m6a0S0l9ZC34tR72xd3ReHIB2o9wPqTBFUPPZSl85FgvMirFKNvNv0/QwDieCveBB6qBuGoD2hEmgIrRotv7h6pNDLkLl5d4BeZsozDu4Qhhee58sxJo2kffxf7vvlk9GfMtzN/Rmg7N3lu+yIEGQfwX2uEIGmFyfn6SdjUAana4CfG2tPGfJXnNcHYC8jPES456R/Fr/8mS/tU1EMkRihhrhH6yKHaeLBPHPeeoM7XNF9rUqxl8Ob07PkzX3e91M9g+e377pxfwZ4X+xyz83h3Iw9gIDVStm3PUzjHWhse97KZb+9Jf1l+e16aGm1lw91IQ0Dcwqs1XaZ075/7/NLes5JuFyCS+TlMLx8Lnd/NgjyMtPj8YX33Htk6LK+9+i4AaGXek3XuBckBiQErL7YeOay/sLTiP4Qlfjc8VxyfMRBY+jSjubEOTGMyrDnzT1zzKHnzdxn4EWEw7AXhmhtJw33/DjfI2lYz3Xak/v753pS78F7z4vWTpc93u17CIfepKitu/znKTvtZrDts2Ls+VW96pfeETWfinUY10kuF++gvHZp7J3zHp/VhavR63K4fFoTyRc1IIdPTYLxvuw+0H5f2/dGJFxKIT6zK3lGr/7yr+tMxmVgvgqMv+dhfJZWoRCeMmUC1Nw6mN7f0xCJKeH43aT/MrsAcg2hM9T7MV9AtWpgmOYXFv1X2WflfDXt8een3niv96y7VuOy3Qf/2F10agASIzp3hpV7YCeMCcan4O5yBUzsznMPosSYqMjdfCI720i1OxY2t56kednH8wtVt0u25lO7MDPLzi4EkbvkIRXpiVYvC+sJxCGQ7rFtegH3e0Rk3lnZvOtuLzKn8BIW8ylzEUgxEZxXs1vvZiIwXr/vzTvr83R8PLOfOHWnKgDh1RGJT+cQ7RXPhT/FtE+3v2M95RkQcV+eJ3t1kPdrSV8dYXvVde/a+H4/L9UNRIQI+GWukKeMaidDdl3ncxGDZ44lCLl1GZjcG5+vukafbbsw/v3Fpzd/f6qmIjQzyu50qcD1NKJpIu0O1NUcMcuIPB2LV2N8KXkTLwwg9G6Vn4Ld33zQnnR9bs75XcL7F8ZaRUiqd0NR9VnQGLQ38btvKaVeZtalJ/XR5yGn54LFoMSdIb/P6LxsjruLENA3Pb3Eib07z0/D2RIRQjjwdE0xzModM6zD0BNhVfs1EZ6R/MGzcldVJaXUpT7tZQxvl0ZJCiDKUlqX6vAivnyaS+PPzh8iTNN4N8+t65P9uwc8ta5BV+0RPq87K93n7jEqcGAIvVQyhGe07xcLYboHyvuBu9wrDx13klU6YBbe//zuzZ5KSy7znQoMXRZ4kahI0H3dvXfudmHX06flW3/RA/LPu6V5Z00/fccghMM9b/ILy/qEsofk7nmpPQmy64xzq3cL6cs+f38BEJFeAeZdvu/zZqqgT6McYoqXtb9/F/2QFxyvz4Z9Kqz7/YUiBIXadc73Q/oXkFtaz1+o1ms+DyHS2qukTntW1j0b4rNhXd3Bk8TAOAy0d7l/Is8yjEG7Jlhwhvg0unXZpN2FKd/j/GXvIfA5sleO0Zcw4R/M9/EMm11bzxsY4v2Q/r17skstXiVf+1zbJTHTfeiL4V66jHS8CzMDd3Poe80BF6B/H3+b+z2G/PNw3heHLL23JOWDMI1P56FWDJUB0coQnwU/F+D37KG+eH1UevLjZ2pCd8xH1acRkOesuN8FWY8xdtr+UzBVJUWhlnbX4yMFId6bM1/lzL1wvCIc9mjB5bl63vIO7j7dy9Ov9z63qSDS7mSg/eATbU/sJEYshDsH5S4Xaz+3Xgwh393D5wm/+3lrQ4p3sh/hXs7I0yN74VjdL5KaS8nJTEoB94jIuJ/DU6fpeXLiWUf63db5QIzPRRTube7N75IoReQFedp7mQRl99TufadAet69e+5zKnelGl/0YN77e18D8s+3faqM+kt3IYRw5NUCjS8MuwN+IndefKulL7LSK5Vc7PKghj3Z8f1EC77QTGPEfURj+KyBrQ/CokZyexrqPKTwwlySQm/pftEcCj10/dSeHXt9wbCXyoJexlToNPWEvU/huMcYeNk8ewGXzZ6d7J+3tJdD/MKAnZ89Ey41g3fGar+HKq+WGXyhgHHo4MjMcQJbbb27KRBjL2m47RVU5hTeN8v9spyM0j5/Y2GKisfxs6uXuWcilwTDC+kxdWf882Dykt+TCq9CMK0Zrat7P+3vDCpM9zQbL4LN92+XZ+VV+7gD5J/2Nzy1y1zWddnPMty9Mkij1noHxO+vo9AB+l1Ol+pLFQKttbv33891MVuxF4IZ9/OoAiFML52HP2vO76fr/OzOgHy689/LBvPl5X3y4BX2wwvhvLZX2n0v+gvVRLXX0L2XIPqqZNH7zPjlof3A5UWfZdMQeu3RHwZ22Eu5wat0rk8Bz6VG8LvbZYb+3J//5dicZ9ISXrCumdYvKPD52bDLmtf1tE/f77pseWabL1S73KOgsicw9wS7nqT1dDx+JiDt5bKrz419JoDwMzV9F/D7ubD73/x+HsWLJCZ9hs/t5+qaX+QsHxT4vJRaft4ugBx4plKK3suNizHeSVhedjwhhPe9zooo+kKekHCpHnN5LRI/e8D7Vcem0kvqfqryqc9wTIns0hY+vfv9GpC/ts+pvVcN84vF2KvGvKwU4Gv77Nh7TSCqctc58blPcldP2cqegHRhpz8/DsnFeQhf6Ejzc2CXiMF6L7ohws40+/76h8d16i2o9xKdd4Djh8exv7aXW0/u3ftUvI9xGFWIX+Dk0327SK4+qGH6ftbES0W2d/vsB/HM67vkhny+TT5fEZ93va7vfs1fA/LX9gVp97Xnr+0L3y4SFfeyRzUi8AFULfo07WXJXM/b4VOQOPxwtkvji7sIiPQqFrX1KiM/nPCsqnzKlXBe2xe+jX8dEy9T6hVLPpdz4buBdlX9rFVVe23vYe9xyT+jp0BEPiQiv19Evm///81XbPcL922+T0R+4b33v1ZEvldE/ryI/CbZR8ir9ivdftO+/feIyI+9t68mIn96//l9n8l5vbbX9trev3V5UaW1M73NckR1/IJmT2BPXvw8SgU+lxb2c+2Nv4QUlHkIvfzZF8k1eG2v7fNln1YFp0/ne/aKVe8GtlNKz9UTf21fKPaZ3pH/A/AH3P2rgD+wv37GRORDwD8P/Hjg64B//h5w/07glwBftf/8zPfY78+6t+0/sX/+You7f83+8w98huf12l7ba3ufpjo99/PqZimv7bW9ttf22j47FmN82hH8tf2ws88UkP8c4Lftv/824H/5km1+BvD73f1td38H+P3AzxSRHwk8cPfv8h5L/e33Pv+q/f4c4Ld7t+8C3tj3AzDeY8j/soj86c/w3F7ba3tt78N6ck+8+3ltr+21vbbX9tpe27P2XjKhz3T1/FJ3/2v77z8IfOlLtvkbgb967/X37+/9jfvvz7//bvt91b7+Gl2dU/efPw38yU/9dF7ba3ttr+21vbbX9tpe22v7YE3Su3Pg7wnIReS/AP5HL/nTr7z/wt1dRD7wDKlPYb9/s7v/gIj8KODPAb/pZRuJyD9Bl7vw1ltv8ZGPfOSDO9jX9tpe22t7ba/ttb221/baXm4/9lV/eE9A7u4/7VV/E5EfEpEf6e5/bZeOfOwlm/0A8FPvvf4y4A/u73/Zc+//wP77q/b7A8CXv+wz7v4D9957BHzoFefzW4HfCvCRj3zEv/u7v/tVp/faXttre592vy7u6+z91/baXttre22v7UUTkVeqNz5TDfnvAy5VU34h8B+8ZJv/DPjpIvLmnsz504H/bJekPBGRr9+rq3zzvc+/ar9fB/xWEfnvROQv0MH57xeRf1QufVnhf0Uvgvz/fdkBi8g/ISLfLSLf/fGPf/zTPO3X9tpe28XcnbK1ux9rL7Rte22v7bW9ttf22l7bu9hnCsi/DfhfiMj3AT9tf42IfERE/nUAd38b+FXAf7v//Iv7ewD/FPCvA38e+AvAf/Ju+6VT/b8dmIEz8JPd/X8K/GXgu0XkzwDfCHy7u78UkLv7b3X3j7j7Rz784Q9/hqf/2l7b59DM+s8XWO3sy+GE0OuO12LU0l7aTe61vbYPyrIZp9Y4N2NtRrHX4+21vbbX9sPX5K+nRVNEfibwf3T3n/J+tn8tWXltP2ysLGD16WtRQHrLxTh9yi2C3RzcP5BuZtaMWow4BHCnVcfdCUkJz+3f3cEMed306bV9hnaqDac3Oro0eJqDvu7O+to+UKtWcZwgAZXXtbtf22dmIvIn3P2lyYt/vdUo+4eBf+cz2UEphe///u9nXdcP6JC+sKw7YM6lZdQLet+Lg/Y+F7Xn93exZ/br3rf4LCyU0zTxZV/2ZaT0uWlCs9WG7YqMFD5HjWXMOhjXBNpBL976/1bBDd5ni/reuEfxYoCDAfHdG0m85z73/4XerlgD5LX2fT9/WKVguSAqz46xEHANuEOI793h08wopaCq7/vet9ae6VCn+t7fU2u9Y/pDCK+baXyezd3ZzGn0OWVUJWkH5OdmmEN4jcdf2wdk5sbWNgCCBKY4fZ6P6DMz24kYRNB7zYrc+vOkKpRtxc0IKSGqqH4w5MllHv3hmGPk3jArPF3t2BvgfbC4468rQO7u/9hnuo/v//7v5/r6mq/4iq/4nA8cd8dxhPcGSM9HNnq3xBfb4T4FzPdfX7bxu4ftsj/f0aa8G/B4BmAbbtZxvBkgiAZE7n335StFkfcBgt7TLscKfPKTn+T7v//7+cqv/Mr3+dH9GC/7sdL/j+P7ckJKc1T6R3LzDwSQP3Pf7t/XljvYttZfP3eMbg3fHqP+MuT7oplVzFZEFGve64eTEFNc6CD50zqB/f97H7+MRzfHWmfL17pS8hkv9Y6Zvyxy+XSi5IZLIF3NhKh3+wnxxXOrrWJuYLx03MOz77fWqLU+8/f3AvOtNVprL3zmPS+H+913v9+x7uZ3LO+7meqL+3RzajFEIaZPbfG8vxB3OZRB+MJdFqpDdUeAIELcL4Xu18RfQg70eeh+XsMHMAe9i90BD3esbpylj7HpFVEhEV6z+l+gZr6vh8g+tl60XPs2Q/xgnXWzDZGIvE+y5b3359T87Hx2eQ7uxixtXyOhldLfUyWk9BkB8/vzb4yR8HmKkF7m5uft+Xnd3XA3VCNmGbMMCCKh50xZBWlEIukD7ML6hTvzfg7MzTBrzwy0dV3vwPjnonLEHRDGn/ldLgz2K8H580Bb+iddkHthtecBOe4dbO8D844x5TJYd9B6mYgEFHnpVHRHpns/Wt//dTro9csiuCNY8dYBgAg4PFPMUu4dpkj/zHMmIv247nnab731Fu+WnGs74HBriG9YvqWZcxn6dx6uCYREUCGo7A9kw73tk6JS6oJ7YogRc8jNyNWIKjytzPkuIOyO0fa76+suFAuEANJu+nWScHcPL/DCEapXxIV4f5KwjNczMKH68sm75oYGwemT8ZqNsq0MSYlNoHT9tw4J2elFr9ZlLXH/XoSgrwjZ3gVV7iPy/nbd9+M4uRQ8O2McCMcj1RrVKjUEsAEvWx9p/nRfuWZyzi9MmBegrKJstjHHGfE9kiACkmit72eYIrY7mhcAbma01ti2bR8H+swiYTXTtjPgDMPwlCn3kecB330zoPjT/YjIC8ce49Np9wL6+0Ipz/ztpRaUkO59fytY3vr9AtwjkuZnnUtrXeJ0b/HtQ9BpuYAVQlCC7ou1xV0Sdd8ENMJ+Lq1uuwPX55tPBTT4rvX+dBzACyg6hGdBtVnBvVINIoq5Uy7zqT+bzxA0MeqAr2t/FvdzMnPKVjERTCqEfi3DvdrBXmsnLdxxa51pHCeCCkNr2JafHlPbyA45GGjEh1dHJIegDK9w9mpuT/10gZjexaFo5cX3wqfH4vklZ+XdTPUF8sbNqc3I5hyG8Eqy6DO1bHvegMDhHtHTrFGs9O81u/tu1UDS9Ckdx2XcqOgdOG/NEECD0szJexJ7cEOfXyndIYQ7iZ6ZvW+nvjOyhRCOLxyz5Yzngo4DxPjMfbp8l7f29P0Y78aaBshL7uSY9rW75/7Uvk6qEtOwH4NBq7g5aerRgU/nPtq943tXmbQ9xR7P4BZR0AsYfjrGzR2VyHBv7n43giYvC+aOhPDMNs87CWYrXje8VVwDLQygIyJ61+zGW6bSEAKG0xxGlTtyoLWM2I7kVN+XTPOLGpDDvjg893zcZyufesVPH3jfGeLnh9XzLMeLA+8CcveH0+2Vg7N7qR2a60vZz6dM0LMM0EsmBHbG2+0OnN4tbXfAsLOZimM7oL4syk9VLPv5yd0/O7gEVDqY28/J732v7ODc3RDve3d3lICEPmDNL27IHlIz2Y/hckp7mO3yd5Gn/+N4q0jLT89fI6aB23XDc8OXd3DL6DztTHO/fioRaQVqBQI0mEJf3Le6L4SX+9UKqKG7lnCrxpoLtT4mhXZ3Hfv9FZKOjPFwd+2xhl904L7rXt3BIq0uqFSIA2CEMHTXxgqUlcUK7r2Q0BSme4wgtHqiWUZFiTrgIrTWAWSMibw2vBrDpECg1kCpoKGilJ1lDgwpdn+nGrlmqhW2Vmje9tsufGjq1UTd/A6cWzNKreR1I4XEEBK1VUoufVS6cT69g0Rl9onmEcmOutKasWkmaiQNI225QdtA2ve9thWsEi12YJkO+3ALhBDY8saaN4hCqBW87tcl4GHcf98BmcjdXC+iBPW78Wq1YLXsDl+DVvvCNEyIKI2GOQyiz0Yx6M9xa41W+8JVGUnDuIP+ujPlfQG/jPLLolxLxdxpzdAgxPvgz57yvQ5sp0JVIbaARiEEoC5YNUDxZpTTiiRF0u5cla1HWgAXBUZavbd4txW80VTQaaSqkbcnAMxx2l3xexNkSDQ6IEDBvD+j43T9Atv2MvNqtK3LvjQJaf7UwOJdsO1+pMgdsw3MaMDZoD6DIwXV1CNDlqmtIdtKwp8BM1aNko1ihqRGcMd17I9/y2CNtqxsOtDukzUoMUWGUnp+RIy4GXVZ8WEkaWYoG4Ki1vDW8DTBMKGW2ZrRWoSXRILcHcutOy/m5K3hozJMz1+3fZS0jLeG3ZNcynBEr64/tetsRjud9yn4/QEwnUYkRkpurLnhQTg3x8URP5PCiOrQnfukd4SQWUY1oRpp9yJFUQWzDdvnylwyN8vKFCfeuDpSEZq1ftpJiQKtVpayQBDEoebt6XgMgVET03iA9xG9cneyZZo1Ukw0a7Rqd89PEtnJnX698rre4d/xGdldQaeRRnfAU0rvCcq9Fqx00Gy2PdMB2c0pp7UrFesGtjwzJYkKIfIMMSe14mmklkIwQ8QpuRKH/TgdmlVcEzFGKo6osJVOWvq2MZsRYnxfDPfz8hSrhkgH5v4SUqfm3BnpegaNhJc566I0INf1bu25bY0QJ0bvhMzkBrmi0/gUH4iCQ10X8vIIxdCU8Au50BolJcYYIQQwoyxrn1N2aaVNM+IOdCd8qA0vG5vCeTjcSYCqwyCd0LPthJdGCHM//OG9ncEvekBu1V4aob1MFvurHebtk8h9eYFd1IyKqaLatzF/nlm4TDSO3DHI3Tq4uixmdvcTNWDeOkC+gOLLduxM9x0r3YGxmyFy77i9SxPcng1VXRhyA1ykwwRroB00XFhxv0gP9iPuUg+4QIs7p8W1M5QO94sdXB69i3RN6dfG6JhbLOygegfY+D65eH+WntND2CV6ID0kLNL64nf+GJiytkDTAL6QBaiZVDPeVgoDyUdGDfs1r6hWghj4glllrY1TuwUaraX+HbGz57WcEJzsIyIz0grb8oTNMnG6AotYc6DQvFLZ0LE/nCqCC5g4cUrUIrgL9XwCczRU5usrZLimtYXqBd+BcDaozRnUqFYorTGkAxomTBq1bJg41Z0QG3VddkZUKZpYl86+Wog4xrmcKPWMDROMTtsKvlZcoVmhmdG8oA1acIYhIq7cbmce1SdPWfJ90t2WwpYXojZaM0YZKbVRSu2AMxmihR65f0jNhWROSEK1wlIaSSOtrrTbT0B+xJSvGMZEEFBjB+gKHp5h/DQFkIWggagGMnUfsRXCOFBKpeS2M2RCa9sd6E7DU6hhF4dWoOyLRpgeYCKsLfOkGLUZMirzMN59v5nxzpNbooBVwbYFFUUldQdgH9ZeDTZjySteTxyupx61MIjxok0/k7dyzwF+ep6t9AUUIK+C1RMh1P58yESa38BawbczwQrqQtGGbacuywoJ2zZk6U6TeXcghgiMM1u6QtaKJ1CLlLqStydECT1KpALlDBLR9BCxAY0JtNHqiVohxgFTaBYuJ3B3/LVVvBrSfQcEwbZK0IymqdN2z5k9VzWls2ONXCvBBaERxBHpE3gMM22fccYgz7BVd8dRKje3t1SZGI4zkhJuzlobK1BVWPOJeXKiKNYqtpUe3Vs2WqlMb10TVQni2PlMKyvb1p9xDQGVgmtnZymFQQdaWZEa0BChOu32bWQe0WFEQ6BZZSv9eW/+lAZyd2ppxNRlZmupBBMm7eN1VOmO357bEkPgtCjJB6arkXr7CFseIesCpn1mFyVdTegw7GPL8FJIqTOm5s75tOJAmiem8eVOk5t1FrYVfFuotmHE/hAxYNW43cP7UzDEVmJMgFPdyK1hdcG9oDExxKtnKuWk4OArp/UW8QFbDavGMqykc6Ap5OXE2TLbeCCGgDZhaQtpGAmeCDISh4GyrSzvvM0GrPMBR/EQGHRA9jW7WOmrmkBUpdrGyVvnbpJiZqT0dF0vuZGb9We8ZbayoeOIq+IqpBjxUnvUJG+UEDFzYqiEEIkh7ITAZZ9yVzK2nW+xtgCguqD6NHH/gjM1BqplzI2QJkSFUkvfR20MOqApgRl2PhNn7fggCjKNSDTuowLXgCC02klKSUo1x5rSqhDUSNbABL+kMj3nfJedwHl87o7Q9ZAIBNQaEKhrhbAxjgMigiloVKxmYgqsueDDyJhG0sVpEWFdF5I6eTmx3Dzh+upDfazmjATDp4G83tLyyjAfsJuNUivqSpyvCK2RlxtaLbhFlrYS0x7PqA33MwwjYo5Z5pQ34jBh6giRtD3hmBRZ+3NRXWltJQwFz11WaVHosWTBve7zrqKHmbZu2JJfDDw+Z1/UgNzN2N5+h3oYqK0BhrXWvTX8aZhFdo2RaB+EIig8lXZIlyy4OW1ngjvU7YD5js1061xxp12fY3p2VnkHuD/4gz/Ir/jl/3u++7v/Wx4+fIMv/dIfwXd8x6/na7/2x/HVX/1VXA7sW7/1W/mmb/xGLnDZi+3JdR0J/LSf8dP59l/36/jaH/tjd5ZQdwzvmHWwLv3MUZw/9Wf+NH/tr/0gf9/P/Bm4Gz/yy7+M/8/3fC8PPvQGP/SDP8RXfuVX8gf+i/+cn/wNPxET5W/88i/ne77ne/gtv+W38B3f8R1835/7Pn7El/4IQHjzzTd49PY7sIeMOxvSAbmL8yVf+jfwiY9/7E7qInv4W3cP89/7934vv+rX/Br++//+z/JH/8gf5iM/9mvvpBBo92RdHDfj5mOfZG2Zc4N4eIgvt+S6UmvlIAmZ5h4NuS0cx8C5ZlQKsybGYSLguArZnGoF1UQKgvpGO59Zt5WcM97gVgvNJuJ0JKug08S1X3XHoClRBWdjswU/r1jzPkkqtHbuC90wkdKIN+/RBRlIMuzsxUBuTzqIccVKxuuGuNDq2ictvSHNV4RUMYl4S7s/o4Qm1HzGW6Wa8PZqpHlmHifMndN6QzlnTjUzhIKUDc+V2/WG2jaUDcqCFoHxTRjnHrZbHpHjo+6cTX3BdXNOT1bqtpGmRBUh25E0JKwZVhqhVFyd+TjQ6gIxoDPUrVBq5iavZOtsfSgbzsjjthE182C+IjHRQiSyYPmEa0JjhKhYM3Ld+jnUio4z5oWyPaGUjSkEAooGRelxJHOnFqfUxHTVGXCJQmuNvJ5YckHCQD2dwCp1uaWVQjHjccn4PANGiIHTsvD48cIwRqI4rGdCPPcwthhhPCLNUBqVwFaFkgXPtcucGlwdrsmlsi1ngnSAoFTSHJnmgdacZg0Jfaz4eotXp/kAOEEFy6Uz8MFxbSx5IWshbk+IIeACW90wMUJyTqURRsFrRbaCtIWpKSFmgjp1uwUtkCbcFTFFG1S/xQdhHB/i64IE+kLoJ0KIFCtYEEKsqI40Qg/vOmij55cMM1TDlg40RvweeBdcIzdrJeelw+tm1LxQLHOOExKcsxppEI5hJkgAVUKaSaLvrsk2x3JlCVCyMZYVs8KTrbGuFSSxbIVcMtdzhGnEpOD5TDllQluZxtaBf0gMkrCSaVvp4fNxwH1ngaXn0zRqdyRKYYgHTAO1NBpnpEKVmVOrXGgZoxJiIoQEBtaURNrBYmCOkWzKo3MliHNAwBSs0prgrZEFTI22CXXN6OkWMyXGA+6wnjODZqxBbYIOgVV3uWOkA4s04GYM5jR3totWWnseTckbZtC2E3VZMFM8RlIE4ozGiWFQWs6czzc0HNVH5FX7elcXhEoMhh6OnOUJVYxBnWLQzBAqXgvz+ABr4J7xTfjkurA10PNCVaEdnDEGdOiyhvU2E6QxjwNoz7HYsnASI2ojSiOwcBbFaiegRC6yg8CNNc7tjMQRTQNiG2aGSGSeJ7a14LVys20IRtlu8NZIckW1tivOhWZQl4ytGzZEdAg9GtYab0xX+I4dhtiPW0gYTjmfIEAYEqIO0sfHtOfeVDJmu2MqAU8Jq4XaGtu69Qjw6ARrxDT0e+V97ZfpQG19PR5ClxzVcqZuG3FMqA50X7IhVggOuVVKvUhboVTj/OREUhhjgNLXt2wrtTbyecXLwjkKV/GKJopOA8snP0ktlTX2Z8SA+KEHBAkcDpF6fgKz8+TxO5iDhtCPH+1zx9pYe6CaIQWgQl4Qj9jtY24sc/vkk12q2uAoI8lvGJPgsqHzkaozDBGdI+bOel6RkjEC3oy8NVpVxikyHq+5XR8zenc8WylIa0gaCWnEYydH2ubUENkchExACQFKVNL5BsuNdF+W+wr7ogbkzRpvn95hedxo2sFp3RkYvAPnO/2bVlQD3rPfOpvYKioXHZZjre7sRp+4dF8c7IKBbU/0gl233kPZvjPgQg83uTs//x/6h/nGb/wm/q3f+TsQd77ne7+Xj33s4/wtP+pH8cc/+l3d63XBUXIpmDkK6I65tcmuw+7aT9F4x7iKyB5i6QuhAGp9tHzP9/wZ/sSf/JP8vT/rpwPGj/9xH+G7PvpH+Zk/62fx0Y9+F3/H13wNH/3oH+fv/Dt/Mn/2z/05PvShD/ElH3oT3PiSt97iN/7G38Cv/dW/6lkdFY6LonqR6bQ7/XgtW9/WHbtcj13j/qN/9Ffx7/zO38a3fOv/ltYqtW07eyg9GuEG2nV8P3RbKe2Elcx1yyRRUjHITgsrQziSlzOrO3VS6n7Nz2r4KTOkgSjC4Ia4k6XRBkA2bm5Wntw+6R6vjFi+RaUQ58rWQDRSDjfUVmiX0Jw0ztuJq/QG4fCAGMPuCxlWA5IrIit1y1wdQme/zgsBQZqzlRMhjN1RUmMcZkoeoAmeHfHK+eZtSs20BkkHcmtIbgScNkS0ntm2jdsGD45XDLzZwecZQlXUF0wUbRUrK6fTLc0aM5WYnWYRkRva5IQx9kWLQC0Fbp4QJOBAfFyQ5kxRyJJRBLWZOcJ0PPYJfSld+jE5HqH62qNIUWhyIIlA3UieKG0CM9bzCd7eCGkiAm6F0lZcpYeEFXDlVE7oVohWKUEZBue0nfHpDabDTFIhDWkPlSqbBqwJdoa4BMaoKF0+43VjPd8yjRPZlJAX3Jxh6CzHo/OZeojdIUzCacncLiszMzGAeSFsjqYe3gy1EVuPPJwEhvCAGA5QYS0ntrLx5Lxi5iQzjqEDBvPC6VzY5gcQRm6XG8aUeHA47AtBwFwopWD5zNaMLUSsrTx59A7FBYIwryfG+diflyaUqFCcqgMfenjVtet122UzmVg2FuC8NdJwYDy8RTOjnM7UagQ7o+stWzjBZugwUIpjvnVQvW2k0IhxnxfDFZquoNaeAD0Y5iM3ecWePKFuuUc3JJJCn4OaKY/OZ5CNGBNpinisiDmJxhwjsVTOtwuaHBVHXAgjhDgwmFOa90iKPFtNouVCwjkPiWrOstyQSyWvmWOUrpMNK+H2hnIGPShhcAKFxSvejDVXCIG1FpZ0ZCuNFaGKEmtn1E0LglPrgtVCrpVcnckq4gE7beQ0QzKEzroNMaBjYl3PaK1oLB24Vwiln0PJxuE2Ydm5aYa2jbfmxJgCUZzzciJ6RedE3jbMQWKguvZk3XFAm1NzxSbpQae60uQhaRwISTvri3AYI0uuPM4F83yJmbL1EAfbtqCqlPMtpRqYYuuC0kGqosQItWbWWtlSxMVZW0PbwNUwkDRSz4V283GW1KgokjrjuO1s8RgicXxAc8O9IoPSbgttaRxiwltBTjfMqT/Ta+2srqaBMo7kGKAUvDQO80iiSy6MiLXCME2UZoiMjChT0J4zkjMDjTUIH1+eUMvG43JiPCfSKYPB4pWqytbOuEbiUijN9jFnuBhGwcsKJhzDkVYKua4UKzSPqChpmHDLiIMEJUlDh4npcNXXleZEhSI9SppbRqoxGKgeqMsNW66oN1o22gBVAm5L14cvK5QbNCVCWziZM7ZM0rXnTTFgp4Y9KYChlkiHh7TdWW45c97Ou0SyP19yfkKMgbeurjAXmjQymcGUyR2dJyRCEGVrhXx+h8VPpMMA0fDq6JMVf+dMIXJ6B2pbsGEjpYiGgKfA7XJLcXBN0DJCpq6fYDkrZbsh5DNLuMVy5eTObRTGrZDNWYdCcGdMI9UcvxGG0BjiyJvjFVWUpTSqnRldqTTWUMEytkXgEeV8IofIkiBpIg5HfBwhr7S1UfJGa11XXmpmHBsmgnqPfi2cwLrE6b16JXxRA/LcjLfryqyJKY4EJiqPCHv4VKUruH1PAOuEuSPawXqrFZeAqKO7Zu1Sju5ONy2C+lMttssugLmAY90/t093zZ3/6g/+IWKM/OO/6B8n50IQ52//2/8n/A//w1/u4pRm2C6LUeng9kf+yL+Bf+ybv5H/8r/6g3zpj/hSftu/+W/w4Q9/CY7ze3/v7+Zbftkv5dGjR3znd34nP+kn/US2ZeVbftkv40/+yT9FjIFv/7Zfxzd8/dfzL/yLv4p1Xfhv/ugf5Z/95f87vv7rv56PftdH+ft+1t/LH/tj38W3fMu38O//+/8vrFa+64/8Yb7hx38dXjKY8c3f9I38jn/r3+af+dZv5UNf8iUAu1Ozi2rM6Fy807lKByqO8hv+5d/Ev/u7fg+qys/46T+NX/Uv/gv86P/xV+0Rg/4p65fpTvfb9qQjs8qyfIxBlORKqguBPSklbaRhII3Ww1WtsTWlSfdil1NhXW7QcUZ0RM1oNbNUR0MizjNuwiag1wcU4aoMaOycJxZZirGuJ9wa0zhiOlBubym5QT4Ta0OaY8uJmBIaOgsidQFX2hhBW9c3W6+tnEsmunQd9pAYjx9C4oQLNN+InmkmWD4xNWM1IVPJXtk0IsPIURNrU85lIT9a+NjN2z0EXoXgmSRnFlOQiNRMUmUMB6ok1JUQCsOYsNXAeslFSwNWHbnpDmlJQhseMoyB9PAayplte4K3M6EqTboTuplTbyt5ANW1J9K1Lv8KMRJto+Yzm4FxwCNYWFhyIS3CNihP1r4ITtMVSUcGdWrduM1PyDkzKJyrkYg8efI2ZVmYHo/QjCa9esghToSYkHHktBleW2cyWmMzCC4ch5Fp6kxdkEZWBVnZQmXbCvo4M1QlhUjzyhwnEjMugbWe2HIjyQDN+tiiYJZpceQqJYYwsWyPCbYiy0a1G1ydGAZsuMIOgXVxlidvE6e3ESqFlYbSHh9YWyRMD9AWwSBIQeREY6Btj6AZxzCCG9uTT5KHDRsn0jxSTZFoDCFSbk601ghh4tGyIKnQlnd65HA13BYe3mQeTAfaWnmyrMwxcCWG+9vYBjIfmWJCiHC8ZgsnkhZEB6CxFaNqxqw7b75laGe8OFtdOW2wmaBNmZIyhq7pztvGUTK6CZSKHAJye2ZsZ9IwMKRIQQjeOKQEZaVsHyNrQmRka852UZy32udud+p66iTBg0pQpdZGbQGxRrMzyhMmjEbBa6E8+QSrtS5xevAGuV3RtgBhYd1OlPpxkg1s5tg0MmigiuAjSGuY7ZKBWpHzRh2VwYUkhuoTZokM4SEijrUzVCGVW4b0gMBAFcdjJamzrAsfW2745LniuZGGK8KYCQWW3KUBYTpi1Wk70aEaIe2sXoiE0fAlU9wQHYiHB4TFIDSsruRzZWuVFIXaIikoa8ldwubgVnmcV+o+b0xXDxinI4c00KrheaMsyu3yiDQ6Ll2aoBSEARwOGmgS2DCqVWJ4yLmeyEtmHI+kpgQNHA+RtktCW4mIZNJhIOcN4UwtK1uaYRRKqazNaefMsp5puTE+eBM5J6LTc2m2FVm9S7saIBFDsTFSo2DDQBPnMB5Ylgw5c4gzxW55vLzNstzwofkB7yyPCa0ypCOuwjQOPBggxgMlv8NpeUwrlWEeMYPqwiCCOoSzEWLXL4sUQlsIRM7rLUsxroYZbRkNsNSMbcLaBKyx7RHum9tHrLmz44fYCOEJrWZac4qObNuGnjYOjwMaBvJ6xreM9hg6Ghw14yoGggNrxZtwUxtuK4MZISnx4ZdS0wRRqacVRBkj1HOl1J4PFqNSlxuaR3JwrDWuhokgivqIjdfcLGvPv2qC6zV1vKKOqecEnR9RbgtDzHhunFrGHwgPUkIyyLmy1twJCNu6flwbN7cbjQPGgG+ZcXZiDtw0Y4vKVKEW5wlKVcXXHqVu+ZZxzEzlhh94+xM0lClkkleWw0zLhcYtwZzl9oSpgDqHw4QfrrgtG1LPlDUgFEru5F9I15T1zFYWtm2FYUD1wDy9QVkbp1ZI1pD3SLD+ogbkQRWnYhZp20q15Q7ouffs6YtD0xO3DPHWm53sGdx6SYFU3WXQXUvYgXzPF9KwN68wJ6j23J0dqNC8p2yK3yV5fu/3fC9f8zVfQ699uWvU3Mil8hf/4l/i637CN3CJffyGX//r+Tt/0k/idDrxtT/2a/mOb/92fvW3fTu/9td9G9/xG349eK+t/l//oT/If/Sf/Kf8ml/za/kPf99/wG/+Lb8Fd+ejf/SP8Gf/3Pfxc/7Bn8uf+RN/gv/Lr/yV/Mk/9af4v/76fwnH+cN/5L/m13zbv0TZFv74H/8o/9yv+Kf5V/6V30QtC3/0u/4YX/fjvrbrjt04Xl3xzd/0j/J/+87fzP/5V/5z+3WrPaRml4S60EPg0nX0QRP/+e//A/zH//F/yh/5Q/8lx+MVb7/9DiKJKHsVmD0pS8NAv8i9yoHprskXpbSZFEG8UbKT1xvSOFLjgbzA7encM9N964lANaNMjGUjeMXaDbfcYLXS3JDqaEw0u4I4chUiIffFVuIVx3GiKw5GHobWZQW+ERw8F1YLnIpQ5IZ8fqdHICyzlcYskc0abdtobcKnAYmBOEWK9CQsQkBdCHEGa5xL16pa3XpyKrGz6bWxSaGFkRaH/llrzFcPSUBbCmM2Ag05r7gHEkowZxgnHhwSywbrEBmHiFhkJZFloMpKKxt2PqMxMI2BN0/vsO4VaQjK1WFkPIaekGkbZ2tsxTFxmiTURppUWH+ILVfICWsFccc1QmsIlcG6PMTihM5v4lulDYJHxU1I48BNMmJu5FQ4S+8GWgu8nc+oZ47TFS5vsmngFKwn2zESUyBYoVFY15VRS3cEcsVKZm1GxUGdpo3VjujiZBEkKHVIHDBSGglxYDtvnNsJaiTGxCEqSz2BRWprjAGSR8YwcoVxXm9JnqA5Vp5wa5/EbSE3IRCoTRlm41FtyPIJpjzhuWC1EkrAoxAYcXeWc2ETQdQpXsitwHIiSsOHa2grsweqVESgXg1sEUSMjROLCXUz3vBIXg0nQzZKqwwSmT0Q0jXjPLEuK9kaj/MTttMtpiNXUyCVSmxKOyjVz2CKqpBbQg4HMhELiZyfsLaNWnr4PoUAW2M4r3hzbHHWlqneKG3hndyTmUecSbuGu1ApJ2V7Ij2aZo0UCtN4wI+wJMguzMNDmq3crCuPSqFpQkLDS8PKgu7efN4ypWTcjFGE5k4aAkENdMNWwxkIrRKOh15P3wtVG6GuiCZaLbQNJk+EYiRNDGJYOVOYCIcHbCcjIlgMJAuENlKy49k43z7GfQUyOSZUHiNiSGusobG2M2MYEeusHt6IZniIjLFXkSlmSHsbKnyyNLwqIQaSLgSNRFHOTWjruje2gXE8EO2WViuPNsUbhOWTJCsMQ8JbxJfCWjaGAIdBGcdItY0tO4NOFBHWskIaOuW0nEgpMrRA3jZoZ9Io5Cbcrhuzj5hPiASqjkhUQgqklljyiRONoTkrSgqBlAXfjMUaW8yAYbZQ1x+iWesRbFZCitSYOFdBbaCRsNrnneGNN0gRiju1CLacGfJtJ4JSZPOKy0BQobSNcvtJ5Nzzg1qAVQ+cSyXJwCqRYRyZ3NDakHzb9eDJMc8YhfOp8XCMjGPmfHtiKIU5Kqk5Vvbky9SrvJQ4ctoClhKtQtsWhtIIMiJhorWNlBKlrmxPzrT4CAkDSSqTdOKgPX4HtwGbH3JbGsMOGjc3TsV7PYRSaKEySKIFZZLGaI5LQyoMrTJZoPqB1YRla5gLw3CAqGzrLbdvP0LGaxShLWeKCm+3Qi1dOldbo6oSH0NKkTQNWDHe1o0QI2aPuZW/ChI4zonr6UM0DvCowGBs9UzMhlvEm1JO77DWM34y5hSwsjHERF7OWAp93W4rLsp49ZD5KExXA1yPrBK5dmdmY4xXXEvlMBmrCps7NiYCA9sxUlTxtx9xUyoZZw4LhxBIa6UuheqZySFvjZqclYascPXOgDQll148IFKpYUKmgWFYoGys1qWwngdMHnO4+TgjR1oUFjGGNr8rJv2iBuReC/b2iS0qG/DYjAdzou7a8GZGs732757soQ5iBqJ7ub+9QmlrvZbzrjHvlTUAegUFg97Mwi/M8EVDDm2vHmLuqDuXZi9ey53OyqUnOX3lV3wF/80f/oP7Z2PXjbqjqvyDP+/nYiHwD/8jv4B/5B/9pt5oBfj7f/Y/QKnGj/kxfwd/5a/8FQThj33XR/knf8kvwQl81Y/+2/jyL/9yvu/7vm93CoxaCy7Kj/k7voY/8z3fw+PbW0opXB2PfMVX/M1831/4i3zXH/9ufum3/DI8xD3n0vhf/5O/hJ/wk34q//Qv+xZgL0/nu3p3lwCFGBC6p+gy8Af+qz/IN37TNzLPR9zhrTffAHo5xovuzZpTcrmT29x1mtyT5k5rYEngtmFbAWl8WJS8FQZTICO1EZshDcI0EsYJlkZ0ZZwOPNBGLQYClQHPKz4OVEtQjENuZHfkOOJbxusKDJTaQ+YxLDTLhAizAuPWPeXwoCdzmWHDyOADst7CtjDEmSpH4nCg1UL2suuEV8ZpRKaIbIWWF8KgNB/IRPBxT5JdiHFkzcYhTLzBQK4r+cmZYA3WW+YCU4ygM14aKopXY0oJtQPJMmF5guGEqHjNqPc6q8SR1TdqWVnrwF8rmXNrjGOCALePVx7MMzL2KhYlr4xeyVUJesTHGc83aFlJAimEHgvKhSrGqa0s5baHTdMVOkSob5NdIU+YVlrNDH5FkxFhQlvjnM/41kFwqkKzkbYELBYQZ/XAvJ3RaOj1mzy4uqK1jZAzcdd9hsmRw4GyNCwdkCBErcQoey5JpEmgLoXUMmGCFAdIiS11mdHSFjREcj7jzZlaYxgUlhs8JaoWsi+slqEpc11ICNWVJEfUK2GAWR2NA6sfsdprHeW6UfXQWftJkRRoxdAmjGNnjGVbWM+PuPUFho9xnQ6gkVp61YTsUMcPc6XC4IFpijxpFTUwIkWBULAYqTGQTBBJiBemEZIETIw2DV0PazOPc0bGByADZXtETCO23nL7+P+HMDIcjvgQWMoJ6kpqzu1yoqZIkrjrlivOxvKkMYhylUZQoY2VwZUwTrSQqOMDltIwd2KYOVwnNHRpzPnxip+N1Rbetq6FPXnG1xPeMuOYGHRPGk8DoGhxxma0esYxam0oA4cxUdauXd5uHyHVmVulNqHUjZvlhnS8YRgSkhxlRuUBm0PZFgQFLQxYj2BulU/evoM4TFHRMKIpcCWVIpUSRixXbt/5GC6foFiXOXiobDWzUWiNvXJSRPRIPEyk+dhLa4aKhMS2OSITtTrJlaYwBiWuhcJGs9oTSqN2ADMonlcyipTMugHeGPI1uS3UVUhJyWXg0QbhtBI40wyKbYzqhCHwYBC2snHeHrOlmVYUTDlMCZORH7y9YVuEg2w0W7oDEpQYlXGYCe4UW/BgVF33cp9xjwM56oJUxWqjbE6VgaxGtsxWjkztmpAU00RTJUVlCMJ8PaJRkLoR20INjZthhNYIpkQihyExDgnFyWUjt5E6vkGo3VkrZkw4UwTXitBIKaDjgeiO2gPqg6vO2m4LTx59glac29MNWTPDfIWVjcxESJGxWT/344SfnhDOj/patFfO8WEgSIXH75CnmayKoFgciJtgLbOGRMEoRfAt8eBwzWF4iCsMYUSDsrWl68Ab3LTa195tIUpkmj+ES9qrnzpl2/gkhviERyW1zHEemB6+2ZMkn3yMumQaPYdkvU6UpFAqicQ8Rk5r4Xw+U9ZCRJhjxJMAgVIM81uuqLhEUnXW89vQfpAHUjmEI+dyAgzTmU2McGwci2B17TnecUAPEZ8nfOh6fGUiSiCFI4dpZhgPsJ25aY13TifEb+C8sA4jQStTK5Tbx73koCgqA0NZEHNUjbg0NGRqTGgae0J+q2yeaK0Ra5dS1tT4WIUowlgEaZkhZMQD+UY4jwNRR9QKwTOuA09s47E1xjoRU2Q16/ku72Jf1IC81sqT0y2umTQM3DpcTw/AugxkCgGi7nroXvZMml7E3r302653Zk/YdLeOysWwIL2iyJ4WnaxPNuIXflt2Bn7n2ffSf1/9o7+a/+d/8O9T95JO7FVQ2g72LcQ9AUh2ILxXINEOIEzTXmO0L0bDMGIIpoFSextg6LWnU0rdkRDtJX+kp1daiCCBw/VDftTf+rfwO//t38XX/JivwXXg677u6/n9/8Uf4uMf/wRf/dV/W9eo712r3vqSL+UX/Pyfz7/2f/9/9IsscdfH7zp52VntuxKQPD0X3Wsle5e3FPeeuOlPK7N0c3Z9UL8uOJ+UhXE6QBloVcjuPD45VivHNDBMV3h0fMsMs3IYjgzzTDse8CVT3ag+gVTiLsSf4kCrncFNoqTra1JVPCUIAdMrzqXw5DbT2sJxTASZkTjg5w1NkXAYaBrZamErzu1tRmRDzRh9RGLopenOa4+aeOFqTLTROQ2VFryHuraVIAfsMBNcGEi4O7d+YHOn6YZr5m0/AQWhsRDR6zeQUmnzVXdAbKO5sa2NJ63XdpUoyPWHaDEiUVBW2pbBM9FgGIzWlNUqpMTxcM1hDmTbsGJsVqk3J7ZWabVgrTuuyicZwkBrCzpGiHO/n63f5zDOHIcjV/lhn9DHGQtT12+u/RjMIUehlRPZ38Zr5byD16Os1PAGUxxI44EUwOOA1sY1hZHMkCJJ4So7JqWH8g3KeUNCr3o3YtBuwAfQhJ8zoxSawZYzWznjVrGbSg2JMH2IqIlRR6I7vjYCE0NrxHZLODW8bpgGNAjHIcJ8II4B2odJ4xUhHbg9r11LWh6xygkF0oMPI7JBXklzQmXEaWScZl0GUbdbjikxh0YaFD28wblN6JQ4Xn2ImCKWM++cnuA5MM7HruVFSXFkyAu+bphUltvcuxJPEa8DSwwM9Ra3E8gMHlFv5Pw2BXgnv81IYEzXhODgR5DIwg1FMtGEem6UtYOnyQoV2GSDsvbxcK5INDw0PI740HN3INCWGyqBB5dyk/kRQQWRyugQmJBBWeuJ25sTcRkoIrQaMRNqPWFrYWPlmLqMS4Igh4jXRD2dCQI1juSlkFsjEfiENXKAKpUxGnEcCa3BMHO7Ldw8fkx8/EnGqyPjOEIuJG2oVyxAGCYsVLh5Qt02yN5lMJrYrhKwInmluiBN8TffIo5XTA7mZyw34nggzInpXNjMWB3wQDr2UnS0RsuNGBOjNWqFKTdyUlqErBvrtmFlYS6FaImiUPxMy0JEubrJsN5CCByOkWR7rfVq+PqYakLL2ssX1kahIgqJCS2BGzMO0Xjy6DGtNs7aiyHU2lBz5sOXYGFkq5XREw+nQGTEw0hIA1aEoD2p2Fpg9kqYDoSQUOvM8VY2VisEbZw8EI8H0hAJUbhqcNgao/Zkx5BSjyI7pDAwiLJsRjPB40wLzuyF+Tj17RGsnVFthJSY7IqSK0M8oiYUGjIqIWe8VNZl4bau1FrQqNTW0HlGU49YbS6IjmQPeAMZxp7IGyKSJhJKaRvtyZl2XnGJyHbNYdzLILJRN4egHL3gxZGhJ1srAbeKi9Jc8aJQA8dwzRsyMbzzhCxOlIQ2MDIHUyYNvBGOlNrXx+Wc2R7f0qSXoCzal88iA2l5Bw2Oj7CWme3mFhknbD0x0khDJcSRaRihZmIsDFExHQiHxIPDDOWKshR0DjBdU2thW09ofMDRevJmqSdua8ZubymewR31QmKkDsJYFwYHt0a4vmJ485pigdsaGGiMIaKqnJeNoIV8+jjnx8IyDoSa+xq63eD2mNgiNQ3UecSz0lqhxYjXFakLnhdqfAjTkWC9r8C6DhQNzMcBfGSrhjpM88QkVxAFolMkM1+NbJujFAY/M+XHlK2xbTdcCUgYKUF5oFOPNtUVr4GklTA9rdD1MvuiBuSiwhB76HfUgTe89zuMly5N3ksZOr1mqQrs5VW6BnyXktyvgkgncDHp1U4iHYQ6e5m/XcfVdeRCoNPqXZrRpS9/z9/1k/lVv/pX8zt+x2/nH/9Fvxizxvd+z3/HoydP+j5D3CuTsHe+7CWZ/qP/8P/Nz/v5P5/f+7t/D9/wDd/Q/w67TKYXzxcghMRP+oZv4N/93b+Hn/p3/TT+7J/9c/zVv/pX+Vu/6qv5vj//F7i5vcUloBoQFX7C1/8Efst3fie/8lf+n9A08vU/4Sfwi37RL+LrftzXEUS7l98Ja6rB/+aX/lJ+yk/5qdRaCXvjHdmlJ73mqdx1BHUz/u6/++/h133bt/EP/fxfwHw48PYnP8GH3nyje7R7AX8JvVvYpSpM1+l3fyVq4MuujhQrpBjReOCTayF77TKBKRHDhDnYXJDQpUO6FWptBAJmgUbAo1Jqr9u81Z51H0pBh5H2ZO1dJs1xDVgMZI0MNaOtEmvs+nDpzkcdKnVb7+rqDuZE3wiiJAmM8wi+0qSQW6W2yhiP+Op4vsFPZZ8HHPdK3WbG4QGRQJge0IIym9FyQw6xLxi5dhaAgOZCQpFBCQcj7uWzYgjUN4AhEuj1xKNEajZWj2y14q1yXm8I9ModBwm0ZcHKLbHeEsQJ5pxKZZWIMNIs9KaiBsdUuRoD4eoB1d7EpoeEISLLO2jJSAqEYWQaZga5IqrRSibNHwZzZLklb2tvvBEapcBWMp5vuSpCY6YMTohXXOnAHAfCdiJtjdZuUBHCw2vCG29yYuQ297HQq14o4TAjXrF8wkKiqRPqO9TNeGd5DA4tjr1iUqs9OdgagzWm8DbpMFOPD8ELJS9gjUfLE4IK0xgZcoEUACe0SGwz61mx8xOurh4i10fmAMPQKNsN51bwtlLP34dIJEVhcCFIgmAEU4oYrRjtfOLtNSECh8OBo05sJxg8cTZjCIbXjN0+IUgkaiAmg2ycTjcIYLVS0siE81CdAWFIhbVulGb4OBGuElu7VO8SRA3Tkegj53BmrZnDOCClyymuH76BtA1a1+LPNpJ84OyOxgekVPHiqDYUI40D5xwYh2usXWSBhaUtHWzHBRTWzTlE5aEqeVvRYSaXW1wM50zcbgnNOC8Bk0gQ5XpMPVEu9DKWksFyRcZr4mFiHq6olllb4fZ8opRKs95Y6JCUQCBbBTuTxgNvXUdmFXw+EpNyDhtVEikGxhTIFU6lwpBI7oyTI/MBlQkzo+YeuZMKLUTW1ggesTJxPUa2UGjhLaY4UA+F6IljcbRlWt04N4V1hbJy0EhphToe0LohcubBYWZ8cGTD2eJMDYEHUZmnIyWPbLcbRsDikXA84gvEHCl1oWyVYRRSm3gYHzDOzjAY2QK3W4GkBI597aiFFBNTSNR8Q92Wvg4WZbOFGvr1j9dv8dbDh4xzpIkzDRO5OY/ffptyWigquCo5O8ujtxkOicENk4Zp7BEHGfGovRSvFeYQScmwqee7DCR8Lb2cqVWW20e8XTPlfEtssA4DBAdzakzw4MN9/S6ta/p9IURhBKouRITsgq9CedIdZG9dFjiZY6cz53aiDhOhnpFhpC1nJBhSBvKa4Vw5ayKOE14arS7EbNCsy2MQwjiSw9DXtDLgLRNal2uFXPHs5HpGh0pQGOcZDUIRJ4+CjDPXaaY8ASlnCoZqIFK5LsY4BNwD51ppXgkameOIa3c4NQkMkdKMIgM1GZ4CpRWsQqxnjEjzwDGMeD0jqcKyIQ7vaGaLlZI6ptDpgEZjHGCYB1pLrFrwsiBkkiYSPW9lSTNLVd5ZG1u+JeiJqSSigebWoz+rUT7xNtVX3tGZtq3EVggkxEcoJ6IOkGALBiWTSiXMkayJPB6pMTCHQBmUMgR0mAnMND90zBUfErQxEXBJnJYRkUicE4SRtWyMVknDkfOaadsJ98amcGNKVYgycZQjgZlxqcQBwjTD4QHHcOB6KGz5Eb43n7spW0+SfRf7ogbkGpSrD7+xl5GDwzhDoTdoaJemQHX/vbPI4u0ODHeTu1KIEjp4R/r/QejgYs9OV3pHO9nLDrpzt99+QHJXU/d3/a7fza/4Z38Fv+Ff/leYpom/+W/6m/j2b/92/tJf+kt8w9d//d23f/Mv/GZ+6T/1Szkej/y3H/0ov+7X/hp+xJd8mN/5b/4bxFr7F1jDacheddRb4xf/4l/Mt/4z/wwf+XFfS4yRf/Vf+1eZDhM/5af+FH7jb/yN/MSf+BP55b/8V/DzxZgCsQABAABJREFUfu7P48d/3dfzm3/zb+bHfeQjYM6P+Z/9z/mBH/gBvvmbvnnvhNmvgXlvFPLWWx/mZ//9P/v/z97fx1q3b3d92GeM38ucc6219/Occ7m+buISU5yCSosMXECp7bSQBIEppiF9iUTrKiQQ17gSDhBLLSrYSG1JYt4MaWoDpQKFNm2lcB0MFNJYJMgYXxcDUiqIkSzVMsb35Zzn2XutNefvbfSP31xrvzwv5xzfc33PPWd9pUd7P2vPNedvvv1+3zHGd4zBn/iTf6JPakDjzmrpbcL7WIrBr/kX/wX+zt/9u3zDN3wDMUb+pV/36/j9/9s/wH/y/d/P7/29v4fPfvaz/I/+lf8xv/SX/lI+9anvXw0g69GFdbdRIyVBaoXBjCutvdzbWBEp7ErvSFia9DKXSwMTypL65KxCiRPOMvNxTxFhU2Fw1iviLDNNFlpppGIcbY/lXu/ZR2XyiuyuKL4QwkhpiVozcsyMfugNiQbYrtV8RCPiJgIe5j144bgopTZsWXDWu1d22VRD7Qi+Utuxl+iUZ4gKgyrTNLIRw4UJCSNM17TjnkpCvRLHHT4EmhWOt0dSiDin+DkRBk8j96i+gc5HJjVCGNDrbpAtNeENmoe5KKVFck4UjK3z4JTN9JQxeKw2jmuI3KW3sWEgygYT3yfouKN6Q6an1HmPZgc6M5eZuS6Ic8S4w5ySJk8v61fZ9Dg9NuyQVDBpXI9K4MjoKqWWnlydZ5b9HtOITx6eH4Bn3Cy3WAaxETeMRCvkvKfMBbfZ9PrxbSBRmN01MQ5YMVytiIuwCz0xrSYoC9hzDkvBTGiVnncwebJGdBspy6HXu3dCnQvtmFiKYuJJN29zfP6MthkJ3ghV2PkrqqzdR4cN6gLLzc+Q8ltYy6QSyGud/9syI2EkTpEyLzy/7d7lnWxpb32OvHSSYPUZgcjh8/+EnRouuZ7bogFVIe48eGGqjeN84NnnG6E1buZbkla8j5R8ILeCtUIVh+6eIMMVOKE25bk1BjLMheR81zrnihdHrb0kngVlc/Xz2E1XBGksS28wsklKtqU3A/EBcUoTz5w8+5s9zRw4T0kFy3CUBHNGjgknitSu98zpAJsRG2FUz9Yb2gy/jZSlkOZe/78Gh4wefRK6xh5jKJ4QtyQ/9WTQeeHN5UBQQ7cbnFOaevyVECjMltEoqC5kMt5VlpxYUkIWh8QriihLBZ8nhmnLNsDijX2IFLqBrtsGJBJHbkfPOFzh4jXbacQhjJOnzhXSTLFbEgnZPWVJjWGMtPkGMdDak8uejBOjvwZVDig3vpB1ocQJawPmjpg5mg4wRBqVVjKHXHleZ+zmBlUhnNtCOMRFxDlahELGO6GY4GthI5m5wLFMDFYQ7cnSQSvCQszG4bYx741cG1WNJWXq/jm0wjQGrPaGbptSYd+rjk2+S342vuubb+vItvYI0fFzC/uS0NBoMdBSxm7fptaKpYK63rDJasM5z2IDPnSZXJwG7JDILaHeEwfhuL/pZe6GSKTnUcxLpeUefdwOgcltCV6RIfaEfnruitwcUN6GUqnimEkMa/+CUjNpPiBloOQFNwxwtaOmEQ6NCcNYqG/foLVi5snzwrBRwic+Ts0FjoYLvcnbviQkZaQVWoChDBzs89wclOI9Sz3QzAgI87CjtIbk1EuLWkNcZdhE/ODR1Hr9bx8ossCUmKYBv/FYdSzFGARcrpR6IJeZKpWQHfu6p1jPAXNkJgRfHHm5oXVlB/HYKEaXl9SBlAuFxlDcKjuLPHFKIXGbhSKenb8mek8KM7elUFOlylqHvBQ+drUhegW/gRSJ844w7JBo3KbMsiSqNg4uYGPkevMGppFjKVQxqu6JXrm2Cl0EgMoVkPB+h4gwxwJRsUHIZWYUCDogLZH9AT9NuDgSWqaV2qvQiKJZ8PUJdt1o5Qhkcjl246xEqkRs3OHjyKbyoOvvyyCvbWP6Icd/+7/z37JP/cd/Aew5ab5BxJHqx/lv/rNf05PObC0R2Nq5IY0IPUtTekOG1oy2ush1JdpdeuFQa72WuTWadD0gosj9rlu1dkmMrLR9vR+ncosnxinnBgKyNo+S3rSn9ZolX/EVX8k/+el/DGdzwc7bw9oqttsFADS5a/d+dxy7Z78JJnr3nVXwrqdWPyL3jA3AZJWfnD45fd7HXVfZjp7O86SjF13ro6/jsPUanq4nUFctvqqusiAQ643gVZUf//H/ivntnyFnI5WCmBGisrnaUFqfIDZrMkZqysEqh1XP7i2z8Q4xQ6cJa0dKyfjoQBwh9nKFEWXOvV1zkEpNCdc80RrBQfCBpr1bghfFxQHzA6EK0hoWejtpLb203o3uyObwsjCUQsxGE0fOmf2SaC6S3ISWyoQStVGd4KeRGjagwuAa8fgzoEZbGtspIuM1cXgDmQ80FYbdhKztpZ1vfP75M5699RwHbMeIH0eKV8Q7FEVrIwwBpwoNEo1qqYcTpWDOU9iwLIm0FKaxS5/QCfUes949L90uWL1BWGitAG19hjZkHBhoLWhpNKtkDFfnrkVvRkqNFAO+KtvoiDHyfF6YouI0sKS0trCu6FoubBgHVA2Zodo1mvfs854kPUEz5YJzO663ARDq8RYcfcy1sDjt3TgNrmlIMyRuaeJRiczcsG8Ftxxw+z0uBhgn1AzLC1GVFp8iDvL+QDWHSUSDp9UDh1zR3UhQoewPsPTQrfMDzo8kqTTXta1WCykfacuCWUVl2z3kZJprkHvIF2+UfECi48nTj6F1YZ8K2cWeWFY8OUOytQW331Ck4fPSk7vUoYdEWhqL92jLzLlwrImogSrS7w0JwWGbiFxvuA6BIU5UKcT5ObbcYGEANW6K0oqnNCHKLYMY0/U/xRC3+FPr8OAZo+C8UUqjEYjjE8QpKWXs8DaHeUai8GxfGVxj2xJ5fk7WDVWh2MJiRsHhthvUKwHDmeF8YHQD21J7185W8UOAkknM1NZo2Rj9U0iJ4ckT5HrD89R483nBiaOpkluhOvAlU3PCaaOFwPPS8JZRazw/lJ4o6hzjuGM5HIBearMEZTcOqIf9/kBEqa2Qh0BwE8vtTNhEJh3xOjENER+E0QVuDke8X1C37xEcJkrd0qzy7HM/xeHtz+P8Fj9tiHPqye4o1QoDCfEb2O440Kuf0CpL6g3AtKSeR1AzpbkuTRkcQRq5NIpGRBs6J1r1zFWY1FGkkTCCKq0vanjXywiqZXxecKEgWmilyzudU5pAECNYgu0VYfL07rLdEVBL5ZiNUJQmgmOPSYL4hK1rHPcz+yXj5krzkWKNnG6Jde51wit9vnUeiQE2W6QpvmXmOWFlz04aTgTTgPMeK55jNZbZ0NJYRFhKxbuxJ1ZqIs0Z1dY9wF6ZfGLUAImuNw9CdZFRRjwZtxkwLeAU3IDlI0vccJQtNkPKjW0tmEC6PZBsocYRpeDINDcRzGjLTCQyREfzFUtDXwhr6tFM11iCY9CMK4VDc5gq6huFChRYwMVrSnQEXdhIzzsrzYGPRGdEATcFxApHAkjAecfOe+Y8c7s8h1QZCtTyjCOeyIbroIxjANerx8zpyM2SGfKR2c+wHVF9k1QaySpRB2RtOjcExcaRZ+mI+YmgjrmGtXRkINVEzpmr7ROiGG+6iGuCtbmXTN7PXLctuhFEI3NJHLxAjPy83RXXw1Myxs2SISWCm1HTXo6XRE4zqhPFKqne9M7SZBKF7MDKAVCcH9eeEJ7J7fodKoUlz2jpMtp8nLEmtGmDL7fdQdmM5e09VpUanmBxYJw2ZGZUhH/+V/2KHzWzT76Mk36kPeTWKofn/5iNeWIDz0AKnezJmYSyeq611zFe64eb9ZKGJu1MRmm9SVBvgpPXBkGAdhIu4s9kmtYb85yaCrGSTMPW5M9esurkTVft1SZO3Lmt1UVU7dy+t5OeTtSbdZ985/oOUdfrPq+adDmRetasSLM1SfVkONj5uKLSNei0cx3wXi8cxKRv39bGRrqaBLYKc1pvjqHNurxFWAU7p06fnYifIwddcL42ZVo7ia5GxgPbUZSweiCdKv+1j31lr8UeBpZWqJZQd6qKssGrI0qj7p/xpCwU1+upDuOWcbPhcJzx1ihc04pnUs/sPHOaqZKobmLjG294x2Yc0OVIkYFsa8KkG2n1yMYKZT7QqjG4iI69Zm5ebvHHA1rhWAUnnyMXjzjjaMKtE6oazReqGn4yvMz4JiwVzA1I014azfVygfuaGJ3vHrlyQJ4fmT/7DBt+qnvsVZHnkclvcdHxJA7cNqU6j2mjxJFWA1oNK8Jt22M6EX3sRlQ2buaeUb6JW7zf4S0wzwW1kWVZkGSITzhZaGXfJUZ1oc2Z3J4xxC4Bax9/g5oXluYpeKTm3jnUF6RUymHB5rnXtqUwOOGJ38BSiMlhLjJlYVTXOyxab7yjTqnVU5dK2R+Im4Hx+ilp2OBqIN8q0boxepyXXuLOoOTnFHr9+W1Qcqpsg2dcE7dolTQvTFuHC46WErE1xApMjkzo3fiuRpxXWupVRtKckAzqe5i5l/fMxCcfR5uhMTJ5Rxv3xAaigVHAThVfyEibkUEpPOna+NYo6tnnG1o90lrFH4RjqQzjFSXN5FrRtxfEjVgYuMmeRgSvuAbl+JylNdQZrSlZN4QgvR5zfAPyke3oiH7gOkSG7cQYB3It5FYQE+Jh4a39nrkZgzrEj3gxrq4GePpxzDkO9YhPM4NMTFc73ginFuielIx0c0C8kRQwj2+FYpWWhWyHXsVjnlmq0mRiakIIM8QJGzxenhLcwFIb3oTd6CFckVJhUKO2hePSE8luSiLJwnD9hCdDRJ3rzaLIBCmQZ8y2DMueYQNiRz63T/z/cuON6ycIFZ+7gfbW7XOqOEIYiRqYPOzGXa+AsakcW8UkISJsrtbW8M6RpEETmoxUIsnAUsKrMfqBYTuiO4+0RKtH5qGsBm5FxhkXBOc3bF3E/JZlMXJpOIkMYUMYR8btFhu3fWkahEPOpCUTkjBU+NhmJERFaiHFHuGTJ2+yGNQ8UykYjhAik7PebbH1Xhw27Rk0krL1KjDV8Bo6qVdFmuFSIWim1Yq5gnoht8xxmMCNTOOEV2UzbHAKppGKUNLqiOEI7ZZJHeMUe8fXNmDzPyaUzyFtQGthG5XJKbP2HK847dDwMeLuq1jmIymn3nSpAShxVLRlbrVQq+LdQNWhV17B46YBrYbETA290dOOGzZOcFT2NRLzTKsL89JAB3zYYE1ZKDA8QcYNG69sQn/2Ym5kE6w5JElfS+bCZD0huF5tMdkQceQwUp3hJ4/VxO3nnlNn8NOIXDkqEfCI7hnGRnGBQmT0A6nNuHTk6eDxRApKqQfIn6cZ1CYkVXTyxLAlmwfvKHjmmjkuN3xsVNQPpFypVrFQSGnB5kxBaM5AK9vtiJCobAm6QVrkQI84zfSmUcMQWLyRj4W4KQxaqc1om8ihHWh2QLxys3jG6PGuMTzZkSzw7HbPfpkRq1w7IWiltMJwc9sbmg09kV3IJOdBdzjX8E3AjTybb3GbgZ3scLNwZMbHkSgDlcK89KZQpq13VK3G1Vho7UgtPS/IJII5tuMGFz+Gw1MNdJUWaau0eQYzxnFiOd6S00xxvfM2W6HaFh92RPVMmxtivUVjpFpgKUdQJdTXe8g/0oT81CZ2VvB6jUzXWDLaKa4BnBrn9BIrrhNP2pqY2eUpbRVk6EnUbKfOnuD8qodDwHqiANa102dvta3Jjdr9zyq9HnkvDQgn3YeszQZaM1qr0Mp5HJ/5J/+4E1d15x6hp8ZGbu0wiumqxz6nUaLiej3vtXvmSceu9BJS3ejgTOZ1JfNdonIq+dhP/Ez4W+/gaMBnP/85ftNv+qZHV974S5/6FB/72M/r9oH1pE+RtWGSdGOC1tZTF1xvGwStJ8+icr7gAkQfEatcPXlCc3Dz7LPMrVFRmiQWCi1VYqjETSeFRbpXTg0GCYyu17V2MjCq5w11HJJQajcNzLQniHnHdnjSSxi6iKpjMQi2RcUIGkjLnoMptWjvTDm8QRl23QNhgY/bwjHtybUgPnKjjegC0zBwtRvZ7K5QCmXJWC4MzeGGiN08o0jmRuDzx4I1z5A8fus41EzUjBfHuAndsFluaWVhJjIn4UYju80bxNGRmxFqY+cUVxNluaVsGs8PvQazpQxWCIeZGpW68RwRDkvDhgkngaNTnEuoVlJOWHZY2lNzptKIb92yVcMVj1dh8IVdEKKONG1YHAmbxmGzQdK+1/VfejMksUZizyKO1sCVSpOFnB2WCt4lnB8xej3l6j05rclzYrgWCcOOKTiGcUtKzzkeZ0pN4B37umMxwSwyhC2DGIEBs4QfrnGjB++Jk2fJhWjCdQMnnhIOpOUW/A4dCuHpxPHWYJPxgyeGiEZPy70ajMYRtywgjTz0uSBpL3VpTvDhCdJgMmhDQ53HuQ3k3gJ+TjM7nkCFsiQ2bkNt4IeIHQ88v31GrlDiQMTRnu/xGa4c5E3g6jriJXdyNOyQMHBYo1VBlHC8wZaEjCMyBsI44MVB86S24IcRl7ZcH7Y0K5R55pDgeYLqHds330CqkY47no4Hfl7wxO3Ik7C+z3XiIEfSELFpgBawkoGM1QDaq3ZoM2iJwQzTkZCPlPlt9PAMMYEhoNK4UjDvGMRRcsFUyEtldIE3LOIE9i1TnGcrGcsCJROXBbNCrs+JrnfMLUPvghkRXMtom2nm8V6YWybjKbtCNpjJ+EHx1VFLoc4HrAlx+4TWEuoWxiiEMPRSfxYYdUGpHAPMJTNce9QSzmVCmFi88PyYuH2+xx/oyXxhiweydRLmZEAOMyEXBjsyTg17+hTdRFo2SnUM10/OlUPMBurhgNwmJDd8K5gH8a53cw3Wk3XFGPzIEK96Lw6BpsqGhUk9z47PCRowPDdL5lqEyQs6jbRSsTJzOBxxTjnWTFv7D8nyea53b+BSRKr0pOLaetWe2+dIkl6CdQgceiIQW29cRaE0Q2VL402cDljzIAtDHIitocNIRdmEAS0VU2UblZA81hSrR4SKc54mShhGiut9FJwIe3PUGIjBo4BjwGufYzbe8G1BXeTKb7B0YDtEPvM8ofFNtkGx5mmHA7etIXGgVOO2NUpRwgzTAAdbqNUzOiO2I6EmJsu0douEgJhDJiPEQGwLfuN4Mz7tnVbHEcfbNH1CkzfZpyPF3sIZ+GJIMKYWkHHH7noHwbPHIce3qYfAuPk4Ol1hdmC32TIMT7k9zEjrzfWO7cDz2xsmPzHqRDskyrLggqf6wj71hoOY4UvuXYe9stiOpp5kHpNGOUJTR3Cep9EhA7yVZobc2PRFmSEMfFzeIIhQJHAVGtM09IZFGlhkYMcBGRbe8Atj3ME4IdWoGXKZsdB6gQQ1qjZ++u1bFjKHvdHSniXtcc1jpfDWs+eoQNhO1M2mcxoRNjYi1ktBIorLqecMyIaBLpH0RWnPG9kSRdfcwKEy7ALNOYpUDM+yZEodyOY4NYGcltrlxl5JFdx226+f89Sa8SoEFxhT43X4SBNyJ57d1T/DjGNvCyH63tFLFae+k9cTMW+r/EToOkzp5RDNwLdT8xuQlTB2769iVVd5xuqFXuUpp9rlcpJqdKcyJ4c1qwf7VPawlwHsGnNRoKwdRNfxddnLWh/d2krO1y51azv60/HV6Vm3fu4e6hztLJNZ9eCnMVsv4SgCrpsMqxFSsXPH0HtaeDEk9ATSj3/iE/ytH/nb/W+ncQGn5km6Jmm283ncNVES1fNnZ+95szVJcvXIS49ebN58SsVIrsuJxidPIWckFdQJrWRyqwwxEOOWhUZUpVhG/MDkHWOEXD2THzGsSyAWOKZGPWQGCyBKDp6j8wzDSGtCEL+2vBd8UIgen0aOvrf8pnjUD8SYwSXKkhinDVfumtI8VQfeQBl1YBM9IXpOYqP9fCCnXpsVCdj1V9DaQmyFj+mbHOZb5paZnr5BLAdcvaK5aZUOVY6bPVaF+nzmZn5Gc0fapsHwhECvLiRDpIqjmqe1haElhlKxlnsVmF0kBsdCZsCoY0S9MTqoPtBEwQ+MQ+gEsW1pVUl5xj3fEaQbGVsMiRuC9eRY9criN+TtU56UhVj21NLIdmQRIZnHXwPTFupCffaMUmeK3+JUcXKL1YzfTmzeeEqQylvPjHY44EruyUu+UMvAcril1ANeYeO3uM2bWN0wWa/g4esRTQda8wQfiOMVWCUhzMdKqr10jFgj5SNxjASJlHJAmRiqZ/IO2w20sbFxU49AReU2Cz2vxzGXShVlMqUdjsxLxmKDdqSJ4cOItBFxjTS/haSFIN3o9TH01ud4ko7YplfRqGa4OBCaYc5wZcHFLT5uiWmhtco27Agng7fMFMnM5tjXRKkLZdji4oQ6z+AdpfbmVIOTXsFhfk5d5XU+Z65a5ko9MaXeqv0zzyhuoKBoE0qr1LULYLSE843NuGEYHLlkbva3SDM2viL5FqmGFnojpthbnY+7AdyWclBi6g12dHC0pugwUXzA2xFpx+7ACA1fPRp6VNAxMF69gTphToa1wpIP1Ar7vRA3I3G8wrlI8L6Xnw2fJ7jMtH2KuUpdZhRhDJXBBrIFoK3zqVCOB1rMTEF4suZeGA7npl4+1iq5KkEWohd8mHB+wtGrYogzYll4Y9gwPolUaxxq4rgcyMeZlvq8Gv2AK8Y0Toyr19w2WxbXsDzjyZT9gZHKVoRaM3k+kPNMasJRZmr0VDch2RidoTrgNSLq8dGTWyEdE9F3h1IeduioNLqT4WqAaROZNPR1JDqW+cj2zUoZB8a8kOZMzTOLEzRuaMkoLRNirzXdzNCpMT6dGLJR98/ZWKWuOQRz6SXlSgb0KYvuyGSKBhaBMDjCput5j62hS0KakcVzdAHnHGI7ynKDL4JMymF/xItiPuK84qrhvGOjXc74mcMe3MDgHFF6UmJzPXm5SE/0jNKodSZur3AEqm56jlAtaG0cnDJIo1phCUpTQaRiXrktA+o2PDPBjreo9RwqdcY0DWQ39tramyskK/P8DFkEYsXcnqoVbERbw7ThXEXKQq4zz/YHejahI2qm7q7ZbJ90SSqB4JVizwhyy0Ag2cygxtXVm71Hg/b13G8icRdprTHrBkMxMQK9YgnWUHGU28/SXCS7wH7JXbPvFMXhY8VJYNAGtTJNI29eX1FNSLVzFG89UXU+KC1MXHmPDlfEVkn1GYSB3e4NzDUoXQ5zc7zhNt1gqdEk8UYYaW6gjI58fEb0sSdnOmG2QGlKSQfs+JztODFqYNw5hjHQmEgpI6V1qXHo3VpdcFTfv+cwtuM1Pvf3v+YDZYwgyvU44nRAnOLjBsuFoAHntXedpjGvnKjZE7JVQi6EWtludjDn13LSjzQhN3Uc6Rpbt/RkE3ArSe3e4XYirNKlG2iXebRTVRQB9Z1YltbuiC9w0khDD1z3DgGnv2sP+a3k/FwyZE2BPCeBnvZx8pav9F59WDn+SooFnFu3bT3hUbirdW40jNrlNe3khe7Qlbx3Y2D1Ohuo+LMivBqrfrtirdcFVgB3GuNakd0qIm4dX1uJuuPUufR0xJO2fKXf9/560tDTE2VP+z6VQ1w95a3V/g11iFPiG08xSz16YAabwLV6JAmKdOIkkXEzoaFXfknlZm3kNJKWhLjSjYM1CkIpBDzmdsjQ8D6S54QOHvPaEzdbIgO59dKIXjwtgoR+v6fYKzZE8YjzNDyzW8BHxthbDp9e0cl5aq28fcjne5MON31CmBPpWcJqo+YFh3IdJ2SMqA+MWyW4Dd5HqnlkSdg4cZN31GVhGLcc045ajzhZSPUtslXmo/FsL3gfKC1TJDJurxhGGPzUE2PLkaMPlJzZekfwG9zVhqc4hqVQ5pvesCMkfDTyUbEwEZzyfF6IwxXDGPBWUScsxVHHQGiwLJDazFVwxNblN+6qJ4htxHO9mwibESsLy2c9WaRXskkLuW1py7xKoga8GG9GY9FA0xEJ3diwZU87vg1JewOlYYMftuhhQaYtfgzM+TmRqb/bwdP8gC1Lj7AANGMIvYZ6ywWvggyeNidSAqQhQfBTIFumx9k8x5ZxoTBIL18Wffe8RFOIW450YtNqJqcFOXYSiyu4nCgaKOPI4CItZY5LIqkDKzD3mvK+FIIpEidktyHPz7m6HhnGHblVWkqAMi+ZutzgxLEsCZ2u2AQo88KkPZk0hBEvQnRCSwuTJeqxcFwWLI5Ia2QCx+hpKky7kZISQRxb71kaiO/kv+hMHEfGbNT5LTgcsOpJaabuCxqvutHfHDjFjeC0VzGSdEspCdUuI1yYMfUMmy1yPODsOeUI2RtelWAVbQvgqX6LugVR4TBDmZ8h267TlVgRc4QjaBVa7l0sb8uAaONYj73DapvZuIAXh9RG9Neou2YnjidhIThYrFCmHVUa8WrAI+zCDicBSY06z7hWsekKky0tz/h8ZKA7RHLJyJJQWSsOOaGEgaetYVPF3vS0XBg0rA3BZha2hDAQqvUSetKQaYD0/CwprH7gUA8wbXEf+zi7qpgtSBAMj90emXrYFzcNuLxQtVK9dK9/STTvIGxIuWDekZzizEjayGQohhQhtxldG+QNEjimhWA9IU5nj/cOU4fPjbzs8cOEC1eEzZtYAr3q7cQzjeXmGUtZGKm4VmjqejLcOFFUEecIvht9gqHWsNDL3u6PbxGobKLHaSDHylIbLWwRDkTnGceJVgvt+BlcLag3YvQ8FcAST+M1EWM+NspsWKiYNpiVKRuLHrDbgrmJop7dGLkKIy0XWhgotzNJb4lXTyCMVBNUjJqPuBA44Ki7QCuZ1BLmjGm6Qpyn5oyXGRXDvKe5gVTeptUbRhdwLXcXSxB2cUDcDtQTQ2cJKSX2pcL0BBc80QRrnnTYc6SvtUcytMLgApGEtpmaGs2NMER8CIhz7Hwg5y45UW1ETWtuXKNtB8R7xE8MQZmX0ktJLsfu+NuNOGksuWK5sb+5xfueJBtCjwypG9lsRmLoxlfqqj7iMFHVkZeeJ9NqQ1GWlGjJkKq0UgjBMYQt3o8UjaShodXYxIF0VZEYKKmSbm56zxikKwEs4DbXZLsh20wTTwzdcM7WjZ26MVqFpIknXrFkHMuRcqjE3UhwgouRadyuHlhPHMbe/dX17ipeIDeoCbQmXFWGJsTiYXf1Wk76kSbkiPDkakuwSjm8wU0U2mHhrbef8eaTp10yInTSt8pTMHrHKKTruk9e2/WnSNdMc/Lenvzl1qlkWz3DSJeU3CUw9mY33bt9oqaCifW28XbKrly3dwJr1RZ1epfoCSiKW0lsT+xcJSYnrbkYULu37KSVZ1XGrIaBioCuY+REjDu5bg10Lfeo94g9BmInst+4T66FVSd/cumLcuLn1gNkD5JM7UT4WaupWA/z9xOUHiVowuffekYcIiYGEno+rRluvWdx42mt4BnxfoPcK8wf/RW17oGCSoOmCIGWS588nGMMXe8vsVCjY5HnmHo0RnLrXjgAmXqSb116ty5bpUIbv12TfnVNbN2S7TmtCF6MQ+1Je7uwYW69PbGp0tIBrRWpGVHBXY9sUu+wib9CNBJV2BhsRdiF0Ms2XT3tTYtCRYfIm7ojzb0iDLWQ0pFilX0zDrUTfaEn1vq0MLTKUCqiwkRhLD0h2EfPMY5YKYToGWKAJVG8EaJg4ghMKA5GTw4TORv5+gnBb3Fjr1ykBrgBFd8nweMtcrwhR8WCAy+EEPDTSBgi3vfPRCPxyVPGaYt4vyawQZpnjoe3ab4n6Yy7wBgH0ir18dsRQ0izUIvyfH/L3hKfnzP73CU+Wx2w1vCTQ/yAupHBORqKHyZuc090i0PoVVWGBl7YekXmRJ5nwjD2Jl1O2ZcDTgI191Jm05MtTn1vRDb3luYEh14/wR0XTqnRao307PPIMCDOMW3BTRO4Ps/Y4UBLjThO/Z6oQ8Xjc8bXDKrknIk2MOLY0bqUQ+BmXgjO4bZXpJte43hXK36tEx7LgmggARIGjnNhtsLbp+R2DJWGSaUMgbDZ4WhcD4qZYhoZWuV47CW+xjTz9uHI7XzkdtzRwkjbH6i3B6qOvfPu0Dim3BPggvYqHdNTdC7EVpCN711PhyucDN2ziFA3hnPglhueZ2VxEUcltNYrI6SMuoxa79Ip6RbVY5c0MazJbwVxR6ppv+51hAbeN8YhsNWGt8IYGinfEv3AZruhWMHrhqHt8bnQwgbCFbk0PIZrHlGjHbuef6sjVXpLdvEeSz0i1wzy8YClStg4rCZoje32is3wtBPUmroMrHZnhKcg6iiWuV0jE6NTnFU0KN57pGXMV8ZQiENAQi+JV28F0UCRiHsyEGtBGl2mkI/QMk4H3BSYj0eaC7Ql4ecDuVVKXjBVCvQmKyi5VNLSy09GUwbzROeJOFLagwhhs2Vujtu876H+pRE319TiEelRp6RwSIkigt9syfFNaIbaTIgZPwaCeuIQKDVDdWz9hJM+p749H5ia6/NGGBAcxc1Ym0EOxOuID0r0xjFXSg2kMtOyB0aMidoat81xNTpcyFgGq4nJTagMLFfXOIHFCcFvwA+YF2pQFn2L4JQ4Rny8xl0/QeJEa0IuDZWn7IbAzox9OdBqotSZIB6xRnCBJWyYRPDaejfOzY5UjphVBr8htMqxeVDHZvRUdWsUG0qtXb9//Dxx2BB8oOaK6oal9Zry03CND2OPQNcG+UBrldSMY1pQ9QQCvpQuA2oVc12iSy2rjzCvMtce5a8I4o3oKiGGngTpB6wUxrBBzajHI7U10pw5LJVSEtF7nAu05QD5SMMRNmPv9ukGlqVgVkGUJR/I5cCb2x3T+IRaP06peS2WoeAViR7BETAYBB1HYmtcf+wTmEGej4Ry5DAvpP3bbABiJDjPEALiOsfTIBQf2Fsl+aHLJF2gHgJ+nxmy4VPGVyPvM7bKT2wKWAWdep8N8doNqLXBlPeRJg1LCfLFQ/5KeIWPXwVa7lqiOG1J28zbn/0cn/3s57p32ayTVE6yiVWbzR25PKla7OQZX5sFPaxgcyqdKGdCfv/PJ0XGWRuyEmNbiez9/azOjfW3kweZc0Ipp6TU+2xZbCW6p2NZH+fp97M2h3PVFZM7En3i7adz7iT6TtJzd5i+r3O9loe7vne1eHQBTgbE3XW7f6zT9l2mo6vHvDGMIz//v/7PEEPsm5RCW5Y+2QPNCmapJ9luN/ciDR0qvdZ08K6XIhQhnmr3S68QUI9HRBUfJzQWSq14HRl1fDDeVhYwx9ZfIdsRJ65XOLFeiedowLKwqcpcF+YCqcwE10vqIUIxIzdjEsOHwDgMDOPuQZRAVFlaI9WGWfeghVZpKT+4vmZGdBHvGsiATBPU3I0hdZgZtZY1H6EhtcE80+Yjx3LA+cg0XlMtA8YGhws7SjkwHm6xnChU6hqZGdyOOGxBPbMPWPK46Q3UDwyh3w+vA8yHNUJilMHhm+D9mnOBdZkVjVIOlAKk7h0zq0hLfYFYUbVSLJPKDK1XYNDSOOYDmgvt2QIO1BQXt7g3nuBoXAXl6vY5mDJutrRcuIoDeRw5lMqSEpgn+sikvS7zkrqRWQ1uj5nqhBg8bRipMVJqrw5zLGDWialznidxQ9Yus6jsERG2221fxFykrJK36JSypF7xZpq69MsF8J5qjXQ1shwWHDABtMaxLqR5IedEcMKSZ8SEVrcclswYAywzYzoSg4MQcMGDVqZBICs1XEGYGDYTiwnpeIOrmafBYxqwsCOXCmHAhUCwgrYECEPuUbDFR/J0hd88ZZmPPHeB5Zg4HvdQDlRVjrc3WE1sQyBMnpAT4gOb3XUvXdcabTbcUonNQ3P4khm9sNs8oWGYE+rSrzfbT1A/28tPXkVPrL1EXbweYRwwCi1X0vNn+O0VLW5oeMqcaUygDff0mqEcQGExx1wGrt0GRyHVA4MOpFpxtTCUz7KUbkDf5IrhGC2Sl+csS08ksynitEsX2Q2QC8VSJ0zzLUKv0V72t9jNTLPaSY5XZAj4epqfhXrMHPdvUc2oeU87PCPu3kBixFrvEBs3b+ATtOXI6B1CY7m5wbXC4CO17tnbTN4vDP4JRbdrBShPoWB5dR4cBcszMSou7BAThjaycYaOjjkdcOOASZewlAafm98itcbodn0tim5NSPUYA60aZbwiV2MpHlJChoEaIs0nSr3tNcbVMS8HtloYN08Imy2HlqmpUV3jJs9YK+hcoNfWYqEvX6eI6OCEJ0/+KUSVZg0d3yC6AS+e/bLgxAiuMDJRtyNSPWikagBx3KY91AO5ZQZxRA9FutMp+ECqQii9T0UYJ4a1ilHOGad3Huxx2OCnN8hUqhWqdJ5R1ipT0UUKlcFvCS6San+PjIGkcLReohPfK6S0ciRhFOfIElGn7LWvx17XCLh3OJTBTVy5AfOVZ/k5zgnjOHZJhw/dsF9z3mrqvQOGyfFkO2Kt9zI5FmUpPa9pGgacrgmPrWHH51AypAIl4VrGSa/Y44YRGTdQE1YyQ3SMuwmbRlrtCcJLWbh5XmmlS9pQkLBBnIFvSJ6x1HrX49Z114iyCYHtGJiurjHW7t/Qvf6Hz2AaadVwpVAxNB9RwIcuBVICrQpjHNnQ17xh20sBA1gqWK20nFEXCEQ+H7uErZoShy2TNMYYiJuJVrrs1FZprmlXSGheoFQogp8mzPVGUrIZGTaRdJwpz/e8Dh9pQi4IIU4YCeciuzgiuuErr97g0CqGUfe33KSZLMJGBR0GRITrODF4z7J2lHTeYa0Rlxltd2zb6AmOOMcx9Ex/Wz3V+1aR1tioMkXf6xU3ww+Btiwsc+L50ku6bVxPKKzNKMVWaUWj1YLGgG62fd+1oGkGVfwYUKeMIogrLGVh//xIFk/MS/eUr50w4/WbnfBKPwbeU1ylWWETJ1ozltKbJ3gHM7CLO3ZhpOu5G7UeMTOadP296kBrGVpCRVCNqK7E2Yx6e3u+Tm6YcNNEmo894VWEOE7ne2VmlOVIW47IZoOqUvfPegTieMNyXC13QNRTywwYEoduESxgx/mhbXMPCkis6ErsTyjNOOSCescOkBAgZ2rOZ437iSwLoGvzIrVulLWlNxnKayOkjQpxs4UaMIMxRiY/sVnlS28vt127N4yM09VdROH80Pb/D6p4Eea2NpdyDsjdAj81XUqrJ6FW8P2e4OO9Xcn5fpyv83ZH2+9py9AXgTBiNqAlsXXr/ZhT32fY0QbXndVlwYtDpy2iyrYW8A6zyL4Z+2PBa8NpwcTY+u7hOTQDFa5iH1+zHltx67W1nLGUsFZBhKNZb7C01sQUUcYworlyrJlbNZxEWhzQYSKnSjBjGzdIjL3NtnO9gU+riAvEYcMyL3ir+Fa4nRP73CMTataThMSxmRzR9XD5T+9hrpk0L13CkvI5V8NbwejdAh2edEyk1vBOe9MUrywiPYGRNXplxrHVTlZyQZ4/w1llGCf24s+2ay/LJiTptcSdNqrAvlTMB/w4cRU9Y9yypMSc9tSSqSp4FbQVpqF3tRyniVLBY1g6oKnhw0iuiYHGk6uPd4lPqeRl7rXrd9crYawclsIC0DKHZUbwXG8mxnEg5cT45Alh9sw3B66nHe3NJ8jguWqGHyO2HSlmjJtraEYtmWRGS0fGceQYRmz/FrLWFB42u+5jWJ5jWTGU3XZgHCNSe6J70QG/eQqqlPSMvF+oqecAxF3jejKqq1Rn5GrE0nrDkWaMLuLdxKiCtV5pwhzYtKXFsXe7TQPBhOwcuRUaBTnesgGqlV7uM3WCL+nQ30fncSixCdUHcpqxmz1DXJ/TslCWmXzcMz9/G7OfpLZGnt8GFaYx0koiLb2XhAuwzIXiug55o2Edryc7xzJdYwgubCjznsPhOWYFZ5BbxmJA1SjL3D2d6sgRar4hyYi6LokKesC0V9/YlwVtBRFPaw1xnqvtyBvbLUN8QlHPOZLqPLXuqXOiqkNr4toPvXqY054kmnrpAc9AkMh2iDgnhGmDDpHQIot4aimIF2qZu04XoUqkrN201YE6xxD6+xC0J4UOzrEJmzVS2ue4MQi1HpgZYNj2dWed9zbSm16NzXEV4mooKFA45j2aFiavHC33iJYZtTqkNaKLTG6LTtIlnD7gCIz32FVra/lXp+A2iAScG/BlRiiIRea6oOLYhciwOp1KmyjtzgEBvZiC0ZvbmfW6bNWgSj+jWhyD3zBIQ6rh14R41sinud45V8IW50Ov3kVvZDaNDpFtL0pBl4141/tLoNddKlfSug5N4AI13fSqQDZj5dgdeSzUDFozknsX8lATO98wgWODJgFxsWviNSNuCxJ76VqZEAldLjbG3mU5PUc04KVHSGtLfa31ERcHwNBlYZJeXtl7T22J25Z7jsBuyxQDeZ77dfTrDdKKpT0NQf0GMeNq2LIsC1p7t84Ye68Oa4KLW9QNsAW/m1DvsLefUQ8LMsZ1PbTepXuZuzGeG06UXB/ey8f4SBNyWqN8/u2+sA2RenPoXuXdlsl3S7KNkRh6fWUv9HCy9wyhv8qhWa9paxVVw++ms4f57NXMFXOebe6WHW4tR1i7jn2rgjqHRukyc69IgnHwLGMkAhu/lkCsmWJ9JrLSXxgRyLn2muZuLUASA+M0cFTHkhakFGqVHprZjgwyQstYTr20XFCGcdebGKxY6kJtlclPdNJ93Sup0K1isUxOdxZfrTPJWMmfw0mv5W0aGdXQtelRzZnWKq12srg0Q02ZQujSgdgrl5w95GYcmvXQuERU+xhr3GJlOR8/KngR8CAydQ28rlOu3/QqDa+A1doTeu99NtdG6QNY2xf3Vs3E7jGQ9ojeq0Ni6ER4JeJ9YIFaGz7nLqMZtzy1EQOcOpYGs5wejSsGGkMYXiTjj+BE2Dp3vkbA6iW/h9Z62U3nHn/9pejJWv2ZE2e9yYQXwrDFuaGHQobhbDT5wfdrtxzAClLm9YJ27d42BqQ0FgKNwugdDscmRMyMY01r9ZWAChxqf768an/f/ISNp0RjOxuzkz/dV2guMNXEUAoHQJxnGCeCC5QlUVOCGLEYGA2CdiNmVget4qzXSW81IzWzQynOdeOKVbUmEJz0BhXAkymSaycMWYXSGiF0KU8wT6ozY/MUMxKQUZ5Ej0Ev61cayflzVM2tBkbxkeyG3gbalDEt7GvGqWPcbBjVod5RDbzv78wmBIaWWciI64lcg9deSlF6wqcfRrCGd6BhgwsBda7XPE4zx2WhHPf4nBis4Zwj50LJRs0ZgkenieZOZbt6F0hThTITD7fUslDe3mNNKKLo5opps+FqWxnGuJajg2HVqrkwUuvCstzNIQoMXvHTFvUj5gI2DBgQ4kCrhTLv1yCisKkL6oWq9HlVKy7tEVXSsRtyURvNLXgfeofLlqnqwZR5Ln0ubfSFuWVw4CtMMgIRFY/h0EWxQ2UJEdsf8XHAuQFLhy4xun5KtYrkN/q7NE0wzyxlYdhedUJkvXtrKwtxs6FMO9rhbWo+kveFVjJSHUhPhPTjNTF4aBBGwU/Deo8dz/PCscws0vBp4fnzhQPKsHmDGCJzhbpArU+pHBCNtJLZtMJggisVFwPZe1p02PAGzg9IDKR0Q7OA5obWhegndBgZ/QZvrVeOWnOrFM/QQId1LmoNNxvZKS4G6lqrellKv48lQ65M40iMW6TS5YZTIFw/WauAQRnL6uipq/NAuswS6b0pVs9rGAbm0o2L3JZOYCWcCwSIrI6VZNT1WIOT3nhmxSZsmdvabcTfzanNAt5fM7AQG9TlhpoqLhitli5HHQJuJfivQs+tEsCt0s/unfVuoNYCbSb07CicFdSNAAQXCC68sL/aKm6Nch7KAaX0RNzVFziOW0avtATNKtX7Lr1sPefLD08Ah7awznAZFcWF7TlS3XLCcqLWIyCdl7gIRERcjzpbxWyClmjL3D3EqrT8HNKAuEh1rlf3MUPjppcrBLJ2PfVWZ5yb0HAFGHXjEImUlS+UZpT5cxyWA1EF7zdUo5c3xhh9xDTQMAb1aM1gRmkGuTGIo8WxlyeGPn/m3lfgjFJWDrZBWuZ6mLBpWvmVIPOzXhVqTdjEr+Wq84w0T6sz0jJu2nTjBdclPlZpS2KZD1g1fHzxXt7HR5uQOw/XT+9K+7UEKfdwh3e905Uo+mTXvZ2HYw8thjty41WIpVGsh8Vau3vJT14tH3dnuYfV1iccEYJTamtIAyurJntwa2k9ARfZ+MCoevYIWvHovKxSloY5IB1xrUIT3OaqJ7ldTZ1YtUYqjpIr1nStoxuJTlG3o/lMqc9JeaE4QWxhE7c0a31iM8Na66UQtWdTAwSUcmxr6cE+NsVTmzEQ2MRO2nJKzM1YhgGse8Fqzv3h3/YX0va9/F85HnGqXLleA9StVWFOIhMv3XOqp4l02J49Hcta5SSo0doCuE4gT3h9+c8+iZTayTR2lo4AjKoszjGvL6cbhl5jFWNSPXvmzXpkQf2910qkGxxqjGGt3OMcA3fPUD3VqweiC/jVwn8vEBF0M909dPe89+8VEiMO8DGu+RKnSjcnq8F1/d4pJcE5WMOVdztxXSuuyi52b35pnVg04HbpnoKNKhlI9lCatbRGkm5gmXXj46zjegT1A/gB8b0L3vae8RHHgVkE1vCkao8uAEQfqHlB64y0iqxd1LTBG7snr71219Gv+RUBs5GUEt73BilUgdqw1qit398ixqQwl4bVhTkdaNoXZwXymkMyKFwPG7ITFlOwilsOTNM1wxDWhaZH3Y5zYpm7ltiOe8bthB82aJmp9TnaKhoj4sdVBif4VY9lZtTS70FD0M0TZHE4r3hV6nIk50qjETcbSD2XAsCFQC29e6fTTuz9NGKlMmdlSZlh2hA3m/6+SJey5TSzpISLDlLGliOTWY/p91H1R6cW2pLQnNDgMXGU1cNHa10/Hj2lNqiFYboCUVozylJ6B0g80W8R8TjnydIX+c7HAt47xA3UlnBr4zegpwuqUIS7CFittNYoqVEPCSRDM9z1FvWeWq9gHNDr6x7Rqd1wlBBo3uPzQB1H3GoIqgjOF8I4sviJ7DzleMO0U1rqkqXN1uPEEcePIao9SnGYkdjzf3xNxGxkEw5JcHnHYpnoPVscnt6XWZznSfA4F1et7EDIXRIZNBLWOtp9rm74EHHekz0gHt8itSZiesYw7XoZQqMXATiVgmpg0iWMJ2dUGyeKJVDH1XiFH4YuKVu9vWXukhvVYe3RsUa8nJx/D34lLy/hMB7g3jzr1FFa6WRJuhb5vB/Xvb19ux7li04fvd9CRJhbW+d5zvM/wOAGJoUBodn6XKLklnviqjXOVcYeocsa24MI8fmoayR5olLXbBKlUOuyfvdFj6qIw62EnZ6mi9G49j0pGnq0uAEWIioOEaWW3NOwrGeaOT+txRwEKWvfitM1qdZLn4lgrp4OfErd4dTQrztwAjQPcV0DasbqniZHinM0rT1LRgwft/gmlLxQ3PrO+XGVohzO56jqGNbrqRhMH6PWxLFlvO9rvi5vE1UI6tGTo8ABwVNyxlpFNzscgrv/rPiAukfUV1t33mno88z6/qvrkW5id8SZNWw2XDmCGaobKEd0CDBE1IOMa0TTBPGBVtdoeSmdV74GH2lCLiqEzUBJ/YELVyOSFA3Sm+HUHuI5aaiBOynKiSyWhKaErwfUD7hNt/L6NoXW0vllFRVsSbRlrXE5jpgIs1u/Il1NRjVabWvIjHPHSgDxHh1W3XLsXmkbIlp7bXQXPKY9kQMgqhKCJ2fpbMQNSOieub64OXR33TP+caS0cFtK7+yp3btfnKLO92vS1nMRXcOiQych9AlMlwXfKnVZVp25McqatKm6NhxwD+UoMWJWyT5QVXq2uBlhbQ1fWm+nHGrtCaz6IlHKJuuiqlTpL3hpDYecjZnXwVSZp5H7kn0HTK4Tbmm9AUI1I4ueY51V5SyvmGuj1sb20WRfrVff0Vd4qUf3TtbCu4Po+7Mf6KQc+kL30r+f8hxOUAc6vXRb6Asga635R3s618yHTrwbPdfBDIr1DIJyys9YsV91hHd76XKX8OheiwjTOPAyxHGCYVy/X2gq0Arajkgr8BLP1H2cjSZZnwEztKbVMBEYrnpnwFbYp0pzijqwFnrN7+jYDve69hpIPq41qoXgJoKb0NaYJGOnaFQ1goCVBa/KXCuymZievImLI9QJrHUeo558zxP0wCt0Dz5G8E+RVVYn4Tk923MgDiOlJto6L7iVKNWcKWnpRFMECZ7JKV6sN7SxfM9+MtRK1/iKouMAqRsUoT40QJsoVnuuhA07qipNCwUFJ4jPeCpYwaYtsnsT6K+kxoS1jKlQbSBUR913WcoYh7s8FHqvhdJqN6SG8Xz82hoSQ5+vzWilEWrDRlY9rCDSCNNa2vIrNqy9aJFVH38+6wT748xyWHrS2TRhtTLgaNY7wxYzTANX04CLkT4JGRKe9Lej98BaI67dsPDSEwCHlFFfGd+4piAQB3abHQBLqtRYiNZwUwRpWF7XspVI+ymeyUy7uaGl1KNfg1/z7o1aGxomNGwQDd2YOoU7VojqOQ8IYAhbsIiY4MPQPdvq0FU+cmrI4VzgfqL9zxanDtKqntGND+Ytp/LKeew+vArS+v3A+vs9qPSSmmu+lMppLunyoegAK9RaeidckdXouO84uFdd7GVj14BqwLN65dt8JuL9ft/PCwKzTK2HlVhbN3gfEf0TRAK65kaZo3cRPX1+bz06JQ6f/996T5MwXL+wT7PcnZeAyNBzUs5/XPOU2kS1I6eqaL0ghqA6Ij4yhB0Y63Msq6f9dJ3kwTMRVAg4Mr2jbBBWqYrvEaWX3NuuD3/1/P2Cs2Xo7wyrA4p8Zxzg17nBBaQmVNLae0VQ1xAfwQ13ctC6RopXB6I7Oxxefo8ejPsdt/hQw4ByT1YrWKJrVmvFauvWH3c30ACbZ6xUZOOp5biWS6RPnGdPHpxY233r2WrrE30zfGtU0fMEeSL+ZufG8gi9ac8DdYTrXzh14FTpZYXaYb964PUBOZMQkKGHXjVuX+r5i6vumHwgLd1THWXo2jDVvhBVupVsFVvDZae66tAN6hAC/uTp6hcOSsYrnUgrgD4gTs31FsquFg7pzlucgboSNKyHmu57Re5Du1OSeSXOJxQM/4rJuLTTdeZMAr30iTfeW1zgNCncecJFhEPtdWxPj8/puI0zX+8yC1YpzUcYqr3L5ssQV914l4bc1cK/f/3nuppbD9eNM8qJ0PMer/PZG+d6Awzx/XkpM5zkUCKwamSx+vLdlLxGSHpSG+HOOBHXyd1pmZ7iwBQHdqM/S1WgRwVmVQ4pUUVJDbYx4qdtT4NIC6UaFSV410mIOFzsYWcJQ3/vH3vhasHM8CG+0mgTEY6HA+k4owK+JHDhnPjkg8e87zkZrF4mdZSUaK1ysilNA0ju4dxH10pdT6SbT/c1jt2poLzgOaphjxkc6fK3Kj1SBVDik14q1INzvTHJ+TwmT759RtsfaKXgtEciBUEPR6rrTdLE+TXHo1Bwd17AFTZ3g8nHiDPtHZlVaE+ve9QhhAfPZ1lOz4qubeLW82g9AVK99ryLZQHnyTLQ/NRL62pgvN4SB4+cvOtred3Ts34/X8UPsSdiAxYcIVeyAUWIGlephjA6wPWysLKSApMeuek3Ue48i4AOXRJ0ItatZsy6hMe5iAbfnTF+OD00K++0/p1HxvD0GgKiGlZS9/44Ec7yFN4d+X4VJqfnNeFkJLp791m8oJxkqacKZnU9FzsT6hfxkGS+CiKCc692bEBXIXby2mdN56ZXeucf7ltfOrf2/68OAaCl7hCTF6IIJ3jgRMgfnZMI+Ign4mxz+vCF/agI04OvuXe8Pl7d2hm8J/63MN0Vpni/oA5cXBcZ69yuHNe/+e5sWa+hbq/6POfH/r0TnAe3+1kd/iNNyPvLszz8MKw63NInGRNF7oWPrAK1W8yt1dXjcgrp3IVxOh6GYm316p3LXy2JO78MvbrCOPZqA6qgrVcKeH1zJ0QCIhU2E+o2L32JxPtzFZGX7uMUxg9d0+bpIdMmDRdCX3BECMNIXmZa6Xrrg9Grc6xwzuHvTfLWWt+2Wb8cp7f+/rGHAVmvzbhaHiqsmr6+eVB9YRG8Dy9CppPxqEJUJTdjab1k5GMJyOlvD6/ju/NWy3mi7vs5hThPqGbnSbyuC6r7aPPx10JEcI/+/xjvdF/MjGK8q2jIyxC9nosSObeB+6Fia3dynJXsPIbA6hmL8JKFJbg10kPvF+BVHpBx6FIaCYHSuqFnDVpttLhlvyzklfDHEBmjx1rXpabc1tD3y69RGMaXfv4YRRxNu9RhCAFZSXe/Bobow+VCtBv+LRdSWklI2EDcIMMEjxdhYKwPnQupdlJRmzHf87qaH7DDoZdw9Q5zHu97JQgz6/I56Ql8+1X+5NeXbKkO/IQMwhAc6kJP0luW7txoPRdEfSAMbu04/CjiYoJl69KVulaTsu5QMejJ8Pe2t9bYz7nnmKxViQBaKZjBFBznvmnSiGNAx9DJ+9BNfVXhQZPoB/s3gk6I6zpqs4BZxoUtG7fWoTKHNnvBe/0gxOrXPhSPDwCEGHt+DCeZxekdEFRfRxXe+zvXvbavns/fK5w6NrJ55w3fAe9WKnjSg9/HnYeX7gl+NA+8X+d6yqFqrZyj1e8GD7d7PBbp78aJjKu+ctESUZzbrr+/+pze7bjePU77a+fowP2ozPsGfy+iunZE74fv91OGCDoiw8sjr1/Qod/3PX4ZoT9Ydy+xWe5Z89P9UEc7v2jNuj5qzQxB2nhnccbu6rF57sk83POqW6Mu8x1x9R7W5Dsd7sr1cQrDn90iq9fPvWyisbNV3hMsXs3a7WUuxVcgaEDCtpPo1bOv6gjj3Tn5EDFbcCKERzKMx+/wieifx3Bycz7e5mQQ3Pv8vdiYPcHxoW76NJbjKl25f9jV3mJS5dh6Q4336l2NIjRZPeOrnWFAaka2ykb1Tpv6EfeQf7EhIoQv8BL7ewmLL0yNJw3NqzwyWuDwjFNZzpx7hZsQAqpK9EowYb/K4171OATXs7LrshARdCVXKrDZbnHeMfhHYWzXG3V9IQtTW0PU0fkeorf6IsF/yf6d9/1ztxoq7tTh+BWG8yPDqrYemSqtS5LCvb+34PE06nzsOTa7iRAjS+ue78E7cu0Gtxnk1fr1Qu+yOzxMjLZS0ALWClK7lt8B7hFxMDMsN6pabxLWrOf9WKOl1POI6sPvtHVu11bWBlLrvKceGHqDLe3NgM7eR1XerS9XVHD3SLFzA2ZxNcQejp27yP8LXmsRecwjX348EU6Jh18svN9E6n0nZu8ad0TxhMdSky/KUV9rJL30G+ffXiDL7tRGkF4EwL+eTH8prvXpmJ33nKR3X+RxrFKrB+NQ/aKQcfiIE3J4+GCKDGfr82WoHnpYKnWveGsIDpPSk/laT9o8ecmtFCiVpg1bZpzrpddE9U4Ks4aEsVU3flr4oWd8i7z48qy4H9oyu++Nf9VD+l6s/+71OSfb3HsB1TmG6d17I0SUVjJtbaSk74Nm8OXHeTEs5qUnt9TVg3ofUbt2dVKlmL1nWYmIMD2yQEozKj0hdF4TPy9c/EOAe9Ksl/95fWdYn/fWDe7W2pnYinSjsNmrDTQRwYWIa43hlCTa//IgMekxmkEq7bGt+0rUNWp0IsAnDb93Qi3W1WnWzlVtxNrdgn1/vNqTQE9Js+8VIp2UY13rG+8RAdtOsEoHqQsll1U6dHf97hP4enK950cJaqdjDQPiyl3y82scFY0FKQ0rq0m95nZpjEi8I/onz3YtleCMbXQPKkQBNL/0/ALnqG1NLn4fFvSXRkLfJeG+4P3DnePtFGX5Inht3wecuITZSSB4728qLxDPDyKcmx44H99/L/w7wI98MY2ADw0hF5GvBf4DYKSnI32rmf3t9/UY6roXWwZ6aRRDxK+VNSaQhs3LOZzZ5l7tQ9YQS9PcE2VKAl0fpnrSoRWsLdjSOpFvhsjAu9XY3U0ADxsSySnW2v/3Ls9z3c7spQkT7xUuBkpKlLSsY/qCd/mucV/q8DhScLpmKkJ8nwblVfD0DqknTfnjRMMLPnzoRGjN5bj3+eNnbgq9/vpjucqDfWnvWukeEPLXHbv/TPUdtG0vwCj1ZPyvhFyFBCzFWKx2HbgZpEqQyvAeVoxeNu7eOOGFhGwVoazHDu6h5O8UOXPOkFSYU0FOVSRMzlroUxTOaf+s8Rqy+g6GQ10bzdg0YikhreFEOJbapYMivc/EPbgGzRTveiOox3hAvpflhb9f8OHAiZCLfJBp1anizJfnmvRutOZfVLxDov8Xig/yk/Ne8e8A32lmf1lEvnH9/3//fT2CKlbWlw5dM+BbT5wR5c5Jfed9Ue+xUtfs4vCA4J51ULCGfA1LS//ZK7Yi7/oWrZrlenw05PieH2BV18tU2d1i94VA1eFDpORTQsSXZjL4ufRavF+VUy748kBvujRgzt0RxXsJqve3e7/zCeRROchNeHfv+yHXc76DIATXxxe9UqrSaq/hjRlVhVx7Au67fY/m3B4kWANs40PvsVNB2/pTYJ8qXoXx3jmoSq+4UgpDXjqpr3flUF86nHcxb6XSXm/EuABuvZ659hJrj97r0lov9S9y1rC/Du/GwLrgyw+9nKGtuvgP7tzfucAXJm+74IuHDxMhN+BUo+cJ8FPv9wHOSYUnOcopSfM0+Z8e8naSrdATOEtFpHvRX/ci2HYtyyVCs+ODXb6L0d39Jp67wv3lTMjfy0uo73P4Sp0juom6FuC/4IIPE066aTuV1TtVqmjt3Or5ddrq+3hVJYRXbn+PjAcnLy0L+jJEp2tJuIfbB6eEGPq8tSa9O6cUlDk3xnAnB7FXEHRbS4QGJ72ueTPSmtB5n7c6FTaxL0NtdaeXZqTSHshXttsRG/yLx1qvN4+igu+mEVZpXeLjVyndSYMenBCdnhNNT6T9ZYm477Wih3+N7OiCL188ri/+QYXq68sBXvClxYdpdvhdwF8VkX+PHpf5777fB7gf8pSXTKx9wb3rlije9eomsZ0bA712/+siIoBVv2a5v/sOiyfrV3VYyUBP/Lzzmn/preLX6WAvuODLGScCDg89oaW8vl3yF4roui508K8qU/aK770uccvHB9E8RXClk+x9queZ5J3iXUF73wABUu1a9VclT7d7pDrXh4RcRO7ybR7h3ZzxKfnz4fH6tTsd59TW2q2Gk3eC1tY7/nFJzL7gggu+uPiyYkci8teBr3zJn/43wL8AfLuZ/T9F5H8C/GngX3zJPn4H8DsAfv7P//nv/xiHgVOdwhPB1vjerWfnxld6n179nYf1S3tTADgtmx/kUNoFF3y540TCey1hx+NShCfv+bvB68oYvmzb8V3KVN4THnl/p3iqq30vqQp54KF/MC7uvPWnn687/dOfBq8spTHnHlmIr2gG9l6QSnvBeBBeXibzPvEevGMp9cG5XHDBBRd8MSDvpSTeBxki8gx4amYmncU+M7MX20zdwyc/+Un79Kc//XMzwAsuuOCCjzD2Sy9X+CrjYSmVXHulkjm3c1MtJw+rr7wsOfR1sNWrf98b/qrxGbB7L5mrF1xwwQXvASLyo2b2yZf97cM08/wU8N8DfhD4tcB/9SUdzQUXXHDBBWf0LqwPP2trVRO46xkmIkyxk/ZT4uUxP2zc41Z54AmyasFfVr3m3NbhHTh8r4Dz4XBQXXDBBV9++DAR8t8O/DHpNYdmVlnKBRdccMEFX3qIPNSJmxmHlxDt+4j+RZJ9qmxynzuXZuRa2QT3gvf83RZ9Ve21sy644IILvhT40BByM/svgF/xpR7HBRdccMEFL0LknF4DcK5Rfqr2Ai808QVerNn+ssompTbm0mUuj0n1e61ac8EFF1zwpcCHhpBfcMEFF1zwwcWpXvopWf3cHVS/8ITJE2lvL1GcnD665GRecMEFH2Rcym5ccMEFF1zwRce9BsAPfr4fjmuRTvdfpgG/O86FkV9wwQUfXFw85BdccMEFF3zRcSLEpRmOTp7fTX+Gd4tT0ujJA59rI9d2Tha94IILLvgg40LIL7jgggsu+KLj5CFPtcGay/k4ifMLgUgn+/vUkztrM8y6nOXS1OeCCy74oONCyC+44IILLviiQ0TYBPegjdD7qesevOKasZTeXbM2e23d8wsuuOCCDxIuhPyCCy644IKfE3wxu12KCMEJqbTuHefS7v6CCy748sElqfOCCy644IIPDZwKdc3kfFmjoAsuuOCCDyIuHvILLrjgggs+NBi84ltP7LwQ8gsuuODLBRdCfsEFF1xwwYcGIoJ3FyJ+wQUXfHnhI03If+InfoJPfvKTX+phXHDBBRdccMEFF1zw4ccvf9UfPtKE/Ku/+qv59Kc//aUexkceVu3lLfYewwnykhC0mYHx0r9dcMEFF1xwwQUXfBAgIv+fV/3tI03IL/hgwGpb2+m9jlAbIvrSOmmWelFjGS6P8wUXXHDBBRdc8OWHC4O54AMBUUFeUy+4pXrXA/uCCz6CMDMoBQnh9EH/+XNV2q+3wey/66VA1wUfLZw6wF5wwRcLF0J+wZcMZobl1Tsur1/gRXjHFtiXCfOCDzMsJSwtaE39dbHW/yAKfnrxC+83ac6Hu2NqgDC+v/u/4H2D1YrlDICoIjF+iUf05Q0zI6UEwDAMX+LRXPCBRVn6T/+ze0YuhPwRcs785E/+JPM8f6mH8uGHga19+wRe7+mzvuXLCLfZaR/yesb+RcQ4jnzVV30V4eS9vOCCLxSPI0J56aRYh/7PrZN+XSDvX/y+OIibh5+1em/fJw+7gr5DN0uzTsY19J+27qc1aOXhti783HntL3gprBSsVESglYqGcHFWfAGwe+/il6Pj57xGfpmN+5Uwg7JyNBdfnL9O8xwA8nMX0avdaLsQ8vcJP/mTP8nV1RVf/dVf/eF5eD9gqGsCpwpnToC8frI4JW6+bDs7JYSuH/9c3zcz43Of+xw/+ZM/yS/4Bb/gZ/X9ZIZD8B/QxFSrFSudeIn3iHv37cjbsmC5ICro5iFBtNbuiKfZ+Rg6fhl6X1u9WyT89IUtAmaQ9nC/0XxdVpK9w1SxVb4i6u481+exlD6eVu8Iszgox5ccTGDYvX48pwXOhf57Xfr4Hh8XOhl3X0TD9GVGgLp3Nio+IHjwzAOoIiJ9jmtAzffvOuLfeZmWx89aa4hTZBiwwxE7HrH786IIMgyXNe5d4suZkFtrtEN/78W7u+dJ9cXn5oOCWl6cW+4b+vfnNQC9FyEsyx0xPiFsHs4Pee5OBdH+z8VXOxFeJZV9vP397cx+Vk6JCyF/hHmeX0rGvxAL80Nnnb4vMLAv/HrYg5fg9OOLOGG2ymOLW0T42Mc+xmc+85nXjvP+9OLujS+ZkZtRMPy9ScPMHizMj9uA72ulVXutMSPAxunP+rk9fc9K6aRaoOXSF/txfHf7Lf171gxrDVGlNGOuBTseV49rQ3uMA8Qh6hDncCKE+0bK44nOrE++9z0SZ+/IF+gZOXmFz1iP+6p9tnuLSCugXSbQ1lD3C8RK5NXXzxpg60KxHs9zfmcsZ6yckpkHwNGOx05WAWpGoiJlufNmn84hrIuXaB9nmfv3VPvPx4vZeTz93mMNKQVUsGKgoUsivId0i7xsAWu170Pce7snp++dh699fI8Jeb0zKk7P2AcBbVmg3I31ZZdGnCLTBMVotWI5oeszbwaW8jseR2N4KEsxg1YQIhID1PpgeysV8bXfs5fAcu4SqUfjFe96DsOj+e+DgB4VWJ0GXyxjoySM0snde5Bstbm/Y48dEvdxyhEB+vV9t+N/3TwC5zlBgsdyOc8b8JLn5mcJaw07zXMxfmHvn9krHAd2N8+f5Xovc0bU/rmL/TtlXrfpa6vlDMvh4Xc0vejV9r7P+PnAA8dIPzDE7cN7dH9OyseHMlwX39W8dyHkL8Hjh7vdJ0ZmPL6s7+TZPT0uYvYCqfqwwMweTt7ykECeyOX5k3cqqvKzwcnj/i72bS9ZGd/9BP7uvtvMWJoRREhmtHvHHFTPRLOeDQnIzQjavWWH2h4cyYkwOT3vuxXD1YaKIA7Qh2Uhm0Exoxr49eP8kvKShr1wRsUMa4YTQWo+T7Y1DJAzNh8hJ66un7z+UrFyaO+gVKxWCkKyBqXi6GPvzsGGiWA5ITUgqlQzwslIyTO03KUaPvaJN68Tq/q+SNZynsybGRp3744Apv1L2NLD/1tdE4t9QPzQf7/vtTkRztXAOH3nRKheRqx0iHdJmg8Odk+rfRq/q1DWMayLrOVCaw1xDqutX2cRrGakVAjS9yHSiawLDz1Fsv7eCuDuLV73n2c7D8nqapQ1gSaI6+NrKUPKkI6IK8j1G3fvhNndfXqZjOZVyMcXiffpJddwt4DW3D32ZrTDATPQaXxPUZzzmZph70auKHKO4rxqLuk5Mt14Pd/DvEaApvW7OZ/Jsp3uq62E0vvuTW8viULcH3NKWK0PpzwzaAmyMPst9tjQTwckl5MJ/AI0JYaaHxiR1hrHw4yJgvN336wFbxV3cgycPI6naxFDj+TcmyNba5RSUFX8ayIApZQ+3uPxwfvp3Mu/Iyo9YloP2HrNJYR3FWV4Hc73uJVu/NHAhndNmk8kuKXU36b12RQRdB1nN4Le2fh6DFFBXkP0z4Q8xgcJ4TbPtJRR1VdeH6sVm+cXDbMY0PtE/p5EyuYZpulnbxCd5j4/9nkdHuav9I36D3V9XnvgmKv9+Ts9I2XGWoXaHUJWCqTU1xF1ff5oe4jC/XlPlhk5febvGV+2Oi1O8z08kNB0I3q+u6an90LfWcZyIeQntHeu4nHie4+nR733vdd5Ko1OEuQ1271f+MII54v7eqf6JrbqwQXp9O7RF05kVJD+u8H9jc7fe4dxvLCdPQ4h2nk8r4IArd3LEF29rrI6X1/ttXxvVV6yGXW9dmad3EYV5tpIrdEQgvTrEVXIZp2otk5EzYyoICgZHhB6W8fjZZW5GFhpaFgXIedoZpR6d7VKM5ZXLO4P6JcZdvs2BEfJrRNh6B4DbQQn1Fwoy8xN2qDu1YTXWsNaJeLwQK6VhGDHI4MIwTvUSZ94XYRypLWeGFNVWVq/VmLAvIYZA4g4pBxw5+PUvuiVBDVR/Ehqmckq7pEJbWYPPIZWChxvAUE2u4fenXVBsFJoZV3YyhEZ71U4OckzrK1eEb1bPNbj6Di88PycidTLCHlNvMrDf7r3p0Rnq62XDuXOO9WWBWsJwa/X1r88LKvah5XveaTChgdPRGuQD5gEREC327MnEuc6+cy5L/LEvjDXe97XU8RC9JG3/tWwk9Encpew2grUpUumVsPjvF/WZ+B0iWs9kx5q6YacuG7IvXCwe/dl9bJKSy96QUtinXC6DKAmJIQemegD6efXHp6jTBMiHuIGW+/1+RmrlVbqPcLXONaGNOsG1Wm/r4CI0Kw/nxrujutrI4hQV0eAE7mrGGvQVMAaWl80PppBPt5QnCL+3rEVLAhqDUKgtdbnipL7vLVGb4IKMY4g2g2KJUEu6DT17y4LOWfMjAro/STJbu31eWNNpDzNx/ffE/XuTGTPXwUIAbknr2NNbn1sWFBKf49ag7xH1CPbF50LrTVyzg+My5YbzDNi4YG0rj0yGk6/271jt5TIKd15pZ0jnrz5OfcIxDC8ENE4oZpR7h+jVkJt5zW6PlqinPTzPa9r99//zQbbH15r8FnOfXmM/do3s+6YSOn8LJ8+B0N8oKWMzDPqpZPdE/wIzvdIxivOr59T7uQ2ONCKilARWl4IdY0GnCQnTrtEZVnOXxdVMA+2Hrs0zGaMPn+Jd2jYYq6PR6zPb6fxQZ+b2/5AM+nz4XphJYT+nNXU3/OToXua792A5YqJnqc6qXN3XORjdyS8Bh9pQt4M9mXVIq0L0gtEdp18RUDVvfD3xkOCLivhhjtnLTx03p4WVOU0ob5I9H76p3+ab//2b+fTP/IjPH36lK/4xCf4I3/kj/DLvvZr+UW/6Bedt/td3/7t/C+++ZtfPLf156/9Nb+Gf+ff/Xf5lZ/85Eun9cfn82M/9mP81E/9FN/4jd/Yxy3yggHyMpwJt3Jaszj5d7/rO7+T7XbHv/W7fzcmp+M9dGOfrsl6UDDjO7/zD7DbXfG7f8/vubed3Zv0hG/8Dd/ID//w3+Lrvu7r+dR/8v0v2zU/+IM/yB/+7u/mU9///Xz/pz7F//e//C/5t3/vv43caVzu7o0BercPAX70R3+U3/av/Wscj0d+w2/49fzRP/pHEFuJLy8SeMsZRKirh7udvCFpQZxDnaeeZCrSibfkQjCYS+VI93poW/BOQT1VI0ttlNzD8XVtDa4COnisNMqzGzLgB4euk6UZVBVCjOf7sXH6wrPwwHuVEmYFRWn0xRc3MPuAj4FBFXOR22efh5JR9+rQrRlUICMEgVIq1MpGBRdjJ03lsGqAdSXAR0hHvDMWUxKhk9fjvhtOtcLxgJmxGbdomUEqpgGpCauFYg1cX1DPjtJVgmLLcrdgA7SKiXCUyEY8LsR74zdsWaBWxPk+3rmeQ9BohmnXvUXWsGr9/rcCeX0nBIT6iFdJ5y8p0Vrpi8hJ02n35B2PL+b602wNN3sPrdHmpR/n7E1XSPeI8GkgQCrtwZzTjo0g1mUSJ4/TCwjdc+vXZ/mRR+1ElkQqrez7NV6jKn2BXbpBYBlp/iExEOnfP8mjzGhrBEb8dI+cSA+554JUh5FOnyLeIB1hNb5sNWgFkJpWQ6A8NKDgYZSFvhCTM7rdroe8lwQb7jxo7ZCwJUF20Oo9b6HDSp9ZxPfzPIhDSmZypT9D9+Ec2AzH51CMuiRaq4RR0NPEq/4ugfceTmQbVVyt3WBljczVQlY7N1wbdSUyq762WYaSEZNe6eoRVBTGHRLvjtvMsPlA9IYbImn1XmOeIo7mhn7sZU9rCxq2oEIrpcvWViJXjsfzvVYzgq+o62GyWgrHNHeHAkKmsQkj0zT1iMGJpHvfv3O6b+v9rvcMRVg9vMuCV+3HN6OUsnqmHVYzS1poNqM6MAb/MLJ7b//9Z8VK649BycDYo47WuiF6LxpipeBqxVJCQkSnsa+lpeBWElxKwUJAWuvv9CmS8BKPtZmx1PZA6dllgBmfM/P6bD6Wi7RSEWts1/ehloK6btCIPFouW6WmI7VCqw01w08TGiPNjLm2fsxakON8vo9tmaEZ6jwt5/4OuTXSpv0dYV4lULYurPeSyUvOWE2oOhynnJcKVBzQpEtiLDqcKOQT0TfAPzSEKmAVKWvUKHdvtgwBnSZohXZ7i7l+rWS77eMsR06HxmzlB76/Qy3f0ZMY+/Yn6dy98+hRxNajQqpr7pX1iGXPsH7hvt7HR5qQi9C9i7WA0zWcbz288QCv9oDf946vqs9X+nmV+y94fy5f5n02M37Lb/ktfPM3fzP/4V/4CwD83b/7d/npf/JP+IW/8Bfyo3/n7zzYvq1E4+HJdd3wQ7/xi8d5PBX/nR/7MX7005/m158I+dmz/To/DSt5PWmAhfboiCL3evqcJuMH19LuCPL6/9XXeNZb94noocHze3/P7+FwOPC93/e9OJH+0jzycrv1Ogjwm77pm/im3/SbupcE1sos3dvYWF2OZ1lHJ03f+q3fyn/wvd/Lr/5Vv4r/wW/8jfzlH/jL/IZv/I3nMZwO2lrjOC/EdVGordKaIX6EWlFtWK2EoX+nIT2UfDz2ybFl4py7AYghTsg+IM5o3lOWRDJBRWjRd4nKfRJTGoyxe5fW0LjNiQq06+6pkReu+3otc74jqSc5RGsIDRMH6tkMw1kGID4yqcLxGU4qrCH6mjPOB2Q4hVCNLMqiSmlKqxlF7rSL9TT5rovIKj2xnFFrbKmYG2g1dcNglSm0ZswGzRS1HkLWcUCaYNlBZfWy3T3hVmasJNrtAVTRqe+rqJB1wLKSS0Hve9NOoVi3hnXNaH7oE7x248KOe6wmqJnWtDewAlo+YnGDo3avfTWc3j2bQsVqwkpbKwgpxJX4jpsXNY33vKh9B3Im8rrpx8y1rdEqhVLRJSMeWKVNAMu6UKkK1hrVwHxkM94jqvc1rPcXu3eQ/7QGC4pZX+mX2vC1ItUwdUg+QnprPX/wIv0w2jMInAg4ZZ4XbByRcfugGZh5jy2pXytVRhXIBWm2JtU2xHnqnDge9giwZZU5tQyS0M32bn81cWxGcwMCDFbRGGga7sLSunrjNdx50MIWOxzuZqztFjmF1aepe7hDoLSeqGytcKgVeSFaA5YWBirSXO9a7APRebysHveTJ/ARDqViZcEpDP5Om99KIa/GmUifL87z4cljaQ2rBWseCdNdNGFFEOnRlnvzS84ZU0drCbXulXXOdSPdRfBDJ40to1ZQ64TFpFCLYPORJZduQGw2aF1Y0sJSF0LYgQjzcqSosR3CKq0pFCccEIZm56T3bmi78+95JWjWrHvOT4+ucyzHmeP+gIuhKwuaQeiE3sSw5uHtt2nJmH0geIdXT1ShOe3zpmqXYhxnqnrKfOxxy2Nmvh9EGIf+PJv1qFUptCXDnIjBQWsUeoTOrJFLo93eomY9h0ag1oqI4MbxXLXrvoRxVD1fh70Zy/7AkntEaFMLMt7N09XArJFEWZoh80yaj9jYjRy/RiTuXuBCTjNtf8SaoznFbzbdkMkJWmN0AtJ6xGglom29/loLDcNSwgXr7504wKDOnfPUitvtVsNjwNSTb5+vkksjDFvQgPmBlDJ5vweraFrILlDi0J/Xk+EiDyVJ3Ui8P2eBpSNyeNadN6F76UcnnCLsuIG5LJR1DfQhwmZHQ3sukzry4dijPbVCbVDLKinrhrYBSDeQ9UTQRbEmcHP7wvv7MnxoCLmI/AHgtwOnzLr/tZn9wGu/Q9fysiZPNacPJClLaV3aAKs3u7wY8l1xstDtJH9YZ4QT3VbpdFMVoirV1jVvdcPeT/L7f/9n/xkxBP6X3/Itp3Pjl3/t1/ITP/ETwMNt+/Hg6vop/8a/8a/z1/7aX+crP/EJ/sJf+A/5+Fd8AoD/x3/0f+fbvvV38uzZ23zv934fX/8N38A8z3zb7/yd/OiPfhrvPd/93d/N133d1/EHfv/v53g88jf/5t/kO77jO/jEV34l/9a3f/t5HH/jb/wNrq6u+EN/6A/x5//8n0dV+fW//tfzv/vf/x/4vj/1ffyp7/s+Ukp8zdd8DX/uz/05NpsNui4KKsKP//g/4tu+7Xfy2c9+ls1mw/f+n76XX/yLfzEPTIaXRAx+/Md/nG/5lm/hM5/5DM45/qP/2/+VX/AL/hv8ml/7a/nBH/zB+05zMPgrf+Wv8Lt+1+9is9nw9V//9ec//dk/+2f50U9/mj/+x/4Yv+23/euM08SP/diP8TM/8zP8mT/1ffxf/tyf42/9rR/mV/+qX8n/+c/8GX76H/80N8+f83X/3D8H1vjm//n/jE996vv5jd/4G+886ufZH9LtARNw4whBkcNMK8d+epp7QtBRGGLkYI1mDcfQyWkrSHSoeNq8YNVwriFAsERuC+IEK418EPCOpg7clpY7ybJ7iSTiFIkDlrs37+Sxv29wmnWtePfqc0e4WkNq7frkcUKn6aHnRRSNEcuZcnvbF6zWqDljKrgtZ5Kt0j3+i/d9glcB52itrvq9LkkRAHVI3GJkTH2XDuSE5GM/noa+6DpDQuwLa12TE+sMGKUZ6XigWoZ5wfyBKspx3q8EyIjbK5y/010aUA43SDZ8KTS6FMA7Qb2/0wuX0u+3rKHlMmPHI+3YK6BIiMh2i9XMvByAjAKxOWY3EZx08tQaEgwZuyHTjsd7zxOoi682gE8GE9xVGELIrZFPMWv1PeF3f4DSFy8dBpxT7JCYoqLRg8LihOJ9lyS9S1lbbUY6SXgExrWpV14jMkqlmLGsxM37yGIO4jWIEVRxTrqP+14IeyP9nKobcHH7QJYgAD70f3QP8dEMqwviBqQeGGrCeaG0cnYOzDjED1iVrnGfj+D0bMS2Cs7nLgfQfg+z+DVi8yhKUe8ZeM5376f3SG1EHZBWV411v0/VOjEOopSzPv8OAjSvVPVEv6FUQ5z2CNc9jza1dKO5NiSsRLvmTkxFumwsjH3MKRFrRp32nJJyuPP8YeBHZBq6JEgdhK4HttV77NyLcpBa63lts2a0k0PjkWxIRNA4Ysueupw0tUaZD0hSAiDDQLSMUCnOU2mEcoRsq3GqeDdhGMNSoBm1NVIznFPEoM4FSxWbF8wWUId3PRk8+YFy8gCpUjYbqD2yaGa4cUDX38F6FFKgWWEuxpKNGgLVes6Njuv8nBM+BKofKPNMXTLCkabCRrpx4ppH6MZLU4WrK9TPtFI47p+dHWU6BMyEXBOtVjRnKkqtI865VepnxOnOOw+dr3iVnouzv2EIQ3eEtYyXiqQELfecklJwpyTwaSLXynKc+yRzOGLNkP0egsPRtdXteMuyv0Vzges3MIzjW5+jrVVPnHP4IZ6NvTBOiGg/VwyNAXNC04aOEYnb7qhsDXVPuh49zaibELoEre5v0LQgPmASUdclajbPhNoozZC0MNSE5QNyklm5yOnBVu9eyBk5ru9qGCYMobB0iYqLFG8cRPr7dJzRGCl2nw677psruRcxEOnO15SwxVAB50OXW2Lkw6EbYNOWeP30zunlHDZNkFmdTR8tycofMbN/791vbrQ6Q1tAIDrfH+6VUMtJXmHGq1fH+7tbvbzd3QXcJTqa2eoRP+3OuhdJerm7+/j7f//v88t+2S/vL8wpSWXdxz/6R/+Ir/3arz1v+8f/+B/nG77+69jv93zyV/xK/vAf/qP8we/6Tr7zu76L7/mePwlArYW/9cM/zA/8wF/iD/7B7+Kv/tX/F//Hf/9PIgJ/7+/9Pf7BP/gH/Lpf9+v4h//wH/Jd3/Vd/MiP/Ajf8z1/AjPjN//mb+KPfc/38M9//ddzc3PLMIz8pR/4Af7iX/yL/NAP/RDTZsPnP989Xv/Kb/kt/Ju/43cA8Pt+3+/jT//pP83/6tu+7XzSgvEt3/Jv8u//iT/JL/yaf5Yf+ds/zLf+zm/lr/+1v74qw2U1Zuyh3WPGb/2tv5Xv+I7v4F/+zb+ZeZ6p7Y4MPDaS5nnmt//2385/+tf/U77ma76Gf/Vf/Z+ex3A2nFYD4O233+aHfuiH+NRf/I/5pv/hv8x/8Z//5/ySX/JL+FW/+lfzYz/296g181Vf9U+vsSj4qn/6q/ipn/qpdZysXv1TFMGQ5ZbUGmoFC4rbP2NZpQNlioRpg6C0LJArVhJ+8lAbNVVMNvhdhKHrKGW5heOCDCDqyCa0EKlpweVK04rlSCvdMyrSvdDSKs08mKM1Y9nPJCcoQuluWjR4ak59soVeNQWDmsm1kVNFh4A6z+6xZ1QEjbFr21fyIAgSC2IJjR5TT5oztTa4PfYQofTE05MnomsBG7DgQsR5f2cUSC/t19KxL/zTdSdEKSMI6lxPXJWASZdImXWSd/ZFloJapTRD///s/X/Mbd1214d9xphzrrX2fp5z3vdeGwy2sSEgwNj8iKHQGgJNoIYUqUAgmBK1RKQxamwiVTRyAg2gAqFN4Y+2UauYVFFwQyjEVZGqhgqUXw2ORE1EkkpghBVTMD/vve97znmevdeaP8boH2Pu55z3J/f62hT7vlM673vOs/ez9tprzTXnGN/xHd+vOUUzXSEvhaxpUoNibr5QYdTOWKDOhVOSktY3FtGUnvjLUqK5VNdncX8dqlkcw4VhiYzTR8OX9y3Et7K2Oy/7YG+O71cWVe7XjL18iaZEW1f6DXGfDZ3DnP16IGfj/vReQ6CswpoVXLFnd1EyXTZ6rdTrNVg2FooDNvrcLKEO4zg6a8lIkqdg+81R0muktZsxPDamYVGxUBVcEpoK56I8DiO7U0ZCtLBJIifFNILOtcSmp2s8QddhjN6eksPzpIE80RDel6ire3CZp35qJfFgmTtZaKWQ1g3hNeXOcw60ajgMGEenHwfbsrBtJ3YRmgiaMiKwzsD/ddLzvrEsMFHkw43qEpvu+96fRFhyZrFO1NPfOx5LwfNGRPHjdaURXleOxoHXCQgND3IwQFqDnzquQb2RmPeeJQKUtLz3ukmco8xE0/fXzWdm9vQnbnKn3JDWyflWYOw7oxqkgqwr3Xug+BZnnnPG2WZJH9wFOY03kj3DjgsgaDkjSeneMBlYKahLzPU4YZbROWpjOHSJCsDoA8sJ26M6tX3qy+JeMaIXp1bEYFFhAZIH5UFEKOcF8R5N3wpKZrz1KbQkVuDy4oHWKk1P2BjIqx24ou74uQCKSsIXgVxY705or4gq+RRr6CASJdpBykLbr6xrQc9vIaokVXCnkFAzRBMPAqWcOJ02+sMjvTW4XmMuuJMwEKGXgvRGf3wF8kBZVlQt+slnh/y4vjPBlHu8V+TVK4o9J7Uj7o8q/foKsYFcr4jVaPDsV+y4xtqYBRONamVOSLknMcFJVcb+SG0VXVf6ZSclIesZucmteszfUY9ZrSQSvVvDbznh+yXupTnqCTsaQ46nuZJPG8/uzri/DbOhHCTWCUnkHOCV+geV1ZJED0XyAGlOeUVKRkoh1T7XgxaVRO0UBZWME+IbLg45swPtqCwCupYAXxx0jEjW0krCIqFIK1nfU9RDTmc4fX6N7D/WAvIvaLgN7HgZO1LKN/7BbMpRVgEv+hR03RBCkfcGJzeNbPc3lv+IFJ8UWvQpTo+gk0lZuUX6bv5E83iqTM/fu/3QHX7qT/2p/Bd/4b/gqYufyfVS5Z/+jb/xKXj9Db/hN3DrKvj1v/7XkwR+wTf+o/y1v/bXUHH+3H/2n/Ht3/7t4MbP+Ok/na/92q/l+77v+56ycSGSgW/6pl/Mv/Q7/uf8M7/5f8iv/XW/jq/+6q/mz/6ZP8Nv+S2/hW3dcIMv+/SnEYlE4nf/7t/Nu+++y8PDA9/8zd/81Jzj7rx6+ZLv+Z7v4Vt+07c84eH1OKJ8+sbDJCJv/Nt59fIFP/iDP8iv+zW/Bndn27ZZlvc3aDke9ASHv/yX/xI/5Sf/ZH7aT/upuDu/+Tf/M/yRf+s7Axl2ex2cA7/6V/9q3I2v//pv4Cu+4iv4hq//egB+1td9HT/wAz/AV33VV857a3ObvGVYxhOdXWenvAjnu3tab4hmvAPrc966B7tJiZzOQDyxer1iRwcdjHFluDGsk0cKdEs0FlgzRIxTykFF0IwvKwknjSsUYa/GaB21jhyPgTjmgplSe2U/KqyZ7XzG05zP64LkRBJIJUrEvV7p7jyYojlxPm24Fh76IIuwvVk6zyew96aTkhakG0LHemPsl7hHoizLHXld6TV4sjkpmpWDwm5Oap1VlaC+OuVWrnKPZsuUgYHTkKRY79Te0FxIORC+Qeex7UgRtrSSciHnTB+DYsYp39H2g5SUZMxmHccwUlnwdePh6KTimCaGC3UmVI6zZsVyoR6VbFdyCa6gORy18ng0VBOaEzmvJIFDMldS8EQRZHTqDHoysB+RtFhruAhLjlXE9krdG040775eVwhEqo8Ivt8Y+UZjEiHlFCXddQWU2vZIipaFPSWKwLU2EMWOzmN3koMnpX5IlQqEZXLI3WPT2XLi0gaP+8FpW+gopJVHh4GxpIK5oSWzZKW4czRj4KRF3gN0iEC9rcPz823EPOq9P/3Mb7Qyd3JZGNdKHzvuAztvHLnQW2O/XFk9aC23++TL9lRh6A6+ZNwjqXAzmhtpGEvOJJ0f+SHXYlhUtyQLZVnJfLC/6PX3Ekgf4qQ6hw57asAORP1Nyt1c3caIYL+sQV/JSjanm5GSgmxByZnXZ5BJloMvn2NOmNl8FuOYovoedY7b+aeUIug9DmxZgtoxfzelFJ8/+x3q/orWL7hUPBUkK2VZKJLIecGH0rtR+04uS9DB5lrZ60F98S5eFno/kGWDbWFB8FuPzLpGgj92qhkP1+tTVVjTM5oYqOO5xD7dG5ocrxbJdoqmd2sdsSvigj1W9utj0Liysmxn0nJGznckh/bqQMaVVaNPJGcYRyWVTDIn6YZuBX3+Nk4Bhfqq40dFz8FzF4sKhVkgvJiRyxp9M2/OjRxVxpxW7qSBwiJCOZ84XnXojZQzahW8047KkNmgK8AY9NHJz5+Rt2cY8pQ83ShtQbe5IpdXFCDlhJ/OyPUhEOBrw1oilQJFWWSlJEVPb9MF5C6SrCfk/nrF6xW7voz4xp7BcCwtdFkpWwbfYa7JPoI6aL1jbSLONUBQG45oRp/dkXKBVtF1i1jrzbkKmMgTEBeAgWGAjI51fZrbNyrTaV7/dqNv4kHBNSOLoDnmOYC4MSTWI0FwD0BMce56Z/hANQMKpxOGM46D0Wo0GKdE3s70Ecnr4HUzq6hS1s9PIvPHWkD+7SLyPwa+F/gd7v7Ox7058MKNtJ3eUEq4vepPC1Q0Ek7N3xkIB03sjQBaBPdBBO7pNcYx9xy/BeTEhLjF/k6EGD6DPhC+7uu+ju/+7u+OjeP24PktUYiNwwmkLFgGN8rE6/K1yE172lmWBXcjqUZDy9NX9CcuNe5Y72+YVsRr3/Ed/xL//X/yV/Ef/Ok/zS/9pb+UP/0f/D+evru7I25PpeHf+lt/K9/9J/8kP+cbfjZ/9P/8Xfwn/+l/Grq6FrSI1gZvv/02f+H//b2RtogGQnELMm7X6amCcPu3P73ODDbcQw7MxZ+ue/CRBXzMcn6fnx3ZenzVmRDNpCpskONBXtfXi6Wq0lrnK7/yq/gbP/iDgOIi/I0f/Jt85Vd9VaC3t6hknpOI0HEGQloK6pDPd0jJjD6o15394QjahTq9GaMXeuvkYkgqiA/GcSCayTkj6wnvO+JOSnlWTZgpuIIJMLBe6b2SroniHpSH5cQqoJ5xSaRtYT2fSCXTHh5o+4U+DM05UHRNMCw4lXljY7Bp5jKnYO2dZKCSOK7H0/zRlEmlMEaLYBcYbUoYktnuNkYbqFW0Dzj2uOcepXnTFW09OJU2KxhmWK2suiB3Z2RdqcfB0eamOuCd48DcySlxv5xpVhk+MIGumZYSS44Ss+UINhUBmQom3J4tnp7pIcp1GHa8ChCyrJS8xCORlZePL3i4HKSc2YqQl4Vz3hi9s49B78Za4JQLt5JY0uhPkRHoXUsWSf0sqxvC8/MJv9s42sBLwc3o+85RK6cls5WCD8OS0kZn2zImiUQEJ2NKyIm8gcSXcwTbt3WqFMAZGuX5Ppxhg21JdIwmyrt7w7OSsvLpLcr21zF4cXRWU94WIanMgFxQFcbovLwe7DYwzVA7yTqZ4LuaOflUWJYU60G9bdKRUHuPZtjFp4KEK7SDZtdIdtpAXaapiWJ14GK04wBvHC3WLhFnmPBYeyRgrrNqAsMHJReEN8raNtCsWOvUa3yW4LQxSO74bGiMRr33om+1HdHcV52kifQF0H3eP25p/j6iC0n9dVX0Cfxx3lB0iP9lFe5u63zKT/z2Vjv76Kwoft3j/GeAKyIfKTN4C9gD2W3RG7cGX1dUg8qSEqoRxJgq9WEnSUY6WOuMkrgeD1yB03rHWhb69QXH5RFb2ntob2M2e6aSOY1GGhkvZ/bjynXvJNFo4k2By+YRXP/mg3ZcEXlFSUYC0r6TUqY/vAR7geRMvv/0U0VOcUZtNEvkkmmHgR/0a+Px8RV6/ym4vEI8wjzPwCKk8wolk4i+g+5wmJHcsMd3cb1jjIbuV0Y7KPsKyx2eC7ou5EmNMXmMqszlDVUbd+w4UAVPGWuOtCvWG5KEssYambNCNZyMoZG8A8gg9T1+VhujvwBSUOzyQpoKSCwJO30KangSeBZETyR7iWRFvvzHg5ZZWW2kJSqI5szG9dcUJrEWVEwyy7Pn+HHF0ko3oQ+Qa0VWCfWga1Q2x/5aAeWmxEbOaBJSCV37dKvSDJ1c8g/2TIxJoXR3xq3RW0LhSeFJXSctS8zxmcS7KLZ3XCR6MDN4HVjy12vQCKqUTm669caoB9YbmUFa1ugRGh1SJt/dvW66zhs6e11yek3nijneIhHJ4/NaH35UBeQi8meBn/AhL/0u4P8I/D5iufp9wB8GfuuHHONbgW8F+Jqf9JN4ODqFSir2xK11bnvpbeO8/SCwtIkfv4/JcmvpVPwpio5sC2E2j9y0qP0JbTVj8vIMnbp7/8Q//sv4V//V/wXf+Z3fyW/7bd8K5vxX//V/xYsXL+OYKoxuTwFhPDfGd/9fv5vf9C3fwh/79/4Y3/SLv4lbbG03ScfbhNDEL/nHfil/7I//cf6JX/4r+Ct/5fv4//71v87P+Jk/k7/6/d/Pq4eHGwDF9//V7+frv/4b+Ppv+Nl87/d+L3/pL30fv/yX/wp+/x/4/fym3/gt3N/d89nPvsOnv+zTvHr1ip/4E34irXX+2L/3x/mqr/rK2Dvi0vH8+XN+yk/+yfz73/3d/Prf8BtwN/7Lv/hf8/N+3s/lduEj0ZhFhHmt7p8956u/6qv4v/2pP8Wv/TW/ln0/6K1xWpdQA+Dp10GUn/Ezvo6/9gM/wPf/1b/KP/LTfhp//E/8X947B4An+ooZ9sQLldc8NBFQ+Ik/8St59uwZ//n3fA+/8Bf9t/mj3/Vd/PZv+7a4rn5rMHXMYj68qp0lZ9YSGsKehaM3ro87jy+vXGrlPiXKaVZQWGFdGC4sZSUhMzHq6F1GkjLEo5mEEuddQyFA3BE7kHplPO6YGLsZmzp3ZUVLoVsjSyZ/6oT1Fg6PmqnDsYcXpPUEIuzXRs2ZlcGaCtYHIynHYaS001rn4TCqKuukvOScJlIVzUg+BmOv9GGMdUNVQ9Isr4zR2Pss+01nSdeClTtshNFMcsNbpbnRrgcH0cwqy0I7Di610pnc2FxY14U1J+pxMMaOu7Fo4m7ZeIVz+ODicPSgOBWFulfadUeKorbEEzuEZoPr6OTthEnHpCMurO2C9EoDLo+NVY11lvLLcPKoFE1R3RiVJIU8OhwhA2itRWnTHRnGUQ0vwvmt52jKHN1QzWRVhghLVjBQ4j4tm5Axar+SWaEP+jjYCWT2ul8pqsG7HsYo9lrXGOdy7KE4M5xXYyBJuM8a69kwdC2c706Mx0dUBemCzaC7mXMcOy9752gwSiJPenRtxpqUpBHsCkEBGTS0NsqSKXen4LC2ilinXhvt2KnHQNYz/dqC7+9G0pjTWZWE0VsoLwiKe3ynnII+5Wu4UHpR3m3Gcl/Y8pl+aeGdNDrWnDypRpoEZODY06Z49IODg6IracnRK5ASqXd2hKyOqz8FCh8YCmVZqMfOdb+wpi1oCAiSNYL1DxvyehmeyxuusdYVgSKhgOTt9V4kLfjEFJ1gRDQ7vkcOQG57lnM8VmofyClRJIVkaJ+UFHdMO1Ley7e9KeKoRuUJCSfP91BYcNp+5frwgt4boom0ZE55pdWB9c6ynSgKR71w7I+4dapdkVPh/lM/PugMDqhiNui9U9YVfxSsG9p7qEl5jy3LBseNEiVCSVGFKarAiPmWM5aMwYHlDNeDvj/Gs2KNsgRyjzpWFCuC6EbOZ3j1wBhOyuWJJlOyon4ip4WlLORTNCCO3um90ccFU2GvB+2ouDXG4wURpa+PLDOZuskZihvW4vtQ3zD+AegDA6o63PImyTiJVPTJV8Lrjg/Q5S4CSINUEvq2TFnsCUr1g+QWUaeuIRpwqyKfQpGJdpnmUyWCyqJoMYYJ1pW8nhAf0bd5DMiKjY44+PUS4gEiUQV26PsO+UxaMq02jklf0zyTkZwo6zK9CjqpLOi2vSfRvcUpow9EB54CPHmTLjZqgA6lFJAW86iHDKWPTi7Qj0a7NlgyaY194xgeIJGCHZV066nxkBb1W3NwPWDbZoWIoAWaU7Y7ztsdfn2IID/F93ZN2FG57A8sCktOaHmtYBbz1+jHjr284JNy+nHjR1VA7u6/4vN5n4j8EeD//hHH+E7gOwF+3s/92V6PB66Xl3GjU8LcIjP0MfngNtHUaW3sN67zLG3c6CwI8oZIvIs/IeDBR4IxbnqgE9WejRs3xLe7R6Alwp/4k3+S3/E7fgd/6A//IbZt42u/9mv5Q3/oD/P93//9fOPP//lPqPFv+Wf/Wb7927+Nu7s7/vyf//P8gX/tD/Djf9yP54/+0T9Kn9xgdyZSHKfX2+Bb//nfxm//F7+Nn/Nzfw45Z/6tP/J/Ylk3ftl/9x/nf/2v/2/4xm/8+fzL3/Ed/Lnv+XP8x//Rf4yo8vU/62fxq775V7KuK3/xL/5F/ju/+JtYloVf9av+SX7f//L383t/z+/lm/6xX8KXf/mX8wt/4S/i1cOrqVAQD56L8l3/znfxL/z2b+Nf+4N/kNYb3/Ibv+WJE+83qOi2YTFRYIR/+9/+d/gXvu1/yu/9Pb+HUgp/7N/9d/lHvuZr+WW//JfzfX/lr/Dw8MDX/OSfwnd+57/JN/+Kb+b/8G/8G/wPfu0/xfl85hf/4l/Cw6vHiSDKUylvgotPdxGiWe2pIWOWMf73/9v/Hf/cP/8/Yd93fuU3fzPf/N/7lfQxsx2dqCuOudGHkdYFycHz7rXShpFLYrvf0CNxPgtDGsfe2WtDT29xXiPYGiMSt9E7/aFjo9MfHkhaUD/IS8bn+ygl5MD6jiSjEjJ8hyqFg6zrLLUWcikhd7d39iE8XAfpqJxLxqvQ9wNWYdGEWdBrvEtwxHsE+8mV3Tt7N0opbKf7KDniIXuFIeuJbGNWJzqjCT0rNgaXLlRxnuUt5nw8rYzeWVR4+fCS6pUtn6luoeNOIZlFcVKdpJlFCkteOa8rWZU9F7p1RndOeUMn9zwqI8E3L6ooQm0RlA13rvsRCPLe6TZooqQa1Ic1gZTEpYXebC6J5E69QqLQD6cn4frwSFoqA0dxnhejqCLDSUum00lLYiDsR+dlr5w9kfaGFbjWwZaEqsYekgg8z8IwSEmiCqYSMn9CBJnNYMB1Snvd5cymG4/1wNqOTS42KoyUQZQiwnkpVAGWEoGXh3DgZRgdYRGnZMXVuIrT+qCPQVLlmRpH6/Rx5VEKj8fgWUmMEc/n22vm3eseaDhRuKm9RwOaRJPbGJ3H1nHvpHpltMRuxkPrlJLZ1lB6yTjdO/tNuSHlmJcu0KZ8ZHJeNMeG0VNHpUxQhUiQdKB5cFjMv3EcHO2Yj7XTraOiDOs8HpXuQikLiwlLiu96HFfyskxedGGZZWd7Mn2q6DjY24H5A2U2HKftHghk9r2oWCD5db/iHtQQRBlmNKCsS1RHZO4sZthwvMVeIylUj7Aoi8e5vKbxjBHXZq99ghqZdStkybGYSYtS/CC459FtPT9nMMbgqMHflZwhl5D8vK2NGhWHaoamgkkms2JkxmjgA6tXyrbhKMc4gp7QLyzLSrJbk6dBuieVgvmVcRy04bS9UvYr23KGJXPtDckLplC7kyc9iB783cvxMq5pUqxGs+KwyS1PQi5K6so6jYF2nEcEnfS05e4tltNbmAfNoYwG9UIumceXL9gfrlzTwmmApMJR21yzFu5OZxivyGmwrSutC696AC6c1vDwOipZNLj99QJZSc+mws80tvLrQXv1Cpmyo2nNtL5jnIL6t4ThV7YE5YSWgi4Zu0maIiBOWjO6JOC1gtDTrDOj1YOyrBGjaAIsKIc9Mmw3Y9Qw2GmtIz7weg0zN9toKUdtaQwsrxEWtQopRAj0dCKtCyaPBPU6oylT6xFN02khP9vo776ktU4qHW/vpXi5O+04GM2CpqOBWL8Jzgky3YJvRe6oRtsYjMtLNCtjOdOekocR4KmGjrngtG7k+0/RrWMOYo5eH7BjRy45uOXDkD5IeaVLiqpTc9KSwBs+UgTyJZMK07E4VNNuSZSIkCXEAUw7R7OPdMa9Dfko3tuPtiEiP9Hd/9b8+/8M+EXu/ps+7nf+0Z/7c/3/9R/+GY6jgsNpO/Hf/K2/xc/8mT8T9xEIpxAlG3hd3pBAyLNEKBf84gj2bJZidWamEXBHZN56iNzHQgiYB3otwpgcZZ3oFMAYN4604NPFME1qhE2azC14/fTbb/PZz34WuGWWN7pLnOstyPQgbs1g9I3NQniiX0QcetNJn1nufPkWMBvxfZIQAZD75OwlbgY+CFOGarLwLQxM5HbewXXhtYvnjd8jTwj2jSNuAJPTdeOXB00/qhK36y6JJ0qNvpFIqQYvOxCq6FJ/Ok/8dZPd7RoRgbFI5GSBhjtijqsy5ruY90cUvu8v/2U+/dVf+8QTtBGoURL41PlEG+GAqakjdHp1Xrx4RVo2NC8sFqX5lEsgyAKtH0iHIxc0F06r0m3M72v4OFhGw4bT08qaV6pVVj+QrnMOGcvUX61d8fXMq8++i+Csd2eIKUguwskcU6UfDfO4b6NHkqGqNJ0VF3w28Uy5w+7kdUGXhIgxasPr4LQVyBob9KQLKILNAC10rY1zFt7Z36GUhefl03QbPPaDkgp5NliqByKWh4brbVZSTpR1o9WODX+NDrtzHa+RwEC4Bu3xSl4K5ARjkDH6pXI9okkoLdE5f16FpIVugW4ti3JpETx6O1iXM+3oPFxfcr+t5CWH86gWzhrShSyxJuRl4eUwLrXzeOwwjPvzynY6oYRCiQ9nH4Nqzjkp3Z2XfWcV4a6s2HUn4eRFeWgDb84BlBKqCyorJJkI8Y4gtNbZRblbC+elkJJymDBwujFdUJX7rDxcL6gPOCoucChkzSALui6sw6j1IFsllZUXQyMZTYk1CTosEquU8WuNypAI9+uKewTD3Z2Gchw11rqcSLJGfwERXJMlUNHjQNYNTXmCFBpqGG+Mtl+BAYtyXzJ7H7QBbiOCi5LZ6+CUbtw3Y5FYC5vDqZzJKryoFUuJQceOwSkHzciOCE61ZIoWltMZFydL5nPXV5TLhVWUv/3wCiOzLUtcvxya2XdrpkzlLnfn8Rq9CzeHymvt0eI56YqqSlmDahAMvEZv0Xy4LCUQYmHSRjKmieqGagrK0lFZUiRbrk6yg1Vec1lzWUnbCdkbflxvZUhMN4Y4JonRQ7b0w4Z7YNKmxrPz2/SjBqTXdrx20nbCU0i++XFh9EpZCt1A8kLZNnBjf/WSkU+kZYnkph7sl8cwIes7fT2Tli2CmZRwIC8r13GwLSn4+vsj17rTJaFiMCqntOEquCyTZhFc69WE5J1rN3ZRvO1kjHz/dqirEev7nRt2PKDrmVeXnTpaUF06bNvKKpBLwrTgudCPg2TGFrsMRuPhuFDWE7XXKXOsrKmAFO7PK5XOGDurhLQi8KRao2XBNXPdPxfcGD1DCXAhtUovzyjrwrbkJ5rX0/adhS4hN7zIexPBXqNxP5US97ZewEdEtCV6CFo98Jtedw4HUu8daZWUC23MCj4DX88kKXA8oKkDBacgSzyfbVZzRYVWD1rrrJMXbrWi2xrAQu9PfQ+3Ua/XCMZTinlz80aYsUpJhXHUmO/z8xJCu17x+hANplqwo0eVq3ZaWhAGjCtSVhzn/NanGa7U/cDdSf2RJIm0BkJ+ORq1D7bTHddbH5Mba4asPt2iC2Y+pSWd1EPJh7kvJg+d+XiGjUs9oA2+4qt/wl9w91/wYc/YjyqE/O8z/nUR+XnEVvgDwG/7+/2CqCLlROqGeQ9ziRsqzhNAGosWURqK5ujggLdYSYN3p1MmZ/IAg4kiIRf1Js1FovHTbpwQeR10RnhvgZL6pJBriiYfd8aYgXGKDeoWj94eS3UmZ05D/3IG+UOiYfTGKX8z+L49uJFJxrjxQx1AQTzKO085wIzMJc2g+43X9CnIjutk7tF9P53h3AY+uZpBy39dbXj9ZaJ6YD6Dd5Un+HxMnr1I0EtiT5HZPCpgN7RbMBUUBbFZhYivbxFhx890OnQ6EzWfga6/mYDdGkYj8PakJA9d5/FUfQje/pfd3z1dj4YzdGEMUBNq65SSUA8XvdO2Bb0hL7w8WiBB7qQxAhFOFaFT1oW6H+hotEtQSrZnd7R28LmXr8iaKWXDu0DbqT5oNEQ0Mvx25bEqmgvdDvyxk6TTLcrYqnDKmXXd0BI83d4ax+XAkjCa46Z4VtYlTbc2i36xlKAaJEdzoqWEpKgWHf1KklhiRMKV81YxIsFxHbQ2WHKmt4qZs6RQxjhtK2oRpMmUthojGmk1l+Cr9kAKHx4CYRMVtlVZkmLDSd3DvGVO+wTIcPCEuJJzQq1TBbpb6E+XCMhTLtCNu6UgpxMkoQyjPDygpbBsG/qW8HhdMIlEIHumeg3kxJ1e61SeKJh1Suq8dUrUvZNpLC6sWshzOqYSm2ClBxe/V54vJ9x3SJEANusUNSQ3fDjWlN0Hy2lFBapD3+NeXJvR+45dYV+EZ3cnqkei4SMYqYsmIDFoXMcAM4p1DioHiVJOnP0IDrt36l6jEXu5Q1KZSXbC+5iN64qlQhuNKs6LXlEM0sqSC0WExM7jXqlH55yVddnYlsLDXmkDsiiaV07Lmfs1FE9e7i3K8mI81p1FnVUiAL1IpuiGZ2fJoaxR05U2KpfeeBzKui3Bkc5KSTnUhqa+vlgCKt07V+9IXlm0kCyaSl/tDyjK2QapFCR3jssFaQ0/PaflHpJ7OeO9RfNbKTy6oIMnysDFnC0r5dlz1rKgrQYPPym1XqlHJU1AplsHcfI5VFzKsuAitONg8YHh7KORVMkM6mhISVhRkg2kN2S0cO49P4sA3529zUDRQ2ecvtPqKywF71a3RD6dSJOvXq09gT5bWtn7PhvnStA5zTDfaUmpDMwS1ipjvzL6gGNAXpDeWExZNLTpnUG/OSm6o0lZzs9p9ULSRM6FnOK6qSqisLeQVU0pkZLzbFm4u3sbsYq4Y5JROn/nxQNNNu7OK8u2YcfBuD7SJFGSsqGIG6k9ACc6sHvCJJrbNS9Y7qgk1nHhoTfqbiz3K+SEeON6hNJLFgWJdR0SC3ds20byEw+9cfTKI0ZrO497n4o2hWZwmgBFU8W0k3Cs7YwBp7RC69Dh2ndGiqbLPjdpyRprwhuB9zEpNzIbQ2/j5sXwhL0uZ96ksN6om7ps5GXBbMx/L/ihCFNTXhQkKviqii/3kAyOK1idzxGot+jdICgcWYMvTr+SUkiIp4D0ZgF8ol5uZDVgkFUIZp1ykzYUEfCO0RAatDh/XVeWVWB9hi4LxYw2YxPDEbMnND/fv43tj1iNeXxaUlSW0oaUEw+DUGLKCV2C4750Q5NOPxOfCU2IUWgPxZUmK9WimdjfiMl8JsyaM2VTNH8ElW2OHzMBubv/j77Q3xEkFopSqDVRm3MznLihGphN69UIyEzlPYY+T2Y2GkhxRNExuYZPPVz3pyzPffBkAO+QVHGJ7l/RiYZPNEdFEQ2k92brjgOz1BJNkZElfu7vfiZQcU1hxy2BK7u/QcqYT6TO5MAmcq7zWG7jKTkIWo7OwHRwc5oXmAG2klOaZjz+VDodNiYyMKNfiM+JyH42bMgEpePvf/AP/q/47u/+958QGwgJxe/4ju94IpOoRLPkjW5y00G9BdeaNAJBD0lDJ5qtRGc1AX/6DtwuI1PFZiZd0RwqT4mOvZFYRCXE53UPzisTbXvTBGnRQI/D3KGzV0Ny4t3rTq2DLGeQS0j1WVCVlhQNpYJg1wvFO4/jwvH4ADjb+gysklsJNQgN/eiCcVanp4SpUpZCsRGWzmXFGagm2kMm6ca2LRx2hIxgVu63t1jvzgzrDOu0AiJh2+0pcSwj0LmTIPsOAjltZEpYwSfhWgd9Tk5xSGM6PooyRubFPpACa1aKBvoLxKp8PjFGVAXafmDdse74EhlSkgRTKnFOAmrNdBec4DNTB0ZUjrIovUE9Kt4rmpy1rE+VIjGnnPL0qjCYCNgrqaybc8qDqwl7a2hPjGPw7LySt4w2Z1Rjlag4qIer2+ID9zQNMKCkBZdYlJFCHYPr5V1SKbx13iiaeWc4w8KZrtmgjVDC0RSKCWbAaJxEKYSeeJsrTWh6Z9Z1JQ1nPyrXvSL+imelxCbUDpDKeXWWkhl7Y3/3FQ8PV6o4ljJZwvyl2kDFSVk5p4S0jrrG+a0LJxc2E3w/oF64XPaYL6mybgt9GLKFco6IksvG3ZroEuotjlBdWWTh6HC3Ju7Od2TNDD9QT2QG3oxWO9c2GDirJjx38jTvaNapVp98IZKHNvVuFZOF6gR/1iq63bMtK6M2PnV3QiUHx5+gvVT3aUhkiEJOxirKc7mjSsg7VjzoPSmDL4zWeXUZs8/HObuR1xVf78jDeL5ATg5Z8BQo8mONdTFLUI+WJXN/f0ZzJqVMWRJ3KXHpF05lxXKjWQAQ1gUpBS2xReecqOZcLT8pISaDzTrSGnp9QLeFLBuLDB4fX4YhWH6OtopkZbRKbweFqBSmorhB90r2KTer0Gn0fg1ZQ41qlPmYGveDQmb0ncM00HFNYYDllSQDG428bXg6QdInkMgcmns0Qp/PaFno+5V9v9CWTD6t5G2h2BGmPM6swDrQo8LJrG5OUKbV67wYK6QFtUy3VyDRxFtU0HXhkDP0TFkWaBdWeqwfyzr9EPpT/W5Jxv1pQ1w4eWLwgItSTvdsuSD9yiaD6j0AN9FwlE0Lzs5jj96z+9MznotD3fnc5WA/POhUo7O3gz1Fk/ewThGhaJrBc5mgRweU2gfmwmkPL85qiaMPHmuoAUUVxhmz+jtmFeU2/CZR6j552v2pgiwqTz0Ct36JPqkrN6UQIUcjKEroqE/ut0HtQs7nALOW+MwsjxPUnPtiDr7/zT8Ar2FYIAplUmzaYxw7lUgIRBm9Y5OdELfmlsBAz8r9dmIfg6GJrcg8r4TaIPtDVLWXgh07u0NZzmynM82M0a4RZJeQsWxt0CzioCwB/pzWjbUklmUCczdaWClPYCpJ4/OSh6rMrFr02XgrIgFaTfpafiNW+LDxYyYg/6GM0Sv7y5eku3vqcGrrYWk+xnvQ8VAimQHtCC606gzcJBq6MMdlMGxqZVoEkDYD63A9jMXFk5Amr+mGDotKWMKKgIfV7E365xYU4gRdY55cLHRMekOkByJPhItozvHgYAZd401aRvzNLP4wLL6TT8kfAWcEL8pvIb08Kbyo6ASuI0wXj4f+SaYoATxB5sEscSGn14uAWPz+v/I7/2V+5+/6nbNZJTRMndBAldGfjhneA/LEyX9K+W9KJ0z1lblYv25FmsnJTZWG+M9Nu/op0XB/zQJSpoauz6JCXOtIPAyVPPOH17KObsY7n33BtiZQaLUx2sB6Ci7wNMBBG6rC9XqQUphdnPJC7w0XZcmRuAmZJAupd86nwppOvHx8F68X+n6l1c5pO5Geb7y775SSeZ5WhhaaV9o4WFKmrGcU59n5xE5nlCtug9P9Rl4yL19d6bXN+TgNrHJBrHOXC0kScr/QPbjWWRLtOMjLwiqwLImyZHodUdUwQ814ewllmotURo2Q8rPHQXcjiTJs0B1WFZI4npzmlVe9kzxUK7JCEiWTkZbRETJkXQVJwnJ3ptfBkkKSr7bOsME+HCNR/aauE8+v0+gP13iG+zWk2SSxrcqmitRK9gZVUYy9gfSKH6FOlE4JLSvc1ExyA+sROUjMrhn/s2TINGRTiiZKWjFzzuXE3jL7MTBxxCr3W2FROOdEG5PnmbcwOCHQ/ZBTM8Q63YWkUJbCfT+4k062QW0Njp2clDWvnE/P8O3EY85BUbERJf62s2wrTuFy7bRjMOQxuJAUOo7VRzw5Fx1sY6eKspxWlnSiORx1oGPQG8h0dtJ+4ClzWpWUCkM05CdRHlunVaND3JsRDqZuxnlZeetcOA+heWz6SY3LXhnuoIMtBaUDU2hXLm3H3NhyizXDGt127HCQsLc+LYV12s7vbUSzo8dae72+YLAz5gJwXu9pPlBXzuMgHY+k5UySjXcvn2W0C9t6opECBTwlRA5ktOD/m3LyHCBKgS/bziwaz/7eQ3L1+XYiJWW0HbUp5zgai4VWdmOQtk/PNSnufWvxvg2QspBLfJ+TGcux42R0DUfeUTtVhbpuHH2wLBrW8IdQzFCTyakuqC7oljmlhXI6zb3FuNYW+5Zn8rKg/cJD3YP7L4KnlX1EVUcFJGU0T4dZN5hqVbKE1KMA5xTgznBHaKSZxDcBWTe2fJqyprDoGsopRMn/6C2k+haj9UFO5wC/3PA+A3IJqmRH2bYTHK+Qy2AhtPhbPfD8jDUrmyiwMsttaCrAjT402OuOpoXTupFk4S1duLZw1DWvaFopayGXEBdQVbREk2K2TJ9IdbKonAxJfPp8Zu+DdSm06lyJPSK5kChkEqfZtIz4LfSInXwX2uhRvXRhoNSbWVKLpv1jGK6RZD+2wTUJywzKb1XJ/TgoLXp2cMglP1FZw7U0BAXGGBySnoDDYgPrYxrWTipocroQiest7hghjbvk0xPLAN4AVCagxvFqBiEWgfjttXJCJKQeuyuvjh23K1tSOlF1zWVjd9C0cNXoYwC4uFGQqAykUJmpJDwNdDmTlkZ3Yb/uOE6XgqQVk4VOhxRNypsqixpDNUzpuiKanyoDeVY4GDWubFlj/Z8GW8xt4b3iljz1/L1fMvv940s6IO9u/J0Xn0HrBTGPBhobWOvTqTgQnoiLZ/PLRFnTRLGRQI/tBu5OecQn/fGZFYlGw6gT2puRXeX3TNxb40IED68R8Sft8mnx7hpoXwTf/sTpReSprB/89Wl9boYxH7jXmD5PzO35Ge5h7T25N5HVeVha28ywxX0i+rfgUm89r4GszqZY1TRD+Bl4EzQHSbGoMANZxmy4sBs6PZsqb7z0iYrY1AVNk7Nt47V2eewjY363Gy98yjTNB1/cnqoCN0RbZnJz+3f0eTq3hcPVZyPuDNonCnzTpY8O8JnazETl7726stVCXoTUFGUh5eAeIp2cO31YKIZYQxkwFpBBaw8gB5Y3+qVyf/eMkQt+eWRxQsfZOkMa1Z2mHUuKXMGvj4xaeWeNMq2WRM6xiCynE/vDS168fCcQaYFlW+m2c1wekdHYTiFn1qXT28B2RRls61vkXBjj4Lg+0MYVs4WUSgQQ3edCvZJKw2qPx0IEvPH4GKjsQ3NyKeQVVD2UWGrnwHk1KqsG/UVlh8rM6GJuyegs05LeRDmfPoVqpg3nehxBJSLR7IElgcmV9a0zzU9casd6uNc5wVEtCYre0xLY5OJaNi4ejWvr6TkI7O2gnFYwwVXR8UhCYVkpN5k7y9G0lWYVbJZeXRLNCLvsMZ0lWyhZJDXu78840EY4RJ6WRLJETxvqypaVN8vRt3GpnbYPzDWWBHFO51ME/PnM/vgYnOy7E6cSDnWjd9a70Pl1gd4OaAtFLHoA8oKakvKnMd2oLsj1XWiPdLtSe2egbHfPKHllK7D2g9OqLPoanNCUaLUiKpRUOImGzrIH1UAvV9po0VeSMtYuDHfui5NmX0tBWKfM2tE7w09khBM7a1pYNFGt0RMcXjj2R/aHVzzv9anPQ7mCvaKosZaNknYoJ3IWGhZBcIvG12PfMeucl43ixkqJp3tU1lzI0lnU8TKoafDpE/TRw74nA9KpUpFhnNKJE4o2ZW8PeOrY+jz2hd5oGJ+5vGQTI4/Lk9SuzMrpbh28Uy7voOXEkEBCj16p42DLiaUsnNJGGg2kY7ZDTpy+7MvxtHElmnV1f2Brg5OAFKFrASR6E9zpQHuoCLCVheJrVE7bld7nGjha0NG8Y7LSWSOA9ELKsHooZpASYbqg8efYyVqeeoeaOYd5qDCNEcZPvVL6wDwoeKlkmgUNq06U0d3jWtsAg6UUFh4RSwwzeh/knMn5RMkahjfu3MvGkJ1r7xzXV5hDQcleWWwGRJqDvzwDehnjicVhc8+4hU5LTuiQCMJaZyxnUs7hBSAp9iKLvo1y2ijL7G8wY1jwirdUaHZFe2dLSirPov9ChI7RjVkBeINa4oP+8pF+HHRrPIhAWtGe2EfsQ2dVqsGlDfpwnudAbNtI2BYGRObOqOEIGj1rsZZmG5ScGTai6rc3tFUurSPbia2sNIfkCe0NazU0w00pFs7AHTgveS57zhCnaezPvR5BOZSQc4yG1DM6K/jdgoK7uFFyBjU8ZVrrkRjkQpKVCuSsqA+MwTKBTK8P5EALeWzhYeCmrCJUM66tY9ZpZArRuHvUHaaLr/XEGBb9BMnp/UonYhtNBW+xzy7bdkMYY1gPB90y5bLnmv/meJItnYBkrxHvpPJJQP6Rw13pLOgxUMngwRN68eIFn/rU29Gk6HPDEaIc2Ue4d80gG3eKOMMdH7MLO2WERJZAYvQNAofcgm4n9GYnTUNv75gZVLA6/Kk50z0QXSFK+YEQj1nCnWUkAdepgymKp4S7RMlvNo/61K21N8/ltu9PTrGP2fCBzkDzFty/5ohLCsOaaH6dWfYMnM3AW0zQp5DCb7btM4DHCW43iN/47oAI5rcrNoNfn+fqhrviMjvMJ1p+A8tfX+WpIe9xPSUOMBH4ieSJPiHiTshqjadrMmFyB/c+OwDmOc2kq7vNhy2O//LF56JsJRcuntERycGz08K6nRmtcfQHrpeBmQArUh8ZXLD+QLAUdlRO7Mcr9ocX7DW6xuU4aHvh1b6G5uqa0MVZhtIfX0BeWXWjpMxDu3IZOyVHWW30xiIn3Bt+OYJqlBdGDzk+gNEHiyjQwpBDnevls7hVHKGPK5qg1p2QjntEOry4BIVHUyHvmSRK8rBSLmvhcnnBq8sjkgv3acGbkRxOOfjuzYxNhQdvpKPy1lvPeXb/ZcGP7YOH6wPXFxeO6ixlQdPAdae+e4SufT8o3rChyPk5WwKzcIxLtmOsmMGqRk5lJtcnTs/vURtRkcgbjxbKFSKCFGfkwWgGCr2HfOGpbIguuHXSMDTf5tdMltslJOLGCPm85URKC71Gta2s0dDWj0fSaKiMaHRLwmNzHi9XGAdSEmUJt8LWWqBY+jo4X7Ki28p5Ldjo7I8XXu6VmlIYzMhAc5STW+uxZkg0ErqE1fXC4Gorj17Cqc8r94si0wxH2sF2dyKxMsx5vD6S1SnbQjsGXSB7p6SN9f5tzHw2ugPSqMdBvVSKBM2htZAze7kPBsrdKXNOA2XnOhy3jf0I+ch4Ro9YZ3pjTRW0IDoQXehW8dbprWHeZxleYAT1S0iBqu6PWCksSVAfiEWiUnDEOkokAcv5DBibLjCcVY1+DESFXE5hyFKEZz/ua7iOzlqE1W/Uxhy9d925HIOSTxSMPhpqnba/Crk4JTTPrdM989gurDmTFxhzj6iALm+R2gOXsUMXjj7XIXGwwuLQr+9wvHpBcedS7klDaexsCOl0QtxpU+JTc2E/rozWKPdvcz6fIsg1Z29GSlE1kZzoY4R7pQ3wgyQwRiR8JSfSsiCSEEkUzZPju2HA3i4R1M3V3jXTcPJxoeQlXGA9lKMkZSRlrFWu7SUqwrI94/H6ELz5ufwGerqjKbEtZ3zA5gJ5o1lIPqaZXA7JqJa5r1nQrZIi5Z69N0iFrRSyH4F6ioZbZCrcDGDWUB+PykndseuV5iEE4B6vcVzpbcdefo62riF32A90PYU5jAm0uwhIj0eypaCFSIJuFBxfF4TEmhxPjYqhFhruPSlalrjmIvTjCDnKWbl4fHzJdrpHLKPdOI0KuXDFGKOTdUVkZVFIxxVjsG0Le72yX68kAjArDDrw6CtCYowoyl969AssayYdgzUnlEQX6OgUOTB8P0gSlc7WHd9WTmskYOZOyQK9USCUTPrOvgcyvSxXyrqS1jsuFpLAiwjFHY4HRJQx+7NCVjM47UIg/obQrXFOt5hHaddX2MNOTQkvgp/O7MM49oPVR9CBk5LSihRl1ROJHkpUomCDbsqQjQb0/sAzjWObRKVeRZ7OQzRDEchRqWLMOfWG/ng/Yt1PtyRrvjae1HE+fHxJB+TJjWejM3rnGCHxVRA+0yuf+Xt/Nx4kJioMPKGhb5RgYk8OrqDfKA/y2jXq9muT8IHcGNZP9I7bsZxbLOhya/KcP5+fc/v8p2jxaczPmpHp09n6LVO7Bbc2S1S3I99+OrvK3jib+McHEbobPhw8cOe1Tqi/RvJdng4kTzQSf+OYcf46z/m10k98V53c0zddOCM49jcuwfslxXg6xg1ieArPb3ryb169J766vPmbcz/wp0aY2zmFrGV8n1s2fKMaQdA2vuLLN/pjpe3GMRpN4KiP+KsXOIP2WGHZWNY7tkUQKXQWvFtUHw5IUvEM92vm/OxTmGeG1miQGorkjbysMPagfZwL3ZzRhX69sHkine/I14NuB1aUfrxAtZCTMerBvgvdAzkRG/iolLJwvT4QqcIAHyjK4zufw71BuWcsJ6429blV6GPQ+0GSCExEFG9GSSvL3RlrjUMC/T3fbzN5K3grjP1KRlmWlUKhSWe8+8jDNSyNycpiB7Xt2MMrWsmsp42+Vy7uuO4wwiluJMPfhfTsbWR7xkDx6wOqG6e3P8WaCz1F6X6RE9epEe1SYBy0vZFRtvMZy6HqAZ1ar4y24yK8qC9pVEYd5BeZddtIyxbTLTuZUObIWjjqhXZ9lzWtc46GzXQfg72GckbR2fAtgGvcUzd87Ix68DB5tywLpUQyIUVZc2J54uUmLtcLtR64BVfxtG4sy2kea5CScrnuHMdgyZXLq1d4OyBn0vosZn+9cm0JsgFhtiSSpwtfoPHDwsEvScW8MzQhvfHqs38vmsY9VDo8Jfb9igiktLLXMXtQjF2jafQ0coAGdZDHQlMHVbbTmWVZOS5XwEkSevHHtVJb41L77N1xBoOUE8/LxhiZ0aB1ZRiYZ3T9co6U0XTmWq9Ia9xNVYbjGIGDy0LJC7KeaOb0/UrvldpDv1t7hsks7hIKPzvLdOyDW7l01RPPzstTP08BTm4c7QWusXpkBNqVbp2qd+y60MxgOu8CnEam5k/x+Pg5+vGA2WArmWfnUHNw3RBNdJzH68710gBhrCunBOVmhOLhOni/nelloTDgeKDJYHhofItm7pZEqzv9GCwlIykMWpxPMTzkK9UH5xRNmG0cUYXtt6bt4HXXdqXoQpnfY9jg6Bc6cIhyg6QUKBoqMobzUIMC83j5DO5G1sJWtmgolQTb3ay0QrOg/5EKKgu53JGz0/YX9Hbh6DtHWuhSGT2Ugs7r/RO9J2Q0B0miVysRTX2jRcJdrQYthI7tO9YaDy//NnfTNNDM6fuFNt7Fx6DYCjNB8foi5mCtJHYSwqjX+JyUo8cGYfQr48GR5Y5czgF+7HUaWMExrrG1pESflb+h4NvKfrxC3WnHI8+XZ0jr0XiYwrsgGdT2ks9eDpJncm34S+fICd0yqo6Y0GtjKRurDJJdMMsMh23JnHNCKBTNVDtYrbFl4doawwdDo8fAcgrnW6D3oLNYC9nful/YRbEWiUQfnZwybRQ8ZfaXO5KN8mwhpYzUTp+NnfZ4sM4nLpWFnBNXpodKP6i9TYxNGcsSa9cY1IdXuEf1fL8OLJ0ZlpDmrCVFdTyv0y1bwk14xM6ukx6kZHpvDDP8aOwuIJnDjcyk6xhkCcRc+hVGfXL+hBZUucn9r5dKSHSAzGC8pOgr/LjxJR2QMxsbUl5Zz4Qd99FC0eS4ziBuIHTWu3tKuUdyiQBcErvB5fHCsR8gg9N55XR3j7rhdvAsK1kCpbwhAyktlGXl5YtrNAjkjEuI6OfuXIbxOCKjfC6F2juP+wUdxkqjIrDdkdeNu7d+AqpwtErHKKcTWSxK7eaMfY/y7P2ZMQbLcQknMHuktsG2rWhSrgeU5Y7DwWpDxZDLO1Q0FqPhuBjb3YmB8Hh5FW5gU21/58TeQdRJ5zMrTu4jNL2zTlmnwZd/+sRdShz7zjAn5zPLcqbkhGri2l9wtMq2g6TE+f75tAHu1CFcW3BO78Updxl0MKQgmhkd6rgg7mS3UMpIxueuV6o5i0z3Ss+hEJCcLDf9+EIqGyYrh11p+wtsRGCZMxQ5BYdOo5zlvdMfX0bzrGdEF3TcUT93wazTu+GjhdbvdUSTXe0sMtCUkfKSUaaSg6zB5ZzXIG0Lwxv7w2dpNZRSVBZkSieNsnDdBzaUtCT8ckWTITIYJuTh9Md3o3lKQ/kBG5hEk4v3A1VhWVLQgSqxSdcL1xefQYaQlnuqO0KKsq4tqHacR7I4RuUqg350VIjrqQt23sIkph7US+MYFyQNaM9hHJgPFlZsr2wJ8vmebo267zxcXsHDZ4EEWuLzpOOsFDWybOR+kH1HegrziGEcVRnekX7l8cWVdL6yrAXbX9AXgAtjyRiJF7WSbWHZ3opSs3fGuNDaQZbEwztOUqHkM0sSjuMKtdLduV4q1+Lk0xJmN8cJ2glJgtbEq3Zh2BENPPM6RyNPQkcJSpwLViLo7ArmodUu3kPHmVDY2aej3uhhgLMsZ7x7uOrloK4NDwS8WzTJ5VKQkWm10i6fQa1T1kK1zOW60/sIWT/30Ez3xLqFZrlowovSHh8QTeQsqBy0ftDFo7egG68er7y8vMQZ4VhXwzY6KRQ1PBc8lag2EBSdUgpvLcpDq5w1UUfj1cXpeSEvK7qeOL91T7cetujHdTabKUtZgY7eFfa6EHmUkdZTuMK2Tq1TwchBs5DSggJpydgYPL56hTejtsFnssczLBJJo2eogh+do3YcwXpwZ7MYkibFyAM5TRLcXc2ACNsS2unmMyGBUPEhgIosz0lrPKNmTj8GVh3VwlIPKMvEJwbsO5qvmM2A5PypUGcYNiurxqWBy3MsCXu5o7WdJTlGoR5ObRdUolm+O1xaSJGKCnZcsLYjQqDz6SB7CZ+E2mjXUDhyD7rlMtftwwblvIEol8uFy37FPJq9JSVyUkpJLHcbh9VpJATORsfptcXepgqjcrz7Tlz/9cRCIbtge6CJ1g6uJZGyo8nQ9UTKgkum47Rrx3ynLJEwiyR6l6B91Qu7N1JWki6wbOx7UGeSRtWk++DF9R16v1JSmuCUTpna6QXSr6HhToX+iv4wwSOW0E1PBU/P0be+LAJKd/r1HXJZOexCf3wka0ZKhpyp/cCkYDnACrHB9d2/zWhRrfVuEQOsKzYGjKCCyn6h5AQMlmef4pyVyzW41/0+1IXqMNqLz3HUR6w5R2+wrJzLEhWm/Yg9fVfScs9azqSeaO6UBItXfPSomu+Vrd/YAAmrjVfvvMuxnAmcfJAYSAkX31ImWToVrkdlNw1Z3SMa1bFIRgTQu8z5vJIJKdRWK/7yJdt5g9pQlFUU2c7k08YY4b/R2iDRMQkJ6HGEeot1m4DMiJ40Eut2QkV5fPVI/XufAY/eLPKZBQlZXoy9Dx7HwFoLxsBT9fFKHw0/Bp6UPnaknGk9FHqmvgrd+6yEVpL3oGVV0CSzkgnUwbAbzWaCiCrodEr+uPFjRof8hzK+7md9vX/Xn/iT9OGk1FmXEtSVtmPHFcXJSdHzW5GJashaSc6kMaiTr727cb8oZzPWESSG1i5xU6dMUnenb8+RcgYR6uWBOmqI0nsnNUNlY5+o/MM4MI2FWEyCi5oSvTaOelC7UbZPUXKhH1cUQ3JGp7WsL0byTj4/Zz2v1FYZs2nQEeRyRY6XUK+4Gacv/0mhyapKXhfs8ne4Gjgr1i8k78iykZYVH5UjhSyZt0fqOGF1sO+PoJ11KzQ0AvI1yoKNe56vYXbg/eBSL/QuLFpYkrOWBVhiAz0a2TunkkCczqC6opLwFlxgLxVdN0w67g3xQi4Lp+dvIb6yH1eO62eolweSZZKE7rAotHHQe6WkJZpnPfThU1au9QFvV0q+Zzk9hy4sZQPNDOv4MEY3FjMurdFskIimxDwakgqsW5TVUxjiKINhwUksLoiGRFdZBfKZTEjnkVJw8vsDre0goRSRxsFIii4Lwxx6x3skGLQRtry1QRtkgaR3VFGKgDHCSGMRhkdAptJxJnI5gNMZzHnllbycOZ3vYAglZxSNBajtJOu4Dx5be5LidAPqwWqCp4ULIU3prYNmynIKiasRusjqYWuezzmc5vRmBd2wxwuDe5wFGY5uTl42kMG6BK9XU6FLYVgFc6ScycuJsjfq9RXDCpRwF6wiaDFwxe3K3q+oC8/zW2SETkYXoawbWRWrF8xbFK8lhyxeKqFxXg/S3Ym8rKG2c1zQJOSU8RFNV6RE0mWigQnF0ATNKt0bSQRVJy0ry3oiaUYHjKNO9zvI6ymaHX2w75XRPVz67KCN4BNLUrwrtQ0gcXf3Fn04qwUWad7J64aXEpUVCbMfXQRNW1DLXj1iOdPHYNVEEUXdGDnk645eX/fEmKFHpXgofeS8sUg08XZxsh2BwlpmuJAWJcmgjQp5JfbucFn0vFCvj2gHS4Vqg6wFS7d54Ehy7vKZuy//yqcKXB9G6kEl8VHxUTHp6LKSCDUQd2heoRriPd5LRhXGtnC1qXqVMzag1LkRjGjG3wq4N7JEz81wIugbgRbndlCWqOoEshgOhP3xAmMgpxPjGAzNOAN6C33ovUeCa46vhd5HlP3vFsgbXg9k30mthXKFSygMqWIqJFKYwQhoAc0JUmZ9/iz2p1t/03CaBbWvtxauh1lJSdDekGPQayWrUnSgJfEwBnUEB1xx+nEw+uTIq9DaQRpRpo/yfQ4aHbH3jUH0FJUFSwd5Ce3+aRwRfNw1QAHtgyTR0K2ykCW+i5ZCWlakRulffPpueOc4DszA1DHrqAZT3cUjWRnRrF/bhWYdWTeK52jRTLfG+/ZEHdKxo+asC9EkOemLow+KrMDCqTwn5cK+nri4I/XKaTlxXk8oicvVJn1hrn/9IGeh2wO9N1ISfCm4ZPzhBTKcnAMRLiMxuII3enO6GVVs0qUyR06MLtNDw2E4ooXz6YRjvDxe0nuPXih3rEZfVpZMzxHDLKlwlHC91b7RjwfEC9v2jL6/ohMKZIyO9sp5K7hBSYqUTHPj+u5L+nC2ciblhFjFPGO9IXHTQSyofXagJQQbtBS0nNC8kLaCLkqX6R7sQQ29PF5wgtrXeyDWoontrXuWUwnQy8Gaz/42x1t4BNRhmDWGhrdIPt+x5o2tRA9E3R85jh3NwnJaWJYNb461I9DvYPNRUqF7p9Ud64OLVOqxwwHntz7F6XzHaA2jc6kXWt3D5XrSZ2UHry38ACREOHJW0rLSJ41YT6EE9vzuLbJkRh+M2vnan/FTviR0yL/gMazxdz/311HdsHol9cwdgyxOKSe6Cjau9Heu9MknUh9PGZu6sGZFGLykshDKAnq6w3rFLg+IrKhGg0P1FzceCUZGygqaQ0/YDlwfsASLpmh0dGe0TkqZS4uueLtcAKceOy/efQdlZYizricWgVRWvCT81c62TG7sfrPWDgnGnFcQx8sdvtxjXLHSsSNcJe1QnIWuyjkrms7BRfbM1hwdwqsBD68+R6+PtJQRqxEgLIXLiyskyCpIVXqH6/gsnztGZMdjSkP2aHA9S0J1sJTCsMHVOqMNkguelCYNG0bWFl38JEiNoymSEskMkcT9egoepQjdDGGQaidZWHzX7RFGJ48Ds4PuBfGCtQOXhglggk1/8P7yM2RNZF3CTMMjzFJRTJ1j9EDPcHSELf1owYHXFA2kXTc4R0C/N4NeeX5SejvoD0JZ3mW1AVxpJtgQ1rEx8kpZnWahEd/7QZEjkgcPjqHoHgmYdEbKmA5cjNwuYOHC6J5pzemPYdGcJJPGgkpsRiN1/OERxzBxjlxp7zwGn5I+q0FBsdpKoVDwtJHWzJ1k/Lyyt0cu9Uq/PuBDwRvDnGQrbXQOSfR2YdGBaKa74lfgsYZNu2TWsmB5xfQUVtOjUy6d6+URuPKoypDMcl4oS8EPI0lBWmZ0pbJw+JnjWqFl2nKHdyjNeV6U5M/Ii9HsYOcAnFbfxV91lrxQyolqEg2cNZKobp2ehYvtsHfKaeUkC801ms2OGjScBKUkiiwhVeZOIkdJWkJWNS0ldIbFeNE/x8WEPiqaT9hsHrduWD/waw3NeBeOo2H9GkGPFEbvpG4USqDzNN61v8UYjSUbSRbcwgBkqDAkM3KiqJJUyGkaWRBlahnwonVQJ51PQakbAuasch/WAL1zOSq6LlNXvXFMit5SVtSCclX7QfdBRdhKQpeV3pz9ETB4aA9BkPPB0RpVQopPvOEjlBo0CebCZ48dT/9ldMvLwt1yxqySUXxUBj0a5ko4sIpnimQWCb+IhKOrYKNi4wgd5xRB9iKF2ip72xGd/SVFOTSaHg1F8oonxRh0kem8nEMmtYN1p7UaShnVybLQU4IkJF1CGnSE0la4gCpiAt4D8baBrstMriwC0GXDRKANVG8KVx4OvN2jKU+jKV1N2BaBBEN0ykRCEwPxqGBE7h483jFANgYLTeSJjjTGzlIW1pLQ7mxZnszcZDi97hyEq+S2hmHMotPzYhBoqEfjtEkgySqClUr1AyUDMpV1ApWsN7ZgIhyAGXguWLcwXUGQ5ohHE+gwQzPoUkiu9FxuZICgdqpCG3iD+zRIU/5WfOBWObozcmJ4J/eOpQ2XhOiB6krqURVOuU2p3AdWDzWwjYT1xGNROglPQTUTc3yvJHESArPhMM+EwymoRsOfuYHsDAQ1kFJJSRHJdFFafYmivPSYu3Vkmu6oOHnUSRFdEBvTLGoEDV4TbkaRQpXE4ZVHOn0EwCOiZA/jNQ2iBshA1jOGMAaxTuXOtVbcGyUF2usiHK2yTHMzAZoZ0pVMNDm2YQzJMAJVFlHoAslopEgmM6F+1EI6OicwMnvvuAx8hM788JD2TFLwKXU7+jT7G47sR1y/HFztooIvodGfWVkEzCM+AzifMstdodeDfYSsZ9aoijJ6aNnnSETcjSuB1I/9wv6D/UnWUUxQhI08hTxSKLAsC1lBSHGfSuE653X1SmudYQ1BWXKO/jSrIf/8MeNLOiD3Wkl/8wewElqXuwuXHk6MWVbUM+51st+Y3FJHn8j7QpMMHpJLysDSgq+PJB2oJzxd8SEMU9YGyUY0I0lHc6ejWCmM5JAd2TukStGVRVeGCHs9EN+na50FInt27slsJYMWuk0ZKKuUHmogoy88igXKJsKwSA7Ue1h7a6JbUB3e+dy7KIRlex3QOkkTj6eCmNGJcssZDx10C7F+6501LYgO7umMly30WS2c+JDQbl5bNIlahrQk1Bde9MGL/cphTkkDx1nJnObC3Cb3dPFYDFKaTbYpmlK3FmWkJJk2dna7kvTmNKqoFrpoNGCIgQp9HLgQjbEceI6mmtGUAXgPLmVoEiRKysgI9ZCUowxndJoJowSCXNvAvLxunrVApuxuQRah9M6aE90HI8FnjgYjXDP1MihioYihym6ODw/KgV9IZZmGPcFl76KYOVcNDVgZg8UalhIkZ9hB8z5pOw5lpa5gSThnobadfXQYoCSuXVGJYFwFpBpGx8VJI4NkxAZp7CTfKeKYdJas/E1ClUTEIqEcPZqEPOPtgsvBzRXWurMuii+niRwPhg+MRvdoflkkIfK5QJ0snDdxC4WTdQ2Kx+UhkOWkpJIZLUy7hgR0loaih2APL1AxXo3o3EiaMDrdDrpJuHpacBzVB/gjmhMuORR9UigkiSTydkaLYC3OR/xAZ5Pa6CMQZ6J5CZkl56n/b5JQ6qQiKzJCEnLReH3YI+Q+k8dBswY5kVRRnwYm6sj2DFw4acxjUgRFy3ZPaOQ3fM2hPpEWmjl5DE6SQv7SJTq3NFBDE+U6m8N7Am2d08uOa2yGOoSmr2A47sLITvVH1MM1lh5zpA9Q17ABXzKrFFB4FPC+M641Gg4VbCKmTQatjNmw0dEUXWWqgDptQNODozldOu6Vd646Nb6BrJTljDW7dR5O9Mo4pZAddFlC117CDbBbJvVYr5JNFz9VPC94ziyutAGHgXij9Au4kUxmL5FhquwmDK2htCBh5IRo6DQPSNPwzWePjPuUtG2ZRqzF0MGFXAXxQUsDtnvSWElZkdVQDSTSp8JXXjwqhD0xjgPovLo4ZtB6oMdInOMwp6thHqZewoj+lyXjRak9EoIs0xm6gTdj4IzlhKVMmupcKgNPIZdYrimaYRPx3V3CGdkaXT2kf8lkDK+w6sIq0aDsN+WNo+EDPE+ZwhGB9ZBE81Bg0tTCI0IgyUqSQWqRKHaP5CsR1VPRmWjZgG68KyCE0ZgTvgiiiS2Fo614pV6DAilyBVeKznW8d8waOkIRzFdh0AMEyjcZ3UiMu9/6vKZHyRDKtIkWFaqlSBrcQ0zHRlwr7/EcSkihhulNAEujNbIAyXCNylbSjo+DZB0kh4iDBUI/PBRcTCKALiasI+R2XeN+dqBqNN8nDcUTvwpGAkuIhAwn5ozZPBo9cQMLgiwprbGteQ9lci3Y1JUXSQFS+RLrvEMIM4LURE4ZZAWNJGr6f+Pok/mgaMdGJBrNjKFLOINqIvvA7cBqiz21SABFPUGOPbxpRlDUEw2jkZF3QsxiWNDHNs2ciAptHuMpMFaLvhxzwX3hbIDsod0uSpOOu3J4AJQOjNHCsZaBTyEEc2AcIJA0R8KgLWh2CuJ5vucTDvlHDimF8daPI65YNEtZSXRXuhsnVlISquZoXkPRfrBLY/UI9rI1kgASaAfNpr6yMCQcF90ysiyM7Y57hORBA+gWZcw8BosDB4yR8JNyeKf6q9kkWcgp4UunS6aa4WygRk8CI5oR+hjTmCdKXtYNrs5oId+XcmYpGY/dkQahNDPAbKAeyGApQrUeC3QtiORYeKSx5w1Gxm2gJmieLUse/xaryHqPMVCDPJFAuTXAaiatJ8SF5Ty4ez64oqQClx7OelmcdVk450IRJ6cFqwK9My4d64EQiERCoRINipfLHtbPkqCPkDzSOtFFAhXOd7hulO2MmTFap2SFDMMbbcSipDmzzaZV2xR9K7Shq0cDmquzlUQ+JU4mmK10E9YMi3e096ASmYU73mEsJFonjFJYuTfhQmdIoS3PQiJTa4CCJWgGuwmtnFnP5zCR8U5vlYYh7qScSO0UqgrMgGwNI5khTvXLrDYkYONROhe/oDnoVXL/jJID2V1ThhR0m9WVMo6Q0ZSB9cYxdi5EOXFPwa1MIyoEOS+RMG5rcCj7Hc13jiMsma1aKDWkjOqglETzzLAwM8JHVKCGksWmNXF0ttfhdAuSSXPjMnbMhDQEtzCsSHlhEUUId9OUFPNB7vaadziMgrFJeA50Xdk0A2G2ktxYciW541KCetCcclSKBmJWR4hrCmB5IZ2V3kOFyMwYDl1CXDO5TWvlKD/r6EgKmciEI2VFR0MGmIcTX1meo+sKvkeiIDp5CooMQmv4dKbkBU3B9609pBM1r6hVNuLnNiLZcVnpZUMNdDQSgyVp8HJHD4ChJNobUq+izkVigwkpuB40pFFhOQUqqDcEOpQsxrpiOdF6ojfYaegyyDooDk06qYSdeXNlWQrnnOmaGSPmU/dOHUaXE0kWshuda3gqiNNckAquYeihDo0OGs1lhyk+LHjF4mQZQVvxgqBkv4OsaFIsTzlVifUwm9FNAtN1hWFc3cKjgZCINBFyWkhTRtCJ0rmp0+hYM5wWNK+SQtpUB2PAcKFIppAwjOZTotUT/bjgdkFblPXDlCxEAIosESDLwQLk270TQGdo4WE54oDIYBVBLVOAZVHcp025BA0yDX3i+XYXbBWGV5BINlyiERCCQtKGB2XFw0jOU3Cy2xH6z6Uoi4XZGeYx1/KAJAy3qD76SsrLBFE0uMxidDNOIyqqfSTEAlVH00SSDe/B5Q8VlYONPt2jg9JhwyNIlBFAkBuENRI0J3tmyfe4JFgWnjHAz1FFIIQIsiyQndEGbiOaDWmIjXA1FsFHR1PGh1FTZkiKPTxtdCGqpCKhqliiTydNyb5EyDIWYSaaiZY6noyMoG0nb4kkxqIrmlZo4QZ9eMZkQ0o0kopGxSVpR3MkARkoCsu4UGShz6Cy94OiTpl4UbFrrGBeZ9U/nFGbAOkECHV/IKWQCLVhjGEMoqICgqSM4yzqqAV6LB79d6mHypC4RwItR5zY1OTX1kg5XIJbb6Ga09fp6t3imRVDlhRNttNMkZyQtCICvXVqNZolummASKmjywROqoIIySoD4eI2vRwKKm9hKeMqNBN2l6Di9MFDAtFnkDLJJjVLjYMSCaiHOZiPHr2Co4ZohDdclqn6FrGC0imiNJ8VNgh53I8ZX9IB+XY687O/4b8FsyQc8tjBM6rTEnUAnjZGb1i9MmxltzYD+EQfFQbYrcyCBwLQo3Tp0+ynpEiOFKGIxySy0EdNkzdX+6BVD31bm0iYGNJ8LuGhklI8ITbCwrqGgdBiTp7n3sRJruSkQa+RQNXVHWsd2x0KpJzQlFnSbTMMbdekztvbp1Hf4lwIJO0Ye0g7KpBj00/rQp3OGj0VPHcEI5dTUCAMRL8surMvD+CdfnROmig2+LK00IcHl3bZ6OuG2IJrDnQ6hY5yTkF3kCLk84lt2UI1McFaVtoYjNGozUDCjtrtiEZTKYgri4ZjaOudPuUcH9oevOsE9BYotwuHw0mVfbRo/C0LAwsOqsSGftFMKgvmnaIlrOs9kNXNB32ENXBVMA2lGXVlSSvdoR+V7eER00QpQsqZNg7MG6KKKlgzanP88VXYam8b693z0L7HaLaz5My6nFBKSHVan5LAivvzSBAb2KXy9lpY8x1JFlrfWZaN87JQ+mN0racUpjwJvNwFZcA6w6Fqoh/B3fatzK77SC7FQXtj5DC8UM1Rpbk8Bp1hgCnQjqcml+ax4SfL0y00jkfaYMps4cZbqoiFtFcqCzpGKIuoYAm0d5xM704dlwhehrM63C2w+sBGQBUlBzqVUtiwSwr0s7aQSlt1IuQmE3WLZ1ZEpqpVIHMR+EAuS1h9R0aEt1ioJYXqyZgGHmBhUpQLum204zEaqqaV/RCli6N5I2k48/qw4Mx6NCULSrWKpIKKUFsNak2KZ1P1QMOPEgTaIqQxSDjolZQGkiV45Ri9G3U4koyRJwXAI6H3KSktN9Mtd8xP6PqMZdmQJZanasLRD4SOaWb4oKQIwO7Oz6LhOm/B+ZyoKqVwVzR0yoeHHJkFhQIPCVmTxloSa864Sxh2pKlqIRo8Tashk9gPbAxqr9QRalVmTtLgu2f1oIqYYWKYB40Oj4ZkFWf4YCmJRW3qPgtNVqQItV45jk6eClEpCeZLNHQNwzQ46ypB4RE06BJjyoICSTy0sjVFL5IE6SKljMoWtCQb9BbX+/Y9TZSLzabHEQl5IL2DboNznmpUTjy/OVHKHadyjvs4elSZPBLJIkpON41wp1v8bs7hdOutRaVLJNweU2L0QasDL5lx1EB5LegXoQZSGNnx5nTbQ48/Z/Z6c78UTBrZQxknb2vQipSoek7TFW8eFU005PQ8SOqCRUJtsT+bynQwVRyjWeXSjaKzUdOMZV3wZaFLiB6YR0J1LneITEMcXemiPLYLzTurCktRqhvtCL38JZeQN7ZwGtZJHVK1WWkytBysecFE6C3Q3pQF7YOjZ5o7dXR0QBMlJ9CS0SZ0GktannoGdL1HdQWZCZZ6rGs+KWZJSDjrWlBJbEUxN7obLy4vOYYFxSKdSCKci6LDOfpgiIYV/KLYMGrdGT7pitVRbyxJyEJQ11ipLczGfDjrKmR07oFx39rYab0y+hUwhsf+6rMqbc3Q4wrSpxkUZFWWpDE3RDHtaDrhrKhk1BpJG1pDDMOkkNYVzxkfcFpW3OF66bRaQ2YRY9XwSKE6+MA1YTY4tjMNsFbZParJQTe57dewKPS6T8WXWH+TGGIJ18RAwzV2AjMh8OC0FqyJ4aBpRcRpezicOgmG0muYdimQ/z4R95d0QJ5T4iu+7FOwb08mDcNCAsmH0a+XyIS04Bm8hAIEeYmGqOPgSXbefSLlb5QkZsNsLhnJEYc099jgU0Ym1eJNUUVv0UQVUyyaW8SA7mg6cVruSDq1xdVx70xRPvx6wVvjMpwWOnRgThJhvV8QgpM+hqMlSobvTdic/hCLieuNBxcn1kc4errfSmlRvlQxfETpvhvI24X1VMhLwb0zbEfTLE9Z6LXu0pFhYMZduaObU2cTWZTfnZ6VQ+KheaZ3FAkOoE597T4sOLiq5FJZNDZ7d8XEyUVIeseqG1nP1N54T7Fo3qc2Os0aSZUlFXJZMTMeRtyDPkvB7s6isxtfIph+LkpyMAnprIxgJcXCB9FBX6Nh1NzZbccdskbpcaTEOWX2cY1Ob2vclYQMpUjI71lxukQJ0scIBFoS2YOPehmDOi6U64VhHo2YNuC0IBLIxZ0WOCu2rci2UEqG2rH9CJqF70GpkAwyOJ/uWNdTSG4R2vyPCFOFnHa9oh4Vl5LKNL3yMI5ASDmBCNkTnu/DWKGs9B69FN56NFxNU5l8u17ThppSIhedkpIJobVAuDVH2VBG5zrCfW2R2Dythg9AqBlFH4DMprdZIomGzOGIhEGSpkLKMrnC02DLgWmL3fZ+k7NHxEilxHdMBZ90GJk0D+Z8DePb6RFg0WOiWbAx8DYoKYdjZhIkr6QUyFlv12iy9ZDYNAtEKzYuQ0ui9kYdB+7GbplEDrRWwqhIVWGJgGMrd4xxRFP5aNTRQU6UVChL4bgeDBusp1OYObWKj0bTAAhUNGh6afYbuDF0pz0+UtYtemAISoXuF6xfp/TlTcI1pBqPeAy4W05seY2AysOIZVawwRo6N8ekypJTqL8soWt/cx28rZO9Gja50aIFJ7idPJXdCZpAH7NBcEzZ1OCY7lM2dEmxDjZrmGZEZoAzphZ5CkO3ohmXSMoTKSoqIrHZjkCL063xXATVFDbrIlNarZNLwWzqFc85E3XIWIRPeZvNfB8+3H3a18dIKqT5jLjdpGsN8jYvKnN/+CAqJ/JafhePZ+3Nv98+D4//h4twYhwtJGO1xP0lms0DrA95wzDRC0m820eLTi8LDTlPAco676nM58ehtWkBOj//Jm1rON7H1MLWJ31nABu3SpSHqdmcR5ojyG3dOFqw2EuOngO/faYIqj8ueo6SPO0NoU8+KBr+CvmWUK3lPXK7YwwOO+Ie9uPp95EUiY0FbUU9KhLVFEOphHPxkpQ1hXKTD5uN2k93aUos6xMVJsjIU9VDojrpBojyVc8/RTVnb1NieV5TU2PNEYybDayGSs6iS9BRzOnW5jMyUEmM4ZiWUJ90Rxdh3XLQWi3MlLJAzs8pKnTtyHKeyaZwnQnVKSt+3aMJVlOYAfUxBQbiu3qPXihBg5K5bngd+BJgY5IERbjdnhYPN+Wt6A9ac+ZoUWVljCeZ435E1/a6rbEuwwRI4xkOSuLreZaSkkvce/M1AJtccGvIuMTaqilugOtUVUm4JPIEbXw+n5IEzUvEZRYx180T4uPGl7TKys//xp/vf+4//LN478h69+FvshrZFoKlDFNX9bZoycw6k8y1580LPnnWt3Fzw/TRwgUtfhilGpH3vsednIMbhSZ8HBGYB0Ga24L7xsHDtOj2QPvcFOehdXljQ3Nis3v/MZgTysIWVrZ7phPQez/OIph2c6IbI71+OenToosIZvWNw8ckvfQ93iqJNa2z4TQc3IZ1qjhawiHU8dm8Egy0MIxoM7NN0YQzr13ShLzvO91eG2OE9vH8Wah7xMJUSiGlQHVu73+czm0qwpjlN5Vpi+6D8Xil9x6NtKdtXuRAiw+bFkXu9Msjt/Krm0eAD1g3ZBwECJVnGa4iObEsp6fzcAtzKE2KPobNsOGUZaVMxK5FZwr72EM5IEhLVDNa7zzLG8vtnqynWFTM3nvfNMpsr9p1dolHcoQI63Kieyi4iBR6a6z7dX7ObT5CKctTs9htWVFV8umE5jxNmeZ5vH/m6fvn4ntH7+HWJxJutN4adrSn1/MSwb1u6wwgP/p4o4dSDkAuOs0/IhHXufm9+V4zm7JWUUlS5kL8IYHOxw13x2ulWp3Bannzxdf/N399PURizZEIdsyDEhfGKPH8IJBnQN5a41IvZM1kzaH5PJWXPmyovpYwuwVgNqlaqh98ljrhFPrm8bLmKQe6z+8QDdj6xrM3Wszh2yXTPDc2wqzMpUwaCkGtsI6Kvb4GMwCM408EPCsfuM3u7113bxvoe79IbK7vA09GO8CYlL5QaZFy4uY98J7A9iOup7/PtU9mcPb+z4/vcwuKLVC5D6zHX8AQiextHO9/IUxw3vyutwR19DfO533n+N4vBe0aAY8o5BN8yDP8gV+zN67RLQAm7l3/GIMUTe+7DvN+x6m/b07O/6Q3nG17G7MhcM6wmWw0h/Fh903AR1AQYRamJ2XoPeelQl4+5jp9HuN2TcwtJGIRsr7GRb3Pe+LhbMrch8YwrMee/gQQKFHaHZH4yLZiFutrym/e7/jc0edznSOhFQ0ToDGC0lf7eNPbZq558b1T0icnUSHOqQ+dCfQHPUFeW8ULXmskCNvG6EHV9fn9xjX6bpZTJmfBa4vm/bkfpdOGSLAH0qR9tBqN0TklIO576+PJYVXmuuEtnuFSMjPTBI2erz4gr7PyOZzRIZVI9OYyyJYVZo9A+sD+JK/9CL7AISIfqbLyJR2Q/4Jv/Eb/8//JfxRo9fkjAvIfqWEzuv64hfDN4R4L7vtH+Ja/fpsFZeMpoHsDZXh6T2uvH5iUZtk+FoOQcaqTC77Bm5tQ3vjgDviFj2MEMrd9DCJkbqgoe98ZM5N+Ku3N8XFo0g951MsTivZh1+7p/C7XDyzYIoKpvv65G97jWLJuyOn+KWFTHOnXKIeKxv3VaLqbu9e833+f51Pz63tSL4Hs5FMkmcBlbrbuPuUSQwVESnlvQDhHWLk3sghLWmlWGTPAuE8rJZXJOHljzs3S8u3Y77soyLJ8aBD+Qx0+k02f6NNt08U9dNc/j2EjNuyUfwTm0N9ndJtVrQ/ZxLr3D7zfPQJxmMHvDNx0VqreP26JZ+/9aQ5/1DxOKT0Z2ny+w+eG+qGvcUt45QO/IxrJ1Gj2ntdu1YWUXp/n6Ba8cQvKxe2ZvA1NQs4fsXam8vo5+kK+221NFoX6GP9fzp//79/G6PEs+wQQ0o+RQvQbwNEXO27P3/tH0AE++BmjBYL9Ya992PAJitw+ZPT3ztnbGvL0ucJTwHkb4WWhT58/hgU17Y1rcPtbJO6vDygipBKARZhZvXFckY8EIN7/XNnwp6oeRNDos1r93u9rT2vsDWR4//XoddCnAzHG7CvTqTQyj59vAhZCXnQmrx99zT9uj/x8htcaQNg89/fEJm/8/Idz3Ny6P+68v9jv9XHj4wLyHyMrxQ91OJLlQwOTH/HxhU40kc9rYX//BP6wSSXTZesDP88h5O8JpI/ZBDRryj4C1c/LF3beHzLWtN4M8D5y3ILtJS10C472j9QD8p7hIxAtTe+7Ru9FkeT5KcqROkvQE/3U9+8yiyJLRqyBN9BptztVGpi69B86vtCNfDlPzJFJioc7d/rtlFKCdf3YQ5zSSpLt6d/miWYNQZ7uwQewApFYVD/PYPiLHTJLjZ93Mvsh4/0b1j/IkT8KWRFCPeKLHLcAe1m++Gf1w4aofMFo7hP9KL2XbvBRIy8JlgR8/Hz9YR1vrp3L3Q89+Lw9tze6wY+V8cO4/n6hz18qX9j7Y47CLWSO/OiDGYCb05t9aBD75tAUMoH9fcnk+99z+9Qx7COrAOP23vcAaR8Mst8/UtYnKt4H3/sGUPUhAbSoULY8fRkAmcH+PI7OKkKa2uyf7177xe7J8r416qNikx/O8ferxsIX/71+qONHXUAuIv808HuBrwN+obt/7xuv/SvAP0fM+X/R3f+fH3swTSEn9v+ni/8P65CUwfJsyZ4BY71EgP7mgiT6wxKgf9xQUZb0I/sZT+NWr0vlqafgo0YEvfMfNyrk8jHBw8jQr/HnNt5Et3+EhohQvoiPUNFIoD4Zn4wvpfHJnvBjbnwoOJWE5fNIDkSFsqTXSPeHVALfDIQ1vUF5eR+I0btNxPt9lJhbkC63KlRUjXyi2W8Gkp9vpeD9481kOH3xuf8n44d5/KgLyIH/D/BPAf/mmz8UkZ8F/Cbg64GvBP6siPx0d/9oslr84o/Qaf4oH+X03hJlKiF59h5evH/hAfmY8gZvDtEvCu38IY9bSfl2Dm/+/Yd7pAx6zwfqpJ+MT8Yn45PxyfiHfrxG3eEDfQkf+t4Pf0+ZPPQ3EfsPJAvpvX/X9NE0l0/Gj53xoy4gd/e/BB+a7f4a4I+7+wH8NyLyV4FfCPzn/2DP8MfQePMavx81Hg36PhUDPiaAbTtPAfgbKgcfGMv9P/gAtR+B+gNPzU/wIxOQA7MW+CNz7E/GJ+OT8cn4ZPyoGV8ILeKTYPxLY/wYIrjxVcBff+Pff2P+7JPxIzFuQat/NKcu7L3abMqaDVNpgXL3+k8+zfd+sJntR3S4x7lpnjJh/lqh4JOg+ZPxyfhkfDI+GZ+MT8Y/wPEPJUIuIn8W+Akf8tLvcvc/9UUe+1uBbwX4mq/5mi/mUF/a4//H3p9H27ZlZZ3or49izrnW3uecG5dSQOBpiijwfEkAmQlkmliBaaBmIjwpLNKWT15rEiCFmI1CbZqiFJrVS20PTW0CgYCagO9JqkA2zVSwPeKiIkoqSCGClHHvOXvvteYcRe/vjz7W2vvcKm6AYkjsEe3EPWfvtWY9x/j617/+9dcKyOHVCxcJ0MTlMCefxhe7yaT5X5+kpZ3auY99hOxykpN85d8UO34/7sf9uB/3437cj/vxCuPtEpCb2a/5GXztR4BfeOff7zV+9uJtfznw5QAf8iEf8o7r+fizHcMDm178T0gvBc3aOHvevtpIs8tfzgx1uAXG2qAeHDjn5ZW38VpHL37cYVijnRwR/g0Xp96P+3E/7sf9uB/343680ni7BOQ/w/FXga8WkT+JF3X+EuD/92/3kH6ejzTfemVrvaPHvjPCa7CUPPsGj3EXwJcbZ661Aj9LQH4qoknzW3VRuR/3437cj/txP+7H/fi5Gv/OAXIR+c+B/xF4F+Cvicg/MLOPNrN/LCJfB/wToAG/5606rNyPn924W+h5aiH24vFa/dZfkUX/16jnPh/fvUb8ftyP+3E/7sf9uB9vP+PfOUBuZl8PfP0r/O6PAn/05/aI7gfwc+Mg8rPuFHfrC3s/7sf9uB/3437cj/vx9jLuK9jux9v3uCtleYV23a953DPk9+N+3I/7cT/ux/14Oxz3gPx+vH2PNN1aI5oOl5RXcXZ5tXFu/HMPyO/H/bgf9+N+3I/78fYz/p2TrNyPd8Bxcm9po8lQr+5nbv2lFol3v5N3L/rhvWTlftyP+3E/7sf9uB9vf+MekN+Pt/8ho4um6W23z5NFYsgvBdimbpdYDk//zpR7ucr9uB/3437cj/txP97exj0gvx//bow03/7dXgPTXddbAH8ecus7fj/ux/24H/fjftyP+/F2Mn7eachF5GNE5J+KyPeJyH/9b/t47se/gfFaHF3yAtP+pX/uAvv7cT/ux/24H/fjftyPt4Mh9rN1rng7GiISgX8G/FrgXwLfAXyimf2Tl/v8O7/zO9v7vu/7/twd4P24H/fjftyP+3E/7sf9eIcczz33nJnZy5LhP9/y9x8GfJ+ZfT+AiHwN8JvwZkEvGe/7vu/Lm9/85p/Dw7sf9+N+3I/7cT/ux6uNE1Eob2MBvqmCyNv8vX/Xx11i9R3t3P9dGyLyna/0u59vgPw9gR++8+9/CfwH/zo2/DOdIP5tDC2dJtDC7bFOIqTwMzv2poby2jMppoa8wr7UoGPc3ZxV9V/wVq5zCkh86c9tfPeV9nl3RBGWGKgvc05ZhPDW7m8rIOE1adGbGpspWYTprXQs7WYIvPX9v5WhaoSf4X1+tWGqWGsASErIa+3Ayrino6nT6b6aGeVF2bnpHXAhfVuGtYauG2GZwRq0gsToXv0/F1IsVawV/3uakBAcAJlBCPf37mWGmXEYNq3713iNutlrbrkQ5Dx1Pv1zDBn7PRivKvF7uV3lIMwvesfP52I8XRvfOxllOs07Em47OL+No5tx7E/b2k5ByCIv24dCS0FCQFLCSsGau26FeYIYXxM4VzP6uiK9v2T+lWVBYsTMqLX68UwTVivW7zh8hUCYpp/JKb9No5tRX3TD83oE8/tjQNjvzvPzz3Y9uTvMjKMa9jZggZ/tEIQ5COt47nYx/IzPyVR9Dqv1NfU0kZSQn4N7enf8fAPkb3WIyO8GfjfAe7/3e/sPVaEeAIN88ZJ270WVcgJ9AksI5/lIeOsgvahDvyRCfJnPnn7/SuPVnh0R3+7tZw1TpXRDlkhAUDMakH6GDiPbWzm+p471BK6nV158rCqiRhwTuJUxsQW5XR2mF02k/ZWBup4n4Vd/nDtGHxdzG4vVaWsGdIH9ywD+pzcy3F3ig1f/HNDGwtoA7Uo7BRvAEsP5WahqbKqIwEWMb3W75+3r01Nj70qvSsqBEMN5Xz+TQKyqcuhKFEEEdr1jxRckKxXJiTC/NhBo64qNRTZc7BERysssLASY70HdKw4rxecpKVjvWDfCNCFJQbsDhLtM2TS/FKifgiPsji9/uLUWfdX936CHG/9KzNi0P99XEbA03j+RnxNw8rLHaAa9I+nf7NKmpqgpghBf5dopt7ekmL3ighvvBKovBqQ/kxFKYVbFMLoa+eKC1zoNdPM5ycrqIObOzxV7ar0hJtCNYkrFSY0sIBJfso6+tn0baGcau6gGxYSwbciL1i/DsJuDn+/FBQAyZWgN3cr5czLlp55H6/0Myk4BgB5Xwn7HHBM5OPi32pDeYQDyE1lkZufvG7CqkhFyeoUmdv8ag9VNx3EIoIYCokbOiSPQt0rYCjJN6Loi3deVmBPLPL/tRAq3a67iwUuQF9+Jf3Ojm7HqbYBa1Mhv42PVzfw6bCswMNvLzA9P4TBVKIWQHDUJcsYO/d9gQPLzDZD/CPAL7/z7vcbPzsPMvhz4coAP+ZAPGVe4cEaC2iBMd79ALwdEAjkvFH16whRgH1/5hVOzM5hvGDkIMqaWAJTaWV9hAg5RCDG86sNvBtX0DBRNDapCnNiFTBTh0JWX24OZsa4NM0NeAcxmkUGINMQG8JXAkpaXP99uEAQhOMCWl4Loq2PDDJbJFzJVQ0SQHG7Z7hyfYry1dK/ljC99G3X8LLzM7+6OokqxW1A+h+CTLw7QqxqHF93blyxiqgQEUfOJ7lUm2tOWDKPbbfBU1Whm5+/280R/O+G9tWFmzhrcGb0r3ZRSjaiKmaGtsYvCNDmj+WJWGjx+snENukESn/h0sPYAvRYWEeJuQbcNasXMiMvLPwdP78AXBTNQVeqY3KIIu3HPDt33fWKd5G0ITF58Xap64BAlvipYersfvd6CZoB2dMvPuPd/B7AYkQCYout6+1lTZ0kl+vwm4hah7fgyOxKYL1/9WMygNYgTISes+TWWKTtTXor/fnzURJyhfMmuXlsW5Nj1JRms86PbK/TmgWIYWa0QIc3oAGgssOL72r/KvGCnBZ8RKA8w9tYYtLWv2DiNvexfZf6//XtVo2IvCZwIgSU5EDzzEUGeBr4vM47dr9CJJLq7nzIyF5YS9MJkSnyNDlNqxmEtrC+8cD6+05imzHJ651WhVYROsUBb9my1UcoN0Y7+vPE0+IkipFcBNFo37HhNisGPvymbJA4hMS8zU4w0Nep4HvM8IYhnjUSczc6ZWorzQurgu6bsGb47YJoYaQb0xqydnhI1JRqAwK61lyQD/BgrenMg7Hew36Nb4bgV1qubpz4nQBQIMSI5+bnnjI65+XxNXuY9eaVMsZpjiFwrVhuHEHwtCR5UT60Rze+LqtFywmple3JF2HeSqZ/65YVfr1cA6FYruhXMjJATEiNNFVNjieElWVI7zQ8AKb3Vd/yp7MIrfaY1jqXQwLMgBpt2ttMHxhxEzMg8+z57v83aPX1B/XpOnjkJL1IMqN2uw6fzt1KQ2s7ZJTkdh8iruqFYa9i2IfM85t3XHpD9fAPk3wH8EhH5v+BA/LcCn/RKH1YcCNAbIIgZsR/5kX/xw6zbdovRBzCREPxHd+UW3LKe8NIX6JRGEuQlqR7hNTj4vYZo1E6M1+1B+VfHC3NOZb3csb1N3eTt/J/bbTnofrXi4KeuyQCdgEsrzK+h+Aef/vfpZ36wY/F5GcnKq8hchlLi/PfTtk/bkqc++xqScS+6YXLn7+dDvj1VpnnmnX/BexBTwo5HugTCMqN2+53WG2wFNWMVDxQkBMo03b0SJJFzAHF34c5nYH9OJIDCuq6UruQ5klKiKxybT1haC+GUDRDIeaaNfVWD3joXIRBz5NiVtXdqCMwGlifscEB64WKaCK/CupgaqkPSgNF6p4WIjGPXUijdg9LendETkXOqOI5ztt6daTcIy/yKDGjTRtVKM6Nb5NG0vGrQ9LYOM/u5kWaYjUZYL/pZWpz1tgpdsdbRkB145z1hyhAjev3Ym2b1wtn+U32e4xRMSwBtWFt9MX258zr9rDesNyQsyDS5dGzeOSjTipxoKxF0HYs5J7A75BNmzqie0uljF5saYVmIQyYRxRfHID4nn5p/BRnHbA3EaBI4Gv775jnAGXM2qys2mM1u9ooL6ClAD+JBYu2GHY/nDNorjWNbYbcDgU4jhnArSbkzF/ZtQ0vhIsXbd/NFc+UKaIrALSAPvAb53JjIAk9nXiVAxehtQyZ/h6RW9C4IEkFyftlnOYiw6w0VJez3SB7yE1UHUq1CTD5fHo/Ydk0IiaUbLUTKVmhbcVer3iBGZLdHQqSW4seiSquVsB65SA74mGdU6wj8LsfSciT2QpFAAYIZqxm2bWBGTskJrjvzgYhQR/ChDUop9Ovrs2QBM2S3O7PmSSBthSzQg/irZ0Y1iCN46qrndattG0EVencQJ0KUAdhGgHq6za1V6P0WrC5G7e2p651TRlpD1iO703clIMHnwdM7uKo6eRU9ADYDWqMi6CDN5+wZAnqHHFl2O/qNct2VGgPtsQcN1jsxJ+aLi/P8fZYWjt+L+Pa1bJCzA3LEg7zWkP3+9iRqRUcGNZjBK2TITJX++DGS72QsXm7V7RUON4SBUWS3YzFBT+9lb9612wyTSODR0ySOtTNxusQAccJyOj8n9WUytHdlWhbE35dauRnvzRwCeZmR9CpyLDO0NywEGBIniYGwe3GTwpcfP68AuZk1Efk04G8AEfhzZvaP3/oXFSViCD/6oz/Go0ePeN/3eZ/zZNXNRqDz0sulLwJxcgcAqt2CxThe9AEF6RgyvhjC05OvmoMYAWIM5xflLsCGOwB0pCZ9seKWVRsLxIuP8UUn4Pt+GSb7qe+Na3DSqgWn5TjBT70j6bn94C1gNfzFuqt5DHclKmP/fq5+DnJagO/8/OV04idW/WXPQW/Bv5k9lSkIvPTzT233zsJ5Xmht8HYSfFsvE9DI+J6a8Za3vIWf+lc/yru9x3vSuxLFQI0ejOvWWUJA141JQGNk2xqrNcQUK0oYL78NoHFi+ySJa/WbQQxOxYzjzFNEtZObUEOmNaUcK5oSasbOoJsw5YkQg08gKMTsgKg3tuNK2O2YYnDJkwirwWTGLkb6bmE7rtzURnwFcGxq1K1hx0qaMksYz3WAvZxYiEpVf/uKKtcxEM3Ti9Oyo4uQQ3RAfooHVV8SP5oZdTtQ2oZIoAMafaF6ayqkk8zBr+srnYuiB2eXX5wCv7OhW9D7s/W7P73DaXe7LcvQ+ksYXCv19j0dzJVIwHr1rFbIeCTcXG8+wJQ/0wE7HmnBiDFh1ul9dSmG3E3Be1dcmRLIWPi2qzsHfBuGyjwhEl0L3RUxQ+qNTwl9g+CLUzO/57V1ZACWFgPT4lmY2SpxZDvu7kemCZl3pDh59rEV6BtrqbTeuYj+/NuY/461+gI/zv3FIwwW/aZ1tDfPUtFIKbl96lP3xa/9Vm9IrWJTJtQNJXIQIfTVr3NKYEY7HP1+kEjThUt8RAg7367VipSK9eb3wgy9voEg6CA7ZJpfNtsgfYBEESzcgusgwkUIEJRAQ6fsz/edIMNsEDby0myAmWFXzwNKyIIE/56J0WvxQGmakRiRnLEVdHMQMi0zUxbQcb1bp68HenUAt5WNXhsaA307ULUy50SODpbsuEJMhAcP/DhuOgmjhpk+Mr21daJ2RAJ6WlPKrUSlhsB182OuEs6sfFY968qtrGjdCCGQQkSDEFojDABeu3LcVlAjms/NtVaoldA7SZU4noUQwjlDEXJ+ChgqRu8FEWgitOOBqEq+vEREaK2RBLRVWm2UODLD2lwPPzI+ah48Br/B6JASTmpUEdLlnhQCIc3wMlLCJIKmTN/vzu9kOxwpVzfE1z1DmCb0cHg6pZOiY5jasZAAIQZBUnQiYDtz1WgpLmWMwQOWOzr2u0Ovr7HWCcviz05r2Lq96FPmTf2iMM8zsTViFsQCcbrwALFXqEefco9HwjxImhCQvoEapXuAm4N4AHDn3Z/Kwec0cdwn+TbwAX83wm4BM+YhWY6tvuza89SRr1fYekAun3UCt7VzXcNrGT+vADmAmX0T8E2v5bMB2AeBIJQqHEJiq5XXvdM7YwMEnlhk8Y2/hEV6CZA+AcoTDXs+sFuAd2JpHbs6GH+KYX4Rej4z4Kfv292fc0L+nBH+AP5yIq1e7SK8ZrLvFnyfvmcngWQYZyXyNBgfGPZuJuAVifQBdm8/+6L9nT/22hnKt2bpKSJjkbIz8H96A3eO4hQ7nPYvQjgXuNwy7Wq3AYIAzz7zDD/5Ez9BOdxgtfnEMcACwDbSp3HZkVOki6dJ9Xgg18pkzlKdNNfWK611YvDJQoC6HpEQac04CCzByGUjbCsxZKwWwm6H5IlJBGuNbVPmEEg5U03ptaK1Qwy00s7XRrcNtkIEGBmiFISYkqcOX2WCMnNmVHKgirCc3w9DxyQsMSDLwhKEPUJRpa/rkLn4hFrVXCKjha1ck+ySoJ2buhIkIAIzmbUcUIwlzLRe6Lt0vj9PHVfv5wJVwJkuVY5d2e93pJxf8fMSBHpHa2WrR0SEedr7ItzrbY0BCz0kfz20O+v/CjKcw8gMgEsPopxeLmgIbTA9vblOXJr/iTkzRb8nJ33/eRFMCU4LZhiFnwOQn3SzcwhsXdHakAWWaaKXF2j4tuYA6URCWATJL13s4+R/Tu/OduV/TckDRlH2YoQwYcBNV+ZlTw5CU4OuzL2yAGtXSm3UbUUMAurnkfd+D3uFckS3FToQGrV3JlHmKXDdGtoNwRfQHiK7GFmsUbVhWpnixdN6eTNS30Ad4PZSsFII+4UlCoQ7E9cIDgzjqh6RVslNyB26xKGx5gxE/frMTLuFEBTydKu5H9ILRWi1YLETENZjpbSVKWeX56lCOcLkGmlnYu8QMYPlMOHpArTez/ck3JWVqQdWfa1YLUh4GbBQG9YqcvkIWR7e+WpHsyA04jTdTvAsiHSYJgdLOcN2DRjkjF3f0A8vEDDiYJebBKa2cggT7HeE0kErliNbzKSuzIOQSaL+bJoRtxW7OXhAvMxYisi23da3mHrWJE8kcYnMtFuYzDAp5wzSdn3l73HvsHgAcLpeZsYchGYZSoHrJ5Ay4XDjc3XMWAh0g2ica6H8xvrfW2vOQgPSO1YK6eEDYkrE49GPpzWCGal3tCs9Z9p+70HDSXpxJ4jKL5JfmSrhuDK3RorxlddFEaYUSRiWIkw+v603RtPi5zgCSEkucTMTRJJndkMg7RZEjVCrzxdBbll/gFoRU0QGeXI4OLv/4pESEj0jIin5OeQXFU9qh2SQFmTZkQ4HKAcMdflPjA6mUwJJSNkQhpGEeT0NIbObZieA2g1PSf/Avw9YK+i6EnYd2T0t2zvN1/P4o6tBa7SRnQHOWSbPGkasbP7vk6THDBtZaTnhjFcZP+8A+ds8bExqEkiM6zyAwN1CjtcyhMGOyp37P96Ru6TWCVQ6zHam3NQ87TRebjnv/64e6mnAfdqByOBPwx1gb9w+NKfU7x2kb3cChFfSy7wkplB7efB1B7ieGHCPXQTEOJ3p6dxvvydP70DubPCVhhoWfNsn9vvM3iOvCthP18FjlxPTzbhOim/4JfBtcNMDaI8TvRNLnwMrcHcDzlkCnxvMzItrBWfuSkVrZe2Gto7EQAyBnXlaLOZAsx2sVwRdiRrI097TdcVf7NaUpkopHRMFbRxujjQBtugLtwSSRPoAKYSAmHkBlkEzIY/LvV4f0ZjJd2sWzLDa2QWhlY0SM6EIpbs8IFVFrD3FpJoZeU6EIHQdTj8SuTYHYNoacSwyYbeg4g9MxDV9UQI1RUpRgt8Vl8vUxqptMFRPqLJRe+Mi+mPU054aE2me6RooNxu161O6wPMx1oq1/lS2paYMbaX3TsrZ373eEW1Dm+2AulqlDjmG9YqkiayBeHEB1tHaoHU0VA7ii0w0cwZtPKN392s5o0OeoGZnbf1JplEYGS5Tzzb0zrFsTMA+J+Zpup1cnmJ4on9PFTkFm8P5oo3rX8e7EEVQOljFBMJygcUMcUKCs1Faj1iczs+5ZNegnrJX69Azj0IAkNtA7bQEWUjQNkrv5JBIQUgmSJjIMVBa9+CoK1kgLBOSFkhjsbYZs+aLXsq04FrV2gpz7ySD1Vxjq10JtSKtUco1JhG0IUTyxQOOXV0CRgdrdBPKkGMEEc6Qvd8yrwTPDnTr9IsHpNoBZZVOvnhEOgH2LogE5lFEJyFAdTB3kn+cakDMjNIr0gWJe7YYqAb14tIBQduwXmHyQOgp95MTo182tPenZDkn6ddLRtvAOtKKS55ioluC49Hf9/EcyfKAePnwdh5TpQ2Qb2Ntqa05oC2FXhQtDanVs3TWSOmknRWQTsoO8krvzNOEtkgg0SUDDXqj5YxEB9/VGFkCIdQbamtQNqxuIBW5uAAJhIsLB8BmrIcDpdQzcdK108Y9CL1jMvlcHiNhmjDtGBtCgOkB3Tpl3HOTgErADkf0eERVkdCRCBd5guTzHHJb8Hd6H9q2YdvmNR6luHTFzAFlSlCbY49asZSR3lnmmZCzr/kpIpKekgPezeiqOqCXWM/a+Bev42Y2gPKQuTSv3QopITmzTBP6wgsOpGvBQiBkD7J6KSPD7kzxCTBrDE7SnIDxAJ9nGdpuh4xnKdyVtJzGYNLPwUZr/t0RECCCKECC7M+8pIRuY40/kxpjIT65+bQjyJ0AIWaCiMsy23gjVM8g2TMqCXCywsr6EkA+LiKUG6+ZaQ3bPGAXCVje+e9ThnXFQsB690L7k9xQ1Zn8g2K6+RzyKuMdG5CbXyy/t4EpuKXOudiOW8L3KWr35RZ5uH3I7iDZE+hznC9DJj2kJ+OhsjtuGSc2Vs21SEK4BeByq0077SKEW9D9Mgj6dl8vKnQ4abFEgDAg5x1d80liYifA3/udCX4AAAOGHpjBFptyPt4+kLnd2bTcPVG73RsIJnKbieDp3925mv5CmQcw53sjQ5ogt1r9u+D/NqaxoUvVcfLjjxnQz8HFU98RwX38b7f7VNW93DmvAYLuFkKJCCknOoahaCuIdUI3WjeEPevWSDEgCCH4NSdFZ5NubmhMqIgzcOP5aKWReifkQO9+vafLhRSFlHzirxaRbcUOGz3PzlA3L1gpW8K0UbeNslXSw4W836Nq6PULtKsn2O7Swfw4BxXotRFiIE9jEu0VGSCo3Bxh8XS2jRsUA4QQODQj0snYYEqiB1W9EFSpg7XIZNq4rjsRdN0wEZYcONaA9k7KMC0Tr5smtn4kLTMTxhQSSaAG4XntZ9lY08Y2omQtKwQhTItnIwz6eoVtB0LPBJ25Oq6YCXvrxBApKdO0IHXFbnzBkWl2BtCUvq3cXD2mrx5gkSM1RnrvKEYLEKsiIRJjYNrNoEqvDXJmDsKxjye3V2djJdC1Y6aIVZYgxBgJvVNbP78XIuIFRHfHaeHq+hQr44W+3f8rQO/MeeImCLX7opzSQjN/F9SMxyoUm0ADF92B9t1Cdq9d8OJ1VXWAOxbHyxjBlKaNFiJVG9RrUvfSdrNhY6YB6UrVArUQgnDU3Yi27rBb8wWWFiTP/v7F6E4Y1ontSLSIxoWoldw7SVz/KzFT1KjHK0IKXNcVNWWPgiZMJjBhtUzMGckz4EWsL3agaa15its6Yo0qHY2RiVE0uOwwNaZ8CoDMHzLtpOBM5umMllGUayEwxQjSmFLiIp+0yB7ckBOHoeE9ZUHWvlLqitZC74XLZTlnW613Qno5YmJMVAGsjaJQ1OtCYqDW6jKOeUZDOAcmp/XCa0I6vVd6U2IISAxoUKgutetdCdYJYoQQYVqgds8OhITETFoWTI24Fi8IlQm0s8rEUMiwqdKaMmWPus2Ma5m4odFrR5oXlh+K0XtzpjompmRodRmXlpUWIxYC0YyQIoTI1XpNzAmthSSDeTUjxESQwBQnJzrSgqaFvm1eAxArrTdWFKkH4o0HYXozCjpHBsPKBiLoNBFTxtYjScT3syxIrZzorb4eSUBK0YH7aYi8bMEnwNaUbsKSsy9jY82564pjo/ATQOb5nLntZgT1c7ZBPripQkTE6EFopSJxJufoYBmoQ/uvrTmrDuRpIs6zrwOnY43R9dPah4RvjDidF1VrHRsF5mFK1G09B1FZhuxvPOcyTUS5dLx2ku0604VEz6BZyk/p0p96ZyVgraKtEebJ5+fWsFM9S8igZTDrL7rebUW3daz/EeYdYVoIc8K62x/LNHlRu3YPUsb1Okshe8PayBhReLXxjg3IAULEZKbWhnZ/wfVEb5+YbDEHzTZeoRenP8aws/whnvFYUwMxTDwyc+CqnBZTMwfwekpEjvnyX/3oj/BZn/XZPPfcczzzzDO827u9G3/yT/xJPvj1H8z7vd/7nff5e3/v7+W3/7bf5kC/D9A9FmBV5Vf/mo/iS7/kS3n9B3/wwJ4jjUIYwYHdAcnGP/gH/4Af+dEf5WM+5tcPwCnj+EBMbnG0jt+puyGcHTkGg2JDs/IVX/EX+LW/9tfxHu/1nuN6ny8tBvzBP/QH+U/+4/+EX/1rfg0j+8oJJJudrtNtdGNm/O2/9bf4sj/5J/nGb/irrg0/be/EXBt83ud/Hl/1VV/F888/z+MXHmPnkxwf9miCh48ecfXkih/9Vz/CZ3z6Z/CXvu4v3b2jZwa9D3b8BMvNXB/+SZ/4W/mhH/oh3ud93pev+dqv5ZlHj26DLzhrFh88eMDjx2/xKH2ameOCraunAefMdmys/ciUA6FF1/kFoWlGtyPIDbUXtB5pIsh8QSSQgxc5tq0iIRDz7Olj8YVbunhxW6v0zReJXgph22DOKIPZEmFZMjEHpBmqjXpY6RqZHuyI80TWyNY627aRJmVaZqw2+no8p9dbK8hBSdOEBCFGIYTIPiZ+SiEkYREdVlTdZU69EqJwdbzisF2xxB2lCrWvPBMmqJWOgBRS78wqZOu0NCF5IVEx60iIBAxdrzygAK5VaVGopqzdNbA8viE+uETU5UExBLJWiimtV7brxmE9ksPETUyk3USdMmpGUmEfPehqIdG1o2JcXb3A47f8JCnumB4+QhFUvEBxqxuilYsgRGv0DmvrBHU7Lj0KlqMvHCmdo/IaEoe6kgNkg66NmLw4FjO6KV37kO04YKmnykETjmVlOx6oR18EuhlTikx9BEIDVIeYWYPQgjCHRJCIjYW0mrF1JYZIEiEJNHOHD8wL4jbzOpQ5CJIySYxDCGfWvPZC6YUWkgPyXnksgklgnxbyYK0WgZISNhxBLESfFe/2NQgJGSxTGMH3sR0JU2JrG611Dq2DjL4CQbzINSfK1tmuryhXb6GrkULk0Juz2ZM4a5sSJUSqgeXlKZb5tDY0TrKTRNBA7xsTwsX8wGUXMXPo7trUB7HhTNuRPrIlOkiBIJ5V6ypuaYcRCIQTuDllN9o2tOoOfNScIc0pMYdMPzxh21ZaSGRV1ifX7HbRA3ZNyHzKMijEGXJyxm5M42GesKHXBSejaO0MCE91TNobum10jXQg7fdY8KylipJMoXuAGooh8w5ipkwLxGG7lxJhmtHeka3STTm2I9TKwRoP0sQ8ZUotlK3QmTw7a4YRydNCaAdCOdDTjrJdA0Kcsq8b0+QuI90lXmkw2K1WQoykZRkETiLgspJIBPV3KIZAb+WpLGicZkKIRD1yY8rWGtYaybproaPP+SH5M1k67JY9TvO4/C6GcFtvM02IGRXOWnymCZrXLpgZ/TU4kbRpIpuNrN9L9cp3611MlT7keb1Wz+AMacVZ1lSP1OIZQGLE5pkQRm1D74QY3WJSlV4L1hum2X83zk0Y8GBkY85DOzQP6GXcK0IYa8BwaGob5PgyTPKJNDsdpoP5lE+1RfLK1q0SRqYrjcZR/jxLiI4sQhysQgG9o/8vB+rVC9A66cEzhDyj3fGIhOGWVH2OMxGsHhFT6BEzn7fMkjPop9qitzLeoQG5AtelEzNUrZycULT3M/jWsdCJKaZDW2sMNvdOMeaZMR3yAEaq0k5pvpMW3SUcQcIdBlewAQ5OlPzHf/wn8Cmf/Cm86U1vQkT4rn/4XfzYj/04v/gX/WKee/NzA6LKYN/tdv/mQd8J8PqheYGkjPSaKc7AnjRz4ilWE/j7//C7ePOb38yv+5jfMIKK4ZJhMuwMBZNRbT3s7FSHrEPG2Ykz7iLCV3zFV/BBH/RBvOd7vdc4XD+wpkbpnS/8A38I4TaNzriunDCzOCgeygbuOqGcAwacoraR5keEN/yG38Cn/Z7fwy99//cfhP35io2A5NbRQDHe/Re8J3/5r/yV8zU8DTkh/FORKYyMhvIlX/zH+dUf9VH8/t/3uXzxl30pX/LH/xh//Iv+KJgvqqdtYwbbFdobvQVMMrUKW8v0svIwKSKnwtxM15Gq1XFe1mC7ZlsrBE8bxl7oXUkm7C4uMALWQJtiolSBaM6cl25sh0KedoTdQtdA3kV2+0umXaLOle2wkk0pxwPawCTQ8SKelB00p7ahATB3SiA2D+yigqinM6dASIm4vyTPt5NbHNKXHCOUionQWqfH6HciTqwiWAjMRNCVWjqrNE/d7mZyq8i8MDVhmhZsvsRiJPXo1p+WfJHrijER2w3bzRPmaSZJYjEhbR0NiUCiSvanx2DOe5pc+LMcPVgjZ461EgJchEgMGQ0znUwtiumRbWvwTOKowjbPzLtLpik76xY6MUauJdDjHqYZ7YquBczTqYnuDHBtaOu0/QU9BiROlCGBCIQxJ3kWoZtxvVUeH67R0FlSYpd2HKq74fgz2jlKpKhhFojiDPamxqKRFIID8gAWlNoa07wb2d3AoUMMemawH6Tovvp0VI21Gd0coFfg4RRRvAFWto4M0BmssdUVabDknXs9i9DFpQFz3DkgF7cSm5PSF5ftLEEoa6PXQpzvWIfdkQdUMfqYdS0sTLkSCXRxizkPTBM5ZGyZKOpgZwLmkDg0X0S9zqEzp0ySOFw2nvYNP7YjakonuSQsZ1pXLCgpMNi2GcGDhVPfgTkEUspsrdLqyjW3S/PJ1tZaI7Qj2YyY77J745PqTi4dZ3vVIOWESWKieQDw5C0gwro29OZAY0fs0OsLpHCbjje1Qd7g6fd5ds3/yO7lYc3Xe0dVz4DMTAkhEqaMBidomlV6r2zdHGz1NkD3RBHQMNFbo0RFJl93RJq/B71joVFMmHImhegBwfbE38NSaL3zRD0LpdrckUphmnbkXqmixCjYvNC10A5HLD9woikGbMq0MALDUtC1kymIGnNMmFS3WAR6rTQV1npDjIl0+ZBNO3U9sp/mIatLPNw9g9aN0gwkEfKEFuih0+Lg3aKvlylEtzkMAQ6P0eMdUGbm0pUQkWD0FgBnxU9gXEctze3j8GJQJ0P3PYrSTy4vvWLq8onb7IY+BfL7Ket9yviqywT7kHoRAtvx6HK6thGsE+fhqtUquh1oKvRWMYnEGMnjnQPclSmPXgi9umtUHV7g+fQO7wbB1xEdxc3zg5cWU5+lCueLBxJoxV2MMH1ZC966rlhZSSMzrauSRkE1Ofv1P6GyXjErg7cM6HZwHBUyzSBpRZtByAQTnzvrBn3zWvt6BAnE7EmtEOMIUjJajk7UTq9uE/wODch779zcPCHPE0myV3o7oT2Any9m4/EazLhgRP8nrvlUc7bFKedhqxS4AwJlPE92fgHGEnILrIemWQn8rb/9t8k587s/9VPP8/EH/YoP4gd/4AfP+PNWveHH+ezrnuF3/a7fxbd+y7fwbu/+7nzVV34V7/wu7wzAX/4rf5k3vvGNvPD4MX/my/8MH/7hH8HN8cBnfPobee6550gp8aVf+mV8xEd8JH/wD/5Bjscjf+fv/F3+69//+/me7/kevv8HfoAf/MEf4Id/+If5E3/iT/D3/t7f46//9b/Be7zHe/CN3/D15Gnmuee+k8/93M/h+vqad3qnd+LP/7k/z9/9tm/jueee47f9tt/Gstvxd//ut/GBH/DL+fiP/wS+5Vu+mc/6rM/hm7/5b/Kf/We/gf/it3wcb37zm/nsz/xMDocbpnnmm//G3+DywQMYzLzaiSXxIQLX19e88dM/neeeezMiwh/4gi/g4/6Lj+M//A8+7JZlspNtJfzgD/4gn/zJn8L19Q0f+xs/ltOt/YEf/H5+82/6TfzD7/ouvuIv/AW+8Ru/kevra77v+76Pz/7sz2YrG2/6qjcxTxN/9Ru+gdc9+yz/n7/6V/mWv/k3MeB3fMqn8FG/9tc4IL9bIDq0Olcb3PQEDeZQyCJENbZWkd7Jk0+2Oie66TlzkVWxKNyUQkgzKobkibjsCMeNUjeWPtKVBkECul3TtBHmhUzApNGpTFLR6nrB0Bq9OwAtW0ckohrRulIP1yDR05wh0FsgzAshwYMpovtO23xyraUAQp5nB4tilF5QOq07qNLeaLVTt0o5Kq2Mgs4QSTmT9AaphVI25umSKV8SegBRZlHm/Z4QOy1OrCbIoWF5cp00Qg6ZZIG1JW7qSl07Gmf2CHF3wbTs3cauNaw24uTnE1Mm40Wk0iqhJ1SEGBLzNBN3O8Lm4HKSiU2NY+nUdWjgSRzrkfb4LahuLCE6+A+RPM2kdsR64zIJL0jicYWMW/LtZIGUaFnQ1jhc3XCzdaBDFsxWSiykac9OZgorzb2ZaK1z3FZ6FJ6kTEtGS4kbVSLCboqowhqFOO+ZLx8yBeG4FR7XFZFOzjgI6OrOhd1cMiVwyvw2G+5SuGXVpp1im/cmMEWYiTFQuxIJI/iEY6lYeYIZrFbIvbPLF+6NTWCavaCxw7mmw8a+zkB1TJM6Cu+0+pyqZhzrei5UiWGibQ0tENXI+z3L0J7mefcUgEnBSJeZjtcsTAa5TtA6JmO77UDeP4DuAUzBfe27dvrIjAqNKQgPcvYGZlVf4uQT5NaCNAeBvGNOM8E8w6Cn840RmBEzclMiELIvy32wsCe/ZZVEC0KPM4oR1di16hmEtEAeut71CcSJ9MyzDpTLhnYHHTGlc0Y0PnroOuTBkvZSaGXzLJOqu4poJ4RAKYUQAjln8iRY9Kxy6RtRAvs8Qw5ohB6NJkYOmbgs9LISSmA3PX0/VDrSjJASKWRCU4yV47ZSeiNMmUlcT27imdgpJbJEppCIWqh99cBJdkQivTeO9RqNQkiREJQ5JKY409U49lHMKhCsUwZzmedluGh0Wl0JNlOqe3bXtbNpY5dxGUsUggpzXlAJtFawaTpLhE5Ft0ULS1zIOdODQFMIPoeHkamW1kcxeHSGdRTvnq7TqTvo3ZFzxjDqtiE5uwf70L2rKqV1ZH3sMKNVdyE6IQ0R0jTRutGbkEKGstLairaGtiPrW97iDjLO4pGnjGpHppmQd76t7oFMU8AUVSd/WIsH+6b+RwKtVrRVUt55FSzd3aP6Bm3IQVrxACpkLEwv5ZJPsrvtehBsysntSaL3LzlrxMc41+DF5GC8bo7ZaiAGl0yeJD3kPd3kbG0Zw4TGggRI+4doivT1mr5uSFqwtEPCjOwWrN4gwYjzJdUyVb1/TMB7CYgkOjs82LrXkL/iEINJcNspaWx2GEUe/jCupTnb6zSwv2jnIhW8W9sozIlhMH2m3vhuBKJ1fM9lXt6dckrggFxG6rmhNlhnU/7RP/pu/v0P/uA7rDOAQhD++T//57z+9a8/n8N/+9//9/zHH/mR3Nzc8O+//oP50i/7Ur7oi76IP/zf/BH+2//uv3NmoDa+/du/jW/6X/86f/iP/GG+6a99E//vP/2nEBH+/nd+J9/zPf8nb3jDG/jH//if8Ae+8A/ynX//O/kf/of/ERHjD/2hP8QP/MD38y3f+r/xPf/kn/CRH/kRfO3Xfh1f9Mf+OL/lt3wc/9+/9k187Bs+ls/8zM/g6/+Xr+ed3+Vd+Nqv+Vq+4Au+gD/7P//P/E//0/+LL/7iL+aDX/8h5wKVZ599lr/37d+BCHzzN/9NEGi18imf9Im86U1fzYd92Ifx5MkTdrtlKEYchPdT2vJUXAn8kf/mj/Do0QO+8zufI5jw/AuPz9r14XlAV9fiRyKf8Xs/k0/91P8nn/wpn8Kf+lN/Ck7bHzp+lybBd3/3d/PcdzzHWlbe7/3ejy/6Y3+M73juOT77Mz+Tr3jTm/j0T/8MfvwnfoJ3f4/3giC8+3u8Jz/+4z+BY2PB7BRuDacQS8QpINJdC5wECR0tAetH1Nyi7+Z4YMqZedkhQZgwuhaiCiHuYF3R3tg/SFyx0boRgrNqcfLUe+1gKrSU6GpewHT5AEsTIQeyKNE69XCkrBtlPZJy5HL3iGjBre3iRKUTQ6B1IQybapcGRwy3lhOA+ZKw35FVKWtB9IgMWUopLpWpraLq78E8Bc8QjeyONePYV4xOTjNdFogd6zf00mhhRVKgR08N25xRibRtddAkw1tdhBQVTeKsTFFsivQs1C6oNiR2ilam8pgkE5NEautYuyHJREt7am3EeUF6YpkCrVTWzR1VshohCNNuAku0toIKYhNzTqQslLpSV4G+Ye2kQccXp6607YaUhDqYq6YGlqiihBSZdjNPDgdeuNq4vJhoU2DJCzLsTZ/0J1i3s/az4514cxAejQYkxTqXEugpsM+RpJ4xuen+fOYorM2oqmgECxETYxc8t1Obor1CGOl+EQzvANxDYFVDpNO1c6wd2kbO7vt9PBwBo07zKNhNaJy4KZ1aVnRK5F1ma0qT5uzyGGdvfFXPEp0yf+Jgoml1JtagbEfa1FFTtu5kSa+Kpk7vnRCTF7p3O0sFRpmYz81rQZuD7SwT07ywbUdCOw4JUCBYQMrmnRjP1IySnSJG0q1LVtUKBjFEIsKtSphB1gjSCsmMYh7o1N7OheB5aHFlWN32Wm4L33Cgp125sUDIp9odHZKTxbuCSsDmC7DCmidq37DaCS8cWFL05yQlZBpU7vBqp3fXxosQ80TEs3QhOfMZVIkxEqfJWehqlNY4litmxL2nYybmREiBkJzIyjnTeiUlz1I8JQGSxMEq0oyLfSKIkVqjhkzPkWnegzVKORBSZpkfeGBUCu2mUbZrtra5hMmOLGkhMrOq69VFA0ikVuh2IEsnkpHxwFXBmwEZ9LxnlkqICsU4lsJ00VmmzDpFiM56NxFIt5p25JTtVqJksgS0uwwHLWylEtLu7NCz7mcMY4oTOWRCKfTj0Rv49JXQC7RR59TKeCciXpgd6eWAaaGXjh0eU0JgpzuCek3JsSpbM0Jf2eVINH92ikTcsV7Q2uhxR1+fsI8bFKNvR9Q6ViQp8J8AAKEDSURBVA/Y2ojLDBZcIRDcdGDaP8BsPDcdQsxMNHptpMvXuca8VC9urF4UyrBfNTMP6tQIaUEkQlxGweQoNE47X9fPEhkjxFMjsbsQXZ6yMJWYaGthO2y+y5R81d1uvGXBMlMlY+3Kmwf27h75d+u8RnbFvfoNi4l1XZG0sEwzOSeM7u5CeX/OKKg5STNHIeeJUiKm3Qu/K2Dj3gVfi6+OLw2w7o53aEAOQkoX5CWjXanHzadQ8yI0kWElJMPSz/zBcD2jDBnDKSp+irj2B9+XlOEdOqLG4f2qnBrUuCREwaOnc6UiQ65wimz9R7/oF/8i3vzmNwOu1ZYIwQIhBD7h4z8BED7xEz+J//snfAInbv83/ue/GULg9a//YH7oh34IEfi2b/92Pu3TPg0Jwi/7Zb+U937vX8g//affgx/Z0LmPw/joj/5ocsp80Ad9EL13PuZjPhoDPvADP4h/8S9+mO/9vn/Gd3/3d/PRH/3RgDe6+QW/4Be8VDI19GQf/3EfB3eugGD8s3/6f/Lu7/7ufMiHfigiwjOPHvnVGZH2WJPP0h9foI1v/dZv5Su/8is5GRA+87pnXFZjJ1A+7sbQm37bt30bX/c1X4cZfPKnfAqf//mf56c5bp6qp2l/5a/8lVxcXHB5ecGjR4/4DW/4WDD4wA/4QL7rH33XbVrOeGrikBhGNH/avx/D1js5BpcznDSoXSnHTiKgU6S3Tm1HHr5uAlEeb0dKa0xrxZp5kwQ8OOzHSt889XvYjmgLaFdYC6EbGnZ0Eg2XOITo0XmeJpJ4NXhdC0oiJ4jRLepSFkwnNCQ4KoixlQ51xYKRciKOavIUZuIS0OAsb2+NsK6EsiJr5WYo7nOKxHlmiRP7FIkSMIzSFA3Q+kbvo2PseGjifmaqHQmrm1vkxNaEWjZMA0U31t4cMMyB3DpihWlJWDRK7ITYie1A10qSiK1PsKJUS7Qu7I6VLRgSZyxfsgtGuLikHVcOq4I0ll1mnxy0hDlQDhtN4HJZaLXQRwoyTg5cigkis69ZJmxWkA5VO8t+odeNoxoZ0CCICaBozuSoXG0Hnp+MTRurGnGtSOtMc3MfdFW22okxIARvChUg0JliJA6ZR+3OpyMRURkFa5EHuwt2EW+Ao51ZjWd2mZ9eG8WUS4m07s9tUbxYTowWI8GUpbsO/WAV1Y0ugVIrWo7sUqDEjIbAkgI9JVqFG80cNm81H3qjby4R6WpM2UFyb0bpigV/T1sraAho92C5rRWdBVJgmnfM08STI6SYRkfLCTsWcg7ElOmtur9+MS9ezPoSv3zTjkTBSqNLIGogbEYtKxIjx3pwG0WFh8sD8jKT0q3zhXZDt+rPWyvnfGdOmSnMDvSH2xBAL67xbbUMmVbCogPYWRVt/dxt2AYbH1MmDLce7RMLbrmpW0Hw4C/EhCKs9YgB65ODd298i3F5sSPOGUzJU6LVRm2NMEXCXds6RuHmKDwEB4KIZ95EAiH4e7CuB7oMKWNvNKIzzuIBQ9KMErmphV6O1LqRuO3Q6gV8EOcZiYlkHb3+adbNkDgRxOUlvTeaeo+Ey7RAd7eqbn6MPbmsz4LRrXuQEma4fkzfjsT5GWTZuRxy22giBFnYzzMhRnJ0X/O1NG9Y1ApdlRgntl5AV1CofaWZUDSypEic9iBGM2U9upTGeiWGwhQquxiZYyBZ4KZtXJWClOPoGmzj/vp/QwjY4sXlooFAp40uyGcJZojEZohW+lrpEuhFnSw0dZvQkJFpGc8uSH4AKdLwBjerJubd4mtp3yBmWmtcl8qUHtDm5M92m8lxZnlwCcsjtrKO62toB6mj94AaEmU4hEWsraTQab1jGjwrQ0Ts6AWxrY1tdGKcyK0hKXgwFaP/PU9Q3FLQ2wt0D+hTIKaAmRMxypDuHRsxeVapbAU7eIMzkURcIlk2CF7sef34GjsWLvd7L97fJ2w2B+8pwlaRFImjELur0fJMnC9oCJMIag622Q5YnLEQ6b0SxH3sRQIxTw7xRiY0ZqHXSi2bu1qFV2kqxDs4IDfVUXHsLaZPxUKDemBO3IIsEiioDVZQZCQ+hW5KCgExdbeyEAhRMBV0aDAlRFrXUew3dJ42tMIhnFl0QuQDf/kH8A1f/w1nkO+7OzHlo7DylOa128k7nBgZvS0iEWCZFwQhxURrjXgKNPCJ9m5TmVvQa+coY55mTsWnp3SZ4UzhCUh9wAd8AH/nf/8//LqMam4dv9ORTmrm2vyL/Y4gdqrgvGXBALN+22TofPY25D4D674I6Psx6/iGu7Wo3OmMOl6W03Av00Aci188N2YazIQpU/Y0XRDxqvspg3kTiNb95+/2bu/Gj/3Yv+Ld3/3d+dF/9WO867u+qzcDGCnpuxaMkymxe3FaSJGQItvxBrXOsRrNOq1U2rYxp4n15oai8LgV0lbJlxMpKaKNvQr95pq4NoJ09HjgeHNwW8H+gGW3YJpca06l10atipkMeUKHLpgVpjwBs7MutZCSuftJ66Q50yTQmzsr1LJBNQd4CJfPPoNoY05e3a/Nm490E/pa3Y1hjuTdA0JyHfOcfLH3ujult+4Lbzda7bSi2GKk3ULNhux3470UTK+JCZY4UWtlLi7xkhb8PYtCJxBSJkqidC+6U1FAyWQkG1kicbkk6YEgHgTXamhXpq5sx8JWmkuGwiV6aipVQdeCWeD6UFgiLvOYAtO8kCWxXR/Y5Uw0P59wYuYJYAUplayGaMFKY4qZtikxKCl09LhxeKLosiPu9gQJ9JGeTr1Cziy7R1wmqGsjbJVYvYHLTTfWPNFVqVTifEmyTKvFFzl1rXK3ka1T5cEyMU0z++Ys8/XJJsmEOXp2bYdQjysWOpMIqblTS4rCZZy4nAJNjRiMmHboWohrJdhGbJ2r44H52WeYIuScSBh9c7tOQce7a7TukpvaO9PWUISYojeXiUbQSNJMzsnrFGL0LGWHJi4bicFrGNI0ezOrXpjN6ZE4mNEzS1uBGOhi7i6ika0UTNzjnTrm9SnSk5KiYHE0RjFju3pMq5VjK9RYCSGSY+bQrqArMWaqCMdTHZIau2lPkFPzF0Y21u9vL4fbBGxyh5NuIOXa3Upwq06x4dwQE2U9OJCRBKVSBTR54atpZxcDmieadeKykPCmLpLjeR49aYtjdUCu65DIbJWt3DZtsZQJIVC3Rp4mv5f7C6wZ2iKy39MOR3rtWIpUNerNDQg8PDU46+bWoAyjABESieOxcP3kyO7RA5a80FQ5bIWilSDBGzVFr5cQBE3KporExC7vmdJCpBHnnc+NIfLsvHjxJFBy5NA2prCwpMnXhKHXlxw4dGWrlV6MB7uFYCtSN1Qr1g/UrVHN2C0PEJmIWmi9Ij0TdKNrYNuObNbJz74rMQX6lOjdAzNlYSbQN6OLsc+dLJ5ZTyl50CgPPeBpB6/vyH6DOmD9hkyENHlvgtgJEWIWwjTTe2Atyk1NPLPzJjfbtrr7lWayeBOhGFxui5kTNr3TpwwCPY56sP0Cu5mtddaOZ51aoXYho25Xq8mljzSCCFMOSBqOQQR6j2ivtJsb1NxdasAqJAsSE70ZMfnPRcSdV2pHQ8O6YHVkuM2Ln2szVAuqyuFmNG1KwiSBuilBKlk3jAWOijxMhJh44eqK65sXeBAypAmzhkUPHiWmkVkSyAsysFItBYlGnicPDppyKHjRZ1tPlm5DdlPoLbJKpIkRJZCTNzIKIdJDx6zSSycv94D8lYcpen1N30aUV0YDD3GA50WL5h62QzbhYLEjwcGZnLZjRjhpz/V2kTELEBwI9WEO7zZyjizDCWiPCnsR5aM+6j/hC//AF/Jn/8yX81/9V/8PROAf/v1/yPMvvDCix37uZ2ODKVdV/pe/8lf4rb/1t/J1X/e1fOSHf/i50CPgv9fuVmbdOh/xER/BV//Fr+ZX/epfxff+0+/lh3/4X/JL3+/9+L5//s+5ub72IIJbUKx2sgkcYHPs10z5937xv8dP/uRP8m1/79v58P/ww2mt8c++95/xyz/gl/HgwQOurp+Mr8qoRPcF9RSECML7v//782M/9mN8x3e8mQ/9kA/l+vqa3W5hmrwt+KmhjN+3oTvtnV/9q/5T/vSf/tN8yZd8MRqEF57/aV73umf9/o3b3IeWTAz+o//ow/nar/mLfOInfzJf/VVvwo/q1uM1nAz9xV0yYGQx+un63Wrx3vCGN/CVb/pKPuezfx9f8Rf+Am94w8feBiODHT8dcjRhjtn1ywFa6GhuLA8DQTLWDdlNLCm7Zrc2Yp5QM6ZQoRbyFKmhodOEpB0qiqI8jp2rAEva83irTBZ4+GjIfZpX8jcCvXXa5tZVYq67KzfX9K0wTx3drt2yLboLAZfPIgoXwW28DtebZ4licCavFnqIHLZK2wo6NL3hwd67tdVGnBLz8oBZlEg7t4OX1ogdqIX9MnO9OthXbXTd2Lbm6XaMKsGlYarkaWZeLshdKduBViqnyFGSV+wHMbo2drMzime7UDU6o3PfnAnq0pm2QmndQXa7omkjWiP1hh1A3UCGUjpRnNWPqmCByygoidAjrRaSBW9qozDNEyklei80oIfIsSbmuGPWRBaFZvStur55N/MgQtwabb0GU3YpEkIgBmG3zGiMEODhbs8hVI7rylVTVsC2Rlr7AIOVeZoR9TmrAE1GTipN5BS4mMeC4Z3oMYyb3rxUJnojokUD+5x44eYJoC5ZqJC2jkyZjjf1ESK1NkLyODulDDmiKvR6xYVuhJigKT3gwaF1trbxeDswX0zE5Jr03RQoVLR1NA0mNgthyizJn02JXjRvvdMJXMzLkB0Wjscb7HrjZmQwa+jEIixtOBHFOArnmgPdlOkSqMkoGrlImTnvkMvIlCcO7YC0pxtgleMBpRNToq1PuL45klJiCcmLcQ0ul4ejm69RrbJVxaKDwRgnVBus7k/dWh9BUncDgeAykrUDOZJTZAnqFo+4nWC8uMQY64sEAoGcMnkX2PpKNCcOTFyes/XuLdkJHlRH1zH3WinbClWZpgVpMsgH/D2JEdSYJgeXrTg5ktIjiEK0AxcYYoWSk/9umrkMgW2rHMc80Erxjp5DXF+3jWbGxX7PdVMsg6ZGnXc0NdKSvdZGElOcONYDLfo9LdbQmEkxohjb5kFLLpHeGinOzIs7o3QzmmUk3RIip/nARi+MoDDlPV0PSNTRZMadjPLyAKmd47rSmOm18WCZCPVILhsXc8IiFAJX1dhMSV1IalymGco1V4cjmhI5ZVpbKW1mdwJnOfo16QW1Bl2ZwkwKGQnCodygHY42EeaJPCXC1UbOCVLwucWUFSEuOyQnz1BNmRicoe3NrWklRqwB1rjcL2zHTkmZXq6w7gFTSBNbd1Y8xUAM0Fsg9u6F+mkiCthaUISqkRRnwuR2hy5x84Zua69Duy1cXj5wq8Bpoor3s7BazhhlDkJdV8Jx83skGRkGJWFe6AIpRoqBBZcTSg6kKSMdpHemB5eUzeVmGwKl8parx2St2DSzpUSpmdkgHNyKUEZRhamwi8Mac8grswTW2rk+Oqmxv1i87uFkv2gz5Qh1a2wloEnRILTqmbmKos3Yju5ORn+xbODp8Q4NyCVGt4xsnuKb8oQwKo45saqeVnYnExCCg1OnQR30nRje4B6nZh2z0ZLX3L6oW3drQ4FwapZjJy2022lF7BwQ/OWv+xo+63M+ly/7sj/Bsiy8z/u8D1/yJV/C93//9/OhH/phpzPgd/6O38Gnfdrv4eLigjc/9xx/7I9/Me/yru/CX3zTm86t3V0i2KmtObdtyqf+7k/ljZ/+Rn7F//X/RkqRP/tn/gzTPPNR/+mv5Eu/9Et5/etfz+d+7ufeuVin9DrjOozzVmeevvpNX8Vnf/bn8PjJE3pvvPHT38gHfOD789t/+2/njW98I7vdjv/jb//v5+/flXMgsMwzf/Fr/iKf/sZP53g8stvt+V//+l8nn6ysTozzKegxpfTOZ//+38/nfNbn8PoP/TBSjHz+F3w+v/k3/kY+7/M+j6/92q/jcDjwS37RL+K//C9/F1/4BV/Il33Zl/I7f+fv5Eu+7Et5wxveAHjhTB2NJfrZavHkucP5mE3d09h9rTuf8zm/j0/65E/iz/+5P897v/d789Vf/dWuhQunoM7Odl3Yge0AC5fUqBSO1LahKFjHemNaLtnnhKjrdvfSKVQvvlMlK5CTd2ULDYneaAeBOC8suwXWlWNZiWsiSEbNAVzeece7PMUhHZ2hZWqpXDWjkmkmtA0I1SVUWkjRrQQN84LFlLEO27ohUofcpFMOG2k3E3IaaTyhq9Jq57AWqlUuLy6I2f2GoxQkVHKaCfMFR3merJmcAlULVeHkHz7FCem+MCeZKU3BKmnygDDGhTDawQOoBS7EXVFyzuO9dF1iOF7RthusbpR6YFoespVK6YaFidIViYEpTEAkxhkRiDlAe0zeZapFejOO1kjagUqfRo2DBKaYvdVzdp19rxGaYsGZ+9wXpuT9bp6UQsjC5f6CadmR94ZsG+t6zYU2Hu1mSoiU3ulRaL1hpRIE9kAM5p0edeHBsrBtG7UdiGJYi8z7CSRwPBT2Sybi/uNJ3E1DhixklsASABOsr5R1dfcEjBp3XggpE8uyQ1sjE4jByF1ZppmQbPiJy6gw6Ex5Iu0umUIA85b0FoRSCkyC0ihaKdqR6i3vkYyIurwzguBSG6K4Lnmw3KW7RrV08+LcGCgibFv1DEBrkBz0S/JmI9ZcyiMi5MHYiiXPqASchd0/ZB+FunnjnA5I8Cwo20rdAvM8eUFdCOwfPcMTq8Qps897lrCwmFJ0Y9rtuBiWc8dypD65Ju2WoVz0pivejc6LZtU6cS0kCWx149igRJiXnXu4S/A6FMBKca9tAaK7woSdS0AQIRwrwWQU2BkxCsfr56kUokyuoT2RJKpuGTtPHBMEKskqFidaCmjxTN5l9yYzOmVy2nlHx1pHcWogRCOqA+I2usRmhEKkr0oL/jNLgTDPHI5POGwrSxM0diQtxOB1B0uemWJwQChxtI5PmCgxBrJmkkUudg9o9YpKQfNCqys5Kml+SJjdWSaYI+7QcBlXGvKZ4Q8fThrIof0/yiig7b5mr60gFlFJ1Dm7a8ymtOr1DGaVZbcQdt6sK9CxrTFJJ5hST42bUiRMnvnQ0JAcaaXT1sLheINYAVF3kumRulXCFKh1hdq5phKD8GxcSFkp3Zs1afM1abqYiCOD40WFPqpVDupdySUovVcvAhVhurxEevNsak70WgnLHqGTRaldIUbCLhEw0hSx5PUmJvj16sZ2/Ty5Jnrv5HlBlokWGtSI6IxqYT08dmvcGyUtF26bqB3vzaHEKVGL1wQkS5hsJMuevdTh3iPR323ttOjuU00TLWSmeME0Q68HauuEsKOtZTR0itQMU5whKUJknoKX5mljW29cqhc79IxY9i6s9ei1SBJ8LQzubnSyvu49kNLkz22YIAbiFCnNuwVvNwXr7s0PSq/HV8ekb0snyp9v41d80AfZt/zNb2SfZxqJaZr4gR/+UX7J+/0STraHchYYyx3w3WHohETGZI0Rw7DBwj2Ro5xsFE8NGJysC3d0F14oqoOtCaOj5q3t1Vlp3r1oTcwbrbiuL3mDBzNe9+yzPH7L8451PQkzJATOCpxKS8PoLuZWSOKst+qIDbzolDFXuZpmVDCP46A7+38XrsbgQYoIrjPEhrmIoerbizI6a+qt4wm4lOdUjS0hoDoYTVOa3jYjEsIA5M46N21+BCKkNNHHMWHNtaHmRSeIX8MUvNXx6R6K3Pk7zoYo5oEHMlwebhmUyNCXY3f8Vv1K91GcFwW3UAuunbZR+PO93/t9vNuzz2CHzny5UDjQZYPjxjJdkJY9mgQjoD2wHjZurn6KHCe0F1RXNEb2l+9CscqEMpHIu0d0Kr0XDvWaZx69E1Yqz99cM807YlgcJGIuuWkrRmSaZ+ZpR7JArRvrsSEhE6fJg08z+mhLv5ws2EKg9kY6sZ7NSJN7jNdjpZXGvJtIc6L2SgDWF564BeO8J4vx4PKCPC+UbXUPV+3kZYfExPM3b2ErK0teiNmZ0KqVTTfEhEU8lXgonTxN9L4xJyXHgJo3fdl64SLPRApajZBm8jSaVgxf7Xa8gpGyL9sTJO3ZtpmtK2GaqE05tsY+e8bsXV43OlKGwHrzAhaEqgFJzl5RNoRGWB65xClELqborhVmHNbiCzcQ8uxMaB++3UlYW2PKwsW8IMm9u+kVq0e6wn6aCDFxrN211KM9/GX0LI4E44Unb8G45MHDPWsXbg4vMO1nJpmw7oueqnF5+cDlGeZ2fvOQyoWYKFv1ZiDWsXqkaqNZI6WZeZrYOli6ZIreRXNbG5mVoMZ8uaeUFatQ8WxG0+qNk9Kld2CNTkRo6RwON/QQaLG7DJBASkayTAyRoJ1EJyx70jSxHSulH1h2C/tpjw7f6sfrgSnOzDHxcNnTDi9wU67RdAGl00QxkjORYkSCFy6asCw7L75Miat143q79sYtzOxzRFuB3sk5UUQpdaMWv1bLNBO1Me0WosAPv+XHAePZiwfEPmEhcbSVECdyPGlSC1eHA++0v/Si2pypo6ulRaOtR+q20o+NPC9oDGzrxmbGbpnoKiw5kvfeyEUPbskWBGSeHZATsJwp3bh+ck3WyjtfJlQCRzW2bcMkcRHybe+JEAnqxZ6SMz0bvResHSAkYr5gahvFGiHucK8TeOeYsN44dAfPDaOVA10TvSlTnHyeNOPQKjk4A5pTYDPQNPP8dsW6bbwuTtRyRdw9ZB8TWYx52fn6NwitGCOH0hHUC6Jrp6yFeb8nW4WQKEG8kPJ4DXLB5eVDphHAXdfGk+M1AXg47Z3hPNcBGTddvUtsu0FlorXOpIq1azYLhLQjxc4z+4XjVtk6tFKIKFNT5ikiO4Gq5JC5WRuYA+NWCjXO9CykPNPKFXU78GD3Oo6lsB4OqBYuL70zbdmuCCSsGEEivW6QAnXekXPinfePOK4VU7hYvHvusRslwhQDOQVyuBV8HreNUhWJkQc5kHr1zL+q2wzintwirqdn9whMsbaiW6fGyNY22AoXlxdoWhwzXF95B8uYmefEbj8PV6RKIbL2xrF5IGSqZDpr34DEMw8eEUSomoZmHh4+XKAq29aweqD3jf3ljPYGMmpDNrhZPRCdLve+ja4ct848R95pTrSycbNu1Is98dj4qfXARVDCNLN/8AxSGtM0ueQnCmF9gXVdaemSmD04L60TMHZD2hWWh/4e904/Hr17rk/qmBlRoHXfZr4YDcGOld6NFL3uJC0Bq53pcvecmX3Iy2HSd2yG3BSpnVUDkhjpk7uFlAFTXwAlurBBBoY98bsyZCiONb3iXzBElaa3wFTEv3tmhsW3F05R3wB+OrTaYexBhjQE4FTcyACQRvdmPacPyNBH9hE0jKJSMfNK+RQ9RTsChd69KMQPa7QrMhx0i5z10M6y9/Mk7oVXwkm17eyjO8REO2m6OTc7iqODmANlgSjna+x5Mrtlzc19tLU3VO1c5BRkgGNsuAoKEWeZooxuf4P16HeYd28WdNoXpBDOxTAedLjmXYI3cel657uDjQ8IJz/0cRMZAlAPWELwbInZkIKMAl45uc7DulU0NEKAUo8EE6K5a0SeM0t0FsFEqBNglSiRdDGRNBPzJcujZ90Leb0Zdlare4QbDqoAJPPowbugYaWVjUf7R9T1QBT3lTV194Gbm5WwVkJI3hCIhKmR54zMkV4jpW3YSKf20l1nOzWaKSlPTEv2wDAs5J0X34iAVQ+qQojY6NRYuuvwrvsVh5sjU5rc93boJdfqNomowbYhlwvH1knSqFpIYsToBZRBG6VWqkGOkUNZ2czfxavyFh5MCzFf3FpMte3schA0INOMRCXpjEZ3S5EmpBzpWjjVCvSsHNUgwKLuptDNyLs9MY7akBy9228SEF8cbTSraqNAO0eGBKyg1lk3JeTMlCeWaXI3hOTB+IWYs2Qh0PMCIRBz5nJkt9fm8qBzT4He0Sw4aXOgbBvaC6FHLnYJs85aj2ylI5d79tOOjuuQrStaV6wdiDrmEwHmTIyXYw4UUjCyKdcdjtcH4sNLRIxAQnKihwzRUDHQzH7KlHKFxESxRu2FbhP0wj6a62+rQhKa4pI0hEajNKOO7qZzNKzccDxuKLA05dFFoGujq7eMz7vEMnkDnzrcHMSMtF+8pNgSOQeUdg60W2tsffXCsppZ1w26st9d0iWRU4Sg9OsrIBPzjtYaRQOXy56tK6k1gj2hGMTe2S/zcNYq7Bav4fA5StiaUjscSmOJhYf7xWVI0Rf7Tb3NeiwHNARacveWLHtiUyaJtBDIMSLtRCAk6H3ImWZ3shAb5IqBFWy7QeeMpofEMDOlSJDAw8sHeLGTcawb69r891EgntymZKwnChRMjBCULNHtgSUiKJc5swXhZl3pdXMP/5whiHcebRsqlY1AUYHSMFOmkMgpMOUdsXeQzOWyYwqRoOtZ2uYBqBf7RrxWoTQo20bZNpfrRBkN2CaQSJKGWKWvT7D9A5DA1IZ7jnZuyrXbOU475rQjhkTrxlpvoG+kWdBgdPH1bBcS+ymxyxMxCMtu4UYn+tyJ1pH12gO36NkfsUxIia6CRCFmn0Nujht6vWI0VAuhPw9Alc6mxrPxAln2lJDodaNLp7VACTPH3uiHJ1xOM6P8gGSJrJ1dGlKipiiNNURAyCGSktDUOFRnm7fSeJC9wD/ETEyLN3OTiPXGJuJ685yQ6QEbz0O5IfRCbUd0C7S6kfNEnyauDYyIdCHXyCQJPdywXh/QpOQ8M8soZg0Bwp5pmlkePoMI9OPGBBxvDlw9Xr2PxFZIeYI0cewTrbozTN559mdLwm7J5OzvnIoRd95h9NAq0oWrJyvrkwMPQmKaR7CJUbSzD0ZZD16DMrl0US3QSDTJxFHLkXNysqwcie2AtoGXtBGsYPEC8oxYI4VOCtkbDzXHEClFcnalhYRAkorebZT0MuMdG5DHxJHshValE+bkRQ2DbVXUtcOmbn+Fcep06UOH+wqA0dWZwRDGt+XkPy5nHGfmmlQv+PPtO9B2UGo4o+3/lgE+g6dxzS3svMh0wM5RMPT8T/8UJx77DJVH5yobAUG4RZn+foB3c4Sz8W88db5UG8xah8FOn847RPccPrH1nNlkt3D0FKHrc5GA6okd17MM6ES4Kwy9HpxTEsO28H/71m/l87/gD4xr7ft+3/d9X/7SX/46ooRzcaoIBBu67VFAq9rP0qIoXugJXoTquNoG637KWARS8DT8SD949TzmbaGDay7DWW7jQU0UIcdE7y47ci168FSc62sIIqRJXIohlaYru+V1qBg9peG1GwkkknR2UyJcPmS3TMT9A0L1ls5CIFqiDj341Qs/BpNi+WJILRpijcvpEa16AOXpz07MM2l09Ky9cnh8xSSReXeJ5Iw2DyoFQ0rn6nBD0Q3ZPAvUtobRYV243lZUN+YtskxCq+PYg5CzX2MVodQj1iJpv6MJXK8rhY5JR2N3t4be/EG0ShJhvx9dJ+sTjscreqt0FJ3gwUXCTJxFFUaRdKL0G1KcyLJyUw5c9YZ0d+BYgjPOU95BmLHcKeISikZCLVJCJMzO3tUi7JfEnCJdjGlONDVqUXpc6KpMozGLjnfUq36qt4bW0TI6TiDiz0eKLtUBUqwEK8RlYj9FTv7b2juUa85F0PHli3/mmAjBgwsJgePWPPjrR6oqE0oOyo7uTgchQbqAdsPh+gnHmyumYYc550jfVnfHyTN5mZyxTrO3M29eEBy18SA1UltpZeWwQhJvElKtj06JLskxrcQ0s88XaNuQ7UCaE+t2Rd0gXuyY5wuSNDQLL9wciSSW7McUDFb1zq9qEEyZgrh3N8rV8Rpt7k+frVEPTyghwQSlV2KMpBSw5EFyU9wPO3iw1ENntZVaV1q7ocU9pRyYQ2IJnWN1cBLppBywkYmgKL2vzLZw6NC1+/ycJsL+IXneOalSjxTtQyPfMMbz02GeMxqNm1bocmrKMu6rRHrMiBn7y9cRUuKwuYwu9MraGmLGIq5DtuhMoEhg64Uokd28I4TAdeukvRJzYkmRo0VS3BFkZls3nr9audh5S3fa0Yvmsmu4BWGSDHHUOUmCMLGqcmgrU4gs+RHNIkXcpu7meCCExBx2hBApQAqVnacMSWmmxNldWLQj7ehOIN19mi9zcgIoZtcH2zKklQ6+wS0752lC1MA6UYUlJqZopBhJU6aHQGnDQagVVhW6HN0+sB7AJuK0I+jm1q9eeYGZMOEuepfLni26X7qePN41kPNEmCZvqNRXUj9gHVJwWzvrXnwpOTmncDgSciLPD9nE2F96L4Hamhfdzu+E0XzOs0h7svJCVIKupBh53eW7Ug5XbNvKmt0znbRHeiSEGUMpQ+64aUGjCwvXdiB0YbdckNLkQZEqUzlideXJdqTPiZSzy+tYuLkulLZRA17kLUeuBSz20awr8Gi65EaMSkcD5Mk974OJW7kqlMOBFZg0omnBJmPeXXI5zW6jaspFcPlUDnB93KB3UmjsUmNrbhQaxFj2ma2qOxDlmXVTtt4I8560TN6gKEZv6tYKejxyODSer0cu9zv6LGRZ2E8J60eWiwtaMJfA3twQSkNpRAtoM6wnQnQ70jwlLoIw7R9CTMQQOZQDWysECezmPTkt1J7d6hOf5023AWrU/6SBdU6p+dah3gPyVx5BWJZIrUrtOzYmjMeY3UowvEgsehHDCYdLuCNpsDMzLTaKFiUMr2wHbDG6r4qNIiOxPjyYo0NokTODfsvmnpoHnKR+cv7jHeDUwUDvd4oS1Jm4E+g1EBkPgLmjhcSEiANqC5DCsOszt/c6m+ljZ/mJjP+dAoAY3EDfegdTxLw4tQf30gZ3PHUHhDbOwbni03U6Rydya4cFY3sIEhK/7qN/Pb/uY3790Lm6BjUKhFMX1HGtTh1SGfciyikTcBIGDZvBAcrDqbjttC1GoKR6ihNuMx14h8TWPQDAr+zZfcX7CwphAPnBp5+PLwX/3OX0zmz9AmuNbX0CCDHOmAiZiSQTqwqbFBRDTSg1EA6NYGOi3j0gdgjhAba/pMnGev0voRaSCaoH5ocLa1vdD12MTVdoQigLJsa2PQZzsCz7PSkHboozE70qIc5o7RyP15goS965dChFb4JTG6UJyYwnTzpX7Qkixm6/IAJ79mBGW43jcUWCEuRAni841kSxlX1O0DrzPJNkB9Z8sQwT07SHXqm9YaVQSkHjjg0hBm/oEYOzj7V5U49unWSVLOY66bCjto3atpHLMK6bYVSCZnp0plAtY80zUrscuFgypTUSkV1KdIUc/T0qZsOhRllvVi4e7Dx4NcGr0Yo3+Djp2CVQh3O1mncw7F25efICW62EsnEYT31KkSUnpG9ImmmWqFvH7ECaJuazGvQ0BUQkRbQr3SBGT7OmeY/pRDSYloXtuHqnxRjYXT4i5kxvG7UVermGZqRpR4l7zBLHbXjotwOqnRiFFISuG/SVXZypNChPCLsdxYwWMoSEiGdYQiis62MsQuwe0KIbVg6o7l17u1Z2E4Rp4qhGCo2F5N1htVO1czHv2c97DluhSvOGNHNiLZ2DNroe2U0ZDNp2pK4HtDWWeSGZUXv162Re1HrqxhhjZJkWlhA4UpAYiTGzTPPI9k1YiECDaIg1Yr8h9WtyKfSbgoQ92hqrBWrfU4q78qQQCG2lqlLETVwuloV9hmaNXfSC4to7rRWCjZ4XahyfvIDRmXY7GMeKjOyiCGXbMAuE5JKIag2bnfSQrqh1B229c9E3sh6ophxth1pniUacMjeHI2sptLa505RWqBst+r6yJK63ipg3fpmBIM6Iazty0xrBNubk73vAD3fJ3pY8WKf3ytX1T/PEjBgzu/khKXVyhDlNkCMVpQThQVpI2rnpQPd5OQRfX7VuhOAyodY6xUC0uEwgL2itbOWaysZEJC8JtUbTG3o/EG3HFD0TQIyEHkl5T+rCFBZiCrQ0Ya2w74UkkZRmLxwGShCOvRPNm9tYUdI0EZhZFmFuK31rVIk0cRzRc8JyQKMh0TiUa6/Z0aFJN5hTZEoZs8wUIqUoaQ6YrNA6D/IF4foaXW+wdSWZsuiGXD4iLw/J80LYCmG7oR02rink4BrvxQ3k0VJZdw+oYXJ5p3oTounoZN0cZ27sSOlXYI1Hy0SZJuZ5IYXIWlZ6qTSLhLhnP+2RhjeSskhrNjJSgUWM3ZKY8sTzhwMp7hFp2M6YHj6gkbh+cqSWTgvu6PPC8z+GdFckXMTEbpkJ097tLOvmnW0loDGwu/CMZjts1HIN3ft5WAispdKO3ilUt42bciDtJ+TygpQitna6BZgyYp26HZkQ5t0EIZHnGdsqW/RaoxgCed4xSXfMpg0LQguRkHeOaeKEBLej9UbsBVJGcoJkUG4GsVhGl3NGlj1whjqvMN6hAXmtyk/8eKUF71oVk6er20jnBdxN4nwRx891+JGfFntP3w3QOVjups0rdcULByS6X7N/TkgShn8snPUv6FkWouLVv6rOhJ9B62CQT37cLplwoKi4o4jXZomnVwaIP7m/YEO6gB/byXcdTpwvoyPm+JnE8/dPAYGO9JPA2R0GkdEu3gMJT4mPamRxRumkuXeddkBwGYviwQQD5A787D/vSogn0nxo38MJaJ8ab4yrKtzZB7fnfQoyrI9zPhXu+oUXieefyQgkXGnk98BO4ciwX1I1ugRv4HF6LoYrj4prYhlZiSGyoYaItD0pwJxd/zeniE2g1tiq0UpDs4M3Xa9o0wptIakCKy0WegeLCUsTN7m6PZoGYo9eB5EeUCUgeOe4rRRaaRwPj7HQ6bWx6UbvG1tKPNa3oNWtmqpuzHUmhsjx+glLnLh49hHaG1NKHPR5Km4HeBn2HGqjtcKU5pGmDVTLzJIo5RrR4FrkY2MW2IaPuXa34osxkOaJSBzpvomy6mg5HLm4fIalFbamBJko1dtkXx9XDtuRrRzoRbm2jenCwfxkkaIB0WuiZO8IqZ0WvDgqSWe5uGQ/JXr3ltybKkblsFW6KnNKxBzopbNtV8SwY0lgIeIGGkZASTFTSvHFQDeXdYVAMIF6Q0x7RPBOklEphyuoR0KptHKkWSBEZ+in/eIexJapIRBjotVCa508eedEl3BFkAgdevMX5XL3OmKKWCnU1ugidIO0LMTR+MXMmKaJ1mbW9QW24u9XCG4NJj1CPZAls7YbtBSWi2fdJqxt9HRJTBdM01vYygHJM8fWIKh3ouS2DffWhp5ZZkKGaspNuaJSQSJGg82Ih+ehbFiMrIeMESgoh+OKrZUSnjDtL0hdyKLkrWAmHNWzAodiRDGmdiTFQAqJGBboK7N2Sr0itIUSAjoK/OboJAlAFvFOk8G1pDKsWIt692VUnNXCmC7fCdPmsg3t9OQB/7H7gi8yowhL6qTgWt5NK0uCZsrFHAF362rHa7QcMAs0CcTasL4Rlz1NG9vhCVOeXfoVhBSUKSj75FKQrQ8rQnWXpQDehOq8sgkShBqddJFeKPUxQSfSpOyzkDCEBvWA9ZX1qBxWB+VzjOeskNjGw7wgMXEpsFrCrKJdWFIC3OtfemOt5vrvduBxPXKUHZMIva9Ea+4CJIFglYtpYY7JrR3LBrUw5+RuciMLqdaJZqR5Rw2QoxJQYKNap6GYNkrv3Og1icTaV9Q2JHRCFJJ47YYhcGhebBxwbbkEL26P89PAYGSpWm/McaZsq1s9yoxRyHlCNXKsE20tWJ6Y9xPz2tisEsk8WJ5x+74potXQo1vNppCxop6lsk45buSwZ1omdHRLFVVutmvyMrNf9mxauX7ygkujrDG3gkxw8+TIC+WGvBP2yRv5SAx0Gq08YS8z87Lj6vpIOdxwERL7FNCtUes1RY+E6K3e0xSZkiEZQq/sJ+GmGltpFPWMORLdqjQloiTq6Byc4szlxUIIwoO6Eg1KmqmxocXvT11XltA5VLdDnTDCbsfWjCMuBVuWmZgz1hs311fUXhAN6HVlComLXedYGsdyJEa3TJysY1rYPXhELQfWmysOefLMka2EbjStHH86AO6ZT8j0R48IMaLLjNnGE61cH6+ZWiKFZ3xu70cIuD2yeaZt65tnviUQU6fXgoz6L0IG7VhIWJgwSd5HYWTJ8y4jJ+35K4x3aEAuZth6g6bKnKP7dANXj1/gnZ55ZjSSOE3Ogyk+UcADtAUzzDyKQrtriKPfHBk6bB2dwwK3PtfG0C4z2PWxmBGiA3DTsb2n7QZRxVDUbrVJp9+HIQHRE5s/ULVEd3uRcKs3dxmODex7W+R4BrQDgHpzIz8mHZ0CAzo0117W6IWbt6y3jowBIQz/3NsiUW+QNCQkIl7ApuN6jIZJYSgB7MRwdx2W5cOL3KHEINgdjJ9kJOdMwh1ZDCP4ELgF/zirf2qeFAa7f5sECYiFW2nP+J//Xc/bRG73HcIpTMDP0ZTn3/I88zQRY+dAI7YVm4xWlOutO3CKN66dOz4hxk4ejEZMj3xv22OKQps7lIZSafWGFid2aaG3gGiD3tiuXkA1k3KEmJAOYSvAilVfZHJOPNrtCbtEjAu2uCPKk+OR2I/u0HA4otOet7zgx/8gBx6y53o90nUi7iLLlAmamSSTdg+xFGitEyQT04bFzWsp1QtbWjce5QdIXwghkrJwszWut5V9hhiuwOLw7YeuG2aN3jbmnTOL109WhIZZoTUoXFOC8UJtLmOaZ1SFoBXLmRR2zFIgzPzU+lOkJXM5R5drdNdaxq4c14NPnCGxm55BRFjrlRfsoESNNDaCdaIk1mOg1cUBeAguQ1Pv6hmsgVZErujNPc5T8i6G8zPvhGlE2oahhJR4fHXFdlhBOg0jzJn9fkcUIyRhSYFaOxa8Iyc44AtpYrNGWQ/0UtFtA1Xmd3qW3ioxZVLy3gM6Co9VC1YLpSVyWnh86BRumEkkOsREsUivcP3CTxKjsR4LXOy5eLBDpkQisykcSyFjbL0Swg5TpW6Nrj7n7GLi0SyUesVWDuiUuLlZKVthUWGSxk2tlHIkpsW94WNmlsYUDcSQyd2CtvXAuhVinniYhTqYr20KxGlHHsV7x60wpcSSIIcdsruA1kdA0xANJDHQhnSl2kTKl6Qwg230slIN78rYFStuy8bFM8wpMetx1PkEiBnpkV5dijclgWOBmEhU1ic/zWE9YBIIGonTDqaZ0AJaPJuXWkBIpIvXMe8fcXXz4xyufpK+vA5i8kyOVoIpCZ+LugRy7/S+0dR192qwJi98S9EB+S5fEvMeeqbVG3o5YpsyR2dCVT3Ya3FPUPdLT6IEIlMMXpi3PgFbyXnHNvzJmTZIK2UD1cph3dilhaaCzXH4Xj5AdcEErq2RrdDqiraK1saD3SUPLx+SzQbJ4laUtVTObdfH2sh2g3aj1VPW0gknM8HyA/IUYL2i3fwkWQLIxBYCNVzwfJigj47a2tH1GpkSpRoizRsJGcMFg3On5q1uVC1c7PfQjaqCJOV4fIyUC5b5wom1nLBgxNZ8ni5wCIGFTsxCtIw1odYjaCPECffo8/bqfe1sxyvmAJIrIWf3xtfKIl4UbJbY7xu9eyAfSqdJd1miJCxEpAmtdro2sCNmlfXxCxy6cSgrQW88CJonz2Zb412WR1wuj9isoLVwKDfQvGBx6w1dEh13FzmmBnFGm7DLe88m95XZGrp1jk8WxApXVzeYCpYWCMOyMCR2NC5nZRK3tZ3jDkmTF/2bUEWYUnSLXgOdd+yyWw1vmwdsEhPBIruu7EJgunzAunWsvcC8i6Sf3vDc/0SK2YmzYEzduFgida1kqSxBWKRxXG8o/Wrgj0g02NYj4FI8DcZu2pEWIXQvCN9YQZWOeoG4iltwxE6cBLGGtA5TAHHKr3fvnrobOOPVxjs0IE858Avf83XUUOnHG4I7y/L4+Z/mLT/xk2ega2cdhpx9Xc8dIwfAtQHMxHxyURsV8CJjghngWE4a7ae7fJ7/OwD2qV28DJBp6JnpupWwnFLZNtjc2+85YPV9eCv3W2mHjuOWAXB936fiSW7P+/z/J7AqDsZP+x/7vQXG4/NyOgcGG34CqeOwbWQWYMg8DDj5etqdzQy3Ezh3NDwR9X5Nnt72uMBPpYX8lPXOBRZuN3LKc9zKZnxbej7+U8gy7sSt7SJ227H1tEjY7Rb9tgWmeebd3vVdUOu09gT+/+z9y45t25amCX2t9cu4zGm29t7neIZHpDKRkKinEgQvQIEqD4CEkEgegBpUkKghJB6A10hRQFAHCQQFHgAJQUa6n7P3WjbnHGP0W2sU+jzH3TMijkdWQBGRQ1ra2nadZjYu7fL/379komaSDFor+Bh0MotdhHeC3TEKWTa2j3+PmBUeK/58cIs/zdhrd55csG1syXk8/kg94Xr8ij8vNO0Eh7gs7PkXip1oHIQ1cxsQ99+9b8p1TvbaQVRnU9DHg2XIJCKskVZf2PG3/PabkO+/zMS71ujLT3T3iX3ixXH8hueFyxP39dvEAnZ4NcMup5QHKU9zko2DNWd6DlQzHtdFaYPbkunWGFbxAGIGlmYwURxcXxUpsK8JWSHkRibwN0fhfD55InhV1m1jtUG9YGTjl9uGyGDNlSWtYIPW3tsPH1zXA3FY80rzSrMD7zDaZCY7T3ozBjNUy4h0bxT/TkwLukTcbU5naXQH9zQN4e9rMKeVtKyEtE3sX7q9G9tONiOhIAtDdRZUw+ilor1Pg+c7TGUwMZdxm9IiP0+svokgeZmazDClMj4a19kZpXMdB31Z6FZo54N+Qfppx66TMB7T4NQ71SLqDb8K6tOAd52D13FwPytFBq07wgPrC6oRqHzcp8/lqte8foZz9c7Xw7BQsSgsulFH5dEqI3zjInJ5ZMTGkjrbJny739Fxx4tRn98Z5wHB0PJjKg/ynXW5sy87PgY/ap8Et/fARIdwXY0eJo5uvykpKZoiVwtUWThqhdbxFpCUid2o9aSOytUbFjPLtzvhHcxi7+Cc2jumPulNb4NxCKADsg+0DXoX6tmw2hmHoB7e20oIXpE3PSNVEJ1pix4X8rogYeVjvVPGMTXW6/o2ovn0ZJRBqAW5B1q/eJyNaobobMDdldYHi0VuEslxg5BwDWiAx7MSY5pF9HHS3AjaQRbEjLsWsit1nHSPbCmxZmVbIicRWucqnYGyMmldpUEncLHQgGFK1ZUeBrc4DZb9NdjWhaCJy588r5OXDCwrZzumJCPteFggBaIKtIPuY0qYSqeUSqfjEhDrhO2G6OT8q0x0rSrEsFKHEsMNt0Qps0jVYGiIFBPOp2O9EHSQ7wmxztkupido0kaGdXrpfxKdUUfHeM4tGE5HuW879Zrb116/KOWLx/PFOZQ0KkmNGAPFIzEoK0rYIx6FyEx3jA6tHPi60s/Kh24oSh+dr9eTFye6rbOJOA+kNi57vaVO87E5Hg++ym/UUTAP/LRssMwtdRidFUgpENPC1R2JSq8nOURqrO9tXGd8OTmF97Mu0l6dZThphdIe1HEyYmScZU6ejwfmUzHQO6zRySFCVlKaz266QxQSgS2vjOuJmyIhIQJ59Kk/L5WwrFifCa3ITLzt7kR39ndIWuuGD+g9kMKCaMOGw2gEa3xukb/6/bdpOJcPBMWvF3lRnlelWuXVL7xmztrwrgSJiGU2FQ53nuXJcRZyXtCROMZFtETtlcNfiJ6014X3PuWGMZA0oKmSaeQYSGHlKIMXTpjmLCr2j2HI/90uyMWd2Os7YXMAQvbOugU0TBSc98p1VIZD+qt/RrSLsN4pdXC8Kv7jN2KvdOuMABo3bIMUI7/7WIhrwM/Jdb7CPk1H90/G13NKRFJGbBoefBQkbbDdGD5XpQHhOC7K+CKGxpoWRneOdnLayj2vhNGx5uTbRh+VP5YTCXdiErpNUVmtg1IOUJ/hEKPxTdtcdfrgp9vPbOc1J4D7DVsDf3g+cZs3qWdz7jnwU1roYUXSOs1lfYAn1tCJYpz9IqTEqzMRdcuCi5P1xhIXrvqcKZTHFy4LMS7sa+a2ZWzA8zwZzy+SCWG58csvK6VOzJS2C0WI5YHEFZaExJ3R53q514GGSFxWzGc6VqkvggXyGrGQCLrj1qgiXH0wWmFPmXxfiSEQZPD8+udo+sA0cpbfSLJg1zSMtdbh7LNRWB3Z3gakVifxIq8Me8uWVIg58KjfERsEaagmtBvUFyGu6HVw9oOYIK2/x9c79fqiLjcOVWRAt0zrkeV7Qe1CY+QalaCRZdmI6y94f1D84vTA7sv0k1wnPh5QLlgDZh31Rh5/wDVjvRFCBe8EFcLzyfV1oLcbxIVbyFx28joP7LoYGlCvWBFeX+8wk9GwFCnHi3oVujWO/SdYVp4mlOtEKmi/WHNDnr9DbcZcp3VlvW9s/UH7+uKLTli+EdNO8TnRtD6o9Qf9ebD7nWW9ITEwxonRKBLnyrDD5X/aHEwMZB1PQvgdO59TTy+K9YrUgfk7nprK13GRPVN64dF+JYZf+QgJmYkbHNeBjoWwb6zbBzIMtUSr11zjDJCYZnDKiHSbMe0CWDsZ1ww4WqyS25wGExRvc3Kn6hCdcFsIdUBvk1jxmjQZex6YtxmOEyNBN656IaqU88DNybedlDLteMF5YPAOunHa6+Jszmpj0kYMcpzUiFUH2gtRA7DganiD8O0TQuIqB24HV31xvr6IDMLHT0g5GTaI+Y5Z42q/Yb3PlMtlDiiePnAfbAGWvFLbSR0Qo/Gx95lce89sy508U0mw8qR7J2hg22D4Y2rTQ2KEBVWfTbIq3jtb6Axd2KIQcmQ047pmc1JMuMyo1Ym1kXPGrEIETR/o6VNK+KcllydaGTCU12+FmJRl4oNR3uds3og5429ZyyzWK5SBW0OZoSSiibTc0Y8PRve52q7fsfI1p4YMNOVZUMVElYj0RkqfmAtXudgwSq00M3oXxhhkL6T2RWuDx9gxDdBf/HzLxGWnO5ztwMbJ5sr1ek1yEIPaIeUPthR5HBevdjK8U9rJ5/LBaJVM5rbv0zTdZpS8phXpitZAnkvadzCKsC0bwtzGWRmEoIgK9w1yFL6OL2o1vnzKEevlyAjUq6D+HdkGTZUhifPxncPsXTB+za95XJjLpOZI5uyD0Z2tNbK+efhJaSKktBC3HbXpC1l05To7rTYkGaU2nkdhlY2kininXhetXlSvpDeFxupJJdLaSmCgLtRqpEVJYXA8/4BcP0j1PslQMWLtorQC9WTTRNyn8daYDa7mNMlCo9F8kOqL5JlS+zT/bRl5nNTrQrXgzQk5TL+MTZCCS4akUxtdGr07/nyQBHpc6G4s3VljoGSnlO+MHz/IuqJjMsZFInlP9OsH5Wycf/yBMJF9MS3YkElZaxUypO3GHjb69SCWSrGTRESjsmoESZgKS8ysa5qm+yCEpDjKeT7w6BATJXwACyMcxP0bKS9oqdTXi1I68bjY0iSpdO/Y48VhbU4J140UdnR0DKdeJ/L1ndqdqzdym1z1kKb0b6ZkRsrVGFckLBuujXY+qb1TS+E4KqssbJuS9jFN06dTr4vaOyeVIxbkNmlV4kaLnT3uWI/sUdiWlR4So1XsfDKicIZAtMaL6fGhjAm6qIrnv1xy/ztdkPsYvH57UFIGi2i+QW3weCJuhM998kf/KsI4eb5+pZRB3qaxrJ0XQYQvnCiBPS7I7/8a04uUF2qOFAWCUS1y/PhiV+XGHWkBFiGmPBmV9516HWCVV3vwOr7QajRRfnsV8rpx+/wdLoFqJ2fvRAl8LAHtxjUC4TLWjzt+y9TufOYP6jUfFJIy5MEajSCNc0TCyJzFqRgxJ3ClXAf6eFJ+/KCasy87tMGtVfbRCT1QWej5Z9a84QTq6OAz7dQkQi2EEblr5DOuPK8fNB8UixNA4UION9xvlOeFn43ydeAYyQ1pF5tGNrvgMeOrz8evjBRorgRvWBmknpEwNXdhnUznBSWMiYszd2p9QHW6B0QzEvubBxtJMrWoz/ZCv76QnInN8TZo9UKkkbVhlsnLHdZM+/qaU+vrpL8c8YFoJgSAgZmw3PZJQbkOXk84+qSfOHBvTmodV0V7pdZOciGlleXjg2HCCImchOSdZzFqbYguuA5Opqxh1MYtT11mOC/q48meE88XXOUifPuJnAZxV5btg+GBLIPanH4d86Y/DKficaPdNo7Ysb1hf3UjDqPFqe9dwzd0v3PbE4TMbitnL3OaaxnyNyRUvP2Bbi/aKITW2LbI55Lwr8K4HuTkZP0jFeF6PalHIB87WaYj3vJtTj0ssgQnZjiPg0f5YhkbLpWiF/2UGUjkHaIR74GNk33Pc2ux2Czi4guRxFXKW/p0MUbnOiLDZz4A1Gn8WRrtPKg9UpmpmNRZsJyjUs4HUe/4NuVWkhaMSBqD0BwdxssPTAahD+66oCnPQuMqE4WYFPeGa0c1QwI5JxO9R8PpLB8/01vD+gXaGE/Ds5DiTogL7hVNkfYqM24754mg3DZCTLTeaWaU80BvGWWi51wjyovo05g2qmCjM9pgCXcsZUYpaDvwsOH5GyMEagjsC9wsEYZRH39k2SK9ThOUbBtRVxKGxA1lEHNElzv/vkPpjrQTl8Aff3tg4ySHJ/X6G4ROiBsyAnv6ZeJDRWh2zYj6AKG/AJBlI7jgXIxxMEpn9MqwmVKYbhsLC7quLOlOXCI6TkqdzVDtglX4Or/QbSGmlVXTG4DghKRIVpYwkM4s8KMicsePA4rTr4bnjtyc0aCXJ7U9YTj7eucYhefzhfpccZ/9gRzfGWZYH0Q/oTaGRjQI1A/iJoTygFP+nOLXUyLGQH8U5B0ql0iU1qmnEBKTw+0XKceZ8igdrEw5W6/0UXmdc5CB2gzYyYmP9I4Ll0jKH4R2UfygUglRKFdlPAdrjiQX6qj08dYn2yCZ0/qg+TvnIQmqRhBnC8p9jQgTiDC8koLz7ac7mjYEyHJRpGG6cvWI1YBE5dFmE4lAVJ9Jou7E8EkIgRSUPUaiDyxNutYiyhqmlDDnN+ayzDC2a1yQpyY+LolhRi2FYEbcDRlOOSp1GN6Ndc2sSwY7cI+Ua6Ysnq2TXIlvpr95p499FuKVGW7jL3yJuG/E0Pj2+TPrtxvFA9dZOa9CzitOo7fG1zHQ9gIetOvFiEJVg+vi2S9SVLp2PtIn2eH1/TtlFMa4/kxuCQ5tdLSfpD1z+/3veJ5fjNeTxTop3Gn1hDoYUog5IzbQcRD1JI5CK4NyVfCI6kr+mTdacGE8O7oZ6Z4no7yBXAugWIwwAqJCSIk2XtTScFlhmZ4FIdJt0BpkywTP1LPgMuVedTS+vj/waoze+P7jB68fSth3iMqSInZWRozotvF1VII4pmPSyloj/ChTItdnXkXQlagHiY7p3FAW6wwf5NGAmYq8hY3T37K/ML0v7XzRz/5W6jo6IIbE2RrjqxDClA/KCyxVuhjnRLtB3maz1AfdjVoN+ovWBx8WuIeAIAx1Bv+VhvxfefTh/KEIrpGUF8IyzX1XD/RqyG/PqVG4/YTGT9Z0w9rFqwaizz/6ed8hOVuEow0CF8ELlBOLP6Pxhq/OVQYlzillf/yKXh1CwLZGqxfXnzB5Iph0wlBuMc5V+VFYJSDHSVFhNMc9oDnyrAHrc1ovQDYh/bKwBMfqhdZCjkYSw2IlSELTjZwDIo6uO3a+aA3MIn37iV6+aCURlo2Pzw8E48frotQTJ+AhUxHO6yTkWXSYdcaP73gbE8E0nNu2cvYnPg5q2PAKkclEJ0eavbDr4CmR3+0btIsh0LffU6IQNVBbpx4HQyLVG7VCsI6GQLkehHibPPLutBG5rBPHid4+6AaHJz7yAstGLU967SRbuPpJHQ3rHRvTeNR6ResJ14XJwv2WqCGw7HBbElYaWQM9OyMG/HrSnq8pDeKd9NkDMe9ouHFfEn5ceC/0Wjl75eI7PSjr7/8pMWaMRkqBFBJmF+VxMNpBrzpNcNbZrNNOm/zvt96SYdSqfL2U0WY0OynhP62E5vjtog1o44Uy19m40u4/431BxsHonfLjOxYOQgRW2G6/8PG5c/744tkNlg3CStTKaQ0biZECI4TZZKjS7IkuC/nnDepK640wDu4twjBam83jbsLOysiZJitDhLTuJGbTpWGhmlJ6JQVBa52M1/2DEFecg7N+0ZuRlohdg+s8iD3gGuieCDkx2gtqQ3Ii9kKvBbNBt0IMCRclhYi9b45hW0hpwbiwOFPWug1aucjLCmFh9UayTiznDJ0Sw/TOZQ0EdAjjerCLsgSobcpNAJL1mSbXA9mE4Qe2ZOy6CDGSc+QawvGoUB5TgisNl8EIPlGK3RhstHIRljeOdAB9SiJ6B6UjErh6pZ4XW2yAMq6T9DYm2eiQhVWUOL7oQRiyMDxhvVJdUFe8FYbIjPX2G1sbeD1Qv0P7ZNs/IQpFdG4NLeFhp8vk8H94wutJ9rk96t34KUZIK7srYzQ8KB4+CCQwSGHFgfrejqQc6a4zaMoaKoEU8tRoR3jV51SXWeRqRhu/saYFG0qvKyGOaSYMTh2B11WnjjQuNGvEoYwoaAh4ng/NZBHN9jb7dpY1obeADGfUF8dXo7yejLOiqc4sB1F+HZNZ7zqbuXINwvoTaclvGYRjxxfX8euUDG47unwgeZspwf2d2lCuaYb/2Oc6PSfW2zaNeMevNDOepU6Tugz2daUO4XIjj4PSTsymbK7Ug27OmgKuK2uAfr6Ipujzoo3G6BduB8aLPa1ET0RXxlmJS8aug+9tsIQdbY19yWgO1PLCmmAt8xxOuH9g7qg0zDp1FN7Z1Gxp42OLc8LYIpY/+BqRv/nRuGqfApAAt2VhjImdiz6L70WnV+d6HXSdqZpbzPw4lLN11qSEkJAg3LfpV4ohYtV5PJ8whM/9Ex+DJJmqjefra/qz6vwZ3JXhytVXhlwYked5IXHQUmBUJ3qmtgejOa86Te93EsvHBxoEjYA2lDn4qVdgmFB+O6lnRS4Dc+rxohy/8avCtmT6uObG7Oq02qHOwi18++S4oPeLcV34MISGlYtyGmvepjfp84P0ecPT2/BdA1S4pTu+KZ6dUxv1eDCG4wSKKd0yTmdPgkmYwVSvhvROCCvj+aC+Ov2d5OzHAWHhWjc0TXLbbZm1j1Xl7Cfno03j7pZQC0gx6nmwrR+sLpyc9NEp7aL+4UFtxha22eT0TjgE751FA/l2J8Y7YUugzlkrKCwhkHWhru+wsT1xXZXWLqqDtc7jx4NhF57y/Fl7w7/Pgtzjhi4rcUDMmT0FRmv01ueWTAPrMsOcrAtqRi0VjUJeMhElDZum//MHvVf2/AFv1Kq8Llac1i7CebDFTI4LbkJqcPyJevevOP6dLsgLzvd88ZmFxJNeBjDInwu3+Nd89IbXwVgWBkpIG3q7c5TBo31hIuii3JbMHhVa4zieGNMo0o8yb+StY7py++kbS5qrkfLj4DwdP8vkAGvHu/MksKeE5p2+ZXQRfk4f/H5d3tHcTpXGj+OJHucshlWJutC9U4+L1ozefpvG05BJYWqwR5tay5BmvCv8SZuoSC88u1GlMATK0fkMF4k5rSk9oPmvIWV0FGwEnscTOS/uKdJGwa9OsBnVGzVj0Sm9TdyTPWgdLny6T92xcdFJlGWnurHmRGuV8/UHbkl52gzZkEXgskkziDtqC4ELC0YLjsWPGaHbnkiZBq76VRjXTOWr+cQfJ5UTZRYp7o0lKqM28EEOzhhQy8n1dc7GaPn3cb1zvQr98UekOxBZdkXNKOcb9N86ob+mj6AW2La5Yl4SWwqYBvSeCOHG6BfNK2f7W85q9HqwidDiip6ZfjmxB8gBrNJqpdQXoxs2BBGj+kXYM8bgPPPEbN5/nj/7OiY3vXfoHW9PchBk/6Rq5Ov4f6O9k61PDF49GPYrWb9YJLP5hjwH/uVYGCiF0b7wruR9ZZSBVQHe2rllwepgTytdwXelVKO/bkR3sC+IAdId1htXCogXtm87rVXIEbxi/WBGPQ7scM4BMQjNDZaFmCaTelHFbgnJgbJAemSyCmaV83ihBqqDYYZXQ7WSYubyi/5OOZWR8eBYmCESgiE+UT5z7j0IveMNchgkWSgyOH974D860IkJOnD6xMJFnSiufN8Z4QPpwi3ub6+Gzcjxs+AaJk2kVNoQ0sdOkMzXdc7U1N5IcYa+MApZA1hhBGHU71w/frDlWWDV66SEQNeV+PRp7O2TItSeD47XgYpxPSvrt438NqKXXnj2hl/zOhyyonqj185wYUkdH79CDEiKJFfqcXAOR2plsS/W7Ub0wKID1w2zg/H4/9DINDGCNuLbCE19YWZ82+6TSOOg4Qb5DqIMCZz1B1JOlGlOK5Qps3IFf0+YbBJ+QjQk+mweglLMuAoEjL2d9FKm1G4JpLww6oEQpgxGC5slXr2Ar+SciTFTSqPZwNwZHYbPNXXxKcOw0Rk/flBeBWicteCrsqQ7dfzA+orIxrfPn1CEtrTZ8EXF6oWEhY7grWDdphG4bfO+bIKNiojB2bGrknySnUptHFfHR+UYB4uuhOS8Tof7yrIt028wjEJgMCUDV20UTvYlgy6U46Qf37GhQCIsGeKgt0pUCMPe3O+KZSfkTJfBcOGqT778wRoDkj4gZ571emc9ZLwnwvGD6yzUHTQEcl5Zlp1t2VnDhMvW62SokvLO7Tr5Z3fhehTsKtMP9Bqw38hAs4MiTusVCU535ZBMyI7KnPi3bnPyXQvmynW8A7ZEuUqh9xlK9cfvL/Yo4O9QuCDzWsk3KkqvBUaml8qrnSQP6BjENAdj13UiMqUUklZu9wDNCMdJb465sj6UuMwNH9dMwGwYed1Zlo2UlHoWlhxZws+0N3Xs9EZHiNbp4SJnJ0omj/b2tCk939nyjRgT3x+/gcjbJB8o3oi+0y8j65QdPV6VYzzw64Hh9BznEEsiXRW/32jWGf1FjEbtL8ye+AukPUnrT2RVxITxaKSUCFuespG0oJboUtn2RNbMnhMJ4evHC6qz6gJZOI4ftPOFW+f48YMQZxjWFgXzRFgTP3/+QnCfmRXHk5Q3DMFG4xwvxmHkEFiWhW3daAjt/JrSla4InexCKYPLHQuBR52vnSUR40QxOMKwmVDaRTlancbOPlW3Zk7YFY3CAWxBuJ/GYoWilS19ktc8PYKt0Yl894XzWaj9/0UIkHCCK2lfkXrxeP3GH0h8fv6Cd+d8Fsp/VZD/qw+VjtY/8KqBl0+Ijxl4SnzshS8VsjUyN3pYycOQfmEKYVvZRAm+8HMy1qhIWvlbAiNs9PPEnr8i14HGQAh10h/yB52OfBohXySVqdu2wFUz5sb9trIvN7q9CSCrYse7wIyCrELeE2uILArNK90eOB1vQqkdez4YKoQYcVnwZccI2DigXXDN4tIQynURrHNhMzI6BLxGLGeuRySIUroT9EAWEAYXgtZAsl9RvXiNAaakLoR1RWPifDkxrAgLwRoyOlUBjaAGkvjd+hNnyLR6MDRhxfHaOJugmvGwMLpQr0KVSRvIbsj1pAeHW8Tsb8hqSDBGOeB4zejj8EHXxEMXcs5Ic2K/eL5ec/oZMqZCcKOnHfJKkgU+fiFoI1XD7aCcD7oVTANjXSgvcI1INNwz+eN3WB0Ejayp4ipcX79yXk+8Zch3JCiiTrrtIJ2G87yMIcrXb18gM9kMVj7WX4jXQJm/A11g/VyQbWMobAbpYydJxlvDX090+aCL0DDGNWZqYkich9JHQGIk9y94/QGvjlfDNNC6YDEQ3AgBSjw4v45p6hMIz4XyelHGxZU+saCs+mOyXs24vjutPOi3T+K6YGU2jWoKMhjS0W830IyFhMUZnx5MCBbx4sj+C80HUr4ofXC5oBoYY+DNZoGdHLMFp5OWv+IKCXJky9NS+xng6heXRFSd8sf/jFYOjmNBvLBQyGuixMplfzM3FkMIvnHfE2s+uXphdCH1yaut5sTbAgEOM5pd5AgE2D6Wea5Z4CN3jqPT1Xn0iI4/MEpnTRvqc6PVykXJkS1EcvxENBLcWYohbV4Lex70YbTzpFwPqh8k6TNsLESQQJPGb8fFqwH1xZoyIaxzFR8c2jnZuN24wiCHgMpGb4kmAt747XTsNdBuUwZiDzxcaErEJXOUQu8vVBN9NHJakVHR8MHIGzFEHqUR6O9wsQF2IHrifHHVRiWyf/sgrDue5hS59UHvZd6P5KJdF0Gc6IGrF1SVZcmM8qRcJ6NvXD0ivjHUKK3TR+HwBmKEHGe0eO/UEdhiZtNI6h0fkK6BSEXqBdKRFJDW+fV5cvQHKWXyKyIaGObElAkI1/WWMoQ4pUUYvQ/k+ce5uv68c/RGKB0bjVK+SGFjCw23gr3JMzkkYvKJpW1z+BJ/+pnlYye3xmUPOg+WlNF9oVbo7aI8Lp7ne6JpjgdIq6JLgDSxipp1ThJ75/l8Ua5KeW9NclCGnVNn7sf7vl9ZgqHoNBTKjWAHhM6+RtYlocjcdFjFzmPea4YTJHKWC23wkE5/NNqrMdwJ/kWSwI1vbP0gnEJKEY0JfVb86JQcCBIp9cLGwLWRWmOLit/v8O0DE6eehu93hg2SNTqG2QwGO1+NJDupOUXbfBYOp8kMJjrbZF/NmPKp940h8KOf0+galG3JpDi3VlEMCRtlRLIHemi0q+DDkQhyVcZh9Lwz5EZbA6TEet8p53ckG10Uyy/EAxJ/JuSZXOtudK+oKzGtCEY/H6g5vmx83DKXCLWf3EakdZt0GYvoEnCD4/yNXP+IxojLiunKGIoQuKzR+xedPrn1ZVCegwPox0BqmUOFNYMLrQ82/YaOnf48GP1AcyanD7gaSRNy+2Vyxxc4VoXaGbXgXdHqDGlYOYGFYInug6/ffkMVQppUrFXms8f/ZqIBdVysAbJFBgEd0MsgpsHiUHuhH7/CMLo0rvJgobLEhdEvGJlqkWt0UnK+y3/OywNaCrd4o5+CWCVGJYeGoDMIbA3kOAct43rRfeApMYJSrhdWT7oZkgPsC807wwY5RfJ1sI5OyMqISmoLjMxt2wnLzvPHg9Kfc0BTB5jRmnBcFemdFBJaQWVQXDFtWH1NlsTSiEv+izXpv9MFeYqZn3/+BW8nLzIbiXg96FbJ7Tu+btTROI+BLhevfhHrMacqeZ3TFA/8wXdEtqm9RMgcxFRhe7vCgzHKkx/fT377+ueTs6yCD2ULCbeJj/IxA9IWe0L5DW2DasLQhHgk5g1BkQpZFrSdeABrLzbJ9NoJHsndSH4HUx6PTgU+fpeIa0K/rbhVpHSGF0Q6j3HS39Hw6pmfPn7maoPcI9aviSM0Q71PN/Q4p7HteXL1kyPc0W1l31dGVoYMFu2QnKtP3Rtp4pviMjWbrzqQEXmdB8kvqhUsZtQj2WdAgKaAEXAVxqRKsmTQs75Dk4z+OBErGJPrfg2hxw3RggQnyEW3yuN4McYgaSCnO77/BxQCfQyizenbaIODgYfK3QdrGeg1mb8iAUtTKrLqpCZc6YPj6jy+HpNSEzJ2FGJrM+Z5JM4eSDijF0b5gjWRw0LQzGdMXBZnRLK9JjbPD1ozagBZvyFRuaUFtk+COuU6sXrx10dk23a6D2xxNNYZUy8+DY+vArLzV3/1T7hKp1wvlnRjuSXaZ2KwsLQXtMlPH63wvZ3oOnXY23IjjYABKQ3quPDyGxKMp0fC4YgrXZ3WDuT4It1/xpqAd8wLgY4sPxGHMXhAWtElcZ4nURdWh2Qvyq9/ZAxDrZFTIqjPCVOz6f4Py7s5y1O68PojxTOLOEhCQ6RFJ/pcM3aZXoaAkd/oUbGd1iKMThon/bpIFkEHTSexY5TOIglE0fQN74FaAoOKBGHfdkwhx8DCDfMPHOMqAu2ij0b5cTDGhdTGoYGYP94c/UkH+OOoiDZuaUF6mQl2IgRrM0BJhDQCJTQkLbReJuP8nM2WM3jxollERkOWxBJuNHPW7YZr59EvcpryO5OprY0hUnrAPKH5xu9/nzj7oHaj1Rfo1LkXOSfnWjv3OAPRoNJVyEFJIXGdT1qbpkQT6K3A+EK3PJvxPHnghW+M2snhRnxHkXsU1J1xXVyuSDv5jHHq+YNSamPQqU15PQvXOMhLoyclYpif6FHInsly5/KD0QuqCbNfKKODTo58g7e0I6GqnGVQSiP0iz6crTbKapg9SQpZFO9Gq4O4ZJoIg8qyQGcmg7rvcFZ24jxXACOxMPW87dWJGtjSt9lUXhWzA8sZfMDtTtru2LhmmE974OWgh4URdyRF9ptwvJ5EF2AQxFiujlfB8sqyRsZpLP03/FJqOREPxLehrSM06+SY8e5UDm4fMxBOMegDLZ3zOrhCQrhR6kWpT+QdMCNkhMHonWgRt8bIga+vH5id7AI5fuDnQe6V0v4W606IG6wf2PliNMcsovkdotXa1J0vAxsVWz/woIwQ8dHo7QfyeDHoaG/c10m/unwQspP8REahl4pcY5K4gvNB59sWGDFOzKrMwD1Nkd2hdChdSAw2NSJz6mo0kgDJSSL0bCSLJBY8/gkQIiwpIO58hsF4fpG70+OdniNpW+jNeXnDc0WScPqUDEXrOF84kFJF10QbRl8uIk5aBGFFe6EdnX5llvzJWX6je6V2h36x5ko/DR3Cbo2zHzizUU4hstlKGp1naxCNnjIjJVhWRm1c5eJ1FYI9Jz6zG5IyKd6Iy4akhS1unLnSeHEJEBroIG6CyJjoUC3gg5Q2UtqQ7AyZyERzg0UJPvA6sNFn47js5GywRtQj/ar0a5AYaDLED4IG1nznGoMzCiyR+/Y7vAleGheFOuqkN5XBKPCQwToiZYmIVvIojG7TG2QQtskzf9YnQQf+uJg20wYxkJpP4tYVWDWwaERHIAxhSzfImaM2is7G4jz/Bg7l61JaeUKFQOCnJSHji9OVYZ0tOvhknd9++if0YLzqRfNCDNNn+JeOf2sKchH5XwD/Y+Bv32/6n7n7/+4vfY4Z1JqJktjzHUrj2/4LNU60kcrKxQ+0Nr7/7ZNmAx2RqpGRdJI8pGH6A7G/RWxgkliWBUHRsKIB5LiQbjMcABhScEmY7hxbJq8rUS6GNsQHX0/Hxm9oa/MkkhmWYnmbulFzau981ZOZARVYZZ2ovQh528jfVjzAVhvWKkvq2Khcz8YMouuQ5gPlts9VXBtQJDNksIVpajJb+eoFjxkPkTEqowleG+mnhXX/hS5CPy6WXHBTyBmNEYmRXi9aK0RrpDCT0B69IjR6dWp9kmLiaRW/ZmyzhsB1KeHlxGCMEGltdqB6TK28rpGzgtOIrISYsJQhzCLitJPDMklBrZOSkqIyaufpGWFlWVaWANY7Ym1SXHwGvjTZoQ5UnOEOGt+GFGekiNVGr0IZ7+TSNujHgcRpfFw1Ee6/Q2RQciIMxc82cYNx6gRjcBZT8j/5ayxVoma+X7/SWyETWVedmudtpWqi2aCkBVfllQelP+jnLKQ+1oxZwawyQsciuF883WipgmZ6XDnPwSWGhEle4L7ilqCerH5Hwoq1Qcgb9g6X0n5jC7+QxDnKiXUhxsCigQ8Fqz9ILrQ0kLCiIc/ptrzj5NtCbwfWKjoGnR2NeZrt3LB8Q6PAdfB0I+VMeBMPYulI75Mo4gXaSdeBSkCGTH2yC2yJLhF1YckLW46EGAniDKsc5wzD6DgyhEUWPnOEMA3QvZwkTaiVaRL09Oa2O8syWJaE22Ql9+fJsCceYSThejX0eAHGGIbFhLVCJFLtQYyw3BZKd/z8gS3Kq+k7TTWzpx31ziBxKLQ4Jz1L3dC4opyEu7C4cNUvctvYt0/UC9afPOsXtk2MoPBBuv1+Ik3PgtvGyBkLO6UcDFVCVsqWICz040LXmVa4xYyLs7SV7B9/3rCJdR7HF61+x5sS+ouUlKAbIUWGOv7V8Ucml0RJjnmj/PgVSwvXsr1T8AI5CcEG1xkpBs3vlApuMxpeNCBknuVg1I7owMcBPZG7sgfjZxVydfr33wj9YKMiS8S0TLO9QokRR4l/StNLmctPaquTuOJGygsikULCSIwYkGjEWAhZJw1IF9QK91pnQb3BLkKJBus3cjby6WjWef8ZhuoyUYQhYnVMqsqyo7kR1NFWsHay9M6WvyF5pw+nvCeksv7MsvxgtMEZBnsWKA0/fswkQDOiVNQy1MJig6EgYvi24SOyUJHh4IPaD8YIhPhJ0QxSGOeUNgaNpBgI6875+k7RhqsSpBLyJFN5CFzPSrNGD/AZNnTJ71C6ndoHbh22mQHg4cVojSCJpA0pL2w88W5ovPHbdaOHjAZlHRupv+/B7UT9MZvcVmktEGRiBRVoInh58Xw96ZrxJaMKy5pJeySEyABivCNx5oCMMcij4EdBYkS2jaMp38vAdfKixeE8TnpvBMnEVhBhpslKxbVS4kJQYZHBSAsabyQzzOEs/xln6ZxXYJeAkQmi1BBAjVWMGDa2mIhU6uNJO36w6Tq197WRx0LIRlgquQ7yvjE0UbvC4uQ4sD6gd1YLePwdwwOnNIpf+E3n3wroZSZQj3bhrVHa9EQsyYl5UqAGjREL68eNNS+clxHygo5JEMr337H8kqcPwAejPek+aGNQflwzKyIKbVwwlOBpvm3/mfV3N9rjQR8V3ab0SYLidnJF4xCFbrgHpBnLMIJ/0c4fOMarHDxJ1CE8zAmtzVwXd+wxQRpdL1ZdibdPiBkdK6RpYD+88roeiAWu5xcfbuxxZdtufOmKpI2xGmsSWqmkM7DkTvEvNC1cOmj+4DUeWHc8DA45OXuFrOSPxF03UlhZyCznYMcpvU5/XATrDUolBEH7haZMDUI5fvzFOvbfmoL8ffxv3P1//a/7wW4OF3ysK6NlXh741TLBlNfrSa0vmlRWAnVkFl3wuHG0Y8ZO60Jvnd4K7kJyB6lcYT4Y3C4sBLIqIa2E7dvU1b7DJswacpYZHhAUtU4rFd8WfOika8SBMvFqKQy6CaNPXWVcV3L8QOPOSIlRC8OMy53Frml4wlmXhAzH6g+C+6QA6MKwyDVeiOtMa+4XNwrY1MsZkZSFNTYEZ8lTvuJ+41kia8zs3z7QoHPNXY1FdoYuM9SlO3lJ07zkcwJZW5jroZjIH0plJWw3Ptpc2wV3mk15j7kyxms+JNd54079JGyfeMpoE+6p8bnsdMm8+gwDGhi3UXAyTxssArcwQ5SeVjjrxbI5sgqXX7DATFjOpA67KCNk5BZo+uakl0Hpg1c3vAmjVFYxfl5v/LLfGA69dSykiZ8KcyI012NhBpdsykpCxHmNOe/8WBe2bcNyghEI8jPX2sCcFMBqwY5ASEDauN1+5uqDByc+jKGBqIHDfIYtEKnSsbXD8QPOF67OkI3gBVMjiCKeMNkI28985gUrj6l9HcKrVEaer3lm6TGjnvMH2/NAayOL0giMLRK0wfVCRkOToiFRvHOOAmNM9N/oUIylDyaIp1AAQ0gS2ZdEHYluwmrvFL2PjGwbqyrrotAL4fqEoMQlIPLWYl8DjTuPVrFy0F4dF5+TxRwJ6wc5FkJXmjg9COKJPgJZBHUIYaOTuTLYaKzjwqWS95WcljltVGf0Ohn0aUFViBluoujK5JqbUWunj0zok63fr4t4nhSbPbB2IUjHe8Oj8KE/c9v/ConbDHipD2wbhHifqZtdGGGf3GTfeTwPVruhKOHbQrseb5lJJkmAJgyNLLef5rRPQegQI7Fd9B+/8fUDlu3O7tNoLpoJrwFxwBGI0aZEwjr1OPHnBea0ZjQrWFTSorBHFk/o+nuKC8fzgn3HYiBRsXIxqlFb5RrGU51+FcLVWNZlpvqVAr2Rk+IK7oPYjFsM7PuKCehXI/nAcyfrMt9G5CN9YzSnHl/U8Z9jCDFC1MAYfcqBTN6pjQYWKQQsGT2dxOEEN1wCPSSCLgQdGDPwjSEQFgYC6ZO8f6MNoVil1cLuCyF+4hIgKq08MDkQOYlhmRkwqmCNaxToQugV7JrkEk/EtDBUaFcjSsTcWda/puXGq3ynXSfBDGNnFCHEhHrGRkK2D8J4saMkhbh9w8Q5zy/qUOy82JwZ850DkjYeFrGPG96ApuSh+LMQYuabbmgIhNFItjK84OOi1MY5DA/wuSihVYTAzNYKBF3pNdPLRY3KsJkdkJcV4mR8S1hY8wKvk8UMSpmDibSiWvHlwFKmu9CuxGmNQMDOQl522DM9QN8jYd25LStuzjgL7eqItLlZi4V0uyE+Q+ZanRr54YM6nHLAVRvDClHBqjPOJ1EKd3VGCGgU7mSqRIZt+PUbv0olwjTvpXVufNxRP4meGOEbxTuqbwSfzaC7RzeqfKeqIw0YD9SV0x+0P/znuEXIK2GJpM8bmjeWdQYKchSGZ2rIeFoRg2iDunyiE/H9TrNWPvd5r66v17tADiRt1PPkOMqkIiVAjT1F+vmFH3/Er4CRSOsH2TteGlZeWBTismBB0dLIDI5aMXeuIdRXJaoQPdDlnNsoe3DwDRvCzRVl1jut/DpnMz1OVKUMulfsuljyDauwXxfmMEyo7Qc0Z6Hz87qArjMh/G6IrrzaC3RQX98R2WjDyaos95XnMaleW4xIffBDV45aSO2kbRuqmW37IN4yd4+U3qnXF4/2KyLTB/dqZeI2iQRb2dNPJC+4G+4VqXDaH3iNStIVv3+jl0YOneKVCkivaE+oB7BAG9C/X3+xJv23rSD/L3XElLn/8gvWISx3FnG+t4PmF2ObBoE1/cwtZX6XIh4CSwi08kSDklQZYzDa1FAFFFpnlBOzazKPY8I1UtadkSabOFjHfTKW/XrSrU6N0RgQC0nBtBB35QrrxE4R6L3RWpnhNCnia51oMDmJOWJ+0trUb+LvQgOhdegyJ7KrzIAG1DnLH4m9EVRRy1PjTES0cUaj1YM6lBw39rSw7FM6YK4EeSAaCCGyrDeaKU978vIXvX6RdSaj4YkYF0IQaq/AXFl/rCtNprZyXC8WjF9uO7tFfGSO1ni5gd7mTZWERGHxnc+PjWsIVxzEKKz7xjki91++kcMMJMjjIGBcQEfQZoxeSdH4jDt5dcow+ljndLI1OgubZGJrSLzRQyRhbCEw9gFutGEEEQI/cdSLz7DybY0EnVsRUeGSyQJulpCXzrCElGky6HWuge2CokpRoZwveAWCJDwFwnZnuPDohmkmuqGmpDYNWr0Uqq3YcILMhEQr8DBHw8KSNpJ0/BZY10TonfNqrLLTskDOXC6M2kjDqaVC2KbHQZyPZYEMJkLM30B0Np4meF4QhNdwjjL4aQ0My5SoWD/R2hE6vVdSjkg1hibyPdFvU1uuYzDjZMD6xO+d3tE4kVt5/5iMag8zDKYb5kqMP9G48KPx+Log+EyhHXFGtVfIYvDm6/fr4hoJOX9gNnWdHhbG+jM6BjqEHgKShZgc7YMt5mkgCoE+NrplyInFhOqG9kjwxhJscoXdiZoIt4283mcD0iuVMckaDlIaHhM/a8CHk1C6F0r9I7+dv/IY/5xSvwg9Uc6OpsymG7W+sHGCg6Y7VZxeB+EaVD25fd5Z8oKyMArkZuTNsGgM6pw2jtlYBZWpZ9RK9DDZ5q8/YhLIUTGNWLxzXcaiOxqUGCISdeqPJZLy4HkZdSw8+yDaRX5eXJ7QsFLj5PH699c7e8vZr0rISvZptpOYcBNG6IQYuN1XbCgmH6z7DkBtjW5zIrhqBFcIMOLFpQPhg1GNSGdbdnp1Yv0gtTFlW62SZPLOS7qoMsFEospdhId1OoPuTo+RdU/z3h0ir35x+USeqQyubvQK0Vdy3DlfYyb79ReMBywr4sKWE/kMaD0gBfK6UC9n1JkISMjEEKcuFyeETnPlWV/k82+BBB45zjCJM/biUX6DMVhCJuQPkt7QvJL3FepBeT3g+GLJkXU0kg38jxMfaDgfOukObpGTSrUHooOwBEK+YyZcxfF2kdoTrxeeO70bxQveEgQIKZN+f+PbpKzTzgPDCDKDkZIGLO/EqnPSPxz8gfTGOS4kJvbbhsTEsx04hT0JHozzePDbFbgIWDUShmrEvNBfDyJgZyMtP9h+/oVt+2RJ3/gp31hVqMcxh1MT1MNx/iC9CuPXH9S4QJ5JxrdlQbyhDLbWiBE0KlYVs4ueAmH5xv1+QxQuu/AoLJIx3znWhSGdGBbUBx6MOgbmkXu743EWXdtipI+N59WxZrTzi8bgey/8EGFVYVTD1t/PDUcEpaIxol3YXk5cI/hsBtpyUscg5zspr4QOoz1xCnl0sg8kbogZ+igEMWScXD2Rlgwhk7Zv3FMhMs2yiBOXjMjP9PqDoIbwwpJTg1H0pFwzb4ILVBLSy0wsjQEoDG24FO5xJhXXUag9EY+T1J6UkEE+GPXOVzkpbRqFS0isaqzLyjWcp578sb2mr607K4JfMApTz68ri6+T8f82i4d7YEmOXU9erRGi4QJqC7l0focS15+mFFQCz6pcCY5yUh4/0PUHj3zjR0oEjXRRXv1BsReLJjZrNF34SBshhEmvckdzZlXBPU4jrE8TaIiB9vqiHJ3XsiAYIXcsOvKWT5l1Ip3121/WkMufkxH/DT/ekpX/IfAF/F+A/6m7//Yv+bj/BPhPAP7D//A//G/+3/7v/2coButO9T6Z3QLqgjUjqNKZSMKzzeQ9x1Cdco9iDVFliyuoo+pzhTcqjIIMJYpShnGNQVJhXRUNMlftptz9HSIyDDtmClYIk616pYzqilnjWX5wtYOPqITQqe1gAKN30HmzpBlXd5YwV/frcqejmBvdw/vJNFfE1i4E5b79RJRI80FrnT2CeMdGxyUR4kKwjgSh17muGnlF2kW6fRC2T77OGRFt3hnPr4kS8zH5z7JOfvpx0GwwBFIw2lDWFEimXHbQx2DVZaY4RkgaWcKCVef7UVhDwGLgdt9pGhkBXr0Su2Llye//6vf8tCwTK2YFxkU3p8QFEGrvXGchbSsuTh8DkTRNK70R1h2xi2iFFHRy2DWyx5XeC90bQWbk+HDnn58vcPhlFSCBJsroRAYz/9NYfUqGDl240g0zY42Bq/SZ6CjXO5596nHPNjiexwwQECWlhayKt4qUSrh90Grh9IbjrB74fVwITFwf1lkjaB+UFAn3GzoqvRlbyDxt0ku0HZShrEFnOuqbItBksG87ac082jG1+qUyWpvTAZ1psMf54rgGy5bezeCkoHSDXjo2nC2uaO2goNopQBdYorLvM+nw8U7D7KMTkZlKqJEwYPfJhaX6XL+LgBrjLJjPa1NotH5QhsBoxHWdbILRcZumL7MBdBYbqAlj+eD0WfhJjKxpQaUQraDyJ9lEQD//PQJpBnY1m79fUXo/SMlRjNoGqkK4b8S0YsyEVrzR+/QfpLiQl4TgBJsUirDvgFEeLx7PPzCskBtYuebXaT71lq7EfONMmVILCxs53ghqhNhRmQmbS2vEGAgxgnfO0WhWACclkDRDrWwI9ECthaqdoRDiwpIWzuqoCTl/AIakSJDwDuaZE0gisC4Mj2iD83oxcHQMhMgSIDQneYEk4IZ1iPmDnHduIjPpMzo5KRoCp3XaGOxJ6W68+sA84AOonX4dAPjUn6Fvr04764yu9kYUwTwi68JQ5rniU/dNV8JyxwXWFGfmggqYcQ1DNIM3bDS+f/2B3jppS8ToaIfYYVgg7B+UXrEBUWZypwi4Km4G3umjI8lZdEG7YP3EGIgF+phpkxIVs47rMjGyVlErJJnvSzFR25OgKx/770gaEbmTmdtbj4odX5zPByN0hsDGgppN3GEvVGt85B0PkR6cVg5CSoganZM1rGgQzlG5msHVYRSWn/8pIhAWxYLMRjYvoBs3DSxBOa+JEZXucxqvBZUV1czV5nWXaESflBhaRVMmRBhXJQwwMZob1p1LFIKwrgtbDKzhTr9eWP1OSDdcE+qO5EQjMaLyGWTeF68DDQnrRhNBUkT6i3YNqkHeE8OE9XZnyYFQB2c5iSJQDasdUVi+fSPcNtb0ptY8vygCtX7hEjjSQg+Cx416XWQbDFc2mUmfykFpnSU4Ghd+NEVaZ/eK58QrKuUyRp8+prispJAZSyZKxwmMV2FT5eOnb7xq42skfJyU1xfL/klSmdkRo6JMlDH1hQaZ+RwxkvLM1wgB+jB0uZN8QXMgKlztRa0F8amb9vOFHydOpe0LP/qgC0wGm+L1mhJRGr3Uacr1J6YLwZSFQSCjKJev07AvBVlsDpj6xulO1IguEfPBPg5EbvSUOYbRQ5hF/5IJf/w+sz2AIUJXmRuZeiAquF9oMiKK+NtHppmxrHQfSL/oo5PzBiq4GldZCeuCtMZxTtxiTkIOYWrmfVAMoiQ+0g1rBxLCvEZU0DyZwD3d2W7T11aL05sjyVjcGK8fPF5PbFlnYxEjo1WSVIJNGVsZFybKf/zf/u/9X939v/UvrWP/TSrIReT/APz1v+Rd/3Pg/wT8gfkI/18C/9Td/0d/6ev9x//xf+T/x//9fzoLuLQy48+dNa7zQfSOfRURyii8eqWbk8NC0kgQeNbnXBvFQDWf01PVt4FmhtMAeDdwIaqwvGPam8M1BmC83VMTUl8MeHNFgV1l6rMMtrgQxgtq5RqNvm6Yz8l2SplgzjGchlFGBXOCRoZXzjHIukyHucoMXMjrO2jmwkrjVV5st5V7ELYQIc+Qm+MsjNEZ4wBXOoHRfiBEbP1gmLPkHWkXGSPdPnBr+DhQnZMvjifmF9WmWcmxqauLCy0GvuqLZpDXxNXmdGzLmerQa+czzqCRmBLEhNXCcGeMRL1+cL/fua3fqGMm780V2sm63BGJDHPa1fi8TfZpMwcC/uaMWojUfjI0saVMM2dXRUUm4osZ6KI6Y38bMNwRb7g3/j7QaJijOLecuL5+o8cFXe4ozgCOs/M8TlSFJSzsS2KMyZxt7cltX6cGNazEoFxtrhElhGnCNOd5vOg6uMWdIJEQA2dp5GGsKVFDomngPKY++nf7xpdN6uQKrOuCbBnM342TzFhhnKsO6mh4b6RmWHCWNCfK7k6+Kl5hywvEQHcgRZrLxIMxg0TG40VYJr5Tlw3XwHBHEUSY4U29TcoA0Mz53isisCZllEZpF+1qhJT4dt9Zw2xC6/PC7JqGyLyTB8i20HVSMeZmxeku2FHJcUHaAfWayMirEYD77QNzwTxg6hid6JOI4K2TTQkx4TkzGIh3cEcl4AqD2eSKCtIb0k7MDAJ4EFJOpKTwTjcUIITA0ECSlSyBq5/Eo0BrsO3U8qDXjoWVMoTqPmUimkghIu7gkyXf2wNR2LY7IgFphW7QfMq+JAc8BtrzhcY0eeSqSBBaL0hcWcZC6g4qdCJtOITAvm+TohCM3icCbVsCqy4EcUo/GP5CCEyoosyJZR2YKK5zu2Kj0W1eD/XqSL3QML0wg0b3dWqS/aLLjBa/Lz9jo/PjWYg4H4ujMRCXOy0EqjNv930QnHcCqdBroeMUl3nfDQlLCUEZY8qkNCjik3ucwjQ71lLxUQkIEhMqDXUhhilP3D72yZseE8F6lIrQiWHl66z0VmYx3AtXucAGMQb2rKQYGAKNiyAbwTs5zQn2j+MH/XxwC0IMU7YzQiAuv2fdNjRHGgYG/qqM3vDrRYyRuCREEjn/RAgL+5oo46KZcd8+6X3Q+sDaxR4T5/XiLD+ICCoRHE4TfAxkPJGwQeist52MYOevdBMqoO4knc8pQxgSqL7QZcpl1rQQYkZD5qqd1qdsp9bCUTrrzInFNWBtIkZDhhwC66hwW9l2JQj0es7Y9PUnJCrn6+S36lzeeZjzkVayKP35QpcbHnYcyK7kMAcTsb/YxfEyg6bmvSAwykVYbsQw8G7kfUeWDIwZ0JZ3Qm3obeewkzEurF+UUoj5g5g+4DqxkPE+sO4M65RhnOfF6CdxnOSoxC0Rwgqi4HO7KCni7xTdIREbE4V8tEE2J6WAubMm4YZyngdp+0REqDREA2WM6VexQn9jL7/p5PybG7EXruHza4vDKkQcoaO2kUJAMdQL3hQfhq2BKpE13olv3PGwDuL4qIzyotcDC9AWIdTO6AEJmeADGzIRqNdv7NFxH2804eBbFEyVQCD0E2dlhI1HnxtB1m9IyLMRw0AnscakEKXPVOH9G2MMqhm1N5CCymCUmV5t1uAsFAmk9Y5I4seonKOxrBuf60Z/fue3rydrLcS4cK19PotG5SOthLgxgP0+G2EbjdpOrDlbyuQ8N+ukjV4qv50PSp3+oSRCEkWbEyUSks0EZxVi+MQHXP7Ff+2/8d/5Vxbk/0ZJVtz9v/uv83Ei8r8F/tN/7ONsGN7HjAZO81chCDHOtcLbRA/AGjdSXqnmqAjL+8a0Lj+hYa5tzGfMvMzXML+HO2M+5yjuyIDt/bnuTvP5Tnm/7U9vxyeZAZ/JughEjXMvNzJmEx20BmWa8f3PX2PrzuJOHIF2nSgDU+WeM2lM/ilJURVScmqrdHU8OsZGX29UdaoNRBWLc+2w5sx9vU2JxBiMq+G94uPEYyboICb42D6J+w0fhVGnoQPA0gbsuC9TU+xzkg+O5IVt/5mjzKniTaHaJAakJRPWyC0H5LzotUN3cr7haU6HX5K4MEq5kNaIMg22vV1cbRov6Ya0zikNl1kQwSAEQ5ZEsMY9KS2tLHlBzGbgDgAJs/bnzYi3yZau5rgLwpweRRTRwIVxXI1OwvM3kg9WUfKy0sbgHJW1n5TXycMPxhVISyStCYs7Ia7sXngNp2mcHgPx+X1VyCnwz36+8zePP84gkSQwKrUefPVAap0YLs7R+VE7y/bJNQLa53mz5cjZBuV6vfm6U7oQxGfwjTvfUsDUiOtKz5nuzjdNFMA353w2QqwEIPXOHsbcYSt0OqMPrjQgCTGA6KS2XG2GHLk7bVxsSfjM08joFrjrjsY0vR23ztOe1DoYw/lYEkkjQ4Q/cjFGY0nOZ/5GEkH6QQmOsVOPB9twbiFQtRPvO/EtKrV3bPb1enFPszklJFSYqZOl0lLg2SsjGL7tyLZPk7CDXUZGkJwZNrjq1P0vqliIjBiJ+0ZIaRrSzFCF2oxHKWjrc+KVDMtCaWA9EeNG1MR6vzPQGYTSK4qSlvAO7pgbNZdpvO32y0SephWYjOs1KqCMMmitMcSJy0/Ej/ufr8eseT6Qh2GN+fY5DmOMOWETVVIOxChzKq6ZXjq9HThODje6LTNIpx0wnBAyQ2yy+kvH1o017Zg7pzfQadI1MzJGjAu1ByQkSptEpSGNljbiFpHNWHBCkjd5x6A6+5rJnzdMwfog1Yo4sN7e0zHl2R1zozJTG0vtc9M5Y7dYFiXLTNzTaGgc7HmFPqUeIzqtB0pp9PjbO7HPYfk2k1OH0H2w7Eom8REWah88/+aPVBot5WkuDsYSEpFlcoxNCf2JWsAZFImT+xxATEgjovbkLL8hUd8TfbDKjAePk15CzMy72EWzk9ejYlmn/KsPPCoxT4PyqR3fdjbfSbqymSAxYjgmlVG+08rUWhMzPTi+/fugC8mnDKbN9SrusFhlA1r1iYld4qQViZEW5sQzgN5WljKIokjcSHEFBaxj48XeO+KJX+vJ1zW3yEnCTHccK2aTXHFLsNw2IpVfYiAM4yo/8PCFcNDdENnIeSPRSXEjSqQ/At4bY1wkddL9Trh9vDc4gi6JEBP9PDnKd057EtM0yRd3psEqs/RIsDDpN2mjjQMdjSVmqgHqhK7T/L39hCwra85sW8L7mM+KbaHbBAVob8hwUox0Ny4XGjL9EdKpXolxgS2gqYAMsjsxJta0zaiJ8MEYyllOrtFZJxuHS2Zq5KIrX+NF7cJHiuzrDTHlur6opaD7NsPUekKD8pFnovNRK5E0UbGeGJ5oMVNvn/Pv6EZeB0N3omaklRk2N5zvJL7M8TSlh99E+HU4ogtJE4ET0RXLC9+/XgS7WEbD24BlJSxpbpHEOUvAxDjiijelXo2oRmB64Zp/Uq/EEuFz+xnPjdFO0I3r8eKykxgGqwomjqhOH5xOA/A4nbTeWfLPoIHGlB8/rh8EncqCcnzhNig1EM+M9U7UQZLEp2eqRmTd2NLGXTrXcHwYBKPLQusnw643I3/7izXpv1EF+V86ROSfuvt/9v7f/z7w//jHPiemzM9/9R/MgljkH/twAPb/kq9r6o3n0cacNHaRaRTkHZzBHOv/+ZBpTsTnZ/6pKOz2nrYHwTTM6Q/v4j/+vdef5/f80DtjXRljoriSypzmt3cIRDmoz5MsSgwb+/2T1myuqnzOsKmgBD7yJzEwzarqhOAkEv31Gy4+Jy5e2VOaxU0t7x9hhzjlCSHNqYwwO/I/H6NCLyxumMx18hYDvc8u2y1yaaI2JcaE6vxcjYEQA5sKezOuUbHWiZII6wYIJSXcFQfMKxIzviyEAJvqDJUBeliJ7cDqRbdEa9PZv/+9Rmn+QNOQW8NstHadf0l3YQ0znIQQkOYM6VxXnZMJK7R2Mcq8IG8YQQbjtnN2I0WIKc7Jpc4HRO3CKJ1yNXIQNtEZsgO0blTvZAnEGLmvHwDs+RuXBdqYGxmzg79aO+l245bmJCwKbGqUVhk6yRpX75T3ibZoJsdEFzh04uh6OSnVidJBYFl3Bk5FiTEjyTnfEhN7n5c2jEEBExgzeh1gDQIEhhsnwhqWeQ4mxzDSmGSUYQNU2FPiRuKs5c2zdva08F//Jx9zunoeuM9V66N37Lz4tsJ+n1uRcl3IEjAKqDIURg8sHz+xbJ+IVVQc3fb3fcCx14EKrLJQAFVD7aIPpoEopIlw88GaZoJca42YV9g/6Mg0efbO2Z2B8hECqkZV5XaHWwg05jSMIBOgsa6UVmlXIUpkzYYvShInWkdj4LbsiE6pkeiMsGYY57BpRhRh97nZ8WCUXjmZus0lzGuxmIPNU7qPxpLl3fm/T3U3RutEgWBCrQ4SMJnSJU0zLC0HJYlMWUu+kWUgcd4lr9YIr4OgZW4Ge6XLgDWQbz8R9h0146c0J43NnD8ejfMqBPmOSeEIRgxjhsOIsCwL5hG3xCI6aUfIlKAFn4QrDaCCxsyHQKid46qsUWn7wkfrBGE+KH1KVj5i5kdvE9lJYrdZGJsqw51aC+5Tg7ovRi4KGnn0KR1LKRKDo2FlCQH/aePbx7/Hi0ASyO0keGTZbzRRpButnmiIk21fBo6wxojjqArWnc3mvTWFQauV72dBcoIhtCUQg8xNYbnmNY8jLiymXDJw7+Twvm5EJ4rUI5o6Y0nIPB3wEdFxm9smE3K+ozmgywqa5rkWBMYcSKnM+7aNgQosMc9wtueTww2XgY1jbgRtcIRO1MjHnrivGYnCaZF61mlUbgPP0ys1GfBzA0qvqM6NSzJn9QMdhltnXBeLLcTPT6wNSnvhBlo7YYlgPuVra55Y4vg7VBQNxkiKdCXozEtYxdHbncsGJoaHhZiXt+m300Zh2zPqg9d44RqxPuWtaKCONlncHxv6sRJzotqUVWi8YTqL6fYOfEoqSEjEDOuSEVX+ygaNnWsUrD9ApqSyXs7gPaENK1uIDHT6bryjb8lTV2HzgPVG9U5cZ6BaHDfUJkaYsNLkxNefkVskLzcWBqOdPLvyXabRvejghRNanRsrmVjh2uAajWTOc1SIO//sc8V0ek1cE19eGB4JYcNL4+GREaHbHIyFmJB1I8eMbCsLXzOBF6VawWXSyLoZFgYVRWQ+98K+wChco3PUhvNg+OBRjGIViXGGT9UXzQHfSESiBeoxEA8k+UTvsERhI/Cx/cyuCjjujvWT853+LEnYbgtjVGqrlO5IC7gEdA+oK7/ITgq3ed+MC9sSOOskTYkLX3S6Xcw+9xt/6fi3piAH/lci8h8xa9v/J/A/+df5pD9Ni/5/cUxJDBS3f/RjYdbl/6oj/1nb9C8e3Z3uzjkj8SZyDFiCEkRwphltSZk/SZb+1JBEtT8X/v/giFN7/A8al/QB+wcoeHsbH1T/QXMxeeHvz/E//cdABM3h7764rYBzR96rfVBzuJ5TC0rF4v39BWZgBghRZlMTloWbJTwaIoKk+TX+AfXT5xpel2UyL33+HqbMKEB3VKAK4G+G9fzt/Au/juVPTRNvTbU513DAYMzKNi+BpYf58LIA/Zz/fLCLEGPE8ufEogWdfypgEUVlNmLZG/GtO09vCZO+i7EBaEuIKGuev5uYI59MHWkbja3tMBo2AtkcdOci0n3QvVFI5BjZozDMOPpB7wc+nMFg+KCPzqKJz3RDpRGGsTjIKkhYIK2zqfKAy9zsBHG0K2lZiXnKfLb9H04HunV6MWLc2GKc3Hl1fq0HvRS6zzU9JmRZkOgUdRqNiLEOJYcw01uBHwx6qOxxI+qOmyNh4GskOm89NAR1ospcb+8rcfu768iB5s6IH4gZ4QO2ENB64mYowqKB6o4vyyxq0/vv8npiVwFTlhSRpIw8EHO6zfY7AHc3lhhIvRHNQSE0ZQjoltAxQ7lSyrOwHMZ9y/Mh1TthvxE0TBP4+/odtbOpYjhPH7ze524ExhKJLtzW9e9+TnOKGd0UCYn6965td+cKxqWwSMAGdLepr39TNSTNSPMBJCa9ZmjCxRDtmEPOMmV7tnALSpCFOganORJX1vWDy4wSArLAVxvoYtzKMZu34rwf02Rf6PFNo5KBYAxd50TeG8M7NqCIwPMii1E1zNRk3ppYV6rALTs3MYY3mjmP4RyjUM3YRFhleivCGpElv3MYAqMohysubUrrlnUGGVklq4IZe1tggIfMbf+ZbxgZ8N3BGgUYLty3hWNZp/HeYY2QQiSHxJQrKq35ZKLzTqhdoX1e7EtmUbiskzUT3kQZhiP9PeRpA3oD0b+7Z7uTpYPbxPoOhaaTdoGSlm/ITeYGps+GLuxzI3jamzYV/+5W6rqgEcYwTgfGoAbDgvGRdmL4gLigIvzt9UXwhsbMKRPH6KNxjsaLmQi6ivJPlm9ECZQg9FYRn+ErFjucHWlOArorlldkzWw//ZN5z+8vggSsRQYzjl0RNDm9Gc2FpAMdTFSfyAxNcuHVHPGL0qdsZc07vTnj6qgoV4V0Xxh20BhEG7Px2yMjr6S2TqlritMTFCPn+YNSyuTNpzSfFUy2OW6ElFjT23BtU7oV5MU9+iSbkEGUTX+m9IENp9TIKZMe0z2yemSRjLBQCVheuX0aN+mIRlJQfpFpJg/e3kFX3xBVNObpYxoTwOBjPlM/g/KonddZsHaRFdYs8/EZIx5mbsCTRtFK6E/2rLS44GywO79g/LL/QvE6Tdk5o+a01mlmlOEMN9Yt8LvlZ5Z3I/poEXf58zn2AaCT4Z9VWWJmjMDVI7fRWIPjI/A4G1kXRoDhTMrZ5/KWDQthGNGnITvmwc+3zMfnzmlOQCdi95210OtBul6ILRCV4W1KbaUzJBI0M7qwrwkpHUSxNnA3ZNmREPn8UEScrz74aXRCK5RycOrfk138S45/awpyd/8f/P/7Nfxjx3v4hgjsqv/aU/n/skdE/oWiWmRO64G5Av3T2/8Ln5tS4C+fMv/yw0P4xz/o778e/S98Z/0XGyNRgRSnHhBmnPyfvl+3OWXv08gkGkHf3sSg/+Bn/Icv1GfCkPX570/NkcxgHwmd2/b5l7uh/+LrBFZ/88pHhz7RRpJvxP3v/Z3t8/39+yxg8x1V5Rfg73s5/vzx61/+SwQgX9BrYeggakKC0stFe7+GLUWSKt9boVZn6MJpHYKiY67eVo+soqCw6cCygyRy3N8+iRdLXPjp/gu400ohpIiGyJCAGbzKifVBzJnbOifNpgMJGdc+5RfpH54jMpzgcTLrRWcBjbDKRtp3lr93Ttgwvs7I0StmgbMeXOXXWXxIRINyymxo4roR9zmxiO5kMyT+3fdWERIzPTKmf/E6TABbppjRzOfCaltw/N3TKft7KuxtyrrAWT++YZ+ODWfIfIAtKc/QkTKmrpzZMA+BKsbVLkZQelgoY/BhcTYnETQncGcbxpoTjEGXPgkXBE4r703bfNHufRYm7+KpOxSf70vinHr9eSOHQulvg7X+3a7Omf1zw7EFDt7FmxtrDqxxQVWnDl6E8v6Z3IxdEovA+HsDh5B2zuFEnbkNSfTP9xfzSjeb6213XjZ1mLdVWYfOZM0xGA63dEfjRsuRIEZrU2vqcUX9YtGEExkulNfAaYQk5Bg5RiUpeB+E7uxxRURwDxj+Tm/02aSb0HTw7AO6016gElhC4r4sxPtPjG2hmVN9yruSXUQ6KUSWeOewSX2oOhv1KtOAqCHTTdhD4r5E1ncSp7og7qSQSCnT6sDd2bIycqAMYxUBM6okbjkScZbBNH6HREgL/9/2zj3Wtu2u65/vGGPO9djnPizXFmhLW2mtFgMtAamRqGmJVtpY/6ilBAMlIJpgoAYioCZWQ40kSiupEpQCRQWqtcRqlKjIH4La2IdUbalcauG23LbQx+295+z1mHP8/OM31tprP84+Z5/bc/Y+Z/8+Jyd7Peaac8wxxxzzN35Pq6OnebQKkwJMSMqQfU5c17Vn9hpHbH9JXQ4MrH0umBRGeSzJOK7d9WdVYe3zgvwB0q61YasRjTCZzhjQtsp1FRRNWeN1AZQ8P/W0n7O2AeV++8wRlTnt2dFnkhl7s/vcQtq5YsfqjvJqAFt5cgF1CWuWbbV5oh/cdWlQZTm4JdmyB4zW/WtMcnJXU2XX0gIr3OXQEGYdaX0fw3JgibEalqzXS7q+pxt7bOipS2PeF/YmHSkV6NdU80BOpc5zYfvJMR0S+ysoMuZ9UxSBL962vWAwVK+JUg1YuhVZPctqGOL+7n4oRq0rHlssWJqn+JunCV0rxT5Nc6+mXTKp82xW06bAGs3Yp+LqqQP3WBuMZEY1n3dnzTWqSjyUeh7oC/PkWWc24SGtxYwGn9u/whPj4DooIGuGUsc6F/piDHlFthV9N2VWMvOcqbUt8MbKY+um5MjmlTQNZGIvz5h2hbVVrO4z1soTqxEY6YthuTDpMiXNvUhf6nhsuWSsxkChDsZeaVYLRlcSreG+nCjTnmtr8dBshkl0uOfC2BQU16z6o38yoauuQMpMyFxhGBb0eUJJ4prnyiVPPc4QJYY6YnUzv/uMOgr2uo7ZbA/WMz63XnMa94xAfjfgVQP9QXa7hPEN5ajAe5s5JmB/vrhO0LFKur7QfJrRY3WVrapeCXLToY/uu043PZMwviFLvuBJPf4009a95KBd7X324JtdbnU8dKljYNlKiz9ON7gQl/uePvV02SfA+yajB8Ca0Zt5ee2hY548DmETrNXXiRfA6qZMNn2z9Ij1dUr0ufcJ2Ixx8ARrm3y889keOWckudCWzQsDdTPGujrRNSybICfXwDVXF8PIlpoVpPUPcF+XmJcJy9WISk/VyLAevaz8tHPf7/WKB6ZT+snhxcxmwbNufv8r2vVyf6PtdqvmH7uhSEybFW2oxsIqFV8Mqbk77a+HtigUKhlL5n6vw+gp81Kiy6n5orqlaiWj9oWVPJtQ12WG0ehLYpo9SHQlsRgGaq10qxFwIZBxZDCxqCNZmawWVCqRlJi18b+qtT3kYS/LHxRt7Bu4+Xi3jzbXRGIm46G+336WJNZ1DSzZyEjjTr9OdwLVd5f51Tx2ZhgrSaJXQSqs6hprfeEhM8Y8u1BQEHUU47hPkljWAupZra5hQzOa1DVmK0Z7HHJmWebk5NY3D4rs3BfeBozKtdG8WbWy1OCLj0lPP9njSpmAjEWtrEfbBvev1ytPjWpe7XjMmb4H5XHrByxgqHC1GpME+3lFzRttotDgY64kkRJMycwySK5FNjOSEtcGr1iYUyJPmzuSmmKlVjoDRrX7olJlMBjSQE/Hcr3P0Cxzu1qWZIlsCVW5gNKuT50U6jCSs9cxmEz2PGYpJcY0Uq1S04itXXNqZh7FvrnwTcO5XC/cugeYjOn8CvMyZ1yt0VC96mqtrIeRkYHSFyb9zIv2DAOTNCP1nnO8JaF2zTMiJR1S1Fg2N7Yesq4e4JaCNSWLvbKHDc01JSfW1nl2qeLZSHLx+WE1VpbVx+Y0ibo3sH9tSel7xvXE76fJhKtPXPXFaz9lNp3Rl5atzBK1rpDcusqwCe0XswpY4n7NKWtPiasuNxm8XSszEolSMqXMPfd9uxdLXbKgsGoLZlPHdA7znLxAUa2sVwNd6bFOFC+GQVfderWJCSnAnrX7bNdVNHmbkH+unBiTWNQKtfoCZtptFXlH6VLHg3iay+U4UiTuy4lreeZVTlNxtz1be6rVerCfJGOWE9b1dIwo9d4nyeewLiXWo9+n9/VzsCVSpcs9WYVx3KfPPTkVpEzJlaSBcVjRy+hSYTUMdGVClxNLBnJqnr224urglmEJcpb/r8ZYjXEE5cJ81tJHy5MNWJ175VYEi4FieNxSyixGz/ziN0IL/ASmSjwwLf7c664wjuOJfbkhBPI7iCT62yyI33Pk3t08TkD5jH1pBhgkr6Z5TCtvI+hsmv4TuUF53M8nfelRNwcTQ12yzoOn1Uvuby/5OU57f7gbtn2u5jIjyzP/bBYhXfu/y3yyx2r0Sn197il9vxWWzYz1ap/cFSbzOXXwssmbiSflst2363t2hbVKr+ZGteMykeVC7FFy565XqYz+cKmVtflCquDBqqXvPYbhCJt9uxuSF+xYN6Hq0HawXZwIn3C3x28vx+bmBFBLakFYTYBox5o1Dd61oXrZ+ZQ87/HoqSM7xAKYTWdM2+JgIcOKCyES9Gbsy1N/rdvYHfA4gNHEukIpnS8sOdBcHZyLBwInxKjU+t9JeEaSow/bjcZbcr/4XZI8yOmsTKnsD+sWoJ5JwDQfz8crsbWKWC7UOsFsZBxHBiWwQr81+c4Yxqt05ikxNSaoows33QTrpxgLTF7UakxTsBExevl4QGS6bkbJpZ2fsZDHjlQz+jJhD+hUeWIcWY5rVnJBY5ITDyR3Qbg2TliMI0nub54k5iVxf+mYFfeFBdgfFmQNVEusRt9Pauby1qCdvlBrU7suzU2vKJNUkTUBNLlwPtpIyYXSdQcaUDOvrtmE6qTEfDr3qoljxcrgPrPLZSsukz0rF8XnxolhpS2SxzZ3btqXE8vRS6ZvRoQMCsUjgq8uqNV94acGZVyzrCsWWjB0+6SuuLBfR7qZxw2lnKF4mk3WI7ab6GA0MLeMenamI2Mnic688m5p2WNMeBE0RD+fe6GrIxQl1qOPu5LUjumZz7pSKP0EKTGzCbUFOfdXptv+xQoa3eWkatm6yNuas5hMMiavcGlrI5EZbTx0H6Wc2Wsuh7siWR17puvasoEBJLoyZdJlzFZewt3WdKmn2gBZDNlTC/a5UOUxObtjy5IvAHLKh5QjtbnUlZwYxsrIJgDy+s/YabMGzItxbXTrgzAmqXB/nlBSYTFkqo1MymF3xV6eMjMJJixapiWjpMzepKWBrgOdRM49D8yKZ3hjJKm4MqEJ496WKUM1Zr2n0jSM+VRMO3fbmU2M/bVbniYa6FWZJb9X2dgGky+kl0ktSNfPf12NlQzlxCR7ZdcsMaxb0gdt5vzsySNOIZ3g/rpLCOTBxSZ7DlCGBa3ayK3vayN8pXxcGC+nJ+y/qCg1S4EZe/0VyuRgMbA74aYk+pZDfN1W73lH+3saSalpn/xBkjbO7rRMQGR6daSUSX3G7ECkl+TBmcBiWBxqk7UJeNuGm1wLdZODaav0LY96u7a5lK0J+7q/Tz4J9zKOPNfdMnudMbYxOa+qsW7ntNGM7x21hgAUjx8YDAaMPTMWuPvNti1ddu050DWz6WLHTD9pVUrnKWGrkZIyZC/g1Cmx193YwWzjegOuXUun3EOjuSY9n/DgKOnWHhd9hvvaIvVmLUFSImd/iE/SmrGO5Jlnadi2Z+wwG8j5cKi9jW5DrxRIIyn37l6Aj7laV4C19KUH122z4KqtnZPksRxZhVHuI1qtMku9u2S1380zPNS7mD+2FKK5paqdwVawvFL2tue/HJcHWlJt/hzvmyTRJW0XWrPSM2lC35BGah5YskJdosv9sWvU5e74Cpvm1jfvt/nTU5EH9Q4tPqeNb8/9T3Pvs4PPsLZg23EjrH4f2mqFptlTbLZzmmhOX41htc9yvaC2CHJNE+PEYBDJfCFqg2f9Od5mtzArp8PKmG1MkdGlbms9tc4Oxtt1hl2WDt0TSsnnUGPrDuM+4R25HLYEq8URJU3d130HszU5VWoRNcmtDEOlthz5kzTzObWOrKoHDB5akCWRqlw50eaWg/4dvd9rT1cmKBeyvD99ob5iqGtSPtm6DKB6uENqu2eyMnkNktHdYB7d7YfN/LcZ09voKwlMW8XQhi7jGa9oCQrqQFLHJE1Y1+qZ22wktSB0KXlRwrqCgyXgdn+TlJgkgMyiugVrG+aF34/ztoCY5hnSgNWRk/TV2e2H7I9168a3OUZqO53Mi1tBaZZR6YbCOMD0BtuEQB7cBWyW909SIN/eWveWlaKbTD2gRDeOS9j9/jTtx1FSk8Cr1a2mdLSR9ehPzl1B4JhbSsoUK4f85MGDU/v05BZCudz6FLYRsM/CJKWt2we4KbOc0o+zlBjNheJV89cs8mDkrMN91SV5Si5a0Fz7PG226zI9E1bjitHGA83qDegkBqy5tJx+xpMkiomzGp9uxJNx0etSd0gQ35DzhCNh236sklsFxJMtJTmfbMGSfNEqtLWSbJinxKSftYJUO0KoHVyfjGtFT9rvUSZ5Qp96rg3XtgvW643GSXLrxibGwsyD4ruu356jL27Pfi+oWWPqcgXL1XZfGF5kJyf3yRnHA2HUU3Ad39fmRfY+TLOJp7ID1LtGNg+ZbtE19XVBE1/s1FQpeCyJunzIXW2z813h+lifbgVVQO4nfbNulEfviZQOjxtJB3f8CddSEtLhvq/VWmq8Qs5TrBimnU6ruDXCBENlyWErsJq2Nisz61v2JzM3DRjuPpbcQla6jSXJCx6NuADbpe7EMTHU4Zily11LWnFCG1BOrPCUyKlZGY6rL45zNEnESWN6uxBtrOsAiL1uxrXRWA4LzNyNJR96PjTrmR0XyHcpre+AQ0LygQVzgtluv9SdfXs11+1vpK0VdffWzjlxxrC5duwQyIO7ne0gvvGEcCqHNDz3Dv5AuPnZoTTtXjlDN2yEPzNPY7YYW+AqXtjoRsLA5DpC0N1GSaIc0sycvv0mRdzK2Gqp+3R9wTjtCB1HURIFr54JNy/kJl1Hg38Cks40Lu41+utoBdUWUccCVJ5EX/mCUJ73m9Ovp5p7jAc5elCj5OPhyaJN1qlGasexFgAKoL4j9Te3eN7+JmkbiL8V0EohX2mL8+pa73S0Tze/Pcs57ArNt4ONQHzTFp4CLLfz8mZBfWw7YN5dOSzsVs9jvRpXVFUW44Jpnh4KrB2HSlKm7zbzqvdhFszKDKmQT3ALAzwO6AhG3fqXW+mhTyxHDxrfCO83owCQRFbebrsR5Mc6klNmPa5Z1dWh37hyoZCUmGrFmLyquKWe3WGg7TPo9Pul5HQsfOtoG48uoDbUOrpmPnnhuln2+jKD2Q2VGZ8PQiAP7gJ2NDN1dJ/ZW7o57k0N+Vm5GTeVo2yEh81kuhHEc7oFNcElZKMpF8c1cmfldgeEB3eOLncMdXCN8g0EHpXUfKQ+v0kBVMqxGfHJ7F07qsPT3L9u1kXtzMe/DQkG1Hnf3+y+JVE2aXpv0K5jWuTsAawz61jaktHcrWVXqWFmh+bejZB5IKyecY5PXl3Zf+uWk1krYrMYPTvTtExP28PJtFNbjAs0unCedNgyOlK9aiwgKlmJSbe3DWw+OMdNuhc7+/mdscHzpG0skgej35k5NwTy4OKzuRmGBR584cE7WD3wdTxK8sqLh7hHNeR3ii53W21JUQlh/Axsi6kEwQ7Xc8c5iTtZMyM4zMZf/I4dr00WU6YshoX7mtNcitq/owu4nG9BYN493pEJaiMMz8rp1SVPo6i0IgBsA0y71B1uu3ksyDhea66X3aHj75LzbOueeXvY7Pd8JusQyIOLj+SZUbCD/OFbP7Tr3Dh1TXM2PPjMxuOfBTfNzQoOQRAEd5pNSsF7jS51h4OAca16uY7bxUVCEp1Of264+8jGvzuTTnnOeJzU7VuYevB3h3Q+SR4u/hUNAjict7uOB/58J2lpzWD1xMnpEm/jzRwEQRCcD7etFsY5k1NmnuY33vAuxYXgiyOKpnR+8U4XpxeC4Ga5kauEBN0eJ6pLQiAPgiAIguCCEQJ5cG9ykzlUgyAIgiAIzhsdzQ18mZD0OPCh825HcCF5CPjd825EcOGIcRGcRIyL4CRiXARHeZaZ/d6TvrjsGvIPmdlXnXcjgouHpHfH2AiOEuMiOIkYF8FJxLgIzkLY9YMgCIIgCILgHAmBPAiCIAiCIAjOkcsukP/j825AcGGJsRGcRIyL4CRiXAQnEeMiuGkudVBnEARBEARBEJw3l11DHgRBEARBEATnyqUVyCW9TNKHJD0s6fvPuz3BnUPSMyX9kqQPSPo/kr67ff4USf9R0q+3v7+nfS5JP9LGyvslfeX5nkFwO5GUJb1P0r9t758j6V3t+r9Nra6ypEl7/3D7/tnn2vDgtiHpQUlvl/Rrkj4o6Y/EfBFI+ivtGfK/Jf2spGnMF8GtcikFckkZ+IfAnwZeAHyjpBecb6uCO8gAfI+ZvQB4MfCd7fp/P/CLZvY84Bfbe/Bx8rz2/zuAH73zTQ7uIN8NfHDn/Q8BbzSz5wKfAb6tff5twGfa529s2wX3Jv8A+AUz+wPAV+DjI+aLS4ykpwPfBXyVmf0hIAOvIeaL4Ba5lAI58IeBh83sw2a2An4OeOU5tym4Q5jZo2b23vb6cfzh+nR8DLy1bfZW4M+2168Eftqc/w48KOmL7myrgzuBpGcALwd+vL0X8BLg7W2To+NiM17eDry0bR/cQ0h6APhjwFsAzGxlZp8l5ovAa7nMJBVgDjxKzBfBLXJZBfKnA4/svP9o+yy4ZDSz4YuAdwFPM7NH21cfB57WXsd4uTy8CfirQG3vvwD4rJkN7f3utd+Oi/b9Y2374N7iOcDvAD/ZXJl+XNIeMV9caszsY8DfA34LF8QfA95DzBfBLXJZBfIgQNIV4F8BrzOzz+1+Z55+KFIQXSIkvQL4pJm957zbElwoCvCVwI+a2YuAqxy4pwAxX1xGWszAK/EF2xcDe8DLzrVRwV3NZRXIPwY8c+f9M9pnwSVBUocL4//czN7RPv7ExrTc/n6yfR7j5XLwR4E/I+kjuBvbS3Df4QebSRoOX/vtuGjfPwB86k42OLgjfBT4qJm9q71/Oy6gx3xxufk64P+Z2e+Y2Rp4Bz6HxHwR3BKXVSD/H8DzWjR0jwdivPOc2xTcIZrf3luAD5rZD+989U7gW9rrbwH+9c7n39yyJ7wYeGzHVB3cI5jZD5jZM8zs2fic8J/N7JuAXwJe1TY7Oi424+VVbfvQkt5jmNnHgUckPb999FLgA8R8cdn5LeDFkubtmbIZFzFfBLfEpS0MJOnrcX/RDPyEmb3hfFsU3CkkfS3wX4D/xYGv8F/D/cj/BfAlwG8CrzazT7fJ9s24OfIa8K1m9u473vDgjiHpTwDfa2avkPT7cI35U4D3AX/ezJaSpsA/xWMQPg28xsw+fE5NDm4jkl6IB/r2wIeBb8UVWjFfXGIk/S3gG/DMXe8Dvh33FY/5Ijgzl1YgD4IgCIIgCIKLwGV1WQmCIAiCIAiCC0EI5EEQBEEQBEFwjoRAHgRBEARBEATnSAjkQRAEQRAEQXCOhEAeBEEQBEEQBOdICORBEATBuSLpI5K+7rzbEQRBcF6EQB4EQXAXIun1kv7ZebcjCIIgePKEQB4EQRDcE+yULA+CILirCIE8CILgAiPp+yR9TNLjkj4k6aWSXoZXl/0GSU9I+tW27QOS3iLp0fabH5SU23evlfQrkt4s6TFJvybppacc9yOSvlfS+9v2b2vVBjf7+uUj25uk57bXPyXpH0n69619vyLpCyW9SdJn2rFfdOSQXy3pA+37n9wcq+3vFZL+p6TPSvqvkr78SDu/T9L7gashlAdBcDcSAnkQBMEFRdLzgb8MfLWZ3Qf8KeAjZvYLwN8B3mZmV8zsK9pPfgov4/1cvET3n8TLeW/4GuA3gIeAvwm8Q9JTTmnCq/ES8M8Bvhx47Rma/2rgb7RjLYH/Bry3vX878MNHtv+mdn5fCvz+9lua4P4TwF8EvgD4MeCdkiY7v/1G4OXAg2Y2nKGNQRAEF4IQyIMgCC4uIzABXiCpM7OPmNlvnLShpKcBXw+8zsyumtkngTcCr9nZ7JPAm8xsbWZvAz6EC7LX40fM7LfN7NPAvwFeeIa2/7yZvcfMFsDPAwsz+2kzG4G34QuGXd5sZo+0Y70BF7IBvgP4MTN7l5mNZvZWXMB/8ZF2PmJm+2doXxAEwYUhBPIgCIILipk9DLwOeD3wSUk/J+mLr7P5s4AOeLS5dnwW1yY/dWebj5mZ7bz/TeB6+wP4+M7ra8CVMzT/Ezuv9094f3Rfj1ynXc8CvmdzTu28nnmk3bu/DYIguOsIgTwIguACY2Y/Y2ZfiwumBvzQ5qsjmz6Ca44fMrMH2//7zezLdrZ5uiTtvP8S4LdvoVlXgfnmjaQvvIV9HOWZO6932/UI8Iadc3rQzOZm9rM72x/tiyAIgruKEMiDIAguKJKeL+klzV96gWuWa/v6E8CzJSUAM3sU+A/A35d0v6Qk6Usl/fGdXT4V+C5JnaQ/B/xB4N/dQtN+FfgySS9swZevv6UTPMx3SnpG82n/67hbC8A/Af6SpK+Rsyfp5ZLu+zwcMwiC4EIQAnkQBMHFZQL8XeB3cfeRpwI/0L77l+3vpyS9t73+ZqAHPgB8Bg+e/KKd/b0LeF7b3xuAV5nZp87aKDP7v8DfBv4T8OvAL5/+i5viZ/AFxYfxwNMfbMd6N/AXgDfj5/QwZwsuDYIguPDosDthEARBcC8i6bXAtzf3lyAIguACERryIAiCIAiCIDhHQiAPgiAIgiAIgnMkXFaCIAiCIAiC4BwJDXkQBEEQBEEQnCMhkAdBEARBEATBORICeRAEQRAEQRCcIyGQB0EQBEEQBME5EgJ5EARBEARBEJwjIZAHQRAEQRAEwTny/wF0X0jgv6sNBgAAAABJRU5ErkJggg==\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "result.plot_chains();" - ] - }, - { - "cell_type": "markdown", - "id": "7d76f2e8", - "metadata": {}, - "source": [ - "### Load result array" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "ce9402b7", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Output files loaded are: ['lc8det_out_full.dat', 'lc6bjd_out_full.dat'] \n" - ] - } - ], - "source": [ - "res_array = CONAN3.load_result_array()" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "ac8834ce", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Index(['time', 'flux', 'error', 'full_mod', 'gp*base', 'transit', 'det_flux'], dtype='object')" - ] - }, - "execution_count": 19, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df = res_array['lc6bjd_out_full.dat']\n", - "df.keys()" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "fa6c2190", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[]" - ] - }, - "execution_count": 20, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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a/example/depth_variation_celerite/chains.png b/example/depth_variation_celerite/chains.png deleted file mode 100644 index b209170..0000000 Binary files a/example/depth_variation_celerite/chains.png and /dev/null differ diff --git a/example/depth_variation_celerite/chains_dict.pkl b/example/depth_variation_celerite/chains_dict.pkl deleted file mode 100644 index 50d5060..0000000 Binary files a/example/depth_variation_celerite/chains_dict.pkl and /dev/null differ diff --git a/example/depth_variation_celerite/data/lc1bjd.dat b/example/depth_variation_celerite/data/lc1bjd.dat deleted file mode 100755 index e27ed66..0000000 --- a/example/depth_variation_celerite/data/lc1bjd.dat +++ /dev/null @@ -1,259 +0,0 @@ -6776.486157 1.001222 0.000663 2.50 0.26 1.18 15.63 63.72 50.00 -6776.487011 0.999493 0.000655 2.04 0.28 1.17 15.82 63.12 50.00 -6776.487935 0.998149 0.000654 -0.63 1.70 1.17 16.07 63.02 50.00 -6776.488783 1.001023 0.000656 -0.51 1.40 1.17 16.12 62.60 50.00 -6776.489610 1.000118 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/dev/null @@ -1,22 +0,0 @@ -6445.543512 -9.197929 0.007287 -0.042628 8.150114 34.211741 -6468.462797 -9.224495 0.005818 -0.036697 8.192204 33.604743 -6637.825616 -9.218248 0.005210 -0.035312 8.191037 33.948751 -6685.729323 -9.249265 0.004468 -0.034618 8.264129 33.534162 -6687.689793 -9.199722 0.005097 0.000972 8.288035 33.353229 -6689.745344 -9.239098 0.004772 -0.035886 8.275151 33.672943 -6690.840550 -9.236353 0.005098 -0.002177 8.280898 33.756137 -6693.698525 -9.238256 0.004156 -0.013950 8.279590 33.447902 -6695.674794 -9.214845 0.004577 -0.047410 8.308266 33.345741 -6697.801491 -9.267499 0.004937 -0.043444 8.301610 33.467928 -6712.823689 -9.228348 0.004865 -0.017539 8.231011 33.666317 -6718.686202 -9.242451 0.005625 -0.034705 8.242104 33.616535 -6722.723663 -9.246269 0.005312 -0.024373 8.231695 32.538021 -6724.712233 -9.231406 0.005465 -0.035685 8.219608 33.743082 -6726.782114 -9.249727 0.005119 -0.010967 8.210090 33.775265 -6737.780067 -9.206274 0.005754 -0.008318 8.216608 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a/example/depth_variation_celerite/lc8det_out_full.dat b/example/depth_variation_celerite/lc8det_out_full.dat deleted file mode 100644 index f998dd9..0000000 --- a/example/depth_variation_celerite/lc8det_out_full.dat +++ /dev/null @@ -1,6648 +0,0 @@ - # time flux error full_mod base transit det_flux -8558.484523 1.000618 0.000943 1.000004 1.000004 1.000000 1.000614 -8558.485912 0.999183 0.000943 1.000004 1.000004 1.000000 0.999179 -8558.487301 0.998974 0.000943 1.000004 1.000004 1.000000 0.998970 -8558.488690 0.999993 0.000943 1.000004 1.000004 1.000000 0.999989 -8558.490078 1.001728 0.000943 1.000004 1.000004 1.000000 1.001724 -8558.491467 0.998725 0.000942 1.000004 1.000004 1.000000 0.998721 -8558.492856 1.001036 0.000943 1.000004 1.000004 1.000000 1.001032 -8558.494245 1.001011 0.000943 1.000004 1.000004 1.000000 1.001007 -8558.495634 1.000087 0.000943 1.000004 1.000004 1.000000 1.000083 -8558.497023 1.001271 0.000944 1.000004 1.000004 1.000000 1.001267 -8558.498412 0.999061 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copy.dat +++ /dev/null @@ -1,66 +0,0 @@ -#=========== MCMC input file ======================= -Path_of_input_lightcurves: -data/ -#--------------------------------------------- -# Input lightcurves filters baseline function-------------- -name fil lamda time roll x y conta sky sin group id GP -lc6bjd.dat R 600.0 0 0 0 0 2 2 0 0 1 y -lc8det.dat T 800.0 0 0 0 0 0 0 0 0 2 n -# -------- photometry GP input properties: komplex kernel -> several lines -------------- -name para kernel WN scale s_step s_pri s_pri_wid s_up s_lo metric m_step m_pri m_pri_wid m_up m_lo -lc6bjd.dat time mat32 y 8e-04 0.1000 0.0 0.00e+00 0.0 -20.0 0.012 0.1000 0.00 0.00e+00 0.0 -12.0 -# ------------------------------------------------------------ -# Input RV curves, baseline function, gamma -name time bis fwhm contrast sinPs gamma_kms stepsize prior value sig_lo sig_hi -rv1.dat 0 0 0 0 0 -9.2350 0.0100 y -9.2350 0.0100 0.0100 -rv2.dat 0 0 0 0 0 -9.2050 0.0100 y -9.2050 0.0100 0.0100 -#=========== jump parameters (Jump0value step lower_limit upper_limit priors) ====================== -name fit start_val stepsize low_lim up_lim prior value sig_lo sig_hi -RpRs y 0.10500 0.0100000 0.00 1.00 n 0.10500 0.0e+00 0.0e+00 -Impact_para y 0.40000 0.0010000 0.00 1.00 p 0.40000 1.0e-01 1.0e-01 -Duration y 0.18000 0.0045000 0.05 0.50 n 0.18000 0.0e+00 0.0e+00 -T_0 y 6776.62000 0.0000100 0.00 10000.00 p 6776.62000 1.0e-03 1.0e-03 -Period n 4.17806 0.0000000 0.00 10000.00 n 4.17806 0.0e+00 0.0e+00 -Eccentricity n 0.00000 0.0000000 0.00 1.00 n 0.00000 0.0e+00 0.0e+00 -omega n 90.00000 0.0000000 0.00 360.00 n 90.00000 0.0e+00 0.0e+00 -K n 20.00000 0.0000000 0.00 50.00 n 20.00000 0.0e+00 0.0e+00 -#=========== ddF setup ============================================================================== -Fit_ddFs step low_lim up_lim prior sig_lo sig_hi div_white -n 0.001 -1.0000 1.0000 n 0.00000 0.00000 n -group_ID RpRs_0 err dwfile - 1 0.1000 1.00e-04 dw_001.dat - 2 0.1000 1.00e-04 dw_002.dat -#=========== occultation setup ============================================================================= -filters fit start_val stepsize low_lim up_lim prior value sig_lo sig_hi -R n 0.000e+00 0.00e+00 0.00e+00 0.00e+00 n 0.00e+00 0.00e+00 0.00e+00 -T n 0.000e+00 0.00e+00 0.00e+00 0.00e+00 n 0.00e+00 0.00e+00 0.00e+00 -#=========== Limb darkending setup =================================================================== -filters priors c_1 step1 sig_lo1 sig_hi1 low_lim1 up_lim1 c_2 step2 sig_lo2 sig_hi2 low_lim2 up_lim2 -R n 0.421 0.001 0.0 0.0000 0.0000 0.0000 0.213 0.000 0.0000 0.0000 0.0000 0.0000 -T n 0.421 0.001 0.0 0.0000 0.0000 0.0000 0.213 0.000 0.0000 0.0000 0.0000 0.0000 0.0000 0.0000 -#=========== contamination setup === give contamination as flux ratio ================================ -filters contam err -R 0.0000 0.0000 -T 0.0000 0.0000 -#=========== Stellar input properties ================================================================ -# parameter value sig_lo sig_hi -Radius_[Rsun] 1.333 0.027 0.027 -Mass_[Msun] 0.950 0.020 0.020 -Stellar_para_input_method:_R+rho_(Rrho),_M+rho_(Mrho),_M+R_(MR): MR -#=========== MCMC setup ============================================================================== -Total_no_steps 64000 -Number_chains 64 -Number_of_processes 6 -Burnin_length 1000 -Walk_(snooker/demc/mrw) None -GR_test_(y/n) y -Make_plots_(y/n) n -leastsq_(y/n) y -Savefile output_ex1.npy -Savemodel n -Adapt_base_stepsize y -Remove_param_for_CNM n -leastsq_for_basepar y -lssq_use_Lev-Marq n -apply_CFs y -apply_jitter n diff --git a/example/depth_variation_celerite/my_input_config.dat b/example/depth_variation_celerite/my_input_config.dat deleted file mode 100644 index e14ddc5..0000000 --- a/example/depth_variation_celerite/my_input_config.dat +++ /dev/null @@ -1,66 +0,0 @@ -#=========== MCMC input file ======================= -Path_of_input_lightcurves: -data/ -#--------------------------------------------- -# Input lightcurves filters baseline function-------------- -name fil lamda time roll x y conta sky sin group id GP -lc6bjd.dat G 600.0 0 0 0 0 2 2 0 0 1 ce -lc8det.dat T 800.0 0 0 0 0 0 0 0 0 2 n -# -------- photometry GP input properties: komplex kernel -> several lines -------------- -name para kernel WN scale s_step s_pri s_pri_wid s_up s_lo metric m_step m_pri m_pri_wid m_up m_lo -lc6bjd.dat time mat32 y 8e-04 0.100 0.0 0.00e+00 0.0 -20.0 0.012 0.1000 0.00 0.00e+00 0.0 -12.0 -# ------------------------------------------------------------ -# Input RV curves, baseline function, gamma -name time bis fwhm contrast sinPs gamma_kms stepsize prior value sig_lo sig_hi -rv1.dat 0 0 0 0 0 -9.2350 0.0100 y -9.2350 0.0100 0.0100 -rv2.dat 0 0 0 0 0 -9.2050 0.0100 y -9.2050 0.0100 0.0100 -#=========== jump parameters (Jump0value step lower_limit upper_limit priors) ====================== -name fit start_val stepsize low_lim up_lim prior value sig_lo sig_hi -RpRs n 0.10500 0.0100000 0.00 1.00 n 0.10500 0.0e+00 0.0e+00 -Impact_para y 0.40000 0.0010000 0.00 1.00 p 0.40000 1.0e-01 1.0e-01 -Duration y 0.18000 0.0045000 0.05 0.50 n 0.18000 0.0e+00 0.0e+00 -T_0 y 6776.62000 0.0000100 0.00 10000.00 p 6776.62000 1.0e-03 1.0e-03 -Period n 4.17806 0.0000000 0.00 10000.00 n 4.17806 0.0e+00 0.0e+00 -Eccentricity n 0.00000 0.0000000 0.00 1.00 n 0.00000 0.0e+00 0.0e+00 -omega n 90.00000 0.0000000 0.00 360.00 n 90.00000 0.0e+00 0.0e+00 -K n 20.00000 0.0000000 0.00 50.00 n 20.00000 0.0e+00 0.0e+00 -#=========== ddF setup ============================================================================== -Fit_ddFs step low_lim up_lim prior sig_lo sig_hi div_white -n 0.001 -1.0000 1.0000 n 0.00000 0.00000 n -group_ID RpRs_0 err dwfile - 1 0.1000 1.00e-04 dw_001.dat - 2 0.1000 1.00e-04 dw_002.dat -#=========== occultation setup ============================================================================= -filters fit start_val stepsize low_lim up_lim prior value sig_lo sig_hi -G n 0.000e+00 0.00e+00 0.00e+00 0.00e+00 n 0.00e+00 0.00e+00 0.00e+00 -T n 0.000e+00 0.00e+00 0.00e+00 0.00e+00 n 0.00e+00 0.00e+00 0.00e+00 -#=========== Limb darkending setup =================================================================== -filters priors c_1 step1 sig_lo1 sig_hi1 low_lim1 up_lim1 c_2 step2 sig_lo2 sig_hi2 low_lim2 up_lim2 -G n 0.421 0.001 0.0 0.0000 0.0000 0.0000 0.213 0.000 0.0000 0.0000 0.0000 0.0000 -T n 0.421 0.001 0.0 0.0000 0.0000 0.0000 0.213 0.000 0.0000 0.0000 0.0000 0.0000 0.0000 0.0000 -#=========== contamination setup === give contamination as flux ratio ================================ -filters contam err -G 0.0000 0.0000 -T 0.0000 0.0000 -#=========== Stellar input properties ================================================================ -# parameter value sig_lo sig_hi -Radius_[Rsun] 1.333 0.027 0.027 -Mass_[Msun] 0.950 0.020 0.020 -Stellar_para_input_method:_R+rho_(Rrho),_M+rho_(Mrho),_M+R_(MR): MR -#=========== MCMC setup ============================================================================== -Total_no_steps 64000 -Number_chains 64 -Number_of_processes 6 -Burnin_length 1000 -Walk_(snooker/demc/mrw) None -GR_test_(y/n) y -Make_plots_(y/n) n -leastsq_(y/n) y -Savefile output_ex1.npy -Savemodel n -Adapt_base_stepsize y -Remove_param_for_CNM n -leastsq_for_basepar n -lssq_use_Lev-Marq n -apply_CFs y -apply_jitter n diff --git a/example/depth_variation_celerite/results_med.dat b/example/depth_variation_celerite/results_med.dat deleted file mode 100644 index 8daf9c6..0000000 --- a/example/depth_variation_celerite/results_med.dat +++ /dev/null @@ -1,98 +0,0 @@ -==================================================================================================== -Jump parameters: -==================================================================================================== -T_0 6776.62280568 -0.00024660 0.00022796 -0.00071499 0.00069081 -b 0.28117556 -0.06680407 0.05652837 -0.19818485 0.15089362 -dur_[d] 0.18281770 -0.00077506 0.00075541 -0.00220839 0.00254629 -R_dRpRs 0.00386259 -0.00255191 0.00182114 -0.01760010 0.01155519 -T_dRpRs 0.00010980 -0.00053160 0.00054840 -0.00138357 0.00173540 -lc6bjd.dat_A0 1.00735448 -0.00967546 0.00993110 -0.04096380 0.02880444 -lc6bjd.dat_D1 0.00052594 -0.00129960 0.00120959 -0.00366087 0.00371675 -lc6bjd.dat_D2 -0.00003546 -0.00004068 0.00004378 -0.00012334 0.00012598 -lc6bjd.dat_E1 0.00000175 -0.00001111 0.00000310 -0.00007437 0.00001164 -lc6bjd.dat_E2 -0.00000004 -0.00000002 0.00000003 -0.00000004 0.00000016 -lc8det.dat_A0 1.00000081 -0.00001140 0.00001206 -0.00003440 0.00003446 -CEphotWN_lc1 -7.42863909 -0.13116315 0.10990372 -0.56050968 0.28621627 -CEphotscale_lc1dim0 -7.55989550 -0.38627924 1.42817644 -1.62471904 4.50531898 -CEphotmetric_lc1dim0 -4.28247783 -0.81575574 1.76236332 -2.28307838 4.24137280 -==================================================================================================== -Additional input parameters: -==================================================================================================== -Rstar 1.33303328 -0.02701817 0.02716515 -0.08048221 0.08019504 -Mstar 0.95008288 -0.02011846 0.02004928 -0.05993666 0.05949800 -==================================================================================================== -Derived parameters: -==================================================================================================== -Rp_[Rjup] 1.36205564 -0.02760640 0.02775658 -0.08223444 0.08194102 -Mp_[Mjup] 0.15317380 -0.00217006 0.00214741 -0.00651176 0.00632995 -rho_p_[rhoJup] 0.06061516 -0.00364148 0.00393004 -0.01000520 0.01283724 -g_p_[SI] 2.04628282 -0.08486993 0.09049519 -0.24025619 0.28856680 -dF 0.01102500 0.00000000 0.00000000 0.00000000 0.00000000 -aRs 7.80458838 -0.14268967 0.13333204 -0.44766742 0.31477785 -a_[au] 0.04835660 -0.00131512 0.00129929 -0.00402444 0.00378458 -rhoS_[rhoSun] 0.40102504 -0.02468837 0.02689449 -0.06851158 0.08775265 -Ms_[Msun] 0.95008288 -0.02011846 0.02004928 -0.05993666 0.05949800 -Rs_[Rsun] 1.33303328 -0.02701817 0.02716515 -0.08048221 0.08019504 -inclination_[deg] 87.93431756 -0.45865314 0.51937758 -1.29534648 1.47813269 -eccentricity 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -omega_[deg] 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -Occult_dur 0.00000000 -0.56650347 0.49876908 -1.93082603 1.93235239 -Rs_a 0.12812976 -0.00215218 0.00238620 -0.00496743 0.00782295 -MF_PDF_[Msun] 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -R_u1 0.42100000 0.00000000 0.00000000 0.00000000 0.00000000 -R_u2 0.21300000 0.00000000 0.00000000 0.00000000 0.00000000 -T_u1 0.42100000 0.00000000 0.00000000 0.00000000 0.00000000 -T_u2 0.21300000 0.00000000 0.00000000 0.00000000 0.00000000 -==================================================================================================== -Fixed parameters: -==================================================================================================== -RpRs 0.10500000 -Period_[d] 4.17806000 -esin(w) 0.00000000 -ecos(w) 0.00000000 -K 0.02000000 -R_DFocc 0.00000000 -T_DFocc 0.00000000 -R_c1 1.05500000 -R_c2 0.20800000 -R_c3 0.00000000 -R_c4 0.00000000 -T_c1 1.05500000 -T_c2 0.20800000 -T_c3 0.00000000 -T_c4 0.00000000 -lc6bjd.dat_A1 0.00000000 -lc6bjd.dat_A2 0.00000000 -lc6bjd.dat_A3 0.00000000 -lc6bjd.dat_A4 0.00000000 -lc6bjd.dat_B1 0.00000000 -lc6bjd.dat_B2 0.00000000 -lc6bjd.dat_C11 0.00000000 -lc6bjd.dat_C12 0.00000000 -lc6bjd.dat_C21 0.00000000 -lc6bjd.dat_C22 0.00000000 -lc6bjd.dat_G1 0.00000000 -lc6bjd.dat_G2 0.00000000 -lc6bjd.dat_G3 0.00000000 -lc6bjd.dat_H1 0.00000000 -lc6bjd.dat_H2 0.00000000 -lc8det.dat_A1 0.00000000 -lc8det.dat_A2 0.00000000 -lc8det.dat_A3 0.00000000 -lc8det.dat_A4 0.00000000 -lc8det.dat_B1 0.00000000 -lc8det.dat_B2 0.00000000 -lc8det.dat_C11 0.00000000 -lc8det.dat_C12 0.00000000 -lc8det.dat_C21 0.00000000 -lc8det.dat_C22 0.00000000 -lc8det.dat_D1 0.00000000 -lc8det.dat_D2 0.00000000 -lc8det.dat_E1 0.00000000 -lc8det.dat_E2 0.00000000 -lc8det.dat_G1 0.00000000 -lc8det.dat_G2 0.00000000 -lc8det.dat_G3 0.00000000 -lc8det.dat_H1 0.00000000 -lc8det.dat_H2 0.00000000 -==================================================================================================== diff --git a/example/depth_variation_celerite/transpec.png b/example/depth_variation_celerite/transpec.png deleted file mode 100644 index 33c7f83..0000000 Binary files a/example/depth_variation_celerite/transpec.png and /dev/null differ diff --git a/example/input_config_w127_example.dat b/example/input_config_w127_example.dat deleted file mode 100644 index 9a958ca..0000000 --- a/example/input_config_w127_example.dat +++ /dev/null @@ -1,59 +0,0 @@ -#=========== MCMC input file ======================= -Path_of_input_lightcurves: -../w127_lcs/ -#--------------------------------------------- -# Input lightcurves filters baseline function-------------- -name fil lamda time roll x y conta sky sin group id GP -w127_pipe1.txt CH 6000.0 2 0 2 0 0 1 0 0 1 y -# -------- photometry GP input properties: komplex kernel -> several lines -------------- -name para kernel WN scale s_step s_pri s_pri_wid s_up s_lo metric m_step m_pri m_pri_wid m_up m_lo -w127_pipe1.txt air mat32 y 1.8e-08 0.1000 0.0 0.00e+00 -10.0 -25.0 2.2e+03 0.0100 0.00 0.00e+00 20.0 0.0 -# ------------------------------------------------------------ -# Input RV curves, baseline function, gamma -name time bis fwhm contrast gamma_kms stepsize prior value sig_lo sig_hi -#=========== jump parameters (Jump0value step lower_limit upper_limit priors) ====================== -name fit start_val stepsize low_lim up_lim prior value sig_lo sig_hi -RpRs n 0.10104 0.0000000 0.00 1.00 n 0.10104 0.0e+00 0.0e+00 -Impact_para n 0.29000 0.0000000 0.00 1.00 n 0.29000 0.0e+00 0.0e+00 -Duration n 0.18137 0.0000000 0.00 1.00 n 0.18137 0.0e+00 0.0e+00 -T_0 y 808.60255 0.0000031 0.00 10000.00 p 808.60255 3.1e-04 3.1e-04 -Period n 4.17806 0.0000000 0.00 10000.00 n 4.17806 0.0e+00 0.0e+00 -Eccentricity n 0.00000 0.0000000 0.00 1.00 n 0.00000 0.0e+00 0.0e+00 -omega n 90.00000 0.0000000 0.00 360.00 n 90.00000 0.0e+00 0.0e+00 -K n 0.00000 0.0000000 0.00 10000.00 n 0.00000 0.0e+00 0.0e+00 -#=========== ddF setup ============================================================================== -Fit_ddFs step low_lim up_lim prior sig_lo sig_hi div_white -n 0.001 -1.0000 1.0000 n 0.00000 0.00000 n -group_ID RpRs_0 err dwfile - 1 0.1010 0.00e+00 dw_001.dat -#=========== occultation setup ============================================================================= -filters fit start_val stepsize low_lim up_lim prior value sig_lo sig_hi -CH y 0.000e+00 1.00e-05 0.00e+00 5.00e-04 n 0.00e+00 0.00e+00 0.00e+00 -#=========== Limb darkending setup =================================================================== -filters priors c_1 step1 low_lim1 up_lim1 c_2 step2 low_lim2 up_lim2 -CH n 0.000 0.000 0.0000 0.0000 0.000 0.000 0.0000 0.0000 -#=========== contamination setup === give contamination as flux ratio ================================ -filters contam err -CH 0.0000 0.0000 -#=========== Stellar input properties ================================================================ -# parameter value sig_lo sig_hi -Radius_[Rsun] 2.360 0.030 0.030 -Mass_[Msun] 2.030 0.066 0.066 -Stellar_para_input_method:_R+rho_(Rrho),_M+rho_(Mrho),_M+R_(MR): MR -#=========== MCMC setup ============================================================================== -Total_no_steps 64000 -Number_chains 64 -Number_of_processes 2 -Burnin_length 2000 -Walk_(snooker/demc/mrw) demc -GR_test_(y/n) y -Make_plots_(y/n) n -leastsq_(y/n) y -Savefile output_ex1.npy -Savemodel n -Adapt_base_stepsize y -Remove_param_for_CNM n -leastsq_for_basepar n -lssq_use_Lev-Marq n -apply_CFs y -apply_jitter y diff --git a/example/results_med.dat b/example/results_med.dat deleted file mode 100644 index ae9314c..0000000 --- a/example/results_med.dat +++ /dev/null @@ -1,69 +0,0 @@ -==================================================================================================== -Jump parameters: -==================================================================================================== -T_0 808.60253858 -0.00031281 0.00030530 -0.00090324 0.00100235 -CH_DFocc 0.00018552 -0.00006109 0.00006339 -0.00017020 0.00018189 -w127_pipe1.txt_A0 0.99982093 -0.00032293 0.00066974 -0.00448073 0.01161806 -w127_pipe1.txt_A1 0.00394453 -0.00090387 0.00093447 -0.00267420 0.00278817 -w127_pipe1.txt_A2 -0.00790057 -0.00220884 0.00213769 -0.00624863 0.00641968 -w127_pipe1.txt_C11 0.00009870 -0.00007128 0.00007255 -0.00021529 0.00021397 -w127_pipe1.txt_C12 0.00019730 -0.00010709 0.00011145 -0.00032506 0.00033930 -w127_pipe1.txt_E1 13.71749319 -12.26516217 11.74807319 -38.41783037 33.52202345 -GPphotWN_lc1 -17.19123286 -0.34138440 0.27281914 -2.05314068 0.75357042 -GPphotscale_lc1dim3 -16.85433780 -1.12172369 2.07389721 -2.33316444 6.71231633 -GPphotmetric_lc1dim3 8.53689415 -1.36780042 1.96659078 -3.46828476 5.34759493 -==================================================================================================== -Additional input parameters: -==================================================================================================== -Rstar 2.36031396 -0.02994833 0.02982990 -0.09016032 0.09112083 -Mstar 2.02991495 -0.06537967 0.06556375 -0.19811983 0.19568553 -==================================================================================================== -Derived parameters: -==================================================================================================== -Rp_[Rjup] 2.32074632 -0.02944629 0.02932984 -0.08864889 0.08959331 -Mp_[Mjup] 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -rho_p_[rhoJup] 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -g_p_[SI] 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -dF 0.01020908 0.00000000 0.00000000 0.00000000 0.00000000 -aRs 7.81801578 0.00000000 0.00000000 0.00000000 0.00000000 -a_[au] 0.08581494 -0.00108884 0.00108454 -0.00327800 0.00331292 -rhoS_[rhoSun] 0.15430047 -0.00751673 0.00794801 -0.02186023 0.02530637 -Ms_[Msun] 2.02991495 -0.06537967 0.06556375 -0.19811983 0.19568553 -Rs_[Rsun] 2.36031396 -0.02994833 0.02982990 -0.09016032 0.09112083 -inclination_[deg] 87.87419349 0.00000000 0.00000000 0.00000000 0.00000000 -eccentricity 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -omega_[deg] 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -Occult_dur 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -Rs_a 0.12790969 0.00000000 0.00000000 0.00000000 0.00000000 -MF_PDF_[Msun] 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -CH_u1 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -CH_u2 0.00000000 0.00000000 0.00000000 0.00000000 0.00000000 -==================================================================================================== -Fixed parameters: -==================================================================================================== -RpRs 0.10104000 -b 0.29000000 -dur_[d] 0.18137000 -Period_[d] 4.17806203 -esin(w) 0.00000000 -ecos(w) 0.00000000 -K 0.00000000 -CH_c1 0.00000000 -CH_c2 0.00000000 -CH_c3 0.00000000 -CH_c4 0.00000000 -w127_pipe1.txt_A3 0.00000000 -w127_pipe1.txt_A4 0.00000000 -w127_pipe1.txt_B1 0.00000000 -w127_pipe1.txt_B2 0.00000000 -w127_pipe1.txt_C21 0.00000000 -w127_pipe1.txt_C22 0.00000000 -w127_pipe1.txt_D1 0.00000000 -w127_pipe1.txt_D2 0.00000000 -w127_pipe1.txt_E2 0.00000000 -w127_pipe1.txt_G1 0.00000000 -w127_pipe1.txt_G2 0.00000000 -w127_pipe1.txt_G3 0.00000000 -w127_pipe1.txt_H1 0.00000000 -w127_pipe1.txt_H2 0.00000000 -==================================================================================================== diff --git a/input_config.dat b/input_config.dat deleted file mode 100644 index 0ecdbad..0000000 --- a/input_config.dat +++ /dev/null @@ -1,59 +0,0 @@ -#=========== MCMC input file ======================= -Path_of_input_lightcurves: -/home/tunde/Dropbox/postdoc/work/wasp-127/PIPE/wasp-127_conanfit/new_lcs/ -#---------------------------- # Input lightcurves filters baseline function-------------- -name fil lamda time roll x y conta sky sin group id GP -w127_pipe1.txt CH1 6000.0 2 0 0 2 0 0 0 0 1 y -# -------- photometry GP input properties: komplex kernel -> several lines -------------- -name para kernel WN scale s_step s_pri s_pri_wid s_up s_lo metric m_step m_pri m_pri_wid m_up m_lo -w127_pipe1.txt air mat32 y 1.8e-08 0.0010 -17.8 0.00e+00 -10.0 -25.0 2.2e+03 0.0010 7.70 0.00e+00 20.0 0.0 -w127_pipe1.txt time sqexp y 1.8e-08 0.0010 -17.8 0.00e+00 -10.0 -25.0 1.1e+03 0.0010 7.00 0.00e+00 20.0 0.0 -# ------------------------------------------------------------ -# Input RV curves, baseline function, gamma -name time bis fwhm contrast gamma_kms stepsize prior value sig_lo sig_hi -#=========== jump parameters (Jump0value step lower_limit upper_limit priors) ====================== -name fit start_val stepsize low_lim up_lim prior value sig_lo sig_hi -RpRs n 0.10104 0.0000000 0.00 1.00 n 0.10104 0.0e+00 0.0e+00 -Impact_para n 0.29000 0.0000000 0.00 1.00 n 0.29000 0.0e+00 0.0e+00 -Duration n 0.18137 0.0000000 0.00 1.00 n 0.18137 0.0e+00 0.0e+00 -T_0 y 808.60255 0.0000031 0.00 10000.00 p 808.60255 3.1e-04 3.1e-04 -Period n 4.17806 0.0000000 0.00 10000.00 n 4.17806 0.0e+00 0.0e+00 -Eccentricity n 0.00000 0.0000000 0.00 1.00 n 0.00000 0.0e+00 0.0e+00 -omega n 90.00000 0.0000000 0.00 360.00 n 90.00000 0.0e+00 0.0e+00 -K n 0.00000 0.0000000 0.00 10000.00 n 0.00000 0.0e+00 0.0e+00 -#=========== ddF setup ============================================================================== -Fit_ddFs step low_lim up_lim prior sig_lo sig_hi div_white -n 0.001 -1.0000 1.0000 n 0.00000 0.00000 n -group_ID RpRs_0 err dwfile - 1 0.1000 1.00e-04 dw_001.dat -=========== occultation setup ============================================================================= -filters fit start_val stepsize low_lim up_lim prior value sig_lo sig_hi -CH1 y 0.00050000 0.0000100 0.000 0.001 n 0.000e+00 0.00e+00 0.00e+00 -#=========== Limb darkending setup =================================================================== -filters priors c_1 step1 low_lim1 up_lim1 c_2 step2 low_lim2 up_lim2 -CH1 n 0.000 0.001 0.0000 0.0000 0.000 0.001 0.0000 0.0000 -#=========== contamination setup === give contamination as flux ratio ================================ -filters contam err -CH1 0.0000 0.0000 -#=========== Stellar input properties ================================================================ -# parameter value sig_lo sig_hi -Radius_[Rsun] 1.000 0.010 0.010 -Mass_[Msun] 1.000 0.010 0.010 -Stellar_para_input_method:_R+rho_(Rrho),_M+rho_(Mrho),_M+R_(MR): MR -#=========== MCMC setup ============================================================================== -Total_no_steps 128000 -Number_chains 64 -Number_of_processes 2 -Burnin_length 500 -Walk_(snooker/demc/mrw) None -GR_test_(y/n) y -Make_plots_(y/n) n -leastsq_(y/n) y -Savefile output_ex1.npy -Savemodel n -Adapt_base_stepsize y -Remove_param_for_CNM n -leastsq_for_basepar n -lssq_use_Lev-Marq n -apply_CFs y -apply_jitter y diff --git a/occultnl.f b/occultnl.f old mode 100644 new mode 100755 diff --git a/occultquad.f b/occultquad.f old mode 100644 new mode 100755 diff --git a/requirements.txt b/requirements.txt deleted file mode 100644 index ba24baf..0000000 --- a/requirements.txt +++ /dev/null @@ -1,13 +0,0 @@ -numpy <=1.20.3 -matplotlib -scipy -emcee -george -celerite -corner -pandas -lmfit -batman-package -mc3 -tqdm -ldtk \ No newline at end of file diff --git a/sample_config.dat b/sample_config.dat new file mode 100644 index 0000000..c8d210f --- /dev/null +++ b/sample_config.dat @@ -0,0 +1,87 @@ +# ========================================== CONAN configuration file ============================================= +# *********** KEYS ***************************************************************************************** +# PRIORS: *Fixed - F(val), *Normal - N(mu,std), *Uniform - U(min,start,max), *LogUniform - LU(min,start,max) +# s_samp: supersampling - x{exp_time(mins)} +# clip: clip outliers - W{window_width}C{clip_sigma} +# scl_col: scale data columns – ['med_sub','rs0to1','rs-1to1','None'] +# spline_config: spline - c{column_no}:d{degree}K{knot_spacing} +# *********************************************************************************************************** +# ----------------------------------------------------------------------------------------------------------------------- + LC_filepath: ../data/ + RV_filepath: ../data/ + n_planet: 1 +# ----------------------------------------------------------------------------------------------------------------------- + LC_auto_decorr: False # automatically determine baseline function for the LCs + exclude_cols: [] # list of column numbers (e.g. [3,4]) to exclude from decorrelation. + enforce_pars: [] # list of decorr params (e.g. [B3, A5]) to enforce in decorrelation +# ============ Input lightcurves, filters baseline function ======================================================= + name filt 𝜆_𝜇m |s_samp clip scl_col |col0 col3 col4 col5 col6 col7|sin id GP spline_config + lc1bjd.dat R 0.6 |None W11C4 med_sub | 0 0 1 2 1 1| 0 1 n None + lc2bjd.dat R 0.6 |None W11C4 med_sub | 1 0 0 2 1 1| 0 2 n None + lc3bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 0 1 1| 0 3 n None + lc4bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 0 1 0| 0 4 n None + lc5bjd.dat R 0.6 |None W11C4 med_sub | 2 2 0 2 1 0| 0 5 n None + lc6bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 2 1 0| 0 6 n None + lc7bjd.dat R 0.6 |None W11C4 med_sub | 0 0 0 2 1 0| 0 7 n None +# ==================== Photometry GP properties ================================================================== + name par1 kern1 Amplitude1_ppm length_scale |op| par2 kern2 Amplitude2_ppm length_scale2 +# ----------------------------------------------------------------------------------------------------------------------- + RV_auto_decorr: False # automatically determine baseline function for the RVs + exclude_cols: [] # list of column numbers (e.g. [3,4]) to exclude from decorrelation. + enforce_pars: [] # list of decorr params (e.g. [B3, A5]) to enforce in decorrelation +# ============ Input RV curves, baseline function, GP, spline, gamma ============================================ + name scl_col |col0 col3 col4 col5| sin GP spline_config | gamma_km/s +# ==================== RV GP properties ========================================================================== + name par1 kern1 Amplitude1 length_scale |op| par2 kern2 Amplitude2 length_scale2 +# ----------------------------------------------------------------------------------------------------------------------- +# ============ Planet parameters (Transit and RV) setup ========================================================== + name fit prior + rho_star y N(0.565,0.035) + ------------ + RpRs y U(0.05,0.102,0.17) + Impact_para y U(0,0.29,1) + T_0 y N(6776.621239999775,0.001) + Period n F(4.17806203) + Eccentricity n F(0) + omega n F(90) + K n F(0) +# ============ Limb darkening setup ============================================================================= + filters fit q_1 q_2 + R y N(0.4215,0.0238) N(0.3961,0.0154) +# ============ ddF setup ======================================================================================== + Fit_ddFs dRpRs div_white + n U(-0.5,0,0.5) n +# ============ Phase curve setup ================================================================================ + filt param fit prior + R D_occ n F(0) + ------- + R A_pc n F(0) + ------- + R ph_off n F(0) +# ----------------------------------------------------------------------------------------------------------------------- +# ============ contamination setup (give contamination as flux ratio) ======================================== + filters contam_factor + R F(0) +# ============ Stellar input properties ====================================================================== + # parameter value + Radius_[Rsun] N(1.330,0.030) + Mass_[Msun] N(0.950,0.020) + Input_method:[R+rho(Rrho), M+rho(Mrho)]: Rrho +# ----------------------------------------------------------------------------------------------------------------------- +# ============ FIT setup ===================================================================================== + Number_steps 2000 + Number_chains 64 + Number_of_processes 10 + Burnin_length 500 + n_live 300 + force_nlive False + d_logz 0.1 + Sampler[emcee/dynesty] dynesty + emcee_move[stretch/demc/snooker] stretch + leastsq_for_basepar n + apply_LCjitter y + apply_RVjitter y + LCjitter_loglims [-15, -4] + RVjitter_lims [0, 5] + LCbasecoeff_lims [-1, 1] + RVbasecoeff_lims [-5, 5] diff --git a/setup.py b/setup.py index 8ce0c7b..77ad169 100755 --- a/setup.py +++ b/setup.py @@ -1,5 +1,11 @@ -from setuptools import setup -from CONAN3.__version__ import __version__ +# from setuptools import setup, Extension +from numpy.distutils.core import setup, Extension + +with open('CONAN3/VERSION.dat') as version_file: + __version__ = version_file.read().strip() + +extOccultnl = Extension('occultnl', sources=['occultnl.f']) +extOccultquad = Extension('occultquad',sources=['occultquad.f']) setup(name='CONAN3', version=__version__, @@ -11,7 +17,8 @@ author_email='monika.lendl@unige.ch', license='MIT', packages=['CONAN3'], - install_requires=['numpy', 'scipy','pandas','lmfit', - 'mc3', 'batman-package','celerite','corner', - 'matplotlib','emcee','george','ldtk','tqdm',], -) + install_requires=['numpy', 'scipy','pandas','lmfit','dynesty', + 'batman-package','celerite','corner','lightkurve', + 'matplotlib','emcee','george','ldtk','tqdm'], + ext_modules=[extOccultnl,extOccultquad] + ) diff --git a/tests/test_RV.py b/tests/test_RV.py new file mode 100644 index 0000000..5628c1b --- /dev/null +++ b/tests/test_RV.py @@ -0,0 +1,13 @@ +from CONAN3.models import RadialVelocity_Model +import matplotlib.pyplot as plt +import numpy as np + +time = np.linspace(-5,5,300) +T0 = 0 +per = 2 +K = 3 #m/s + +RV = RadialVelocity_Model(time, [T0],[per],[K],[0],[0], planet_only=True) + +plt.plot(time, RV) +plt.axhline(0,ls="--") \ No newline at end of file diff --git a/tests/test_transit.py b/tests/test_transit.py new file mode 100644 index 0000000..786045f --- /dev/null +++ b/tests/test_transit.py @@ -0,0 +1,34 @@ +import unittest + +class TestTransitModel(unittest.TestCase): + def setUp(self): + # Initialize the Transit_Model object with sample parameters + T0 = [0.0] + RpRs = [0.1] + b = [0.5] + dur = [2.0] + per = [10.0] + eos = [0.0] + eoc = [0.0] + ddf = [0.0] + occ = [0.0] + c1 = [0.0] + c2 = [0.0] + npl = 1 + self.model = Transit_Model(T0, RpRs, b, dur, per, eos, eoc, ddf, occ, c1, c2, npl) + + def test_get_value(self): + # Test the get_value method with a sample time array + tarr = [0.0, 1.0, 2.0, 3.0, 4.0, 5.0] + expected_values = [1.0, 1.0, 1.0, 1.0, 1.0, 1.0] # Replace with expected values + values = self.model.get_value(tarr) + self.assertEqual(values, expected_values) + + def test_parameter_names(self): + # Test the parameter_names attribute + expected_names = ['T0', 'RpRs', 'b', 'dur', 'per', 'eos', 'eoc', 'ddf', 'occ', 'c1', 'c2'] + names = self.model.parameter_names + self.assertEqual(names, expected_names) + +if __name__ == '__main__': + unittest.main() \ No newline at end of file diff --git a/w127_lcs/w127_pipe1.txt b/w127_lcs/w127_pipe1.txt old mode 100644 new mode 100755 diff --git a/w127_lcs/w127_pipe2.txt b/w127_lcs/w127_pipe2.txt old mode 100644 new mode 100755 diff --git a/w127_lcs/w127_pipe3.txt b/w127_lcs/w127_pipe3.txt old mode 100644 new mode 100755 diff --git a/w127_lcs/w127_pipe4.txt b/w127_lcs/w127_pipe4.txt old mode 100644 new mode 100755