From e203219b44b29388ed7f4567c071fcf410e5da28 Mon Sep 17 00:00:00 2001 From: midolls <89965013+midolls@users.noreply.github.com> Date: Fri, 6 Dec 2024 02:38:57 +0900 Subject: [PATCH 1/8] 2025 hgu_analog_comparator --- ...log_Comparator_with_Open_Source_Tool.ipynb | 3042 +++++++++++++++++ 1 file changed, 3042 insertions(+) create mode 100644 ISSCC25/submitted_notebooks/analog_comparator/Design_of_Analog_Comparator_with_Open_Source_Tool.ipynb diff --git a/ISSCC25/submitted_notebooks/analog_comparator/Design_of_Analog_Comparator_with_Open_Source_Tool.ipynb b/ISSCC25/submitted_notebooks/analog_comparator/Design_of_Analog_Comparator_with_Open_Source_Tool.ipynb new file mode 100644 index 00000000..93857e82 --- /dev/null +++ b/ISSCC25/submitted_notebooks/analog_comparator/Design_of_Analog_Comparator_with_Open_Source_Tool.ipynb @@ -0,0 +1,3042 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "aK2t7aSWNojQ" + }, + "source": [ + "# **OpenFASoC: Design of Analog Comparator with Open Source Tool**" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "za0-9P1OnN-C" + }, + "source": [ + "```\n", + "OpenFASOC Team, November 2024\n", + "SPDX-License-Identifier: Apache-2.0\n", + "```" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "L6Ck4z5ujN_k" + }, + "source": [ + "\n", + "|Name|Affiliation|IEEE Member|SSCS Member|\n", + "|:--:|:----------:|:----------:|:----------:|\n", + "|Yongjin Kwon|Handong Global University|No|No|\n", + "|Jinhyeong Jung (wjdwlsgud99@gmail.com)|Handong Global University|No|No|\n", + "|Mijeong Kwon(kmjmj929@gmail.com)|Handong Global University|No|No|\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "FKjQsvZqdNKP" + }, + "source": [ + "# Abstract" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "sn2lFGRvc-68" + }, + "source": [ + "This notebook describes the Analog Comparator, which is one of the modules that make up the Successive Approximation Register-Analog Digital Converter(SAR-ADC). The comparator is designed for an 7-bit SAR ADC operating with a 1.8V bias voltage. It aims to compare a minimum differential input of 7.03mV, which corresponds to half the least significant bit (LSB) of 14.06mV. The comparator achieves an accuracy of 7.03mV in operation." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "yC_nrk-fdbmE" + }, + "source": [ + "# Introduction" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "KIeZTqE4dfES" + }, + "source": [ + "The Strong Arm Latch Comparator is a type of high-speed and low-power analog comparator that is widely used, especially in ADC design. It is a dynamic comparator that operates on clock signals.\n", + "\n", + "The StrongArm Latch Comparator has three main characteristics.\n", + "The first is the fast comparison speed. It can be used efficiently for converters such as SAR-ADC because it can operate at high speeds.\n", + "The second is low power consumption. It consumes energy only during the comparison process and uses very little power for the rest of the time, reducing power consumption.\n", + "The last is the Latch feature, which includes the ability to maintain comparison results.\n", + "\n", + "The comparator operates in two stages: the Pre-Charge and Regeneration.\n", + "Pre-Charge stage is when the clock is Low, and the comparator's output is initialized to the VDD.\n", + "When the regeneration stage is when the clock is high, the output is determined by the difference in the input analog signal. In the case of SAR-ADC, it outputs it compared to the value stored in the DAC. It outputs quickly as digital signals 0 and 1 through positive feedback.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IT72fFwpdpl8" + }, + "source": [ + "# Architecture" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "j47ul4_Ddr6q" + }, + "source": [ + "The following is the comparator circuit designed as part of this work.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "GvzX_M79eGRD" + }, + "source": [ + "![KakaoTalk_20241202_220317277.png](data:image/png;base64,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)\n", + "\n", + "Figure 1. Schematic of Designed Comparator" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "_4H9z_oTdt93" + }, + "source": [ + "The comparator we designed has 5 inputs: VDD, VSS, cdac_vp, cdac_vn, and CLK.\n", + "VDD and VSS are power ports. cdac_vp and cdac_vn are ports for two inputs to compare. CLK inputs a clock signal. The reason why the names cdac_vp and cdac_vn were designed on the assumption that they were used in SAR_ADC, so they were output from CDAC and entered as input to the comparator.\n", + "\n", + "There are 3 outputs: comp_outp, comp_outn, and ready.\n", + "comp_outp and comp_outn are the sections that output the comparator's output, which are digital signals 0 and 1. ready outputs the clock signal of the SAR logic of the SAR-ADC through XNOR.\n", + "\n", + "Specifically, the comparator we designed included the internal label. The internal labels are X, Y, P, Q, X_inv, Y_inv, X_drive, Y_drive, RS_p, and RS_n.\n", + "X and Y are pure outputs of the comparator. X_inv and Y_inv are values where X and Y have passed through the inverter, and when the values of X_inv and Y_inv pass through the inverter once more, X_drive and Y_drive are output.\n", + "\n", + "P and Q are the voltages of the drain node of the input MOSFET, and it can be considered that comparison is possible due to the difference between the two voltages.\n", + "\n", + "In addition, RS_p and RS_n are output values of RS Latch with X_inv and Y_inv as inputs, and the values are stored through this. X_drive and Y_drive are used to obtain an output called ready as an input of XNOR.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "TB7tELQjgeeD" + }, + "source": [ + 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)\n", + "\n", + "Figure 2. Schematic of Strong Arm Latch" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ca_fsW5TgqJ4" + }, + "source": [ + "When CLK is 0, M8-M11 operates and precharges nodes P, Q, X, and Y to a state of high. P and Q have the same capacitance, and X and Y have the same capacitance.\n", + "As soon as CLK reaches 1, M2 and M3 operate. This behavior causes the values of X and Y to drop until M6 and M7 are activated. One of the values of X and Y is 1 and one is 0 output. At this time, M4 and M5 play a role in preventing the connection between the VDD and the VSS while the output is determined.\n", + "When this action determines the values of X and Y, it works by saving them through RS Latch. The waveform can be seen in Figure 4.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "G5dn6yxfguhR" + }, + "source": [ + "![KakaoTalk_20241202_220422757.png](data:image/png;base64,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)\n", + "\n", + "Figure 3. Waveform of Comparator" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "4xjRvduHg57L" + }, + "source": [ + "The situation below was simulated to have a higher INP(=CDAC_VP). When CLK is 0, nodes X, Y, P and Q can be seen that they are precharged.\n", + "\n", + "As soon as CLK rises to 1, the INP is larger, so M2 operates faster than M3. As a result, the P value drops faster, and since the X and Y nodes are precharged, M4 and M5 are in the ON state, the X value drops along with P. As a result, M7 operates to charge the Y node. Therefore, X has an output of 0, and Y has an output of 1.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "prqLrSTRkk50" + }, + "source": [ + "# Design Flow" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "aBBXQvt6hzLu" + }, + "source": [ + "The comparator is generated from the following steps.\n", + "\n", + "1. Design schematic using xscheme tool\n", + "2. Extract schematic SPICE file\n", + "3. Draw layout and check DRC using Magic\n", + "4. Extract GDS and SPICE with magic.\n", + "5. Run LVS check with netgen\n", + "6. Simulation SPICE file using python" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "eqUyDvFCVPOw" + }, + "source": [ + "# Environment Setting" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "gLPkGgzPp31l", + "outputId": "c39d9b72-0b97-4985-ece5-bba3d1ea9fc2" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Requirement already satisfied: condacolab in /usr/local/lib/python3.10/site-packages (0.1.9)\n", + "✨🍰✨ Everything looks OK!\n" + ] + } + ], + "source": [ + "import os\n", + "\n", + "CONDA_PREFIX = os.environ.get('CONDA_PREFIX', None)\n", + "if not CONDA_PREFIX:\n", + " !python -m pip install condacolab\n", + " import condacolab\n", + " condacolab.install()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "iicropCFp7B0", + "outputId": "4318e57c-3dd7-4fdb-9298-90b4a8b65253" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Writing environment.yml\n" + ] + } + ], + "source": [ + "%%writefile environment.yml\n", + "channels:\n", + " - litex-hub\n", + " - conda-forge\n", + "dependencies:\n", + " - cairosvg\n", + " - pyspice\n", + " - open_pdks.sky130a\n", + " - magic\n", + " - gdstk\n", + " - ngspice\n", + " - iverilog\n", + " - bison\n", + " - pip\n", + " - pip:\n", + " - gdspy\n", + " - pyyaml\n", + " - cairosvg\n", + " - pyverilog" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "vx0sqisAp8qe", + "outputId": "166daeee-523d-4dc3-c7ad-b00bb8c26d70" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\u001b[?25l\u001b[2K\u001b[0G[+] 0.0s\n", + "\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.1s\n", + "litex-hub/linux-64 ⣾ \n", + "litex-hub/noarch ⣾ \n", + "conda-forge/linux-64 ⣾ \n", + "conda-forge/noarch 1%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0Glitex-hub/linux-64 No change\n", + "litex-hub/noarch No change\n", + "[+] 0.2s\n", + "conda-forge/linux-64 3%\n", + "conda-forge/noarch 20%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.3s\n", + "conda-forge/linux-64 12%\n", + "conda-forge/noarch 39%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.4s\n", + "conda-forge/linux-64 20%\n", + "conda-forge/noarch 62%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.5s\n", + "conda-forge/linux-64 25%\n", + "conda-forge/noarch 68%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.6s\n", + "conda-forge/linux-64 30%\n", + "conda-forge/noarch 79%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.7s\n", + "conda-forge/linux-64 33%\n", + "conda-forge/noarch 91%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0Gconda-forge/noarch \n", + "[+] 0.8s\n", + "conda-forge/linux-64 38%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.9s\n", + "conda-forge/linux-64 50%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.0s\n", + "conda-forge/linux-64 59%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.1s\n", + "conda-forge/linux-64 62%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.2s\n", + "conda-forge/linux-64 70%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.3s\n", + "conda-forge/linux-64 79%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.4s\n", + "conda-forge/linux-64 91%\u001b[2K\u001b[1A\u001b[2K\u001b[0Gconda-forge/linux-64 \n", + "\u001b[?25h\n", + "\n", + "Looking for: ['cairosvg', 'pyspice', 'open_pdks.sky130a', 'magic', 'gdstk', 'ngspice', 'iverilog', 'bison', 'pip']\n", + "\n", + "\n", + "\n", + " Pinned packages:\n", + "\n", + " - python 3.10.*\n", + " - python_abi 3.10.* *cp310*\n", + " - cuda-version 12.*\n", + "\n", + "\n", + "Transaction\n", + "\n", + " Prefix: /usr/local\n", + "\n", + " All requested packages already installed\n", + "\n", + "\u001b[?25l\u001b[2K\u001b[0G\u001b[?25hPreparing transaction: - \b\bdone\n", + "Verifying transaction: | \b\bdone\n", + "Executing transaction: - \b\bdone\n", + "Installing pip dependencies: | \b\b/ \b\b- \b\b\\ \b\b| \b\b/ \b\b- \b\b\\ \b\b| \b\b/ \b\b- \b\b\\ \b\b| \b\b/ \b\b- Ran pip subprocess with arguments:\n", + "['/usr/local/bin/python', '-m', 'pip', 'install', '-U', '-r', '/content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt', '--exists-action=b']\n", + "Pip subprocess output:\n", + "Requirement already satisfied: gdspy in /usr/local/lib/python3.10/site-packages (from -r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 1)) (1.6.13)\n", + "Requirement already satisfied: pyyaml in /usr/local/lib/python3.10/site-packages (from -r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 2)) (6.0.2)\n", + "Requirement already satisfied: cairosvg in /usr/local/lib/python3.10/site-packages (from -r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (2.7.1)\n", + "Requirement already satisfied: pyverilog in /usr/local/lib/python3.10/site-packages (from -r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 4)) (1.3.0)\n", + "Requirement already satisfied: numpy in /usr/local/lib/python3.10/site-packages (from gdspy->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 1)) (2.1.3)\n", + "Requirement already satisfied: cairocffi in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (1.6.1)\n", + "Requirement already satisfied: cssselect2 in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (0.2.1)\n", + "Requirement already satisfied: defusedxml in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (0.7.1)\n", + "Requirement already satisfied: pillow in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (11.0.0)\n", + "Requirement already satisfied: tinycss2 in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (1.4.0)\n", + "Requirement already satisfied: Jinja2>=2.10 in /usr/local/lib/python3.10/site-packages (from pyverilog->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 4)) (3.1.4)\n", + "Requirement already satisfied: ply>=3.4 in /usr/local/lib/python3.10/site-packages (from pyverilog->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 4)) (3.11)\n", + "Requirement already satisfied: MarkupSafe>=2.0 in /usr/local/lib/python3.10/site-packages (from Jinja2>=2.10->pyverilog->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 4)) (3.0.2)\n", + "Requirement already satisfied: cffi>=1.1.0 in /usr/local/lib/python3.10/site-packages (from cairocffi->cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (1.16.0)\n", + "Requirement already satisfied: webencodings>=0.4 in /usr/local/lib/python3.10/site-packages (from tinycss2->cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (0.5.1)\n", + "Requirement already satisfied: pycparser in /usr/local/lib/python3.10/site-packages (from cffi>=1.1.0->cairocffi->cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (2.21)\n", + "\n", + "\b\bdone\n", + "#\n", + "# To activate this environment, use\n", + "#\n", + "# $ conda activate base\n", + "#\n", + "# To deactivate an active environment, use\n", + "#\n", + "# $ conda deactivate\n", + "\n" + ] + } + ], + "source": [ + "!mamba env update -n base -f environment.yml" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "4wNEOOBSp-lj" + }, + "outputs": [], + "source": [ + "import os\n", + "\n", + "CONDA_PREFIX = os.environ.get('CONDA_PREFIX', None)\n", + "if not CONDA_PREFIX:\n", + " import condacolab\n", + " CONDA_PREFIX = condacolab.PREFIX" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ykhy6--qfhBx" + }, + "source": [ + "# Design schematic using xscheme tool" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "aodsW1fwfOpX" + }, + "source": [ + "![KakaoTalk_20241202_220505614.png](data:image/png;base64,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)![KakaoTalk_20241202_220523547.png](data:image/png;base64,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)\n", + "\n", + "Figure 4. Schematic by Xschem" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "CYQb1bUQop4c" + }, + "source": [ + "# Layout using Magic\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "_RK8psnhmo_P" + }, + "source": [ + "## Connect github" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hMQBHbvum_9x" + }, + "source": [ + "To get layout SPICE(included RC), schematic SPICE file and TCL file" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "RrPFJs3C0zQ4", + "outputId": "f9d36d0c-d793-4707-9724-b0788d7e4096" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "/content\n", + "fatal: destination path 'netgen' already exists and is not an empty directory.\n", + "/content/netgen\n", + "checking build system type... x86_64-pc-linux-gnu\n", + "checking host system type... x86_64-pc-linux-gnu\n", + "checking target system type... x86_64-pc-linux-gnu\n", + "checking for gcc... gcc\n", + "checking whether the C compiler works... yes\n", + "checking for C compiler default output file name... a.out\n", + "checking for suffix of executables... \n", + "checking whether we are cross compiling... no\n", + "checking for suffix of object files... o\n", + "checking whether we are using the GNU C compiler... yes\n", + "checking whether gcc accepts -g... yes\n", + "checking for gcc option to accept ISO C89... none needed\n", + "checking how to run the C preprocessor... gcc -E\n", + "checking for library containing strerror... none required\n", + "checking for a BSD-compatible install... /usr/bin/install -c\n", + "checking for ranlib... ranlib\n", + "checking for ld used by GCC... /usr/bin/ld\n", + "checking if the linker (/usr/bin/ld) is GNU ld... yes\n", + "checking for grep that handles long lines and -e... /usr/bin/grep\n", + "checking for egrep... /usr/bin/grep -E\n", + "checking for ANSI C header files... yes\n", + "checking for sys/types.h... yes\n", + "checking for sys/stat.h... yes\n", + "checking for stdlib.h... yes\n", + "checking for string.h... yes\n", + "checking for memory.h... yes\n", + "checking for strings.h... yes\n", + "checking for inttypes.h... yes\n", + "checking for stdint.h... yes\n", + "checking for unistd.h... yes\n", + "checking size of void *... 8\n", + "checking size of unsigned int... 4\n", + "checking size of unsigned long... 8\n", + "checking size of unsigned long long... 8\n", + "checking whether byte ordering is bigendian... no\n", + "checking for ANSI C header files... (cached) yes\n", + "checking for setenv... yes\n", + "checking for putenv... yes\n", + "checking for vfork... yes\n", + "checking dirent.h usability... yes\n", + "checking dirent.h presence... yes\n", + "checking for dirent.h... yes\n", + "checking limits.h usability... yes\n", + "checking limits.h presence... yes\n", + "checking for limits.h... yes\n", + "checking param.h usability... no\n", + "checking param.h presence... no\n", + "checking for param.h... no\n", + "checking for python3... yes\n", + "checking for va_copy... yes\n", + "checking for __va_copy... yes\n", + "checking for tclConfig.sh... /usr/local/lib/tclConfig.sh\n", + "checking for tkConfig.sh... /usr/local/lib/tkConfig.sh\n", + "checking for wish executable... /usr/local/bin/wish\n", + "checking for tclsh executable... /usr/local/bin/tclsh\n", + "checking for X... libraries , headers \n", + "checking for gethostbyname... yes\n", + "checking for connect... yes\n", + "checking for remove... yes\n", + "checking for shmat... yes\n", + "checking for IceConnectionNumber in -lICE... yes\n", + "configure: creating ./config.status\n", + "config.status: creating defs.mak\n", + "config.status: WARNING: 'defs.mak.in' seems to ignore the --datarootdir setting\n", + "\n", + "-----------------------------------------------------------\n", + "Configuration Summary (principle requirements):\n", + "\n", + "Tcl/Tk: yes\n", + "Python3: yes\n", + "-----------------------------------------------------------\n", + "\n", + "Use 'make' to compile and 'make install' to install.\n", + "\n", + "Errors may not be printed to stdout: see files 'make.log' \n", + " and 'install.log' for a complete error summary.\n", + "\n", + "-----------------------------------------------------------\n", + "\n", + "--- errors and warnings logged in file make.log\n", + "make[1]: Entering directory '/content/netgen'\n", + "--- making modules\n", + "for dir in base tcltk; do \\\n", + "\t(cd $dir && make module); done\n", + "make[2]: Entering directory '/content/netgen/base'\n", + "make[2]: Nothing to be done for 'module'.\n", + "make[2]: Leaving directory '/content/netgen/base'\n", + "make[2]: Entering directory '/content/netgen/tcltk'\n", + "make[2]: Nothing to be done for 'module'.\n", + "make[2]: Leaving directory '/content/netgen/tcltk'\n", + "--- making Tcl shared-object libraries\n", + "for dir in netgen python tcltk; do \\\n", + "\t(cd $dir && make tcl-main); done\n", + "make[2]: Entering directory '/content/netgen/netgen'\n", + "make[2]: Nothing to be done for 'tcl-main'.\n", + "make[2]: Leaving directory '/content/netgen/netgen'\n", + "make[2]: Entering directory '/content/netgen/python'\n", + "make[2]: Nothing to be done for 'tcl-main'.\n", + "make[2]: Leaving directory '/content/netgen/python'\n", + "make[2]: Entering directory '/content/netgen/tcltk'\n", + "make[2]: Nothing to be done for 'tcl-main'.\n", + "make[2]: Leaving directory '/content/netgen/tcltk'\n", + "make[1]: Leaving directory '/content/netgen'\n", + "./scripts/mkdirs /usr/local/bin\n", + "--- installing executable to /usr/local/bin\n", + "--- installing run-time files to /usr/local/lib\n", + "/content\n", + "Cloning into 'hgu_goss'...\n", + "remote: Enumerating objects: 3762, done.\u001b[K\n", + "remote: Counting objects: 100% (272/272), done.\u001b[K\n", + "remote: Compressing objects: 100% (195/195), done.\u001b[K\n", + "remote: Total 3762 (delta 128), reused 172 (delta 76), pack-reused 3490 (from 1)\u001b[K\n", + "Receiving objects: 100% (3762/3762), 49.42 MiB | 6.35 MiB/s, done.\n", + "Resolving deltas: 100% (2208/2208), done.\n", + "Updating files: 100% (2708/2708), done.\n", + "/content/hgu_goss\n" + ] + } + ], + "source": [ + "%cd /content/\n", + "!rm -rf hgu_goss\n", + "!git clone https://github.com/RTimothyEdwards/netgen.git\n", + "%cd netgen\n", + "!./configure\n", + "!make\n", + "!make install\n", + "%cd ../\n", + "!git clone https://github.com/midolls/hgu_goss.git\n", + "%cd hgu_goss\n", + "!git submodule init\n", + "!git submodule update --remote\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "t-R91G75MrLv", + "outputId": "12920561-7189-41dc-c187-57404a37b8b6" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "/content/hgu_goss/mag\n" + ] + } + ], + "source": [ + "%cd /content/hgu_goss/mag" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "LhtQf9CzMuV6", + "outputId": "83f8393c-c1c8-4998-8289-e7f390d68888" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "['/usr/local/lib/python3.10/site-packages', '/content', '/env/python', '/usr/lib/python310.zip', '/usr/lib/python3.10', '/usr/lib/python3.10/lib-dynload', '', '/usr/local/lib/python3.10/dist-packages', '/usr/lib/python3/dist-packages', '/usr/local/lib/python3.10/dist-packages/IPython/extensions', '/usr/local/lib/python3.10/dist-packages/setuptools/_vendor', '/root/.ipython', '/content/hgu_goss/mag', '/content/hgu_goss/mag']\n" + ] + } + ], + "source": [ + "import sys\n", + "sys.path.append(\"/content/hgu_goss/mag\")\n", + "print(sys.path)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "K94__7AeTzss", + "outputId": "9c2767da-99e6-405c-f93e-5c8da583c136" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "Magic 8.3 revision 464 - Compiled on Sat Mar 9 23:18:29 UTC 2024.\n", + "Starting magic under Tcl interpreter\n", + "Using the terminal as the console.\n", + "Using NULL graphics device.\n", + "Processing system .magicrc file\n", + "Sourcing design .magicrc for technology sky130A ...\n", + "2 Magic internal units = 1 Lambda\n", + "Input style sky130(): scaleFactor=2, multiplier=2\n", + "The following types are not handled by extraction and will be treated as non-electrical types:\n", + " ubm \n", + "Scaled tech values by 2 / 1 to match internal grid scaling\n", + "Loading sky130A Device Generator Menu ...\n", + "Using technology \"sky130A\", version 1.0.471-0-g97d0844\n" + ] + } + ], + "source": [ + "%%script bash -c \"PDK_ROOT=/usr/local/share/pdk PDKPATH=/usr/local/share/pdk/sky130A magic -dnull -noconsole -rcfile /usr/local/share/pdk/sky130A/libs.tech/magic/sky130A.magicrc\"\n", + "addpath /content/hgu_goss/mag" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "JWuihohDfi6p" + }, + "source": [ + "### Draw the top-level layout" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 742 + }, + "id": "UVMDexBlo0Zj", + "outputId": "fca24d8d-b6fa-4b5a-9f62-ed6a597cd8d7" + }, + "outputs": [ + { + "output_type": "execute_result", + "data": { + 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 23 + } + ], + "source": [ + "import gdstk\n", + "import cairosvg\n", + "from IPython.display import Image\n", + "\n", + "\n", + "library = gdstk.read_gds('hgu_comp.gds')\n", + "#print(library.cells)\n", + "top_cells = library.top_level()\n", + "top_cells[0].write_svg('hgu_comp.gds.svg')\n", + "cairosvg.svg2png(url='hgu_comp.gds.svg', write_to='hgu_comp.gds.png', scale=5)\n", + "Image('hgu_comp.gds.png')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "xRLFgdRXr8Gk" + }, + "source": [ + "# LVS CHECK" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "qxMoRiVsr_ac", + "outputId": "f9978f78-8b9d-4c2e-b77b-07af12db50b9" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Netgen 1.5.287 compiled on Thu Dec 5 03:50:50 PM UTC 2024\n", + "Warning: netgen command 'format' use fully-qualified name '::netgen::format'\n", + "Warning: netgen command 'global' use fully-qualified name '::netgen::global'\n", + "Reading netlist file ./lvs/hgu_comp.spice\n" + ] + }, + { + "output_type": "stream", + "name": "stderr", + "text": [ + "Error in SPICE file read: No file ./lvs/hgu_comp.spice\n", + "-1\n" + ] + } + ], + "source": [ + "%%script bash -c \"netgen -noconsole\"\n", + "lvs {./lvs/hgu_comp.spice hgu_comp} {./lvs/hgu_comp_flat.spice hgu_comp_flat} TCL_scripts/setup.tcl comp.out\n", + "exit" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "fTKLJ7js0fXg", + "outputId": "1ecc5e02-8ce2-4541-8957-3ef3f1520b70" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "/content/hgu_goss/lvs\n" + ] + } + ], + "source": [ + "%cd ../lvs" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "yJPxTcXTyyM5", + "outputId": "7b815796-4a57-4cae-bd2c-1af43c307a3e" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "Circuit 1 cell sky130_fd_pr__nfet_01v8 and Circuit 2 cell sky130_fd_pr__nfet_01v8 are black boxes.\n", + "Warning: Equate pins: cell sky130_fd_pr__nfet_01v8 is a placeholder, treated as a black box.\n", + "Warning: Equate pins: cell sky130_fd_pr__nfet_01v8 is a placeholder, treated as a black box.\n", + "\n", + "Subcircuit pins:\n", + "Circuit 1: sky130_fd_pr__nfet_01v8 |Circuit 2: sky130_fd_pr__nfet_01v8 \n", + "-------------------------------------------|-------------------------------------------\n", + "1 |1 \n", + "2 |2 \n", + "3 |3 \n", + "4 |4 \n", + "---------------------------------------------------------------------------------------\n", + "Cell pin lists are equivalent.\n", + "Device classes sky130_fd_pr__nfet_01v8 and sky130_fd_pr__nfet_01v8 are equivalent.\n", + "\n", + "Circuit 1 cell sky130_fd_pr__pfet_01v8 and Circuit 2 cell sky130_fd_pr__pfet_01v8 are black boxes.\n", + "Warning: Equate pins: cell sky130_fd_pr__pfet_01v8 is a placeholder, treated as a black box.\n", + "Warning: Equate pins: cell sky130_fd_pr__pfet_01v8 is a placeholder, treated as a black box.\n", + "\n", + "Subcircuit pins:\n", + "Circuit 1: sky130_fd_pr__pfet_01v8 |Circuit 2: sky130_fd_pr__pfet_01v8 \n", + "-------------------------------------------|-------------------------------------------\n", + "1 |1 \n", + "2 |2 \n", + "3 |3 \n", + "4 |4 \n", + "---------------------------------------------------------------------------------------\n", + "Cell pin lists are equivalent.\n", + "Device classes sky130_fd_pr__pfet_01v8 and sky130_fd_pr__pfet_01v8 are equivalent.\n", + "\n", + "Circuit 1 cell sky130_fd_pr__pfet_01v8_hvt and Circuit 2 cell sky130_fd_pr__pfet_01v8_hvt are black boxes.\n", + "Warning: Equate pins: cell sky130_fd_pr__pfet_01v8_hvt is a placeholder, treated as a black box.\n", + "Warning: Equate pins: cell sky130_fd_pr__pfet_01v8_hvt is a placeholder, treated as a black box.\n", + "\n", + "Subcircuit pins:\n", + "Circuit 1: sky130_fd_pr__pfet_01v8_hvt |Circuit 2: sky130_fd_pr__pfet_01v8_hvt \n", + "-------------------------------------------|-------------------------------------------\n", + "1 |1 \n", + "2 |2 \n", + "3 |3 \n", + "4 |4 \n", + "---------------------------------------------------------------------------------------\n", + "Cell pin lists are equivalent.\n", + "Device classes sky130_fd_pr__pfet_01v8_hvt and sky130_fd_pr__pfet_01v8_hvt are equivalent.\n", + "Flattening unmatched subcell hgu_clk_async in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__mux2_1 in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__dfbbp_1 in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell hgu_delay_no_code in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell hgu_sw_cap in circuit hgu_sarlogic (1)(16 instances)\n", + "Flattening unmatched subcell hgu_sw_cap_pmos in circuit hgu_sarlogic (1)(18 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(4 instances)\n", + "Flattening unmatched subcell hgu_pfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell hgu_nfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell hgu_clk_sample in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell hgu_clk_div in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__dfbbp_1 in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(3 instances)\n", + "Flattening unmatched subcell hgu_delay in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell hgu_delay_no_code in circuit hgu_sarlogic (1)(4 instances)\n", + "Flattening unmatched subcell hgu_sw_cap in circuit hgu_sarlogic (1)(32 instances)\n", + "Flattening unmatched subcell hgu_sw_cap_pmos in circuit hgu_sarlogic (1)(36 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(8 instances)\n", + "Flattening unmatched subcell hgu_pfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(4 instances)\n", + "Flattening unmatched subcell hgu_nfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(4 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__nand2_1 in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell hgu_sarlogic_8bit_logic in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__dfbbp_1 in circuit hgu_sarlogic (1)(18 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__mux4_4 in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_1 in circuit hgu_sarlogic (1)(3 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_4 in circuit hgu_sarlogic (1)(3 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_16 in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell hgu_sarlogic_sw_ctrl in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__dfbbn_1 in circuit hgu_sarlogic (1)(14 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__mux2_1 in circuit hgu_sarlogic (1)(14 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_1 in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_4 in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_16 in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell hgu_sarlogic_retimer in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__dfbbp_1 in circuit hgu_sarlogic (1)(8 instances)\n", + "Flattening unmatched subcell hgu_delay_no_code in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell hgu_sw_cap in circuit hgu_sarlogic (1)(8 instances)\n", + "Flattening unmatched subcell hgu_sw_cap_pmos in circuit hgu_sarlogic (1)(9 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell hgu_pfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell hgu_nfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_2 in circuit hgu_sarlogic (1)(1 instance)\n", + "\n", + "Class hgu_sarlogic_flat (0): Merged 257 parallel devices.\n", + "Class hgu_sarlogic (1): Merged 235 parallel devices.\n", + "Subcircuit summary:\n", + "Circuit 1: hgu_sarlogic_flat |Circuit 2: hgu_sarlogic \n", + "-------------------------------------------|-------------------------------------------\n", + "sky130_fd_pr__pfet_01v8_hvt (1148->1062) |sky130_fd_pr__pfet_01v8_hvt (1141->1062) \n", + "sky130_fd_pr__nfet_01v8 (1284->1166) |sky130_fd_pr__nfet_01v8 (1273->1166) \n", + "sky130_fd_pr__pfet_01v8 (73->20) |sky130_fd_pr__pfet_01v8 (69->20) \n", + "Number of devices: 2248 |Number of devices: 2248 \n", + "Number of nets: 1312 |Number of nets: 1312 \n", + "---------------------------------------------------------------------------------------\n", + "Resolving symmetries by property value.\n", + "Netlists match uniquely.\n", + "\n", + "Subcircuit pins:\n", + "Circuit 1: hgu_sarlogic_flat |Circuit 2: hgu_sarlogic \n", + "-------------------------------------------|-------------------------------------------\n", + "sar_clk |sar_clk \n", + "ready |READY \n", + "async_setb_delay_cap_ctrl_code[0] |async_setb_delay_cap_ctrl_code[0] \n", + "async_setb_delay_cap_ctrl_code[1] |async_setb_delay_cap_ctrl_code[1] \n", + "async_setb_delay_cap_ctrl_code[2] |async_setb_delay_cap_ctrl_code[2] \n", + "sample_delay_cap_ctrl_code[12] |sample_delay_cap_ctrl_code[12] \n", + "sample_delay_cap_ctrl_code[13] |sample_delay_cap_ctrl_code[13] \n", + "sample_delay_cap_ctrl_code[14] |sample_delay_cap_ctrl_code[14] \n", + "sample_delay_cap_ctrl_code[0] |sample_delay_cap_ctrl_code[0] \n", + "sample_delay_cap_ctrl_code[1] |sample_delay_cap_ctrl_code[1] \n", + "sample_delay_cap_ctrl_code[2] |sample_delay_cap_ctrl_code[2] \n", + "sample_delay_cap_ctrl_code[4] |sample_delay_cap_ctrl_code[4] \n", + "sample_delay_cap_ctrl_code[5] |sample_delay_cap_ctrl_code[5] \n", + "sample_delay_cap_ctrl_code[6] |sample_delay_cap_ctrl_code[6] \n", + "sample_delay_cap_ctrl_code[8] |sample_delay_cap_ctrl_code[8] \n", + "sample_delay_cap_ctrl_code[9] |sample_delay_cap_ctrl_code[9] \n", + "sample_delay_cap_ctrl_code[10] |sample_delay_cap_ctrl_code[10] \n", + "retimer_delay_code[0] |retimer_delay_code[0] \n", + "retimer_delay_code[1] |retimer_delay_code[1] \n", + "retimer_delay_code[2] |retimer_delay_code[2] \n", + "async_resetb_delay_cap_ctrl_code[0] |async_resetb_delay_cap_ctrl_code[0] \n", + "async_resetb_delay_cap_ctrl_code[1] |async_resetb_delay_cap_ctrl_code[1] \n", + "async_resetb_delay_cap_ctrl_code[2] |async_resetb_delay_cap_ctrl_code[2] \n", + "sample_delay_offset |sample_delay_offset \n", + "retimer_eob_delay_offset |retimer_eob_delay_offset \n", + "async_delay_offset |async_delay_offset \n", + "sample_clk_b |sample_clk_b \n", + "sel_bit[0] |sel_bit[0] \n", + "sel_bit[1] |sel_bit[1] \n", + "VSS |VSS \n", + "VDD |VDD \n", + "sample_clk |sample_clk \n", + "ext_clk |EXT_CLK \n", + "comp_result |COMP_RESULT \n", + "async_resetb_delay_cap_ctrl_code[3] |async_resetb_delay_cap_ctrl_code[3] \n", + "async_setb_delay_cap_ctrl_code[3] |async_setb_delay_cap_ctrl_code[3] \n", + "sample_delay_cap_ctrl_code[3] |sample_delay_cap_ctrl_code[3] \n", + "sample_delay_cap_ctrl_code[7] |sample_delay_cap_ctrl_code[7] \n", + "sample_delay_cap_ctrl_code[11] |sample_delay_cap_ctrl_code[11] \n", + "sample_delay_cap_ctrl_code[15] |sample_delay_cap_ctrl_code[15] \n", + "retimer_delay_code[3] |retimer_delay_code[3] \n", + "vdd_sw[7] |vdd_sw[7] \n", + "vdd_sw[5] |vdd_sw[5] \n", + "vdd_sw[4] |vdd_sw[4] \n", + "vdd_sw[6] |vdd_sw[6] \n", + "vdd_sw[1] |vdd_sw[1] \n", + "vdd_sw[2] |vdd_sw[2] \n", + "vdd_sw[3] |vdd_sw[3] \n", + "sar_result[0] |sar_result[0] \n", + "sar_result[7] |sar_result[7] \n", + "sar_result[1] |sar_result[1] \n", + "sar_result[4] |sar_result[4] \n", + "sar_result[5] |sar_result[5] \n", + "sar_result[2] |sar_result[2] \n", + "sar_result[3] |sar_result[3] \n", + "sar_result[6] |sar_result[6] \n", + "vss_sw[1] |vss_sw[1] \n", + "vss_sw[2] |vss_sw[2] \n", + "vss_sw[3] |vss_sw[3] \n", + "vss_sw[5] |vss_sw[5] \n", + "vss_sw[4] |vss_sw[4] \n", + "vss_sw[6] |vss_sw[6] \n", + "vss_sw[7] |vss_sw[7] \n", + "vss_sw_b[1] |vss_sw_b[1] \n", + "vss_sw_b[2] |vss_sw_b[2] \n", + "vss_sw_b[3] |vss_sw_b[3] \n", + "vss_sw_b[6] |vss_sw_b[6] \n", + "vss_sw_b[4] |vss_sw_b[4] \n", + "vss_sw_b[5] |vss_sw_b[5] \n", + "vss_sw_b[7] |vss_sw_b[7] \n", + "vdd_sw_b[3] |vdd_sw_b[3] \n", + "vdd_sw_b[2] |vdd_sw_b[2] \n", + "vdd_sw_b[1] |vdd_sw_b[1] \n", + "vdd_sw_b[4] |vdd_sw_b[4] \n", + "vdd_sw_b[5] |vdd_sw_b[5] \n", + "vdd_sw_b[6] |vdd_sw_b[6] \n", + "vdd_sw_b[7] |vdd_sw_b[7] \n", + "---------------------------------------------------------------------------------------\n", + "Cell pin lists are equivalent.\n", + "Device classes hgu_sarlogic_flat and hgu_sarlogic are equivalent.\n", + "\n", + "Final result: Circuits match uniquely.\n", + ".\n", + "\n" + ] + } + ], + "source": [ + "with open('comp.out', 'r') as f:\n", + " print(f.read())" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "gYhixeigVUEj" + }, + "source": [ + "# Simulations\n", + "To see how the final design functions, run simulations." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "cVcCyWxool3D", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "fe7cc4a3-86e6-476d-81df-85a208666f1a" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "/content/hgu_goss/hgu/spice\n" + ] + } + ], + "source": [ + "%cd /content/hgu_goss/hgu/spice\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "yKQjM1AZsq5v", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "3cb4f252-72cf-43da-c3f7-57e7b5f082a6" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "* NGSPICE file created from hgu_comp_flat.ext - technology: sky130A\n", + "\n", + ".subckt hgu_comp ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q a_1566_n378# a_1248_n288#\n", + "X0 ready.t0 a_564_n1721# VDD.t38 VDD.t37 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X1 a_564_n1721# a_476_n1721# a_564_n1266# VSS.t62 sky130_fd_pr__nfet_01v8 ad=0.244 pd=2.26 as=0.122 ps=1.13 w=0.84 l=0.15\n", + "X2 comp_outn.t2 a_1950_n1721# VDD.t18 VDD.t17 sky130_fd_pr__pfet_01v8 ad=0.26 pd=2.3 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X3 Q cdac_vn.t0 a_582_n700# VSS.t65 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X4 a_1950_n1721# RS_n VDD.t10 VDD.t9 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X5 a_482_n1818# a_1716_n1348# VSS.t37 VSS.t36 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.143 ps=1.54 w=0.46 l=0.15\n", + "X6 P cdac_vp.t0 a_582_n700# VSS.t52 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X7 a_564_n1721# a_482_n1818# a_476_n1721# VDD.t0 sky130_fd_pr__pfet_01v8 ad=0.122 pd=1.13 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X8 VDD.t36 a_1026_n1747# comp_outp.t2 VDD.t35 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.26 ps=2.3 w=0.84 l=0.15\n", + "X9 VSS.t56 RS_p a_1026_n1747# VSS.t55 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", + "X10 VDD.t50 clk.t0 a_1248_n288# VDD.t49 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.145 ps=1.29 w=1 l=0.15\n", + "X11 a_582_n700# cdac_vp.t1 P VSS.t61 sky130_fd_pr__nfet_01v8 ad=0.31 pd=2.62 as=0.165 ps=1.33 w=1 l=0.15\n", + "X12 a_582_n700# cdac_vn.t1 Q VSS.t28 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X13 VDD.t24 a_852_n296# a_476_n1721# VDD.t23 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.26 ps=2.3 w=0.84 l=0.15\n", + "X14 ready.t1 a_564_n1721# VSS.t47 VSS.t46 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", + "X15 comp_outp.t1 a_1026_n1747# VDD.t34 VDD.t33 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X16 a_476_n1721# a_852_n296# VDD.t22 VDD.t21 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X17 comp_outn.t5 a_1950_n1721# VSS.t17 VSS.t16 sky130_fd_pr__nfet_01v8 ad=0.143 pd=1.54 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X18 VDD.t48 RS_p a_1026_n1747# VDD.t47 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X19 VDD.t20 a_852_n296# a_476_n1721# VDD.t19 sky130_fd_pr__pfet_01v8 ad=0.26 pd=2.3 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X20 a_582_n700# cdac_vp.t2 P VSS.t59 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X21 a_582_n700# cdac_vn.t2 Q VSS.t38 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X22 a_564_n1266# a_482_n1818# VSS.t6 VSS.t5 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.13 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X23 VSS.t44 a_1026_n1747# comp_outp.t5 VSS.t43 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.143 ps=1.54 w=0.46 l=0.15\n", + "X24 a_1950_n1721# RS_n VSS.t11 VSS.t10 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", + "X25 a_1566_n378# clk.t1 VDD.t12 VDD.t11 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.145 ps=1.29 w=1 l=0.15\n", + "X26 VSS.t27 a_852_n296# a_476_n1721# VSS.t26 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.143 ps=1.54 w=0.46 l=0.15\n", + "X27 Q cdac_vn.t3 a_582_n700# VSS.t0 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X28 VDD.t6 a_1248_n288# a_852_n296# VDD.t5 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X29 a_482_n1818# a_1716_n1348# VSS.t35 VSS.t34 sky130_fd_pr__nfet_01v8 ad=0.143 pd=1.54 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X30 a_582_n700# clk.t2 VSS.t64 VSS.t63 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X31 comp_outp.t4 a_1026_n1747# VSS.t42 VSS.t41 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X32 VSS.t9 a_1248_n288# a_852_n296# VSS.t8 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", + "X33 P cdac_vp.t3 a_582_n700# VSS.t45 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.31 ps=2.62 w=1 l=0.15\n", + "X34 a_1248_n288# a_1566_n378# VDD.t44 VDD.t43 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.145 ps=1.29 w=1 l=0.15\n", + "X35 Q clk.t3 VDD.t2 VDD.t1 sky130_fd_pr__pfet_01v8 ad=0.29 pd=2.58 as=0.145 ps=1.29 w=1 l=0.15\n", + "X36 VDD.t32 a_1026_n1747# comp_outp.t0 VDD.t31 sky130_fd_pr__pfet_01v8 ad=0.26 pd=2.3 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X37 RS_n a_1716_n1348# VSS.t33 VSS.t32 sky130_fd_pr__nfet_01v8 ad=0.244 pd=2.26 as=0.122 ps=1.13 w=0.84 l=0.15\n", + "X38 comp_outn.t1 a_1950_n1721# VDD.t16 VDD.t15 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.26 ps=2.3 w=0.84 l=0.15\n", + "X39 a_582_n700# cdac_vp.t4 P VSS.t4 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X40 a_582_n700# cdac_vn.t4 Q VSS.t57 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X41 a_1716_n1348# a_1566_n378# VSS.t51 VSS.t50 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", + "X42 VSS.t31 a_1716_n1348# a_482_n1818# VSS.t30 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X43 VSS.t3 clk.t4 a_582_n700# VSS.t2 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.31 ps=2.62 w=1 l=0.15\n", + "X44 VSS.t25 a_852_n296# a_476_n1721# VSS.t24 sky130_fd_pr__nfet_01v8 ad=0.143 pd=1.54 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X45 Q a_1566_n378# a_1248_n288# VSS.t49 sky130_fd_pr__nfet_01v8 ad=0.29 pd=2.58 as=0.29 ps=2.58 w=1 l=0.15\n", + "X46 P cdac_vp.t5 a_582_n700# VSS.t29 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X47 RS_n RS_p VDD.t46 VDD.t45 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.122 ps=1.13 w=0.84 l=0.15\n", + "X48 VDD.t14 a_1950_n1721# comp_outn.t0 VDD.t13 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X49 a_1716_n1348# a_1566_n378# VDD.t42 VDD.t41 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X50 a_582_n700# clk.t5 VSS.t19 VSS.t18 sky130_fd_pr__nfet_01v8 ad=0.31 pd=2.62 as=0.165 ps=1.33 w=1 l=0.15\n", + "X51 a_582_n700# cdac_vn.t5 Q VSS.t58 sky130_fd_pr__nfet_01v8 ad=0.31 pd=2.62 as=0.165 ps=1.33 w=1 l=0.15\n", + "X52 VDD.t40 clk.t6 P VDD.t39 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.29 ps=2.58 w=1 l=0.15\n", + "X53 VSS.t40 a_1026_n1747# comp_outp.t3 VSS.t39 sky130_fd_pr__nfet_01v8 ad=0.143 pd=1.54 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X54 Q cdac_vn.t6 a_582_n700# VSS.t60 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.31 ps=2.62 w=1 l=0.15\n", + "X55 comp_outn.t4 a_1950_n1721# VSS.t15 VSS.t14 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.143 ps=1.54 w=0.46 l=0.15\n", + "X56 a_482_n1818# a_1716_n1348# VDD.t30 VDD.t29 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.26 ps=2.3 w=0.84 l=0.15\n", + "X57 a_482_n1818# a_1716_n1348# VDD.t28 VDD.t27 sky130_fd_pr__pfet_01v8 ad=0.26 pd=2.3 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X58 P cdac_vp.t6 a_582_n700# VSS.t54 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X59 VSS.t23 a_852_n296# RS_p VSS.t22 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.13 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X60 VDD.t26 a_1716_n1348# a_482_n1818# VDD.t25 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X61 a_482_n1818# a_476_n1721# a_564_n1721# VDD.t51 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.122 ps=1.13 w=0.84 l=0.15\n", + "X62 a_582_n700# cdac_vp.t7 P VSS.t53 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X63 VSS.t13 a_1950_n1721# comp_outn.t3 VSS.t12 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X64 a_476_n1721# a_852_n296# VSS.t21 VSS.t20 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X65 VDD.t4 a_1248_n288# a_1566_n378# VDD.t3 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.145 ps=1.29 w=1 l=0.15\n", + "X66 a_1566_n378# a_1248_n288# P VSS.t7 sky130_fd_pr__nfet_01v8 ad=0.29 pd=2.58 as=0.29 ps=2.58 w=1 l=0.15\n", + "X67 VSS.t48 clk.t7 a_582_n700# VSS.t32 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X68 Q cdac_vn.t7 a_582_n700# VSS.t1 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X69 VDD.t8 RS_n RS_p VDD.t7 sky130_fd_pr__pfet_01v8 ad=0.122 pd=1.13 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "R0 VDD.n242 VDD.t51 425.812\n", + "R1 VDD.t51 VDD.t0 183.923\n", + "R2 VDD.n171 VDD.t29 112.871\n", + "R3 VDD.n17 VDD.t19 112.871\n", + "R4 VDD.n334 VDD.t15 112.871\n", + "R5 VDD.n230 VDD.t35 103.466\n", + "R6 VDD.n281 VDD.t7 97.2098\n", + "R7 VDD.n99 VDD.t49 89.3422\n", + "R8 VDD.n201 VDD.t31 84.654\n", + "R9 VDD.n33 VDD.t23 84.1029\n", + "R10 VDD.n363 VDD.t17 84.1029\n", + "R11 VDD.n85 VDD.t11 71.4739\n", + "R12 VDD.n187 VDD.t27 65.291\n", + "R13 VDD.n85 VDD.t3 59.5616\n", + "R14 VDD.n135 VDD.t41 53.6055\n", + "R15 VDD.n298 VDD.t45 53.5216\n", + "R16 VDD.n99 VDD.t43 41.6933\n", + "R17 VDD.n23 VDD.t20 39.1333\n", + "R18 VDD.n152 VDD.t30 39.1333\n", + "R19 VDD.n332 VDD.t16 39.1333\n", + "R20 VDD.n206 VDD.t32 39.1333\n", + "R21 VDD.n315 VDD.t9 39.1171\n", + "R22 VDD.n14 VDD.t22 38.6969\n", + "R23 VDD.n14 VDD.t24 38.6969\n", + "R24 VDD.n184 VDD.t28 38.6969\n", + "R25 VDD.n184 VDD.t26 38.6969\n", + "R26 VDD.n366 VDD.t18 38.6969\n", + "R27 VDD.n366 VDD.t14 38.6969\n", + "R28 VDD.n227 VDD.t34 38.6969\n", + "R29 VDD.n227 VDD.t36 38.6969\n", + "R30 VDD.n171 VDD.t25 37.6243\n", + "R31 VDD.n51 VDD.t5 35.7372\n", + "R32 VDD.n246 VDD.t38 34.4966\n", + "R33 VDD.n264 VDD.t48 34.4575\n", + "R34 VDD.n50 VDD.t6 34.4428\n", + "R35 VDD.n140 VDD.t42 34.4428\n", + "R36 VDD.n320 VDD.t10 34.4428\n", + "R37 VDD.n302 VDD.t46 34.0065\n", + "R38 VDD.n302 VDD.t8 34.0065\n", + "R39 VDD.n67 VDD.t39 29.7811\n", + "R40 VDD.n82 VDD.t12 28.5655\n", + "R41 VDD.n82 VDD.t40 28.5655\n", + "R42 VDD.n103 VDD.t44 28.5655\n", + "R43 VDD.n103 VDD.t4 28.5655\n", + "R44 VDD.n118 VDD.t2 28.5655\n", + "R45 VDD.n118 VDD.t50 28.5655\n", + "R46 VDD.n26 VDD.t21 18.8124\n", + "R47 VDD.n350 VDD.t13 18.8124\n", + "R48 VDD.n121 VDD.t1 11.9127\n", + "R49 VDD.n268 VDD.n267 10.6304\n", + "R50 VDD.n243 VDD.n242 9.92059\n", + "R51 VDD.n215 VDD.t33 9.40644\n", + "R52 VDD.n28 VDD.n27 8.85536\n", + "R53 VDD.n27 VDD.n26 8.85536\n", + "R54 VDD.n19 VDD.n18 8.85536\n", + "R55 VDD.n18 VDD.n17 8.85536\n", + "R56 VDD.n53 VDD.n52 8.85536\n", + "R57 VDD.n52 VDD.n51 8.85536\n", + "R58 VDD.n69 VDD.n68 8.85536\n", + "R59 VDD.n68 VDD.n67 8.85536\n", + "R60 VDD.n87 VDD.n86 8.85536\n", + "R61 VDD.n86 VDD.n85 8.85536\n", + "R62 VDD.n101 VDD.n100 8.85536\n", + "R63 VDD.n100 VDD.n99 8.85536\n", + "R64 VDD.n123 VDD.n122 8.85536\n", + "R65 VDD.n122 VDD.n121 8.85536\n", + "R66 VDD.n137 VDD.n136 8.85536\n", + "R67 VDD.n136 VDD.n135 8.85536\n", + "R68 VDD.n188 VDD.n187 8.85536\n", + "R69 VDD.n173 VDD.n172 8.85536\n", + "R70 VDD.n172 VDD.n171 8.85536\n", + "R71 VDD.n157 VDD.n156 8.85536\n", + "R72 VDD.n156 VDD.n155 8.85536\n", + "R73 VDD.n34 VDD.n33 8.85536\n", + "R74 VDD.n336 VDD.n335 8.85536\n", + "R75 VDD.n335 VDD.n334 8.85536\n", + "R76 VDD.n217 VDD.n216 8.85536\n", + "R77 VDD.n216 VDD.n215 8.85536\n", + "R78 VDD.n203 VDD.n202 8.85536\n", + "R79 VDD.n202 VDD.n201 8.85536\n", + "R80 VDD.n269 VDD.n268 8.85536\n", + "R81 VDD.n283 VDD.n282 8.85536\n", + "R82 VDD.n282 VDD.n281 8.85536\n", + "R83 VDD.n300 VDD.n299 8.85536\n", + "R84 VDD.n299 VDD.n298 8.85536\n", + "R85 VDD.n317 VDD.n316 8.85536\n", + "R86 VDD.n316 VDD.n315 8.85536\n", + "R87 VDD.n232 VDD.n231 8.85536\n", + "R88 VDD.n231 VDD.n230 8.85536\n", + "R89 VDD.n244 VDD.n243 8.85536\n", + "R90 VDD.n364 VDD.n363 8.85536\n", + "R91 VDD.n352 VDD.n351 8.85536\n", + "R92 VDD.n351 VDD.n350 8.85536\n", + "R93 VDD.n267 VDD.t47 5.50293\n", + "R94 VDD.n35 VDD.n34 3.03483\n", + "R95 VDD.n29 VDD.n28 3.03311\n", + "R96 VDD.n88 VDD.n87 3.03311\n", + "R97 VDD.n102 VDD.n101 3.03311\n", + "R98 VDD.n124 VDD.n123 3.03311\n", + "R99 VDD.n138 VDD.n137 3.03311\n", + "R100 VDD.n174 VDD.n173 3.03311\n", + "R101 VDD.n189 VDD.n188 3.03311\n", + "R102 VDD.n20 VDD.n19 3.03311\n", + "R103 VDD.n54 VDD.n53 3.03311\n", + "R104 VDD.n70 VDD.n69 3.03311\n", + "R105 VDD.n158 VDD.n157 3.03311\n", + "R106 VDD.n218 VDD.n217 3.03311\n", + "R107 VDD.n365 VDD.n364 3.03311\n", + "R108 VDD.n245 VDD.n244 3.03311\n", + "R109 VDD.n204 VDD.n203 3.03311\n", + "R110 VDD.n270 VDD.n269 3.03311\n", + "R111 VDD.n284 VDD.n283 3.03311\n", + "R112 VDD.n301 VDD.n300 3.03311\n", + "R113 VDD.n318 VDD.n317 3.03311\n", + "R114 VDD.n337 VDD.n336 3.03311\n", + "R115 VDD.n233 VDD.n232 3.03311\n", + "R116 VDD.n353 VDD.n352 3.03311\n", + "R117 VDD.n242 VDD.t37 1.83498\n", + "R118 VDD.n58 VDD.n57 1.7055\n", + "R119 VDD.n74 VDD.n73 1.7055\n", + "R120 VDD.n162 VDD.n161 1.7055\n", + "R121 VDD.n193 VDD.n192 1.7055\n", + "R122 VDD.n178 VDD.n177 1.7055\n", + "R123 VDD.n145 VDD.n144 1.7055\n", + "R124 VDD.n128 VDD.n127 1.7055\n", + "R125 VDD.n110 VDD.n109 1.7055\n", + "R126 VDD.n92 VDD.n91 1.7055\n", + "R127 VDD.n358 VDD.n357 1.7055\n", + "R128 VDD.n342 VDD.n341 1.7055\n", + "R129 VDD.n325 VDD.n324 1.7055\n", + "R130 VDD.n308 VDD.n307 1.7055\n", + "R131 VDD.n290 VDD.n289 1.7055\n", + "R132 VDD.n274 VDD.n273 1.7055\n", + "R133 VDD.n372 VDD.n371 1.7055\n", + "R134 VDD.n56 VDD.n55 1.35607\n", + "R135 VDD.n72 VDD.n71 1.35607\n", + "R136 VDD.n160 VDD.n159 1.35607\n", + "R137 VDD.n191 VDD.n190 1.35607\n", + "R138 VDD.n176 VDD.n175 1.35607\n", + "R139 VDD.n142 VDD.n141 1.35607\n", + "R140 VDD.n126 VDD.n125 1.35607\n", + "R141 VDD.n107 VDD.n106 1.35607\n", + "R142 VDD.n90 VDD.n89 1.35607\n", + "R143 VDD.n37 VDD.n36 1.14764\n", + "R144 VDD.n248 VDD.n247 1.04225\n", + "R145 VDD.n370 VDD.n369 1.04225\n", + "R146 VDD.n236 VDD.n235 1.04225\n", + "R147 VDD.n221 VDD.n220 1.04225\n", + "R148 VDD.n208 VDD.n207 1.04225\n", + "R149 VDD.n272 VDD.n271 1.04225\n", + "R150 VDD.n287 VDD.n286 1.04225\n", + "R151 VDD.n306 VDD.n305 1.04225\n", + "R152 VDD.n322 VDD.n321 1.04225\n", + "R153 VDD.n340 VDD.n339 1.04225\n", + "R154 VDD.n356 VDD.n355 1.04225\n", + "R155 VDD.n250 VDD.n249 0.861312\n", + "R156 VDD.n36 VDD.n35 0.850734\n", + "R157 VDD.n374 VDD.n194 0.731708\n", + "R158 VDD.n83 VDD.n82 0.479026\n", + "R159 VDD.n104 VDD.n103 0.479026\n", + "R160 VDD.n119 VDD.n118 0.479026\n", + "R161 VDD.n31 VDD.n14 0.436881\n", + "R162 VDD.n185 VDD.n184 0.436881\n", + "R163 VDD.n367 VDD.n366 0.436881\n", + "R164 VDD.n303 VDD.n302 0.436881\n", + "R165 VDD.n228 VDD.n227 0.436881\n", + "R166 VDD.n374 VDD.n373 0.43282\n", + "R167 VDD.n16 VDD.n15 0.225109\n", + "R168 VDD.n24 VDD.n23 0.213391\n", + "R169 VDD.n229 VDD.n228 0.182141\n", + "R170 VDD.n32 VDD.n31 0.145031\n", + "R171 VDD.n368 VDD.n367 0.141125\n", + "R172 VDD.n84 VDD.n83 0.139172\n", + "R173 VDD.n186 VDD.n185 0.123547\n", + "R174 VDD.n196 VDD.n195 0.117957\n", + "R175 VDD.n210 VDD.n209 0.115802\n", + "R176 VDD.n223 VDD.n222 0.115802\n", + "R177 VDD.n12 VDD.n11 0.113847\n", + "R178 VDD.n6 VDD.n5 0.10961\n", + "R179 VDD.n238 VDD.n237 0.0996379\n", + "R180 VDD.n105 VDD.n104 0.0981562\n", + "R181 VDD.n304 VDD.n303 0.0883906\n", + "R182 VDD.n31 VDD.n30 0.078625\n", + "R183 VDD.n120 VDD.n119 0.0610469\n", + "R184 VDD.n260 VDD.n259 0.0539828\n", + "R185 VDD.n344 VDD.n343 0.0531724\n", + "R186 VDD.n310 VDD.n309 0.0531724\n", + "R187 VDD.n147 VDD.n146 0.0530763\n", + "R188 VDD.n44 VDD.n43 0.0530763\n", + "R189 VDD.n257 VDD.n256 0.0523621\n", + "R190 VDD.n254 VDD.n253 0.0523621\n", + "R191 VDD.n112 VDD.n111 0.0522797\n", + "R192 VDD.n38 VDD.n37 0.0522797\n", + "R193 VDD.n360 VDD.n359 0.0515517\n", + "R194 VDD.n292 VDD.n291 0.0515517\n", + "R195 VDD.n180 VDD.n179 0.0514831\n", + "R196 VDD.n76 VDD.n75 0.0514831\n", + "R197 VDD.n327 VDD.n326 0.0507414\n", + "R198 VDD.n276 VDD.n275 0.0507414\n", + "R199 VDD.n164 VDD.n163 0.0506864\n", + "R200 VDD.n130 VDD.n129 0.0506864\n", + "R201 VDD.n94 VDD.n93 0.0506864\n", + "R202 VDD.n60 VDD.n59 0.0506864\n", + "R203 VDD.n41 VDD.n40 0.0498898\n", + "R204 VDD.n251 VDD.n250 0.0462845\n", + "R205 VDD.n35 VDD.n32 0.0427461\n", + "R206 VDD.n189 VDD.n186 0.0415156\n", + "R207 VDD.n175 VDD.n169 0.0415156\n", + "R208 VDD.n174 VDD.n170 0.0415156\n", + "R209 VDD.n138 VDD.n134 0.0415156\n", + "R210 VDD.n125 VDD.n117 0.0415156\n", + "R211 VDD.n124 VDD.n120 0.0415156\n", + "R212 VDD.n102 VDD.n98 0.0415156\n", + "R213 VDD.n106 VDD.n105 0.0415156\n", + "R214 VDD.n89 VDD.n81 0.0415156\n", + "R215 VDD.n88 VDD.n84 0.0415156\n", + "R216 VDD.n71 VDD.n65 0.0415156\n", + "R217 VDD.n70 VDD.n66 0.0415156\n", + "R218 VDD.n20 VDD.n16 0.0415156\n", + "R219 VDD.n22 VDD.n21 0.0415156\n", + "R220 VDD.n318 VDD.n314 0.0415156\n", + "R221 VDD.n284 VDD.n280 0.0415156\n", + "R222 VDD.n286 VDD.n285 0.0415156\n", + "R223 VDD.n204 VDD.n200 0.0415156\n", + "R224 VDD.n218 VDD.n214 0.0415156\n", + "R225 VDD.n220 VDD.n219 0.0415156\n", + "R226 VDD.n233 VDD.n229 0.0415156\n", + "R227 VDD.n235 VDD.n234 0.0415156\n", + "R228 VDD.n245 VDD.n241 0.0415156\n", + "R229 VDD.n247 VDD.n246 0.0415156\n", + "R230 VDD.n159 VDD.n153 0.0395625\n", + "R231 VDD.n158 VDD.n154 0.0395625\n", + "R232 VDD.n25 VDD.n24 0.0395625\n", + "R233 VDD.n30 VDD.n29 0.0395625\n", + "R234 VDD.n353 VDD.n349 0.0395625\n", + "R235 VDD.n355 VDD.n354 0.0395625\n", + "R236 VDD.n301 VDD.n297 0.0395625\n", + "R237 VDD.n305 VDD.n304 0.0395625\n", + "R238 VDD.n271 VDD.n265 0.0395625\n", + "R239 VDD.n270 VDD.n266 0.0395625\n", + "R240 VDD.n369 VDD.n368 0.0376094\n", + "R241 VDD.n337 VDD.n333 0.0376094\n", + "R242 VDD.n339 VDD.n338 0.0376094\n", + "R243 VDD.n321 VDD.n320 0.0376094\n", + "R244 VDD.n55 VDD.n50 0.0337031\n", + "R245 VDD.n206 VDD.n205 0.03175\n", + "R246 VDD.n265 VDD.n264 0.0297969\n", + "R247 VDD.n140 VDD.n139 0.0278438\n", + "R248 VDD.n153 VDD.n152 0.0258906\n", + "R249 VDD.n322 VDD.n313 0.0231293\n", + "R250 VDD.n287 VDD.n279 0.0231293\n", + "R251 VDD.n209 VDD.n208 0.0231293\n", + "R252 VDD.n222 VDD.n221 0.0231293\n", + "R253 VDD.n237 VDD.n236 0.0231293\n", + "R254 VDD.n240 VDD.n239 0.0231293\n", + "R255 VDD.n183 VDD.n182 0.0227458\n", + "R256 VDD.n168 VDD.n167 0.0227458\n", + "R257 VDD.n142 VDD.n133 0.0227458\n", + "R258 VDD.n116 VDD.n115 0.0227458\n", + "R259 VDD.n107 VDD.n97 0.0227458\n", + "R260 VDD.n80 VDD.n79 0.0227458\n", + "R261 VDD.n64 VDD.n63 0.0227458\n", + "R262 VDD.n5 VDD.n4 0.0227458\n", + "R263 VDD.n347 VDD.n346 0.0220517\n", + "R264 VDD.n356 VDD.n348 0.0220517\n", + "R265 VDD.n324 VDD.n312 0.0220517\n", + "R266 VDD.n295 VDD.n294 0.0220517\n", + "R267 VDD.n306 VDD.n296 0.0220517\n", + "R268 VDD.n289 VDD.n278 0.0220517\n", + "R269 VDD.n198 VDD.n197 0.0220517\n", + "R270 VDD.n212 VDD.n211 0.0220517\n", + "R271 VDD.n225 VDD.n224 0.0220517\n", + "R272 VDD.n36 VDD.n13 0.0218329\n", + "R273 VDD.n151 VDD.n150 0.0216864\n", + "R274 VDD.n144 VDD.n132 0.0216864\n", + "R275 VDD.n109 VDD.n96 0.0216864\n", + "R276 VDD.n48 VDD.n47 0.0216864\n", + "R277 VDD.n2 VDD.n1 0.0216864\n", + "R278 VDD.n11 VDD.n10 0.0216864\n", + "R279 VDD.n370 VDD.n362 0.0209741\n", + "R280 VDD.n330 VDD.n329 0.0209741\n", + "R281 VDD.n340 VDD.n331 0.0209741\n", + "R282 VDD.n192 VDD.n181 0.0206271\n", + "R283 VDD.n177 VDD.n166 0.0206271\n", + "R284 VDD.n127 VDD.n114 0.0206271\n", + "R285 VDD.n91 VDD.n78 0.0206271\n", + "R286 VDD.n73 VDD.n62 0.0206271\n", + "R287 VDD.n273 VDD.n262 0.0198966\n", + "R288 VDD.n161 VDD.n149 0.0195678\n", + "R289 VDD.n57 VDD.n46 0.0195678\n", + "R290 VDD.n8 VDD.n7 0.0195678\n", + "R291 VDD VDD.n374 0.0161119\n", + "R292 VDD.n371 VDD.n361 0.0144047\n", + "R293 VDD.n141 VDD.n140 0.0141719\n", + "R294 VDD.n373 VDD.n372 0.0110345\n", + "R295 VDD.n359 VDD.n358 0.0110345\n", + "R296 VDD.n343 VDD.n342 0.0110345\n", + "R297 VDD.n326 VDD.n325 0.0110345\n", + "R298 VDD.n309 VDD.n308 0.0110345\n", + "R299 VDD.n291 VDD.n290 0.0110345\n", + "R300 VDD.n275 VDD.n274 0.0110345\n", + "R301 VDD.n259 VDD.n258 0.0110345\n", + "R302 VDD.n256 VDD.n255 0.0110345\n", + "R303 VDD.n253 VDD.n252 0.0110345\n", + "R304 VDD.n194 VDD.n193 0.0108559\n", + "R305 VDD.n179 VDD.n178 0.0108559\n", + "R306 VDD.n163 VDD.n162 0.0108559\n", + "R307 VDD.n146 VDD.n145 0.0108559\n", + "R308 VDD.n129 VDD.n128 0.0108559\n", + "R309 VDD.n111 VDD.n110 0.0108559\n", + "R310 VDD.n93 VDD.n92 0.0108559\n", + "R311 VDD.n75 VDD.n74 0.0108559\n", + "R312 VDD.n59 VDD.n58 0.0108559\n", + "R313 VDD.n43 VDD.n42 0.0108559\n", + "R314 VDD.n40 VDD.n39 0.0108559\n", + "R315 VDD.n369 VDD.n365 0.0102656\n", + "R316 VDD.n333 VDD.n332 0.0102656\n", + "R317 VDD.n339 VDD.n337 0.0102656\n", + "R318 VDD.n207 VDD.n206 0.0102656\n", + "R319 VDD.n262 VDD.n261 0.00912069\n", + "R320 VDD.n149 VDD.n148 0.00897458\n", + "R321 VDD.n46 VDD.n45 0.00897458\n", + "R322 VDD.n7 VDD.n6 0.00897458\n", + "R323 VDD.n166 VDD.n165 0.00791525\n", + "R324 VDD.n114 VDD.n113 0.00791525\n", + "R325 VDD.n78 VDD.n77 0.00791525\n", + "R326 VDD.n62 VDD.n61 0.00791525\n", + "R327 VDD.n13 VDD.n12 0.00791525\n", + "R328 VDD.n312 VDD.n311 0.00696552\n", + "R329 VDD.n278 VDD.n277 0.00696552\n", + "R330 VDD.n197 VDD.n196 0.00696552\n", + "R331 VDD.n211 VDD.n210 0.00696552\n", + "R332 VDD.n224 VDD.n223 0.00696552\n", + "R333 VDD.n132 VDD.n131 0.00685593\n", + "R334 VDD.n96 VDD.n95 0.00685593\n", + "R335 VDD.n1 VDD.n0 0.00685593\n", + "R336 VDD.n249 VDD.n248 0.00660795\n", + "R337 VDD.n159 VDD.n158 0.00635938\n", + "R338 VDD.n50 VDD.n49 0.00635938\n", + "R339 VDD.n55 VDD.n54 0.00635938\n", + "R340 VDD.n29 VDD.n25 0.00635938\n", + "R341 VDD.n355 VDD.n353 0.00635938\n", + "R342 VDD.n305 VDD.n301 0.00635938\n", + "R343 VDD.n271 VDD.n270 0.00635938\n", + "R344 VDD.n346 VDD.n345 0.00588793\n", + "R345 VDD.n294 VDD.n293 0.00588793\n", + "R346 VDD.n239 VDD.n238 0.00588793\n", + "R347 VDD.n329 VDD.n328 0.00481034\n", + "R348 VDD.n23 VDD.n22 0.00440625\n", + "R349 VDD.n320 VDD.n319 0.00440625\n", + "R350 VDD.n341 VDD.n330 0.00373276\n", + "R351 VDD.n272 VDD.n263 0.00373276\n", + "R352 VDD.n160 VDD.n151 0.00367797\n", + "R353 VDD.n56 VDD.n48 0.00367797\n", + "R354 VDD.n10 VDD.n9 0.00367797\n", + "R355 VDD.n371 VDD.n370 0.00265517\n", + "R356 VDD.n357 VDD.n356 0.00265517\n", + "R357 VDD.n341 VDD.n340 0.00265517\n", + "R358 VDD.n307 VDD.n306 0.00265517\n", + "R359 VDD.n273 VDD.n272 0.00265517\n", + "R360 VDD.n192 VDD.n191 0.00261864\n", + "R361 VDD.n177 VDD.n176 0.00261864\n", + "R362 VDD.n161 VDD.n160 0.00261864\n", + "R363 VDD.n127 VDD.n126 0.00261864\n", + "R364 VDD.n91 VDD.n90 0.00261864\n", + "R365 VDD.n73 VDD.n72 0.00261864\n", + "R366 VDD.n57 VDD.n56 0.00261864\n", + "R367 VDD.n9 VDD.n8 0.00261864\n", + "R368 VDD.n190 VDD.n189 0.00245312\n", + "R369 VDD.n175 VDD.n174 0.00245312\n", + "R370 VDD.n141 VDD.n138 0.00245312\n", + "R371 VDD.n125 VDD.n124 0.00245312\n", + "R372 VDD.n106 VDD.n102 0.00245312\n", + "R373 VDD.n89 VDD.n88 0.00245312\n", + "R374 VDD.n71 VDD.n70 0.00245312\n", + "R375 VDD.n21 VDD.n20 0.00245312\n", + "R376 VDD.n321 VDD.n318 0.00245312\n", + "R377 VDD.n286 VDD.n284 0.00245312\n", + "R378 VDD.n207 VDD.n204 0.00245312\n", + "R379 VDD.n220 VDD.n218 0.00245312\n", + "R380 VDD.n235 VDD.n233 0.00245312\n", + "R381 VDD.n247 VDD.n245 0.00245312\n", + "R382 VDD.n357 VDD.n347 0.00157759\n", + "R383 VDD.n324 VDD.n323 0.00157759\n", + "R384 VDD.n323 VDD.n322 0.00157759\n", + "R385 VDD.n307 VDD.n295 0.00157759\n", + "R386 VDD.n289 VDD.n288 0.00157759\n", + "R387 VDD.n288 VDD.n287 0.00157759\n", + "R388 VDD.n199 VDD.n198 0.00157759\n", + "R389 VDD.n208 VDD.n199 0.00157759\n", + "R390 VDD.n213 VDD.n212 0.00157759\n", + "R391 VDD.n221 VDD.n213 0.00157759\n", + "R392 VDD.n226 VDD.n225 0.00157759\n", + "R393 VDD.n236 VDD.n226 0.00157759\n", + "R394 VDD.n248 VDD.n240 0.00157759\n", + "R395 VDD.n191 VDD.n183 0.00155932\n", + "R396 VDD.n176 VDD.n168 0.00155932\n", + "R397 VDD.n144 VDD.n143 0.00155932\n", + "R398 VDD.n143 VDD.n142 0.00155932\n", + "R399 VDD.n126 VDD.n116 0.00155932\n", + "R400 VDD.n109 VDD.n108 0.00155932\n", + "R401 VDD.n108 VDD.n107 0.00155932\n", + "R402 VDD.n90 VDD.n80 0.00155932\n", + "R403 VDD.n72 VDD.n64 0.00155932\n", + "R404 VDD.n3 VDD.n2 0.00155932\n", + "R405 VDD.n4 VDD.n3 0.00155932\n", + "R406 VDD.n372 VDD.n360 0.00131035\n", + "R407 VDD.n358 VDD.n344 0.00131035\n", + "R408 VDD.n342 VDD.n327 0.00131035\n", + "R409 VDD.n325 VDD.n310 0.00131035\n", + "R410 VDD.n308 VDD.n292 0.00131035\n", + "R411 VDD.n290 VDD.n276 0.00131035\n", + "R412 VDD.n274 VDD.n260 0.00131035\n", + "R413 VDD.n258 VDD.n257 0.00131035\n", + "R414 VDD.n255 VDD.n254 0.00131035\n", + "R415 VDD.n252 VDD.n251 0.00131035\n", + "R416 VDD.n193 VDD.n180 0.00129661\n", + "R417 VDD.n178 VDD.n164 0.00129661\n", + "R418 VDD.n162 VDD.n147 0.00129661\n", + "R419 VDD.n145 VDD.n130 0.00129661\n", + "R420 VDD.n128 VDD.n112 0.00129661\n", + "R421 VDD.n110 VDD.n94 0.00129661\n", + "R422 VDD.n92 VDD.n76 0.00129661\n", + "R423 VDD.n74 VDD.n60 0.00129661\n", + "R424 VDD.n58 VDD.n44 0.00129661\n", + "R425 VDD.n42 VDD.n41 0.00129661\n", + "R426 VDD.n39 VDD.n38 0.00129661\n", + "R427 ready.n0 ready.t1 42.3194\n", + "R428 ready.n0 ready.t0 34.4226\n", + "R429 ready ready.n0 14.5094\n", + "R430 VSS.n109 VSS.t60 179.739\n", + "R431 VSS.n104 VSS.t10 179.739\n", + "R432 VSS.n121 VSS.t12 175.16\n", + "R433 VSS.n81 VSS.t55 172.549\n", + "R434 VSS.n67 VSS.t39 172.549\n", + "R435 VSS.n72 VSS.t61 165.359\n", + "R436 VSS.n67 VSS.t53 165.359\n", + "R437 VSS.n91 VSS.t32 165.359\n", + "R438 VSS.n115 VSS.t14 161.147\n", + "R439 VSS.n91 VSS.t22 150.981\n", + "R440 VSS.n114 VSS.t65 140.127\n", + "R441 VSS.n34 VSS.t5 129.412\n", + "R442 VSS.n87 VSS.t7 122.222\n", + "R443 VSS.n98 VSS.t49 107.844\n", + "R444 VSS.n42 VSS.t59 107.844\n", + "R445 VSS.t8 VSS.t29 100.654\n", + "R446 VSS.n62 VSS.t24 93.4646\n", + "R447 VSS.n38 VSS.t45 93.4646\n", + "R448 VSS.n162 VSS.t1 91.0833\n", + "R449 VSS.n33 VSS.t6 83.725\n", + "R450 VSS.n72 VSS.t8 79.0855\n", + "R451 VSS.n58 VSS.t20 79.0855\n", + "R452 VSS.t45 VSS.t62 79.0855\n", + "R453 VSS.t50 VSS.t38 79.0708\n", + "R454 VSS.n97 VSS.n96 79.0622\n", + "R455 VSS.n86 VSS.n85 79.0622\n", + "R456 VSS.n166 VSS.t58 77.0706\n", + "R457 VSS.n120 VSS.t36 70.0642\n", + "R458 VSS.n53 VSS.t26 64.7064\n", + "R459 VSS.n108 VSS.t50 57.5168\n", + "R460 VSS.t24 VSS.t52 57.5168\n", + "R461 VSS.t20 VSS.t4 57.5168\n", + "R462 VSS.t26 VSS.t54 57.5168\n", + "R463 VSS.t34 VSS.t28 56.0515\n", + "R464 VSS.t30 VSS.t0 56.0515\n", + "R465 VSS.n125 VSS.t30 56.0515\n", + "R466 VSS.t36 VSS.t57 56.0515\n", + "R467 VSS.t54 VSS.t46 50.3273\n", + "R468 VSS.n19 VSS.t25 43.3862\n", + "R469 VSS.n147 VSS.t37 43.3862\n", + "R470 VSS.n71 VSS.t40 43.3862\n", + "R471 VSS.n113 VSS.t15 43.3862\n", + "R472 VSS.t49 VSS.t18 43.1378\n", + "R473 VSS.t7 VSS.t2 43.1378\n", + "R474 VSS.n12 VSS.t21 43.044\n", + "R475 VSS.n12 VSS.t27 43.044\n", + "R476 VSS.n138 VSS.t35 43.044\n", + "R477 VSS.n138 VSS.t31 43.044\n", + "R478 VSS.n8 VSS.t42 43.044\n", + "R479 VSS.n8 VSS.t44 43.044\n", + "R480 VSS.n3 VSS.t17 43.044\n", + "R481 VSS.n3 VSS.t13 43.044\n", + "R482 VSS.n131 VSS.t34 42.0387\n", + "R483 VSS.n143 VSS.t51 41.8559\n", + "R484 VSS.n15 VSS.t9 41.843\n", + "R485 VSS.n80 VSS.t56 41.7956\n", + "R486 VSS.n103 VSS.t11 41.7956\n", + "R487 VSS.n51 VSS.t47 41.7882\n", + "R488 VSS.t22 VSS.t63 28.7587\n", + "R489 VSS.n47 VSS.n46 28.7587\n", + "R490 VSS.t57 VSS.t16 28.026\n", + "R491 VSS.n7 VSS.t33 20.7148\n", + "R492 VSS.n7 VSS.t23 20.7148\n", + "R493 VSS.n96 VSS.t19 19.8005\n", + "R494 VSS.n96 VSS.t48 19.8005\n", + "R495 VSS.n85 VSS.t64 19.8005\n", + "R496 VSS.n85 VSS.t3 19.8005\n", + "R497 VSS.n140 VSS.n139 9.15497\n", + "R498 VSS.n145 VSS.n144 9.15497\n", + "R499 VSS.n137 VSS.n136 9.15497\n", + "R500 VSS.n150 VSS.n149 9.15497\n", + "R501 VSS.n14 VSS.n13 9.15497\n", + "R502 VSS.n17 VSS.n16 9.15497\n", + "R503 VSS.n21 VSS.n20 9.15497\n", + "R504 VSS.n24 VSS.n23 9.15497\n", + "R505 VSS.n10 VSS.n9 9.15497\n", + "R506 VSS.n142 VSS.n141 9.15497\n", + "R507 VSS.n33 VSS.n32 9.15497\n", + "R508 VSS.n49 VSS.n48 9.15497\n", + "R509 VSS.n48 VSS.n47 9.15497\n", + "R510 VSS.n44 VSS.n43 9.15497\n", + "R511 VSS.n43 VSS.n42 9.15497\n", + "R512 VSS.n109 VSS.n108 7.19004\n", + "R513 VSS.t53 VSS.t41 7.19004\n", + "R514 VSS.t52 VSS.t43 7.19004\n", + "R515 VSS.n132 VSS.n131 7.00687\n", + "R516 VSS.n126 VSS.n125 7.00687\n", + "R517 VSS.n121 VSS.n120 7.00687\n", + "R518 VSS.n115 VSS.n114 7.00687\n", + "R519 VSS.n25 VSS.n24 4.6505\n", + "R520 VSS.n15 VSS.n14 4.6505\n", + "R521 VSS.n148 VSS.n140 4.6505\n", + "R522 VSS.n146 VSS.n145 4.6505\n", + "R523 VSS.n151 VSS.n150 4.6505\n", + "R524 VSS.n18 VSS.n17 4.6505\n", + "R525 VSS.n22 VSS.n21 4.6505\n", + "R526 VSS.n143 VSS.n142 4.6505\n", + "R527 VSS.n50 VSS.n49 4.6505\n", + "R528 VSS.n45 VSS.n44 4.6505\n", + "R529 VSS.n6 VSS.n5 4.57773\n", + "R530 VSS.n5 VSS.n4 4.57773\n", + "R531 VSS.n36 VSS.n35 4.57773\n", + "R532 VSS.n35 VSS.n34 4.57773\n", + "R533 VSS.n40 VSS.n39 4.57773\n", + "R534 VSS.n39 VSS.n38 4.57773\n", + "R535 VSS.n83 VSS.n82 4.57773\n", + "R536 VSS.n82 VSS.n81 4.57773\n", + "R537 VSS.n78 VSS.n77 4.57773\n", + "R538 VSS.n77 VSS.n76 4.57773\n", + "R539 VSS.n74 VSS.n73 4.57773\n", + "R540 VSS.n73 VSS.n72 4.57773\n", + "R541 VSS.n69 VSS.n68 4.57773\n", + "R542 VSS.n68 VSS.n67 4.57773\n", + "R543 VSS.n64 VSS.n63 4.57773\n", + "R544 VSS.n63 VSS.n62 4.57773\n", + "R545 VSS.n60 VSS.n59 4.57773\n", + "R546 VSS.n59 VSS.n58 4.57773\n", + "R547 VSS.n55 VSS.n54 4.57773\n", + "R548 VSS.n54 VSS.n53 4.57773\n", + "R549 VSS.n100 VSS.n99 4.57773\n", + "R550 VSS.n99 VSS.n98 4.57773\n", + "R551 VSS.n93 VSS.n92 4.57773\n", + "R552 VSS.n92 VSS.n91 4.57773\n", + "R553 VSS.n89 VSS.n88 4.57773\n", + "R554 VSS.n88 VSS.n87 4.57773\n", + "R555 VSS.n2 VSS.n1 4.57773\n", + "R556 VSS.n1 VSS.n0 4.57773\n", + "R557 VSS.n168 VSS.n167 4.57773\n", + "R558 VSS.n167 VSS.n166 4.57773\n", + "R559 VSS.n164 VSS.n163 4.57773\n", + "R560 VSS.n163 VSS.n162 4.57773\n", + "R561 VSS.n134 VSS.n133 4.57773\n", + "R562 VSS.n133 VSS.n132 4.57773\n", + "R563 VSS.n128 VSS.n127 4.57773\n", + "R564 VSS.n127 VSS.n126 4.57773\n", + "R565 VSS.n123 VSS.n122 4.57773\n", + "R566 VSS.n122 VSS.n121 4.57773\n", + "R567 VSS.n117 VSS.n116 4.57773\n", + "R568 VSS.n116 VSS.n115 4.57773\n", + "R569 VSS.n111 VSS.n110 4.57773\n", + "R570 VSS.n110 VSS.n109 4.57773\n", + "R571 VSS.n106 VSS.n105 4.57773\n", + "R572 VSS.n105 VSS.n104 4.57773\n", + "R573 VSS.n155 VSS.n137 3.03433\n", + "R574 VSS.n11 VSS.n10 3.03311\n", + "R575 VSS.n170 VSS.n2 2.34742\n", + "R576 VSS.n41 VSS.n40 2.3255\n", + "R577 VSS.n84 VSS.n83 2.3255\n", + "R578 VSS.n79 VSS.n78 2.3255\n", + "R579 VSS.n75 VSS.n74 2.3255\n", + "R580 VSS.n70 VSS.n69 2.3255\n", + "R581 VSS.n65 VSS.n64 2.3255\n", + "R582 VSS.n61 VSS.n60 2.3255\n", + "R583 VSS.n101 VSS.n100 2.3255\n", + "R584 VSS.n94 VSS.n93 2.3255\n", + "R585 VSS.n90 VSS.n89 2.3255\n", + "R586 VSS.n102 VSS.n6 2.3255\n", + "R587 VSS.n169 VSS.n168 2.3255\n", + "R588 VSS.n165 VSS.n164 2.3255\n", + "R589 VSS.n129 VSS.n128 2.3255\n", + "R590 VSS.n124 VSS.n123 2.3255\n", + "R591 VSS.n118 VSS.n117 2.3255\n", + "R592 VSS.n112 VSS.n111 2.3255\n", + "R593 VSS.n107 VSS.n106 2.3255\n", + "R594 VSS.n160 VSS.n159 2.2505\n", + "R595 VSS.n30 VSS.n28 2.24128\n", + "R596 VSS.n31 VSS.n30 1.93674\n", + "R597 VSS.n158 VSS.n157 1.93674\n", + "R598 VSS.n56 VSS.n55 1.83603\n", + "R599 VSS.n135 VSS.n134 1.83603\n", + "R600 VSS.n156 VSS.n155 1.51031\n", + "R601 VSS.n41 VSS.n37 1.22368\n", + "R602 VSS.n37 VSS.n33 1.18692\n", + "R603 VSS.n57 VSS.n31 1.16137\n", + "R604 VSS.n37 VSS.n36 0.585126\n", + "R605 VSS.n95 VSS.n7 0.433079\n", + "R606 VSS.n26 VSS.n12 0.342742\n", + "R607 VSS.n152 VSS.n138 0.342742\n", + "R608 VSS.n66 VSS.n8 0.342742\n", + "R609 VSS.n119 VSS.n3 0.342742\n", + "R610 VSS.n100 VSS.n97 0.340323\n", + "R611 VSS VSS.n170 0.231462\n", + "R612 VSS.n18 VSS.n15 0.216017\n", + "R613 VSS.n25 VSS.n22 0.216017\n", + "R614 VSS.n151 VSS.n148 0.216017\n", + "R615 VSS.n146 VSS.n143 0.216017\n", + "R616 VSS.n19 VSS.n18 0.168603\n", + "R617 VSS.n147 VSS.n146 0.155672\n", + "R618 VSS.n26 VSS.n25 0.151362\n", + "R619 VSS.n152 VSS.n151 0.138431\n", + "R620 VSS.n89 VSS.n86 0.113774\n", + "R621 VSS.n148 VSS.n147 0.0608448\n", + "R622 VSS.n94 VSS.n90 0.0558097\n", + "R623 VSS.n101 VSS.n95 0.0547035\n", + "R624 VSS.n45 VSS.n41 0.0535047\n", + "R625 VSS.n102 VSS.n101 0.0521284\n", + "R626 VSS.n90 VSS.n84 0.0512449\n", + "R627 VSS.n22 VSS.n19 0.0479138\n", + "R628 VSS.n154 VSS.n153 0.0457586\n", + "R629 VSS.n79 VSS.n75 0.0410844\n", + "R630 VSS.n65 VSS.n61 0.0410844\n", + "R631 VSS.n169 VSS.n165 0.0410844\n", + "R632 VSS.n129 VSS.n124 0.0410844\n", + "R633 VSS.n112 VSS.n107 0.0410844\n", + "R634 VSS.n27 VSS.n26 0.0406606\n", + "R635 VSS.n61 VSS.n57 0.0405313\n", + "R636 VSS.n119 VSS.n118 0.0402727\n", + "R637 VSS.n80 VSS.n79 0.039461\n", + "R638 VSS.n71 VSS.n70 0.039461\n", + "R639 VSS.n70 VSS.n66 0.039461\n", + "R640 VSS.n118 VSS.n113 0.0386493\n", + "R641 VSS.n107 VSS.n103 0.0386493\n", + "R642 VSS.n130 VSS.n129 0.0373384\n", + "R643 VSS.n159 VSS.n158 0.0356562\n", + "R644 VSS.n165 VSS.n161 0.0321558\n", + "R645 VSS.n153 VSS.n152 0.0306724\n", + "R646 VSS.n52 VSS.n51 0.0293149\n", + "R647 VSS.n30 VSS.n29 0.0263062\n", + "R648 VSS.n157 VSS.n156 0.0263062\n", + "R649 VSS.n28 VSS.n27 0.0236139\n", + "R650 VSS.n170 VSS.n169 0.0191688\n", + "R651 VSS.n56 VSS.n52 0.00902273\n", + "R652 VSS.n161 VSS.n160 0.00902273\n", + "R653 VSS.n135 VSS.n130 0.00523804\n", + "R654 VSS.n57 VSS.n56 0.00403904\n", + "R655 VSS.n51 VSS.n50 0.00293507\n", + "R656 VSS.n113 VSS.n112 0.00293507\n", + "R657 VSS.n103 VSS.n102 0.00293507\n", + "R658 VSS.n28 VSS.n11 0.00265517\n", + "R659 VSS.n155 VSS.n154 0.00243786\n", + "R660 VSS.n84 VSS.n80 0.00212338\n", + "R661 VSS.n75 VSS.n71 0.00212338\n", + "R662 VSS.n66 VSS.n65 0.00212338\n", + "R663 VSS.n95 VSS.n94 0.00160619\n", + "R664 VSS.n50 VSS.n45 0.00131169\n", + "R665 VSS.n124 VSS.n119 0.00131169\n", + "R666 VSS.n160 VSS.n135 0.000905844\n", + "R667 comp_outn.n0 comp_outn.t5 43.1877\n", + "R668 comp_outn.n1 comp_outn.t3 43.044\n", + "R669 comp_outn.n1 comp_outn.t4 43.044\n", + "R670 comp_outn comp_outn.t2 38.7789\n", + "R671 comp_outn.n4 comp_outn.t0 38.6969\n", + "R672 comp_outn.n4 comp_outn.t1 38.6969\n", + "R673 comp_outn.n2 comp_outn 1.15859\n", + "R674 comp_outn comp_outn.n4 0.984675\n", + "R675 comp_outn.n0 comp_outn 0.932565\n", + "R676 comp_outn.n5 comp_outn.n3 0.596088\n", + "R677 comp_outn.n5 comp_outn 0.438\n", + "R678 comp_outn.n2 comp_outn.n1 0.247153\n", + "R679 comp_outn comp_outn.n6 0.206382\n", + "R680 comp_outn.n3 comp_outn 0.15592\n", + "R681 comp_outn.n6 comp_outn 0.152674\n", + "R682 comp_outn.n6 comp_outn.n5 0.107118\n", + "R683 comp_outn.n2 comp_outn.n0 0.103441\n", + "R684 comp_outn.n5 comp_outn 0.063\n", + "R685 comp_outn.n3 comp_outn.n2 0.0193053\n", + "R686 cdac_vn.n0 cdac_vn.t6 350.253\n", + "R687 cdac_vn.n0 cdac_vn.t2 196.013\n", + "R688 cdac_vn.n1 cdac_vn.t0 196.013\n", + "R689 cdac_vn.n2 cdac_vn.t4 196.013\n", + "R690 cdac_vn.n3 cdac_vn.t3 196.013\n", + "R691 cdac_vn.n4 cdac_vn.t1 196.013\n", + "R692 cdac_vn.n5 cdac_vn.t7 196.013\n", + "R693 cdac_vn.n6 cdac_vn.t5 196.013\n", + "R694 cdac_vn.n6 cdac_vn.n5 154.24\n", + "R695 cdac_vn.n5 cdac_vn.n4 154.24\n", + "R696 cdac_vn.n4 cdac_vn.n3 154.24\n", + "R697 cdac_vn.n3 cdac_vn.n2 154.24\n", + "R698 cdac_vn.n2 cdac_vn.n1 154.24\n", + "R699 cdac_vn.n1 cdac_vn.n0 154.24\n", + "R700 cdac_vn cdac_vn.n6 65.4199\n", + "R701 cdac_vp.n0 cdac_vp.t1 350.253\n", + "R702 cdac_vp.n6 cdac_vp.t3 196.013\n", + "R703 cdac_vp.n5 cdac_vp.t2 196.013\n", + "R704 cdac_vp.n4 cdac_vp.t6 196.013\n", + "R705 cdac_vp.n3 cdac_vp.t4 196.013\n", + "R706 cdac_vp.n2 cdac_vp.t0 196.013\n", + "R707 cdac_vp.n1 cdac_vp.t7 196.013\n", + "R708 cdac_vp.n0 cdac_vp.t5 196.013\n", + "R709 cdac_vp.n1 cdac_vp.n0 154.24\n", + "R710 cdac_vp.n2 cdac_vp.n1 154.24\n", + "R711 cdac_vp.n3 cdac_vp.n2 154.24\n", + "R712 cdac_vp.n4 cdac_vp.n3 154.24\n", + "R713 cdac_vp.n5 cdac_vp.n4 154.24\n", + "R714 cdac_vp.n6 cdac_vp.n5 154.24\n", + "R715 cdac_vp cdac_vp.n6 61.3876\n", + "R716 comp_outp.n1 comp_outp.t5 43.3421\n", + "R717 comp_outp.n0 comp_outp.t3 43.044\n", + "R718 comp_outp.n0 comp_outp.t4 43.044\n", + "R719 comp_outp.n3 comp_outp.t2 39.1234\n", + "R720 comp_outp.n2 comp_outp.t0 38.6969\n", + "R721 comp_outp.n2 comp_outp.t1 38.6969\n", + "R722 comp_outp comp_outp.n4 14.0184\n", + "R723 comp_outp.n3 comp_outp.n2 1.09812\n", + "R724 comp_outp.n1 comp_outp.n0 1.00398\n", + "R725 comp_outp.n4 comp_outp.n3 0.449029\n", + "R726 comp_outp.n4 comp_outp.n1 0.294618\n", + "R727 clk.n4 clk.t4 356.68\n", + "R728 clk.n3 clk.t5 356.68\n", + "R729 clk.n1 clk.t1 269.921\n", + "R730 clk.n0 clk.t0 269.921\n", + "R731 clk.n4 clk.t2 202.44\n", + "R732 clk.n3 clk.t7 202.44\n", + "R733 clk.n1 clk.t6 195.721\n", + "R734 clk.n0 clk.t3 195.721\n", + "R735 clk.n5 clk.n4 41.3896\n", + "R736 clk.n5 clk.n3 41.3896\n", + "R737 clk.n2 clk.n0 38.0628\n", + "R738 clk.n2 clk.n1 38.0536\n", + "R739 clk.n6 clk.n5 12.3898\n", + "R740 clk clk.n6 8.69013\n", + "R741 clk.n6 clk.n2 3.40229\n", + "C0 a_1566_n378# a_582_n700# 0.00889f\n", + "C1 a_1566_n378# a_476_n1721# 0.117f\n", + "C2 a_564_n1721# a_564_n1266# 0.161f\n", + "C3 a_1566_n378# a_852_n296# 0.011f\n", + "C4 a_582_n700# VDD 0.0192f\n", + "C5 VDD a_476_n1721# 0.799f\n", + "C6 P a_1716_n1348# 9.22e-19\n", + "C7 cdac_vp a_564_n1266# 8.1e-19\n", + "C8 a_852_n296# VDD 0.78f\n", + "C9 a_1026_n1747# RS_n 7.1e-19\n", + "C10 P RS_p 8.56e-20\n", + "C11 a_1716_n1348# a_1026_n1747# 2.23e-21\n", + "C12 P Q 0.00291f\n", + "C13 a_1026_n1747# RS_p 0.144f\n", + "C14 a_1950_n1721# a_1026_n1747# 1.46e-19\n", + "C15 a_482_n1818# comp_outp 0.00346f\n", + "C16 P ready 1.69e-19\n", + "C17 a_582_n700# cdac_vn 0.426f\n", + "C18 cdac_vn a_476_n1721# 0.037f\n", + "C19 a_852_n296# cdac_vn 0.0563f\n", + "C20 cdac_vp a_1248_n288# 0.0187f\n", + "C21 a_1566_n378# comp_outp 6.13e-21\n", + "C22 ready a_1026_n1747# 0.0565f\n", + "C23 VDD comp_outp 0.671f\n", + "C24 clk a_582_n700# 0.0956f\n", + "C25 clk a_476_n1721# 0.459f\n", + "C26 a_564_n1721# cdac_vp 0.00295f\n", + "C27 clk a_852_n296# 0.0265f\n", + "C28 a_1566_n378# a_482_n1818# 0.0257f\n", + "C29 a_582_n700# RS_n 1.88e-19\n", + "C30 a_476_n1721# RS_n 0.00191f\n", + "C31 a_852_n296# RS_n 0.0212f\n", + "C32 VDD a_482_n1818# 1.48f\n", + "C33 a_582_n700# a_1716_n1348# 0.0758f\n", + "C34 a_1716_n1348# a_476_n1721# 0.0571f\n", + "C35 a_852_n296# a_1716_n1348# 0.215f\n", + "C36 a_582_n700# RS_p 2.41e-19\n", + "C37 a_476_n1721# RS_p 0.00222f\n", + "C38 cdac_vn comp_outp 0.0118f\n", + "C39 a_582_n700# Q 1.45f\n", + "C40 a_476_n1721# Q 0.00932f\n", + "C41 a_1566_n378# VDD 0.8f\n", + "C42 a_582_n700# a_1950_n1721# 5.87e-19\n", + "C43 a_852_n296# RS_p 0.158f\n", + "C44 a_1950_n1721# a_476_n1721# 5.72e-19\n", + "C45 a_852_n296# Q 9.24e-19\n", + "C46 a_1026_n1747# a_564_n1266# 1.23e-20\n", + "C47 clk comp_outp 0.00305f\n", + "C48 a_582_n700# ready 1.98e-19\n", + "C49 ready a_476_n1721# 0.0403f\n", + "C50 cdac_vn a_482_n1818# 0.0389f\n", + "C51 a_852_n296# ready 5.98e-19\n", + "C52 a_476_n1721# comp_outn 1.55e-19\n", + "C53 comp_outp RS_n 0.0437f\n", + "C54 a_1566_n378# cdac_vn 0.00873f\n", + "C55 a_1716_n1348# comp_outp 0.0993f\n", + "C56 P a_1248_n288# 0.133f\n", + "C57 clk a_482_n1818# 0.171f\n", + "C58 cdac_vn VDD 0.19f\n", + "C59 comp_outp RS_p 0.0759f\n", + "C60 comp_outp Q 7.56e-19\n", + "C61 a_1950_n1721# comp_outp 0.0559f\n", + "C62 a_482_n1818# RS_n 3.41e-20\n", + "C63 a_1566_n378# clk 0.525f\n", + "C64 cdac_vp P 0.224f\n", + "C65 a_1716_n1348# a_482_n1818# 0.197f\n", + "C66 clk VDD 0.772f\n", + "C67 a_564_n1721# a_1026_n1747# 0.0214f\n", + "C68 cdac_vp a_1026_n1747# 0.00718f\n", + "C69 a_1566_n378# RS_n 1.34e-19\n", + "C70 a_482_n1818# RS_p 4.35e-20\n", + "C71 ready comp_outp 1.69f\n", + "C72 a_482_n1818# Q 0.0247f\n", + "C73 a_476_n1721# a_564_n1266# 0.0214f\n", + "C74 a_1950_n1721# a_482_n1818# 1.15e-20\n", + "C75 a_1566_n378# a_1716_n1348# 0.135f\n", + "C76 VDD RS_n 0.581f\n", + "C77 a_852_n296# a_564_n1266# 1.58e-21\n", + "C78 comp_outp comp_outn 0.053f\n", + "C79 a_1716_n1348# VDD 0.786f\n", + "C80 a_1566_n378# RS_p 4.77e-20\n", + "C81 a_1566_n378# Q 0.155f\n", + "C82 VDD RS_p 0.536f\n", + "C83 VDD Q 0.368f\n", + "C84 ready a_482_n1818# 2.42e-20\n", + "C85 a_1950_n1721# VDD 0.767f\n", + "C86 clk cdac_vn 0.0494f\n", + "C87 a_1566_n378# ready 6.39e-21\n", + "C88 a_582_n700# a_1248_n288# 0.00749f\n", + "C89 cdac_vn RS_n 0.00684f\n", + "C90 a_476_n1721# a_1248_n288# 0.11f\n", + "C91 a_852_n296# a_1248_n288# 0.134f\n", + "C92 ready VDD 0.614f\n", + "C93 cdac_vn a_1716_n1348# 0.0947f\n", + "C94 VDD comp_outn 0.608f\n", + "C95 a_564_n1721# a_582_n700# 3.54e-19\n", + "C96 a_564_n1721# a_476_n1721# 0.386f\n", + "C97 cdac_vn RS_p 0.00693f\n", + "C98 a_564_n1721# a_852_n296# 0.00167f\n", + "C99 cdac_vn Q 0.216f\n", + "C100 cdac_vn a_1950_n1721# 0.0166f\n", + "C101 clk RS_n 0.00117f\n", + "C102 cdac_vp a_582_n700# 0.265f\n", + "C103 cdac_vp a_476_n1721# 0.484f\n", + "C104 cdac_vp a_852_n296# 0.087f\n", + "C105 clk a_1716_n1348# 0.113f\n", + "C106 a_482_n1818# a_564_n1266# 0.0164f\n", + "C107 clk RS_p 0.00116f\n", + "C108 clk Q 0.114f\n", + "C109 a_1716_n1348# RS_n 0.133f\n", + "C110 cdac_vn ready 0.00514f\n", + "C111 P a_1026_n1747# 3.42e-19\n", + "C112 cdac_vn comp_outn 0.00606f\n", + "C113 RS_n RS_p 0.314f\n", + "C114 comp_outp a_1248_n288# 4.23e-21\n", + "C115 RS_n Q 6.73e-20\n", + "C116 a_1950_n1721# RS_n 0.147f\n", + "C117 a_1716_n1348# RS_p 0.0744f\n", + "C118 VDD a_564_n1266# 5.28e-20\n", + "C119 a_1716_n1348# Q 0.141f\n", + "C120 a_1950_n1721# a_1716_n1348# 0.011f\n", + "C121 clk ready 2.93e-20\n", + "C122 a_564_n1721# comp_outp 0.00536f\n", + "C123 a_1950_n1721# RS_p 1.26e-19\n", + "C124 a_1950_n1721# Q 3.44e-19\n", + "C125 cdac_vp comp_outp 0.00146f\n", + "C126 ready RS_n 0.0795f\n", + "C127 a_482_n1818# a_1248_n288# 0.0534f\n", + "C128 RS_n comp_outn 1.64e-19\n", + "C129 a_1716_n1348# comp_outn 0.00481f\n", + "C130 a_564_n1721# a_482_n1818# 0.201f\n", + "C131 a_1566_n378# a_1248_n288# 0.406f\n", + "C132 ready RS_p 0.0658f\n", + "C133 cdac_vn a_564_n1266# 0.00183f\n", + "C134 ready a_1950_n1721# 0.0553f\n", + "C135 cdac_vp a_482_n1818# 0.207f\n", + "C136 RS_p comp_outn 8.63e-21\n", + "C137 VDD a_1248_n288# 0.851f\n", + "C138 a_1950_n1721# comp_outn 0.116f\n", + "C139 a_582_n700# P 1.45f\n", + "C140 P a_476_n1721# 0.0817f\n", + "C141 P a_852_n296# 0.142f\n", + "C142 a_1566_n378# cdac_vp 0.016f\n", + "C143 a_564_n1721# VDD 0.156f\n", + "C144 cdac_vp VDD 0.0194f\n", + "C145 a_582_n700# a_1026_n1747# 5.9e-19\n", + "C146 a_476_n1721# a_1026_n1747# 0.00774f\n", + "C147 ready comp_outn 0.0692f\n", + "C148 a_852_n296# a_1026_n1747# 0.0111f\n", + "C149 cdac_vn a_1248_n288# 9.58e-19\n", + "C150 a_564_n1266# RS_p 1.21e-21\n", + "C151 a_564_n1721# cdac_vn 0.00596f\n", + "C152 clk a_1248_n288# 0.602f\n", + "C153 cdac_vp cdac_vn 0.63f\n", + "C154 P comp_outp 1.61e-19\n", + "C155 comp_outp a_1026_n1747# 0.17f\n", + "C156 a_1716_n1348# a_1248_n288# 0.00907f\n", + "C157 cdac_vp clk 0.517f\n", + "C158 a_564_n1721# RS_n 3.53e-20\n", + "C159 a_582_n700# a_476_n1721# 0.0604f\n", + "C160 P a_482_n1818# 0.0143f\n", + "C161 a_1248_n288# RS_p 2.46e-19\n", + "C162 Q a_1248_n288# 0.195f\n", + "C163 a_582_n700# a_852_n296# 0.0763f\n", + "C164 a_852_n296# a_476_n1721# 0.309f\n", + "C165 a_564_n1721# a_1716_n1348# 1.33e-20\n", + "C166 cdac_vp RS_n 4.37e-20\n", + "C167 cdac_vp a_1716_n1348# 0.0393f\n", + "C168 a_482_n1818# a_1026_n1747# 2.77e-19\n", + "C169 a_564_n1721# RS_p 0.00175f\n", + "C170 a_1566_n378# P 0.194f\n", + "C171 a_564_n1721# a_1950_n1721# 3.46e-21\n", + "C172 P VDD 0.369f\n", + "C173 cdac_vp RS_p 4.07e-20\n", + "C174 cdac_vp Q 0.0612f\n", + "C175 ready a_1248_n288# 3.55e-21\n", + "C176 VDD a_1026_n1747# 0.762f\n", + "C177 a_564_n1721# ready 0.0708f\n", + "C178 cdac_vp ready 9.23e-19\n", + "C179 a_564_n1721# comp_outn 8.24e-22\n", + "C180 a_582_n700# comp_outp 0.00262f\n", + "C181 a_476_n1721# comp_outp 0.0165f\n", + "C182 a_852_n296# comp_outp 0.105f\n", + "C183 P cdac_vn 0.0279f\n", + "C184 cdac_vn a_1026_n1747# 0.0095f\n", + "C185 a_582_n700# a_482_n1818# 0.0121f\n", + "C186 a_482_n1818# a_476_n1721# 1.63f\n", + "C187 clk P 0.0966f\n", + "C188 a_852_n296# a_482_n1818# 0.042f\n", + ".ends\n", + "\n" + ] + } + ], + "source": [ + "cat hgu_comp_flat_RC.spice" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 838 + }, + "id": "DOpkvmZ2qBAM", + "outputId": "e5a77b9b-7e6d-4cb0-f615-04e34b64943e" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + ".title HGU_Comparator\n", + ".include /content/hgu_goss/hgu/spice/hgu_comp_flat_RC.spice\n", + ".lib /usr/local/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice tt\n", + "X1 ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q X Y hgu_comp\n", + "V1 VDD VSS 1.8\n", + "V2 ready VSS 1.8\n", + "V3 VSS 0 0\n", + "V4 Vbias 0 0.9\n", + "C1 comp_outp VSS 0.005pF\n", + "C2 comp_outn VSS 0.005pF\n", + "Vcdac_vp cdac_vp Vbias PWL(0ns 0V 30ns -0.002V)\n", + "Vcdac_vn cdac_vn Vbias PWL(0ns 0V 30ns 0.002V)\n", + "Vclk clk 0 DC 0V PULSE(0V 1.8V 1ns 1ps 1ps 1ns 4ns)\n", + "\n", + "done\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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nriSlV0mVM2MMarUaz58/R1RUFOrUqVOs41EQRAghhBDi5NRqNXieR0BAAFxcXBydHYvwPA+1Wg2FQkFBUBlWkuWsVCohlUrx4MED4ZhFRf+RhBBCCCGlBAUTpLyz1Tng0DMpMDAQHMeZ/YwfP96R2SKEEEIIIYSUYQ5tDnfp0iWTUSSuXbuGbt26YeDAgQ7MFSGEEEIIIaQsc2hNkLe3N6pWrSr8/Pbbb6hduzY6dOjgyGwRQgghhBAHiI6OBsdxuHr1qqOzQso4pxkYQa1W48cff8TkyZPzHe1EpVJBpVIJr1NSUgDoxyfXaDQFpm9YX9h2pHSjci77qIzLByrnso/K2DoajQaMMfA8D57nHZ0dizDGhN+W5tmwXWl6n/agUqnw+eefY8uWLYiLi4Ovry8+/fRTjBgxwmQ7nuexY8cObNmyBf/++y8yMzNRo0YN9O7dGxMmTEClSpVskh+1Wg1/f39MmTIF06dPN1nHGMPixYuxbt06xMTEQCqV2uSY+eF5HowxaDQaiMVik3XWXE+cJgjas2cPkpKSEBoamu82X331FebNm2e2/PDhwxaPlHLkyJGiZpGUIlTOZR+VcflA5Vz2URlbRiKRoGrVqkhLS4NarXZ0dqySmppq8bZpaWkAgPT0dOFhd2m3cOFCxMTEYPXq1RbvM3ToUDx//hzLly9HrVq1EBcXB57nTT6TFy9eICQkBI8ePcIHH3yAsWPHomLFioiOjsbOnTtRv359bN68Ga1atbLJ+xg4cCA2bNiAsWPHmixnjGHr1q0YNGgQMjMzkZmZaZPj5UetViMzMxMnT56EVqs1WWfNHFocM4TpDtajRw/IZDLs27cv323yqgkKCAhAfHw8PDw8Ckxfo9HgyJEj6Natm90jVOI4VM5lH5Vx+UDlXPZRGVsnKysLsbGxCAwMhEKhAGMMmRpd4TvagVIqtmiOIsYYkpOT8f3332PdunWIjY1FlSpVMGrUKMycORMAcPHiRYwdOxY3btxAgwYNMGPGDAwYMAB///03mjRpAp1Oh9GjR+PYsWOIi4tD9erVMXbsWHz44Ycmx9qwYQO+/fZb3L17F15eXnjrrbfwv//9r8D8DRs2DDqdDtu3bxeWaTQa+Pn5YcmSJRg+fDg6d+6M+vXrAwB+/PFHSKVSjBkzBvPmzbN4nqZ58+YhOjoa4eHhFm1/8OBBDB06VHgvedFqtejYsSNefvllrFmzJs9z6Pfff8cHH3yAM2fOoFatWgCAWrVqYdKkSZg0aZKwXdOmTfHGG29gzpw5BeYrMjISTZo0wYkTJ9CuXTth+bFjx9C1a1dcu3YNwcHBFr3H4sjKykJ0dDQCAgLMhshOSUlB5cqVkZycXGhs4BQ1QQ8ePMAff/yBX375pcDt5HI55HK52XKpVGrxBdSabUnpReVc9lEZlw9UzmUflbFldDodOI6DSCSCSCRChlqLBnMdU4t2fX4PuMjEhW7H8zzmzZuHzZs349tvv0W7du3w5MkT3Lx5EyKRCGlpaejXrx+6deuGH3/8EVFRUcLNueF96nQ6BAQEYMeOHahUqRLOnj2LUaNGoVq1ahg0aBAAYM2aNZg8eTIWLlyInj17Ijk5GWfOnCl0KOV3330XAwcOREZGBtzc3ADoayYzMjLw9ttvC/tv2rQJYWFhuHjxIv766y+MGjUKNWrUwMiRIy36vAyjH1s6tPNvv/2G5s2bY8mSJdi8eTNcXV3Rr18/fP7551AqlQCA8PBwcByHH374AVqtFpMmTcIvv/wCb29vfPjhh1i6dCn+++8/jBo1Cp9//jk2btxokp/cebEkf40bN0aLFi0QERGB1157TVi+ceNGtGzZEsHBwSUyhLtIJALHcXleO6y5ljhFEBQeHg4fHx/07t3b0VkhhBBCCCE2kJqairVr12LFihUICQkBANSuXVuoRdi6dSt4nsf69euhUChQv359PHz40KS5lVQqNekKUbNmTZw7dw4///yzEAR98cUXmDJlikntRosWLQrNX48ePeDq6ordu3fjvffeE/LUr18/uLu7C9sFBATg22+/BcdxqFu3LiIjI/Htt99aHARZ6/79+zh9+jQUCgV2796N+Ph4jBs3Di9evBBqkzZt2oQZM2ZALBZjwYIFOHz4MLZs2QLGGMaNGyc0SQsNDUXbtm1tlrewsDBMnToVK1asgJubG1JTU7Fr1y4sXLjQZscoKQ4PgnieR3h4OEJCQiCRODw7Rfb4/nVkpsTbJ3E7tljU1+TaJ30O2dXE9sh/dtJcrrR1Oh208XcQ888Js85y1qat/9PWec9JPHfebZSsEdukn3fSNko735YE+aev1erAxd/Eo3/kkEgKKuN8ErdB3gtuAVH09AttWFGMvFvWbKNo6VvWIARW5V+n00Ea/x+e/SuBxJJzuUifjcU5t+5aYHmyenZulW5x3q3NN2Bx3vP6/9NptVC++BcJ/wDi/L7/LUi/KNnOTrzgdIuecHby+afPFSHXaiYBL/aBNjMFWj4LUsbw7yevFieHRSbVpEKrLfw9/Hf1L6hUKnRq2xLajCSjNfrP5r9/r6Bh/XqQ8JnQZuhv2ls00Tc902amQJuRCABYvXYdIjZtQezDh8jMzIJarUbjRg2hzUjEs2fP8fjxY3Rs21LY3hoD3noDP26KwJC3+yA9PR179+7Flo3rhLQYr0XL5q9Al5kkZL3lKw2xdOlSqFPj87zXOHXmHPq8OUh4rVarwRjDzp07hWVrVnyDoYPznhJGp1GB4zhs+mEVKlTwAFAHS76aj0HDQvG/JV9CqVQiMvJftGpSD7qMRPy6dw8++2Qq2rdsDACYOe3/8Nm8L6DLSIRPBQUSExOhy0jUf+yMB6/O0L824HXgNZmmy/Ix6I3X8X//93/Yvjkc74e8i22bN0Ek4jCgb49C93U2Do86/vjjD8TExJiNdlHaPPllBpqlHXd0NgiA2gAQ6+hcEHsKBKiMywE/gMq5jOsOADGOzkXpkOUWgIS2SyFJ5SDJ1Acgzt6I0F2bAACQpD6EJMk8KBSpUsBpMyFJihaWSVIfC78lSe7YvvcQps+ci6Wf/R9aN28Ed1cXLF6zCReuXIMkKRru6nQAgDgtziQdS73Xqx06DNiIhLuXceTkeSjlMvRuUVtIi9NmQaROM0lbnPFM/zspOs8gqFWtirh6aIvwesWG7XgU9wxfz8zpx1TFuxLE+eS3mpcb/KpWhhdLAJL0n2H9aq5gjOHJjUuoU6s6tBot3FRPIU5KhiYzDe5IE9Lz4NIBXgtxUjT+uXgFQYH+wjoReHAZL0yOrVFlQJSVlG9+jFUEMKBXZ2yM2IAP3miHjeHhGNSnK6pILR+QwFk4PAjq3r07nGRshmLRyCviSVplu6XPivGsyzL2S9+epatP2zTvjDGLOytadozS+dno0y+beS9uGdv7fLLv/7wd886c67NhYFY9MXemvFuftr3z7qTXAoZCv37smndmz8+d2TTvjK8KQIpMJgPPHDrNo8X8AutAqVDgwKnLCB1ay2x97aA62LxrPxIyAYVC3+f75OUbAIBMSJHB5DhxMRKtmjVBaMh7wn63HzwGDw4ZTA6xqxw1Avxw8PTfaNVG38zOmv/Jxs1bwr9aVWza+yeOHDuF/n16QC1xgzo7ER0T4dyV/5DOcvqkn/r7OmrXrI4skUveB1PI4RtYQXjpVsELytRM+AbWMdksPZ+MNm/eDDt++wNP07Rwc3UFAPx77wlEIhEqVg1AOpOjVmB1XLzxAM1faYRWLZrhm3Xb0aylvmbwm3XbwcDh0s1YjP5kIT4cM0LIfyUvL8Q8TRRep6SmISrmMdRMYvIeCzJ08ED0HBiKnUfO4exf/2D+p9OQATksG6fZibBSLDk5mQFgycnJhW6rVqvZnj17mFqtLoGcEUehci77qIzLByrnso/K2DqZmZns+vXrLDMz09FZsZhOp2OffPIJq1ixItu4cSO7e/cuO3fuHFu3bh1jjLHU1FRWuXJl9u6777L//vuP/f777ywoKIgBYFeuXGGMMbZ8+XLm4eHBDh48yG7dusU+/fRT5uHhwRo3biwcJyIigikUCrZ8+XJ2+/Zt9vfff7MVK1ZYnM9Zs2axevXqMYlEwk6dOmWyrkOHDszNzY393//9H7t58ybbunUrc3V1Zd99953F6c+ZM4eFhIRYvH1qairz9/dnAwYMYP/99x87ceIEq1OnDvvggw+EbWbPns2GDx/OGGPs+fPnrG3btozjOObi4sI++eQTBoD5+/uztWvXCvvwPM+mT5/Oqlatyk6cOMH++ecf1r9/f+bm5sZmz57NeJ636Een07GgoCBWsWJF9vLLLzOdTscSEhKZTqez+D0WR0HngjWxgcNrggghhBBCSNk0bdo0uLq6Yvbs2Xj8+DF8fX0xZswYAICbmxv27duHMWPG4JVXXkG9evXw9ddf4+233xb2Hz16NK5cuYJ33nkHHMdhyJAhGDduHA4cOCBsExISgqysLHz77beYOnUqKleujAEDBlicx2HDhuHLL79EjRo18hxEYPjw4cjMzETLli0hFosxadIkjBo1qhifSsHc3Nxw5MgRTJw4Ec2bN0elSpUwaNAgfPHFF8I2H330ERo2bIh169bhgw8+wOnTp/H8+XO4urpCJpPho48+QpUqVUzS5TgOM2fORHR0NPr27YsKFSrg888/R1RUlDCCnSU4jsOIESMwc+ZMzJgxI3uZ7d5/SXGaeYKKIiUlBRUqVLBoLHCNRoP9+/ejV69eNBRnGUblXPZRGZcPVM5lH5WxdbKyshAVFYWaNWuazY3irAyTe3p4eJTI0Mn20LFjRzRp0gTLli1zdFbMXLlyBb1790bnzp3x4YcfomnTppBIJLhz5w7+97//IS4uDj///LPd81HS5VzQuWBNbFA6/yMJIYQQQggpx1555RVcvXoVlSpVQt++fSGXyyGVSvHqq69Cq9VixYoVjs6iU6MgiBBCCCGElDlbtmyBm5tbnj/169d3dPZswsfHB8uXL0dcXByePHmCBw8e4Pnz51i9ejWqVq1qVVrl4fMyRn2CCCGEEEJImdOvXz+0atUqz3WWNsE8fvy4DXNkPxzHwcfHp1hp2OLzKk0oCCKEEEIIIWWOu7s73N3dHZ2NUqO8fV7UHI4QQgghhBBSrlAQRAghhBBCCClXKAgihBBCCCGElCsUBBFCCCGEEELKFQqCCCGEEEIIIeUKBUGEEEIIIcQpREdHg+M4XL161dFZIWUcBUGEEEIIIYQ4kaSkJIwfPx6+vr6Qy+V46aWXsH//frPtNBoNvv/+e3Tt2hV+fn6oWrUq2rRpgyVLliAjI8Nm+Xn69CmkUim2b9+e5/qJEyeiefPmNjteSaB5ggghhBBCCLGT0NBQBAYGYu7cuRZtr1ar0a1bN/j4+GDnzp3w8/PDgwcP4OnpabLd/fv38cYbb0AkEmHs2LFo1KgR3NzccPPmTYSHh2PVqlU4dOgQXnrppWK/hypVqqB3797YsGEDBg8ebLIuPT0de/bswVdffVXs45QkqgkihBBCCCltGAPU6Y75YczibPI8j8WLFyMoKAhyuRzVq1fHl19+Kay/ePEiXnnlFSgUCjRv3hxXrlwx2V+n0yEsLAw1a9aEUqlE3bp1sXz5crPjbNiwAfXr14dcLoevry8mTJhQaN6GDh2Kd955x2SZRqNB5cqVsWnTJgBAx44d8eGHH+Ljjz+Gl5cXqlatanEwU1QbNmxAQkIC9uzZg7Zt2yIwMBAdOnRA48aNhW2Sk5PRo0cPvPnmm7h69SrGjBmDNm3aoFGjRhg0aBAOHDiAmTNnonv37khMTBT24zgOe/bsMTmep6cnIiIiCs1XWFgYjh49ipiYGJPlO3bsgFarxdChQ4v1vksa1QQRQgghhJQ2mgxgQTXHHHvmY0DmatGm8+bNw+bNm/Htt9+iXbt2ePLkCW7evAkASEtLQ58+fdCtWzf8+OOPiIqKwqRJk0z253ke/v7+2LFjBypVqoSzZ89i1KhR8PX1xaBBgwAAa9asweTJk7Fw4UL07NkTycnJOHPmTKF5GzZsGAYOHIi0tDS4ubkBAA4dOoSMjAy8+eabwnYbN27E5MmTceHCBZw7dw6hoaFo27YtunXrZtFnYK1ff/0VrVu3xvjx47F37154e3tj6NChmD59OsRiMQBg4cKFaNasGebPny80nTt69Chq1aqFwYMH48CBAzhw4ABOnjyJZcuWYd68ecXOV69evVClShVERERg9uzZwvKNGzeiT58+ZjVVzo6CIEIIIYQQYnOpqalYu3YtVqxYgZCQEABA7dq10a5dOwDA1q1bwfM81q9fD4VCgfr16+Phw4cYO3askIZUKjW5ga9ZsybOnTuHn3/+WQiCvvjiC0yZMsUkgGrRokWh+evRowdcXV2xe/duvPfee0Ke+vXrB3d3d2G7Ro0aYc6cOQCAOnXqYOXKlTh69KjdgqD79+/jzz//xLBhw7B//37cvXsX48aNg0ajEfKxefNmHDx4EAAwZcoUREVFYe/evXj27BlGjRqFunXrAtA3xZs1a5ZNgiCxWIyQkBBERETgs88+A8dxuHfvHk6dOoXdu3cXO/2SRkEQIYQQQkhpI3XR18g46tgWuHHjBlQqFbp06ZLv+kaNGkGhUAjLWrdubbbdqlWrsGHDBsTExCAzMxNqtRpNmjQBADx79gyPHz/O9xgFkUgkGDRoELZs2YL33nsP6enp2Lt3r1nn/0aNGpm89vX1xbNnz/JNd8uWLRg9erTwWqVSgeM4LFmyRFh24MABtG/fPs/9eZ6Hj48Pvv/+e4jFYjRr1gyPHj3C4sWLMWfOHCQkJCA1NRUNGjQAAOzbtw979uxBq1atAAATJkzAkSNHhLwaN4crrhEjRmDhwoU4duwYOnfujPDwcAQGBuK1116z2TFKCgVBhBBCCCGlDcdZ3CTNUZRKZbHT2L59O6ZOnYqlS5eidevWcHd3x+LFi3HhwgWbHGPYsGHo0KEDnj17hiNHjkCpVOL111832UYqlZq85jgOPM/nm2a/fv2EgAQApk+fDj8/P3z44YfCMj8/v3z39/X1hVQqFZq+AUBwcDDi4uKgVquh1WpNAke1Wg1X15z/BUPTPgC4fPkygoKCTPLOcvXp0mg0+eYltzp16qB9+/YIDw9Hx44dsWnTJnzwwQfgOM7iNJwFDYxACCGEEEJsrk6dOlAqlTh69Gie64ODg/Hvv/8iKytLWHb+/HmTbc6cOYM2bdpg3LhxeOWVVxAUFIR79+4J693d3REYGJjvMQrTpk0bBAQE4KeffsKWLVswcOBAs6DHWu7u7ggKChJ+3N3d4eXlZbKsoOCtbdu2uHv3rkmgdfv2bfj6+kImk6Fy5cpQq9V4+vQpAKBdu3ZYtGgRMjMz8ejRI/zwww8AgLNnz2LWrFmYPHmykI63tzeePHkivL5z547VQ2mHhYVh165d2LVrFx49eiQ0dSxtKAgihBBCCCE2p1AoMGnSJHzyySfYtGkT7t27h/Pnz2P9+vUA9KOzcRyHkSNH4vr169i/f79JkzFAH0j99ddfOHToEG7fvo3PPvsMly5dMtlm7ty5WLp0KVasWIE7d+7g8uXL+N///mdxPocOHYrvvvsOR44cwbBhw4r/xotp7NixSEhIwKRJk3D79m38/vvvWLBgAcaPHw8AEIlE6NevH1avXg0AWL58Oa5cuQI3Nzc0bNgQ3bp1w4kTJzBixAgsX77cpKlg586dsXLlSly5cgV//fUXxowZY3XQZwgUR48eje7duyMgIMB2b74EURBECCGEEELsYtq0aZg8eTJmz56N4OBgvPPOO0J/Gjc3N+zbtw+RkZF45ZVXMGvWLHz99dcm+48ePRpvvfUW3nnnHbRq1QovXrzAuHHjTLYJCQnBsmXLsHr1atSvXx99+vTBnTt3LM7jsGHDcP36dfj5+aFt27bFf9PFFBAQgEOHDuHSpUto1KgRPvzwQyGYNJg9ezZWrlyJAwcOoHbt2rh+/ToePXqEJ0+eYMGCBXj+/Dlu3ryJ/v37m6S9dOlSBAQEoH379hg6dCimTp0KFxfL+ngZuLi4YPDgwUhMTMSIESNs8ZYdgmO5GwaWIikpKahQoQKSk5Ph4eFR4LYajQb79+9Hr169il3NSZwXlXPZR2VcPlA5l31UxtbJyspCVFQUatasadIfxJnxPI+UlBR4eHhAJKLn7rZ2+PBhDB48GO+++y5GjhyJ+vXrAwAiIyOxZMkSeHt745tvvrF7Pkq6nAs6F6yJDeg/khBCCCGEkFKme/fu+Pvvv5Gamor27dtDJpNBJpOhZ8+e8Pf3t/ukrqUdBUGEEEIIIaTM2bJlC9zc3PL8MdSalHY1a9ZEeHg4EhISEBsbi0ePHuHx48f46quvCq0JyW3BggX5fl49e/a00ztwHBoimxBCCCGElDm5h6o2VtaaYIpEIvj6+hYrjTFjxggT0OZmi+HOnQ0FQYQQQgghpMxxd3eHu7u7o7NRanh5ecHLy8vR2Sgx1ByOEEIIIYQQUq5QEEQIIYQQQggpVygIIoQQQgghhJQrFAQRQgghhBBCyhUKggghhBBCCCHlCgVBhBBCCCGEkHKFgiBCCCGEEEJsjOM47Nmzx9HZMPHixQv4+/uD4zgkJSXluc3BgwcxaNAgBAYGonLlymjUqBGmTp2KmJgYm+alYcOGGDNmTJ7rNm/eDLlcjvj4eJse0xgFQYQQQgghhJQSx48fR2BgYJH2DQsLQ6NGjfJcl5GRgYEDB+L9999HgwYNsH79epw4cQKLFy9GamoqGjdujN27dxcj5+Z52b59OzIzM83WhYeHo1+/fqhcubLNjpcbBUGEEEIIIcQueJ7H4sWLERQUBLlcjurVq+PLL78U1kdGRqJz585QKpWoVKkSRo0ahbS0NGF9aGgo+vfvjwULFqBKlSrw9PTE/PnzodVqMW3aNHh5ecHf3x/h4eHCPtHR0eA4Dtu3b0ebNm2gUCjQoEEDnDhxwuJ8nzhxAi1btoRcLoevry8++eQTaLVaYX1gYCCWLVtmsk+TJk0wd+5cYT0AvPnmm+A4Tng9d+5cNGnSBGvXrkVAQABcXFwwaNAgJCcnW5y3olqzZg2SkpIwderUPNeHhIQgIyMDt2/fxuzZs9GlSxfUr18fPXr0wNq1a3H48GGMHTsW586dE/bp2LEj/u///s8knf79+yM0NLTQ/Lz77rvIzMzErl27TJZHRUXh+PHjCAsLs/5NWoGCIEIIIYSQUoYxhgxNhkN+GGMW53PevHn4+uuv8dlnn+H69evYunUrqlSpAgBIT09Hjx49ULFiRVy6dAk7duzAH3/8gQkTJpik8eeff+Lx48c4efIkvvnmG8yZMwd9+vRBxYoVceHCBYwZMwajR4/Gw4cPTfabNm0apkyZgitXrqB169bo27cvXrx4UWieHz16hF69eqFFixb4559/sGbNGqxfvx5ffPGFxe/70qVLAPQ1Gk+ePBFeA8Ddu3fx888/Y9++fTh48CCuXLmCcePGWZx2UVy/fh3z58/Hpk2bIBKZ3/4fOnQIV65cwc8//ww3NzfMnTsXNWrUQN26dbFt2za4ubmhRYsW+PLLL/HJJ5/YJE+VK1fGG2+8gQ0bNpgsj4iIgL+/P7p3726T4+RHYtfUCSGEEEKIzWVqM9FqayuHHPvC0AtwkboUul1qairWrl2LFStWICQkBABQu3ZttGvXDgCwdetWZGVlYdOmTXB1dQUArFy5En379sXXX38tBEteXl5YsWIFRCIR6tati0WLFiEjIwMzZ84EAMyYMQMLFy7E6dOnMXjwYOH4EyZMwNtvvw1AXwty8OBBrF+/Hh9//HGB+V69ejUCAgKwcuVKcByHl19+GY8fP8b06dMxe/bsPIOI3Ly9vQEAnp6eqFq1qsk6w3v28/MDAPzvf/9D7969sXTpUrNtbUGlUmHIkCFYvHgxqlevjvv375tts2nTJnz00UdwdXXF5s2b8d1332HdunWoXLkypkyZgvT0dAD62ptx48YhPT1dKLPiCAsLQ8+ePREVFYWaNWuCMYaNGzciJCTEos+5OKgmiBBCCCGE2NyNGzegUqnQpUuXfNc3btzY5Ga6bdu24Hket27dEpbVr1/f5Ia4SpUqaNiwofBaLBajUqVKePbsmUn6rVu3Fv6WSCRo3rw5bty4YVG+W7duDY7jTPKVlpZmVttUFNWrVxcCIEM+c7/n3Nzc3ISfnj17IiYmxmRZfgMMAPogMTg4GO+++26+20RGRqJNmzYAgH379uHDDz9Enz598Oqrr2LRokXCdnK5HBUqVEBKSoo1bzlf3bp1M2nOePToUcTExOD999+3SfoFoZogQgghhJBSRilR4sLQCw47tkXbKS3brjBSqdTkNcdxeS7jed4mx7OESCQyaxao0WjsdryrV68Kf1+4cAHTp0/H8ePHhWUeHh757vvnn38iMjISO3fuBAAh35UrV8asWbMwb948aLVaobzUarVJYOrm5ib8HRsbC7VaDR8fHwDF/xxEIhFCQ0OxceNGzJ07F+Hh4ejUqRNq1aplcRpFRUEQIYQQQkgpw3GcRU3SHKlOnTpQKpU4evQoateubbY+ODgYERERJk2rzpw5IzR7K67z58/jtddeAwBotVr8/fffZv2N8hIcHIxdu3aBMSbUBp05cwbu7u7w9/cHoG/u9uTJE2GflJQUREVFmaQjlUqh0+nM0o+JicHjx49RrVo1IZ+FveegoCDh74cPH0IikZgsK8iuXbtMRmC7dOkSRowYgVOnTgnlEhQUhMjISAQHB6Ndu3b44YcfMGDAAHh5eQk1QTExMQgJCcFHH30EsVic5+eg0+lw7do1dOrUyaK8AcD777+PL774Ar/88gt2796NdevWWbxvcVBzOEIIIYQQYnMKhQKTJk3CJ598gk2bNuHevXs4f/481q9fDwAYNmwYFAoFQkJCcO3aNRw7dgwTJ07Ee++9J/QHKo5Vq1Zh9+7duHnzJsaPH4/ExESMGDGi0P3GjRuH2NhYTJw4ETdv3sTevXsxZ84cTJ48WWiW17lzZ2zevBmnTp1CZGQkQkJChMDAIDAwEEePHkVcXBwSExNNPpeQkBD8888/OHXqFD788EMMGjTILv2BAH0/rAYNGgg/NWvWBKAP9gw1Om+++SZWr14NQN+Xqnbt2vD390fFihWFWpnmzZuja9eumD17tpB2586dsX//fhw6dAg3b97E2LFj851/KD81a9ZE586dMWrUKMjlcrz11ls2eNeFoyCIEEIIIYTYxbRp0zB58mTMnj0bwcHBeOedd4S+Oy4uLjh06BASEhLQokULDBgwAF26dMHKlSttcuyFCxdi4cKFaNy4MU6fPo1ff/3Vonln/Pz8sH//fly8eBGNGzfGmDFjEBYWhk8//VTYZsaMGejQoQP69OmD3r17o3///ma1XUuXLsWRI0cQEBCAV155RVgeFBSEt956C7169UL37t3RqFEjIQBxlPfeew+JiYn47LPPoFAosHfvXiQkJODZs2f4/PPP8ejRIzx9+hSzZs0y6Z81YsQIDB8+HGPHjhWasVlTC2QQFhaGxMREDB06FAqFwpZvLV8cs2acQyeTkpKCChUqIDk5ucC2kIC+feL+/fvRq1cvs3akpOygci77qIzLByrnso/K2DpZWVnCCFoldZNYXDzPIyUlBR4eHnYf6ctYdHQ0atasiStXrqBJkyYldlxLzJ07F3v27DHp4+MsoqOj8frrr6NmzZr4+OOP0bZtW8hkMsTGxuKHH37AiRMncOzYMbOyLOlyLuhcsCY2oJogQgghhBBCyrnAwEBcunQJLVu2RGhoKBQKBWQyGerVq4f79+9j/fr1JRrM2lvZeSeEEEIIIYQUYsyYMSbDS1s61HR54O7ujnnz5uHBgwd4/vw57t+/j8TERPz4448WD8RgcOrUqXw/Z+MR5xyFRocjhBBCCCFlRmBgoNmwzcbmz5+PqVOn5rmusCZUxTV37lzMnTvXrsewlUqVKhVr/+bNmztlsz8DCoIIIYQQQki54ePjI4yKRuxHqVRaXXtUkqg5HCGEEEIIIaRccXgQ9OjRI7z77ruoVKkSlEolGjZsiL/++svR2SKEEEIIIYSUUQ5tDpeYmIi2bduiU6dOOHDgALy9vXHnzh1UrFjRkdkihBBCCCGElGEODYK+/vprBAQEIDw8XFhmmMWWEEIIIYQQQuzBoUHQr7/+ih49emDgwIE4ceIE/Pz8MG7cOIwcOTLP7VUqFVQqlfA6JSUFgH7CNY1GU+CxDOsL246UblTOZR+VcflA5Vz2URlbR6PRgDEGnufB87yjs2MRwwhthnyTsqmky5nneTDGoNFoIBaLTdZZcz3hWEFjCNqZYZbXyZMnY+DAgbh06RImTZqE7777DiEhIWbbz507F/PmzTNbvnXrVri4uNg9v4QQQgghjiCRSFC1alUEBARAJpM5OjuEOIxarUZsbCzi4uKg1WpN1mVkZGDo0KFITk4udLhzhwZBMpkMzZs3x9mzZ4VlH374IS5duoRz586ZbZ9XTVBAQADi4+MLfaMajQZHjhxBt27dIJVKbfcmiFOhci77qIzLByrnso/K2DpZWVmIjY1FYGCg8BDZ2THGkJqaCnd3d3Ac5+jslDixWIxdu3ahf//+js6K4O7du2jWrBnEYjESEhLM1vM8jx07dmDLli34999/kZmZiRo1aqB3796YMGFCnnMHFaWc1Wo1/P39MWXKFEyfPt1s/RdffIFVq1YhJibG7PqQlZWF6OhoBAQEmJ0LKSkpqFy5skVBkEObw/n6+qJevXomy4KDg7Fr1648t5fL5ZDL5WbLpVKpxRdQa7YlpReVc9lHZVw+UDmXfVTGltHpdOA4DiKRCCKRwwf3tYihaZQh3+WRPcorIiICEREROH78uFX7aTQaDBs2DO3bt8fZs2fN8hUfH48BAwYgNjYW48ePx8cffwwvLy/cv38fW7duRYMGDbB79260adPGZL+ilLNCocC7776LiIgIzJgxw2QdYwwbN27E8OHD87zvF4lE4Dguz2uHNdcSh/5Htm3bFrdu3TJZdvv2bdSoUcNBOSKEEEIIIbbC8zwWL16MoKAgyOVyVK9eHV9++aWwPjIyEp07d4ZSqUSlSpUwatQopKWlCetDQ0PRv39/LFiwAFWqVIGnpyfmz58PrVaLadOmwcvLC/7+/iaDbEVHR4PjOGzfvh1t2rSBQqFAgwYNcOLECYvzfeLECbRs2RJyuRy+vr745JNPTJpeBQYGYtmyZSb7NGnSBHPnzhXWA8Cbb74JjuOE13PnzkWTJk2wefNmBAYGokKFChg8eDBSU1MtzltRffrpp3j55ZcxaNAgs3VarRb9+vVD7dq1cfPmTUyePBmvvfYaGjRogH79+mH79u3YsGED3nzzTdy/f1/YLzAwEMuXLzdJy/hzKEhYWBhu376N06dPmyw/ceIE7t+/j7CwsKK9UQs5NAj6v//7P5w/fx4LFizA3bt3sXXrVnz//fcYP368I7NFCCGEEOLUGGPgMzIc8mNNT4p58+bh66+/xmeffYbr169j69atqFKlCgAgPT0dPXr0QMWKFXHp0iXs2LEDf/zxByZMmGCSxp9//onHjx/j5MmT+OabbzBnzhz06dMHFStWxIULFzBmzBiMHj0aDx8+NNlv2rRpmDJlCq5cuYLWrVujb9++ePHiRaF5fvToEXr16oUWLVrgn3/+wZo1a7B+/Xp88cUXFr/vS5cuAQDCw8Px5MkT4TUA3Lt3D3v27MFvv/2G3377DSdOnMDChQstTrso/vzzT+zYsQOrVq3Kc/369evBcRy+//578DyPiRMnws/PD02aNMGGDRtQv3599O7dG6NGjcqzf35RNGzYEC1atMCGDRtMloeHh6NNmzZ4+eWXbXKc/Di0OVyLFi2we/duzJgxA/Pnz0fNmjWxbNkyDBs2zJHZshvGGDIuXoIi+GWIC2mnSAghhBCSH5aZiVtNmznk2HUv/w3OggGpUlNTsXbtWqxYsUIY8Kp27dpo164dAP3AVllZWdi0aRNcXV0BACtXrkTfvn3x9ddfC8GSl5cXVqxYAZFIhLp162LRokXIyMjAzJkzAQAzZszAwoULcfr0aQwePFg4/oQJE/D2228DANasWYODBw9i/fr1+PjjjwvM9+rVqxEQEICVK1eC4zi8/PLLePz4MaZPn47Zs2db1OTL29sbAODp6YmqVauarON5HhEREXB3dwcAvPfeezh69KhJDZktvXjxAqGhofjxxx/z7SezadMmzJgxA2KxGAsWLMDhw4exZcsWMMYwbtw4ZGZmAtDXzLVt29ZmeQsLC8PUqVOxYsUKuLm5ITU1FTt37sSKFStsdoz8OLyBZp8+fRAZGYmsrCzcuHEj3+Gxy4K0EycQExKCR5OnODorhBBCCMklVZ2KJZeW4E7iHUdnpUy4ceMGVCoVunTpku/6xo0bCwEQoO8qwfO8SXeJ+vXrmwQeVapUQcOGDYXXYrEYlSpVwrNnz0zSb926tfC3RCJB8+bNcePGDYvy3bp1a5NO/m3btkVaWppZbVNRBAYGCgEQoO8jnzvvxmJiYuDm5ib8jBkzBqdOnTJZtmDBgnz3HzlyJIYOHYrXXnst320iIyOFvj779u3DnDlz0LFjR3Tq1AmffvqpSV4TExOtebsFGjJkCHQ6HX7++WcAwE8//QSRSIR33nnHZsfIj0NrgsqbpO0/AQDSc7V9JIQQQojjrY9cj43XN+Jg9EH8MfAPR2enQJxSibqX/3bYsS2htHC7wuTu7G7oFJ97WUnORSQSicyaBVo6R421ea9WrRquXr0qvP7ll1+wa9cubNmyRVjm5eWV7/5//vknfv31VyxZsgRAznw+EokE33//PUaMGAGtViuUl1qtNglM3dzchL8vX76MoKAg4XVxPgcA8PDwwIABAxAeHo4RI0YgPDwcgwYNMjmmvVAQVIKyrl93dBYIIYQQko/119YDAJ5mPHVwTgrHcZxFTdIcqU6dOlAqlTh69Chq165ttj44OBgRERFIT08XbrrPnDkjNHsrrvPnzwu1H1qtFn///bdZf6O8GEYqZowJtUFnzpyBu7s7/P39Aeibuz158kTYJyUlBVFRUSbpSKVS6HS6Yr8PiURiEnj4+PhAqVSaLCvIuXPnTPKxd+9efP311zh79iz8/PwAAEFBQYiMjETLli3Rrl07LF++XPjsDAMf/Pfffxg7diymTZsmpGXJ51CYsLAwdOzYEb/99hvOnj2LxYsXW7V/UTm8OVx5wXQ6aI2qOpkNTgpCCCGE2Ea6Jt3RWShzFAoFJk2ahE8++QSbNm3CvXv3cP78eaxfrw82hw0bBoVCgZCQEFy7dg3Hjh3DxIkT8d577wn9gYpj1apV2L17N27evInx48cjMTERI0aMKHS/cePGITY2FhMnTsTNmzexd+9ezJkzB5MnTxaa5XXu3BmbN2/GqVOnEBkZiZCQEIjFYpN0AgMDcfToUcTFxdm0CZm1goOD0aBBA+HHz88PIpEIDRo0QMWKFQHoR7EzDJowd+5cqNVqVKpUCf7+/mjVqhUePHiA119/HRMnTkRoaKiQdufOnfHjjz/i7Nmz+X4OhXnttdcQFBSE4cOH4+WXXzYbgtteqCbIRp7GR+P8nrWo6lMTnEgMXsyBF4vAizlAKoXs0XO4G21/+t5RSN1zOqeJOTE4cBCLxBBxIoigH1deWM6J8SzjGUQiEVwlrlBKlJCL5eDBQ8froGVa8Mz0by2v/80z8ypWhnxGdsl3cd4r8l2ez8gx+R43H9akk6XLwj9P/4FOrYPPUx9IJOb/3hxy2vcat/XNa7nxMoOErASIOBE85Z5wkbpAIVaAgUHHdNDxOv1v47+zf5eXMmCM4cqzK6jlWQt+bn557mdNGeReDgApWSm4pr6Gas+rwUPhAYVEAQ6c/v+e56FjOtO/s88DHcv7wUNpKAdr0/j3+b+o4lIFtTxr5bm+uGWg5bWIy4iDr6svXKWukIvlkHASaJjG5H9fw2tMzgNr3oNWq8UdzR2ce3IOErGk0O2d6TwAgJsJN6GUKFGvUr081xe3DAAgNjUWVV2rwkXqAqVECSknhZZphc9by2vNXlvzHux9Dmi1WtzS3ILHIw+IJZbdNFlTDjEpMUjXpKNZlWbCdysHTj+XCUT61xwnLD8ee1zYVynJacbFdDqo7t6FLjkZ4BmQx/W8JKgA8EoldOnp0GnzLktnwxjDxxMnwkUqxezPPsPjJ0/gW7UqRo0YAV1aGuQA9u/ejf/7+GO0aNECLkol3nrjDSz56ivosofJZhoNmFYrvAb0ZcI0GpNlYAy8SgVdWhp06fqAdsHcufhqwQL88++/CKpVC7t/+gkVFQrT/fJQtUIF7Nu1C9M//RQ//PADvCpWxPvvvYcZH30k7PvxxIm4f+cO+vTpgwoeHpj36aeIuncPvFotbLPoiy8wbeZM/PDDD/CrVg33/vsPvFoN8LxJHniVCmCs0HwJ22dlgel0Fm+f1/4ATPaf+MEHaPLqq/h+5UqEhYbixMGDeP78OVxdXSGTyTBx5EhU8fEx2+/jiRNx//ZtDBk8GBU8PfH5559bXRPEcRxGjBiBmTNnms0ZZE8cs2acQyeTkpKCChUqWDQrrEajwf79+9GrVy+7TMr286huaHjS8s5yYZPESHUpf7MnE0IIIaXBlfeugMvIwoPhw6G6XnhnenvjfX2h+3QWqnt7Q15OJx611INHjxD8+us4t2MHGtt5mOWy5OqNG3hr/Hh0bNkSY4cNwyvBwZBIJLj74AHWbN2Kp/Hx+HHp0rx35jjIg4NLZFLcrKwsREVFoWbNmlAoFCbrrIkNqCbIVrKjagB4WkUOsY5BrAPEPINYyyDieehEHNzS9U9Dg93rIMGoaogxJtQYGH50TCcsf5GlH9dezInh4+KDLG0WVDoVxJxYqDESc2KIRWLhbxEnEtbnJa8ni3ktA0yfSBa2bXH3zzNfeeyfe9tnmc8Qlx4HAKhVoRY4cCZPB03+ziP2z2+9YblKq8KzTH2TRj83P2RqM6HSqYQaPOPPXSKSCJ+/mBPr225b+BmUZBlYkwdL9lfpVLiVqB/Rp3YFfftva8qgoG0My2NTYwEAvq6+UOvUUOlUAJDn525cLtaUQX7LHV0Glubh3/h/Adi/DLyV3mBgUOlU0PE6SEQS/Q8nET57iUhSpM8fTP9l5uHhkVM7a8Xnl5/i/g9YmoahDIpyLSpom9xlUEFeAXKRHFm6LGh5rVAGxv//hteGmg+L32cRrwOFMaTBGENycjIqVKig//+w03ng4+IDF4kLGJjw/coYAw+jvxkPBoZmVZrhyIMjAIAsbRaytm3TB0BSKWT+/oDY8BmW/ENMXeVKyJJIIJLJILKyuZGjMOiHgxaJRCX6iXEyGQBAJJVCJJeX4JFLt6ZNmuDir7/i6zVrMHDiRMQnJkIkEsHDzQ0DevXCN3Pm5Pl5Gsq5tKEgyEYGbTql/6JiDMEFRME3X2kKlpmJNR3/p7+gWsHwRZjflxCxf40fAJOOkqTkaTQa/P777+jdu7fdypgUzt7nQUmcy6Vdab8WCWX8uvOUsY7XocnmJgAADa9BxoWLAIAq06bBa/h7DsxZztNvWWAg5LmefjsrnueFhxklUUNgIM/+f5LVqAF5nTpm68eMGYMff/wxz33fffddfPfdd3bNnzMLqFMHK199Ff9jDM+fP4dWq0XVqlULLD9DOef+r9yyZQtGjx6d5z41atTAf//9Z8OcW4+CIBviOA4o5AuJk0rBMjPB1JYPH2iSPnE4KgfHozJwPCoDx6MysD1D7ZmO6fu0qbP7Niga1Hdwzog1AgMD861lBYD58+dj6tSpea4rrAlVecFxHHyy+wAVVb9+/dCqVas81znDgw8KgkqYoYqWadQOzgkhhBBCcpOJZfrmzloVtPHxAABJMW8GiXPx8fEp9g0+KZy7u7vJpLDOhnrWlTAuO/ItSk0QIYQQQuxLItI/H9akpoCp9H0OJZUqOTJLhBA7oCCohHGy7CCIaoIIIYQQpyMT6VtsaF7oa4E4FxeIlMqCdiGElEIUBJWwnJogCoIIIYQQZyMV67+nten6uVBELi6OzA4hxE4oCCphnCQ7CNLmPXEgIYQQQhxHKsoOgrIyAACiUjISGyHEOhQElTDOMMQgT0EQIYQQ4mwMzeF0mfogiFPQPDOElEUUBJU0ib7DJdUEEUIIIc7HMDCCNjsIEsmpJoiQsoiCoBJGNUGEEEKI8xKLxAAgjAzHKSkIKo5x48ZBLBaD4zjIZDIEBQVh/vz50Gq1djleQkICJk6ciLp160KpVKJ69er48MMPkZycnOf2169fx9ixYxEcHIxKlSqhTp06CAkJwblz52yar4kTJyI4ODjPdTExMRCLxfj1119tekxSMAqCSpo4++Kq4x2cEUIIIYTkJuayv6ezsgBQTZAt9OjRA0+ePMGdO3cwZcoUzJ07F4sXL7Z4f47jEB0dbdG2jx8/xuPHj7FkyRJcu3YNEREROHjwIMLCwsy2XbhwIVq1agWe57FkyRKcOHEC4eHhqFWrFvr164cZM2ZYnMfChIWF4ebNmzh79qzZuoiICPj4+KBXr142Ox4pHAVBJYzLDoKgs88TEEIIIYQUXU4QlF0TRAMjFJtcLkfVqlVRo0YNjB07Fl27drVbrUeDBg2wa9cu9O3bF7Vr10bnzp3x5ZdfYt++fSa1T6tWrcK6devw999/Y+3atejduzcaNGiAdu3aYc6cObh+/ToOHTqEpUuXCvvMnTsXTZo0MTnesmXLEBgYWGi+mjRpgqZNm2LDhg0myxljiIiIQEhICCTZXSZIyaAgqKSJ9R851QQRQgghzid3czhnHR2OMQaNSueQH8ZYsfKuVCqhLsGpQpKTk+Hh4SEEGfHx8Zg9ezZ2796Nl156Cbt370aDBg1QrVo1fPrpp+jWrRtu3ryJbdu24csvv0RqaqpN8hEWFoaff/4Z6enpwrLjx48jKioKI0aMsMkxiOUo5CxhXPbFlfoEEUIIIc7HUBMEQ58gJx0dTqvm8f2kEw459qjlHSCVi63ejzGGo0eP4tChQ5g4caIdcmYuPj4en3/+OUaNGiUs2717Nzp16oSGDRvi3r17GDJkCJYuXYq2bdti5cqVOHbsGGbNmoW6deuifv36OHPmDF5//fVi52Xo0KGYMmUKduzYgdDQUABAeHg42rVrh5deeqnY6RPrUE1QSZNkP2Gi0eEIIYQQpyM0h9NoAORMck6K7vfff4ebmxsUCgV69uyJd955B3Pnzs13+549e8LNzU34AYD69esLr+vXr2/RcVNSUtC7d2/Uq1fP5HiRkZFo06YNAODQoUN47bXXMH78eDRp0gSrV6+GXJ4T+Pr6+iIxMdH6N50HT09PvPXWW0KTuJSUFOzatSvP/krE/qgmqIQZaoIY1QQRQgghTkdoDqfTf08LLTicjEQmwqjlHRx2bGt07NgR3333HWQyGapVq1Zo35d169YhMzNTeF2nTh3s378ffn5+AACpBYFpamoqXn/9dbi7u2P37t0m+2i1WiiVSgCAWq2Gq6ursE4mk0Em088VxfM8rl69imnTpgEARCKRWVNATXawbKmwsDB06dIFd+/exbFjxyAWizFw4ECr0iC2QUFQScvuEwTqE0QIIYQ4HaEmKDsIMozq6mw4jitSkzRHcHV1RVBQkMXbG4IdYzVq1LBoAAJAX8PSo0cPyOVy/Prrr1Dk6tcVFBSEyMhIAEC7du0wa9YsnD9/Hi1atMCaNWuQlJSElJQUTJkyBX5+fmjRogUAwNvbG3FxcWCMgeM4AMDVq1ctfl8A0KlTJ9SsWRPh4eE4duwYBg8ebBKEkZJDzeFKGCfOniyVRocjhBBCnE7uIIhz0iCI5C0lJQXdu3dHeno61q9fj5SUFMTFxSEuLg667DLt168fduzYgYSEBDRv3hyffPIJ2rdvD7lcjsOHD6NZs2YYPHgwEhMTsXv3biHtjh074vnz51i0aBHu3buHVatW4cCBA1blj+M4jBgxAmvWrMG5c+eoKZwDURBUwjiqCSKEEEKcVu7mcEILDlIqXL58GRcuXEBkZCSCgoLg6+sr/MTGxgLQ1wQNHDgQQ4YMQUZGBj777DOkpKTg8ePH+PXXX7F//34kJSUhIiICnp6eQtrBwcFYvXo1Vq1ahcaNG+PixYuYOnWq1XkMDQ1FcnIy6tevj1atWtnqrRMr0Zld0qhPECGEEOK0hJog3rn7BJUWq1evNqlNKQrGmMVN4Tp27AjGWJ4/xmksW7YMCoUCzZs3x/bt26FWq+Hj44OkpCT89ttvaNq0KR4+fGiW/pgxYxATE4O0tDRs3LgRM2fOtHgiVwN/f3/odDpcu3bNqv2IbVGfoBKWM1kqBUGEEEKIszHUBIFqgso0mUyGPXv2YOPGjfj6668xZMgQyGQy8DyP9u3bY8WKFfD393d0NokdURBU0sSGanZqDkcIIYQ4m5w+QfrvaaoJKrs4jkNoaChCQ0ORlpaGhIQEeHt7CyPHWcswnHdeDhw4gPbt2xc1q8QOKAgqYUKfIGoORwghhDgdYbJUQ02QhIKg8sB4TqKiKmikuLxGvCOORUFQSRPTZKmEEEKIsyot8wQR52PNMODE8aihawkTLqZUE0QIIYQ4HaEmiM9utk59gggpk+jMLmnUJ4gQQghxWmbzBFFNECFlEgVBJUwYHY5qggghhBCnI4wORzVBhJRpdGaXtOyLKfUJIoQQQpxP7oERODF1nyakLKIgqIRRnyBCCCHEeVGfIELKBzqzS5qE+gQRQgghzipnslSaJ4iQsoyCoBLGCUNvah2cE0IIIYTkRjVBthcbG4sRI0agWrVqkMlkqFGjBiZNmoQXL17Y9bi//PILunXrBm9vb3h4eKB169Y4dOhQnttqNBp8//336Nq1K/z8/FC1alW0adMGS5YsQUZGhs3y9PTpU0ilUmzfvj3P9WFhYWjatKnNjkfyR2d2STNcTKkmiBBCCHE6hiCIo5ogm4iOjkbLli1x584dbNu2DXfv3sV3332Ho0ePonXr1khISLA4rblz5yI0NNTi7U+ePIlu3bph//79+Pvvv9GpUyf07dsXV65cMdnu/v37aNq0KVatWoUBAwZgx44dOHz4MD766CMcPXoU9evXx+3bty0+bkGqVKmC3r17Y8OGDWbr0tPT8fPPPyMsLMwmxyIFo95+JUyoCaI+QYQQQojTyT06HCehIKg4pk6dCplMhsOHD0OpVAIAqlevjldeeQW1a9fGrFmzsGbNGrsce9myZSavFyxYgL1792Lfvn145ZVXAADJycno0aMHhgwZgnnz5oHjOGH7Ro0aYdCgQfjhhx/QvXt3XLlyBRUrVgQAcByH3bt3o3///sL2np6eWLZsWaGBWlhYGPr374+YmBhUr15dWL5jxw5otVoMGzaseG+cWIRqgkoa1QQRQgghTsusOZyT1gQxxqDJynLID2PMojwmJCTgzz//xNixY4UAyKBq1aoYNmwYfvrpJ4vTKy6e55GamgovLy9h2cKFC9GsWTPMnz8fycnJGDZsmNAUbsWKFejZsydGjhyJ9u3bmwVVRdWrVy9UqVIFERERJsvDw8Px1ltvwdPT0ybHIQWjmqASRqPDEUIIIc4rJwjS35hzTtonSKtSYUXIAIcc+8ONOyFVKArd7s6dO2CM4eWXX85zfXBwMBITE/H8+XP4+PjYOptmlixZgrS0NAwaNEhYtnnzZhw8eBAAMGXKFERFRWHv3r149uwZRo0ahbp16wIAQkNDMWvWLMybN6/Y+RCLxQgJCUFERAQ+++wzcByHe/fu4dSpUzhy5Eix0yeWcc4zuywzzBNENUGEEEKI0zE0hzP0CXLWmqDSpLCaHplMlufyU6dOwc3NTfhZsGABtmzZYrJsy5YtFuVh69atmDdvHn7++Wch4EpISEBqaioaNGgAANi3bx+WLFmCVq1aoW/fvpgwYYKwv6+vLxITEy06liVGjBiBqKgoHDt2DIC+FigwMBCdO3e22TFIwagmqIRRTRAhhBDivISBEZx8dDiJXI4PN+502LEtERQUBI7jcPPmzTzX37hxA97e3vk2/2revDmuXr0qvF6xYgUePXqEr7/+WlhWpUqVQvOxfft2fPDBB9ixYwe6du0qLNdqtVAY1Wip1Wq4uroKr93c3IS/L1++jKCgIOE1x3FmwZ1Goyk0LwZ16tRB+/btER4ejo4dO2LTpk0YOXKkSZ8kYl8UBJU0qgkihBBCnJaIyw56DAMjiJ3zVonjOIuapDlSpUqV0KlTJ6xZswaTJ0826RcUFxeHLVu2YPz48fnur1QqTQIPLy8vpKSkmCwrzLZt2zBixAhs374dvXv3NllXuXJlqNVqPH36FFWqVEG7du2waNEirFu3DgkJCfjhhx9QuXJlnD17FrNmzTIZ0c3b2xtPnjwRXt+5c8fqobTDwsIwduxY9OvXD48ePbJq5DtSfM75eKMM48RUE0QIIYQ4q5yaIOfuE1RaLFq0CCqVCj169MDJkycRGxuLgwcPolu3bnjppZcwe/Zsux1769atGD58OJYuXYpWrVohLi4OcXFxSE5OBgCIRCL069cPq1evBgAsX74cV65cgZubGxo2bIhu3brhxIkTGDFiBJYvX44uXboIaXfu3BkrV67ElStX8Ndff2HMmDGQSqVW5W/gwIGQSqUYPXo0unfvjoCAANu9eVIoOrNLmohqggghhBBnJfQJyg6CqE9Q8dSuXRsXLlxArVq1MGjQINSoUQM9e/bESy+9hDNnzpg0ObO177//HlqtFuPHj4evr6/wM2nSJGGb2bNnY+XKlThw4ABq166N69ev49GjR3jy5AkWLFiA58+f4+bNmyZDYQPA0qVLERAQgPbt22Po0KGYOnUqXFxcrMqfi4sLBg8ejMTERIwYMcIWb5lYwTnreMswoSZIRzVBhBBCiLMxmyyVaoKKLTAw0GQ46Dlz5uCbb77Bv//+i1dffdXidObOnWvVcY8fP17oNrVr18a2bdswePBgvPvuuxg5ciTq168PAIiMjMSSJUvg7e2Nb775xmS/atWq4dChQybLkpKSrMofAKxduxZr1661ej9SfHRmlzRhslSqCSKEEEKcTe7mcFQTZHvz5s3DihUrcP78efBOcD/UvXt3/P3330hNTUX79u0hk8kgk8nQs2dP+Pv7Wx18kdKBaoJKmPBESad1bEYIIYQQYkaU3Wxd6BMkoSDIHt5//31HZ8FEzZo1ER4ejvXr1+Pp06cQiUQWjTyXlwULFmDBggV5rmvfvj0OHDhQnKwSG6EgqKRlN4ejPkGEEEKI85Fw+lsjjlFNUHkkEong6+tbrDTGjBljMiGrMeMR8ohjOTQImjt3rtnMu3Xr1s13PPmygPoEEUIIIc7LMEQ2jQ5HisrLywteXl6OzgYphMNrgurXr48//vhDeC2RODxL9mUYHc4J2sASQgghxFTOwAhUE0RIWebwiEMikaBq1aoWbatSqaBSqYTXKSkpAPQz9BY2S69hvTWz+dqD4ZrKa7UOz0tZ5CzlTOyHyrh8oHIu+5y1jJmhBij7t47xTpFHjUYDxhh4nneKwQQswbKbFBryTcqmki5nnufBGINGo4FYbPqQwppz1eFB0J07d1CtWjUoFAq0bt0aX331FapXr57ntl999ZVZ8zkAOHz4sMVjsx85cqRY+S0u1xs34AcgOSEBkfv3OzQvZZmjy5nYH5Vx+UDlXPY5Wxnf1dzV/5F9M3fq7Dmoo6IcmCM9w0PjtLQ0qNVqR2fHKqmpqY7OAikBJVXOarUamZmZOHnyJLRa04HGMjIyLE6HY4bwzQEOHDiAtLQ01K1bF0+ePMG8efPw6NEjXLt2De7u7mbb51UTFBAQgPj4eHh4eBR4LI1GgyNHjqBbt25Wz+hrS+mnTuHJuPGQBwcj4OefHJaPsspZypnYD5Vx+UDlXPY5axlfenoJo4+ORvhyBtcMHarv2Q1Z7dqOzhaysrIQGxuLwMBAKBQKR2fHIowxpKamwt3dHRzHOTo7xE5KupyzsrIQHR2NgIAAs3MhJSUFlStXRnJycqGxgUNrgnr27Cn83ahRI7Rq1Qo1atTAzz//jLCwMLPt5XI55HK52XKpVGrxBdSabe1BIsvOP2NOddEvaxxdzsT+qIzLByrnss/ZylgmkQHIaQ4nkcmdIn86nQ4cx0EkEgnDeDs7Q9MoQ75J2VTS5SwSicBxXJ7XDmvOVaf6j/T09MRLL72Eu3fvOjordpMzTxCNDkcIIYQ4G4lI/3xYRKPDEVKmOdWZnZaWhnv37hV7fHanlj3KDI0ORwghhDgfwxDZIkNnATGNDldUOp0O3bt3x9tvv22yPDk5GQEBAZg1a5ZdjqvRaDB9+nQ0bNgQrq6uqFatGoYPH47Hjx/nuX1MTAymTp2Kxo0bo3LlyqhVqxYGDBiAgwcP2jRfS5cuRcWKFZGVlWW2LiMjAx4eHlixYoVNj0ny59AgaOrUqThx4gSio6Nx9uxZvPnmmxCLxRgyZIgjs2VXVBNECCGEOC/DENk5NUEUBBWVWCzG6tWrcejQIWzZskVYPnHiRHh5eWHOnDkWpxUYGIjjx49btG1GRgYuX76Mzz77DJcvX8Yvv/yCW7duoV+/fmbbbt68GQ0aNMCjR48wd+5cHD16FNu2bcOrr76KUaNGYfjw4dDZ6J7tvffeQ3p6On755RezdTt37oRarca7775rk2ORwjk0CHr48CGGDBmCunXrYtCgQahUqRLOnz8Pb29vR2bLvqgmiBBCCHFa4uzvac5QE0TzBBVLUFAQvvrqK0ycOBFPnjzB3r17sX37dmzatAkymcwux6xQoQKOHDmCQYMGoW7dunj11VexcuVK/P3334iJiRG227dvH6ZNm4bDhw9j27ZtePPNN9G4cWO0atUKU6dOxY0bN/Ds2TN89NFHwj4RERHw9PQ0Od6ePXssGhDAx8cHffv2xYYNG8zWbdiwAf3796dJVkuQQwdG2L59uyMP7xBUE0QIIYQ4LxEnAhiDOPtZpbP2CWKMgWkc80CVk4qsGgVswoQJ2LNnD9577z1ERkZi9uzZaNy4sR1zaC45ORkcxwkBjFqtxoQJExAREYFXX30Vp0+fxkcffYTY2Fi8+eabyMjIQI8ePbBlyxa89NJL+Oijj1DbBqMEhoWFoU+fPnjw4AFq1KgBALh//z5OnjyJQ4cOFTt9YjmHzxNU7lBNECGEEOK0JJwkpxYIcNo+QUzD4/Hssw45drX5bcDJLP9cOI7DmjVrEBwcjIYNG+KTTz6xY+7MZWVlYfr06RgyZIgwbPKJEyfg7e2N119/HUlJSXjjjTcwYcIEvPnmm9i5cycWLlyIzp07o1KlSujVqxeOHDlikyCoR48eqFatGsLDwzF37lwA+tqlgIAAdOnSpdjpE8s55+ONMoxqggghhBDnJeJEOYMiAOBoaGeb2LBhA1xcXBAVFYWHDx8Wuv2YMWPg5uYm/MTExKBnz54myyyh0WgwaNAgMMawZs0aYXlkZCTatGkDADh79iwqVaqEefPmoUmTJvjiiy9Qs2ZNYVtfX18kJiZa+Y7zJhaLERISgoiICDDGwPM8Nm7ciPfff5+GES9hVBNU0sRUE0QIIYQ4K7FIDJHxV7TYOW+VOKkI1ea3cdixrXH27Fl8++23OHz4ML744guEhYXhjz/+KLBJ3fz58zF16lThdceOHfH111+jVatWFh/XEAA9ePAAf/75p8nkmVqtFkqlEoC+aZyrq6vJvsZB1uXLlzF69GgA+jlqGGMm22o0GovzBAAjRozAV199hT///BM8zyM2Nhbvv/++VWmQ4nPOM7sME54oUU0QIYQQ4nTEnNi0JshJ+wRxHGdVkzRHycjIwIgRIzB27Fh06tQJNWvWRMOGDfHdd99h7Nix+e7n4+MDHx8f4bVEIoGfnx+CgoIsOq4hALpz5w6OHTuGSpUqmawPCgoSRptr0aIFbt68ib1796Jv377Yt28f/vnnH2RmZmLx4sWIjY0VRpbz9vZGamoq0tPThcDp6tWrVnwiQO3atdGhQwds2LABjDF07dpV6B9ESo5zntllGdUEEUIIIU5LxImEQREAOG2foNJi/vz5YIxh4cKFAPRDXS9ZsgQff/wxoqOj7XJMjUaDAQMG4K+//sKWLVug0+kQFxeHuLg4qNVqAEDXrl1x4cIF3L59G35+fli1ahWGDBkCmUyGhQsXokePHpg0aRJOnz6No0ePQi6XAwBatWoFFxcXzJw5E/fu3cPWrVsRERFhdR7DwsLwyy+/YPfu3QgLC7Pl2ycWoiCohAk1QVqtYzNCCCGEEDMSkcSkORz1CSq6EydOYN26dVi/fj1cXFyE5aNHj0abNm0QFhZm1rTMFh49eoRff/0VDx8+RJMmTeDr6yv8nD2rH0zCw8MD06dPx6BBg/DixQuMGDECSUlJiI2Nxblz5/Djjz8iOTkZe/fuhb+/v5C2l5cXfvzxR+zfvx8NGzbEtm3bhAEOrPH2229DLpfDxcUF/fv3t9E7J9ag5nAljWqCCCGEEKeVe2AEqgkqug4dOiA+Pt6kL46BtcNBW1NrFBgYaFFwNW3aNERFRaFJkyaYPXs2+vfvD19fX6Snp+P48eP4/PPPsW7dOjRv3txkv/79+5sFLiNHjrQ4fwCgVCqRlJRk1T7EtigIKmHCzNPUJ4gQQghxOiZ9gkTWzYdDShfD0N09e/bEokWLMGbMGEgkEmi1WjRv3hyffvqpWQBEyg4Kgkoa1QQRQgghTkvMGY0OR03hyoV+/fqhX79+yMzMRHx8PDw9PeHu7l6ktOrXr48HDx7kuW7t2rUYNmxYcbJKbIiCoBJGo8MRQgghzkssEgsDI3DUFK5cUSqVCAgIKFYa+/fvz3fI7CpVqhQrbWJbFASVNMMFlTEwxqianRBCCHEiuZvDEWINGuq69KCzu4SZjDJDtUGEEEKIUxFxopzmcE46RxAhpPjo7C5pRlXr1C+IEEIIcS4mNUHUHI6QMouCoBJGNUGEEEKI8+I4DhKW3VSdmsMRUmbR2V3SjGuCdFQTRAghhDgbKcv+rqYgiJAyi87uEmZSE8RTTRAhhBDibCSG2yPqE0RImUVnd0kzqQmiIIgQQghxNjlBEPUJIqSsoiCopJnUBFFzOEIIIcTZSFj2d7WIprEgpKyiIKiEcRwnBEJUE0QIIYQ4H0MQxKhPULEwxtC/f3+8/vrrZutWr14NT09PPHz40KbHTEhIwMSJE1G3bl0olUpUr14dH374IZKTk/Pc/vr16xg7diyCg4NRqVIl1KlTByEhITh37pxN8zVx4kQEBwfnuS4mJgZisRi//vqrTY9JCkZntyMYqtepJogQQghxOkJNEPUJKhaO47By5UpcvHgRa9euFZZHRUXh448/xv/+9z/4+/tblE50dLRFx3z8+DEeP36MJUuW4Nq1a4iIiMDBgwcRFhZmtu3ChQvRqlUr8DyPJUuW4MSJEwgPD0etWrXQr18/zJgxw+L3WpiwsDDcvHkTZ8+eNVsXEREBHx8f9OrVy2bHI4WTODoD5REnEoEBNEQ2IYQQ4oRymsM5bxDEGINGo3HIsaVSqb5liwX8/f3x7bff4sMPP0T37t0RGBiIsLAwdO/eHe+9957N89agQQPs2rVLeF27dm18+eWXePfdd6HVaiGR6G99V61ahXXr1uHvv//GSy+9ZJJGu3btMG7cOPTo0QOVK1fGlClTAABz587Fnj17cPXqVWHbZcuWYdmyZYUGaU2aNEHTpk2xYcMGtGnTRljOGENERARCQkKEvJGSQZ+2I2TXBNFkqYQQQojzkUJ/g8+cuE+QRqPBggULHHLsmTNnQiaTWbx9SEgI9u7dixEjRuCtt97CtWvX8N9//9kxh6aSk5Ph4eEhBBnx8fGYPXs2jh8/jpdeegm7d+/GZ599hoSEBIwYMQIXLlzA7NmzsW3bNrRu3RqjRo2Cu7t7sfMRFhaGTz75BMuXL4erqysA4Pjx44iKisKIESOKnT6xjvM+4ijDhGGyqSaIEEIIcTpi6hNkc99//z2uXbuGjz76CN9//z28vb1L5Ljx8fH4/PPPMWrUKGHZ7t270alTJzRs2BD37t3DkCFDMHbsWOzfvx9xcXE4duwYdDod6tati/r16+PMmTM2ycvQoUOh0WiwY8cOYVl4eDjatWtnVhtF7I9qghzBUBNEQRAhhBDidErDPEFSqRQzZ8502LGt5ePjg9GjR2PPnj3o379/gdv27NkTp06dMllWv359oQlejRo1LKpJSklJQe/evVGvXj3MnTtXWB4ZGSk0STt06BBee+01jB8/HoB+wIZt27YJ2/r6+iIxMdGSt1goT09PvPXWW9iwYQNCQ0ORkpKCXbt2YdWqVTZJn1iHgiAH4Gh0OEIIIcRpSXjnbw7HcZxVTdKcgUQisajfy7p165CZmSm8rlOnDvbv3w8/Pz8AlgVhqampeP311+Hu7o7du3eb7KPVaqFUKgEAarVaaJoGADKZTPhceZ7H1atXMW3aNACASCQCY8zkONb2ywoLC0OXLl1w9+5dHDt2DGKxGAMHDrQqDWIbFAQ5Ao0ORwghhDgtCTMEQc5bE1SWGYIdYzVq1EBgYKBF+6ekpKBHjx6Qy+X49ddfoVAoTNYHBQUhMjISgH4QhFmzZuH8+fNo0aIF1qxZg6SkJKSkpGDKlCnw8/NDixYtAADe3t6Ii4sDY0yolTIeJMESnTp1Qs2aNREeHo5jx45h8ODBJkEYKTl0djsAR83hCCGEEKeV0yfIeWuCSN5SUlLQvXt3pKenY/369UhJSUFcXBzi4uKgy77v6tevH3bs2IGEhAQ0b94cn3zyCdq3bw+5XI7Dhw+jWbNmGDx4MBITE7F7924h7Y4dO+L58+dYtGgR7t27h1WrVuHAgQNW5Y/jOIwYMQJr1qzBuXPn8hy6m5QMCoIcwdDGmGqCCCGEEKcjLgWjw5G8Xb58GRcuXEBkZCSCgoLg6+sr/MTGxgLQ1wQNHDgQQ4YMQUZGBj777DOkpKTg8ePH+PXXX7F//34kJSUhIiICnp6eQtrBwcFYvXo1Vq1ahcaNG+PixYuYOnWq1XkMDQ1FcnIy6tevj1atWtnqrRMrURDkAJwouzkc1QQRQgghTkfKKAiyh7lz51rdfAzQz6VjaVO4jh07gjGW549xGsuWLYNCoUDz5s2xfft2qNVq+Pj4ICkpCb/99huaNm2Khw8fmqU/ZswYxMTEIC0tDRs3bsTMmTMtnsjVwN/fHzqdDteuXbNqP2Jb1CfIEbJrgmieIEIIIcT5iAxBkBOPDkeKRyaTYc+ePdi4cSO+/vprDBkyBDKZDDzPo3379lixYgX8/f0dnU1iRxQEOQDVBBFCCCHOS0w1QeUCx3EIDQ1FaGgo0tLSkJCQAG9vb2HkOGu5ubnlu+7AgQNo3759UbNK7ICCIEcw1ATpqCaIEEIIcTbCENkcBUHlhZubW4FBjCUKauqX14h3xLEoCHIAoSaIp5ogQgghxNkYaoJ4MQVBxHJBQUGOzgKxAjV2dQRhiGyqCSKEEEKcTU5zOAdnhBBiN3R6OwBnmHyNaoIIIYQQpyPUBFFzOELKLAqCHIFqggghhBCnJWb63zQwAiFlFwVBDkA1QYQQQojzEmqCKAgipMyiIMgRqCaIEEIIcVpinvoEEVLW0entAFQTRAghhDgvcfYzSqoJsq/o6GhwHCcMLX38+HFwHIekpCSH5ouUDxQEOQLVBBFCCCFOy3BzxFMMREiZRUGQA1BNECGEEOK8RLyhT5CDM0IIsRs6vR3BUBOkpSCIEEIIcTaG0eGceYhsxhh0ugyH/DDGrMorz/NYtGgRgoKCIJfLUb16dXz55ZeF7peRkYGePXuibdu21ESO2JzE0Rkoj6gmiBBCCHFe4uyvZ50T3yXxfCaOn2jokGN37BAJsdjF4u1nzpyJdevW4dtvv0W7du3w5MkT3Lx5s8B9kpKS0Lt3b7i5ueHIkSNwcbH8eIRYgmqCbOTevXsIX7cB8fHxhW9MfYLsIiEhAdu2bEVqSqqjs1JuqdVqbNuyDZcvX3Z0Vsq1fXv34egfRx2djXLtzOkz2PnzDuh09LDLUa5fv44fN21Genq61ftKdPqaDl5Mt0nFodFoEB8fjxUrVmDRokUICQlB7dq10a5dO3zwwQf57hcXF4cOHTrA19cX+/btowCoGHQ6HV7Ev0BmZqajs+J0nPgZR+myefNmAMDGdRGY8snUArflxFQTZA/7d+3D/UdRjs5GuXb1/GXcunMLt+7cQpMmTSAS0Q1ESUtJTMbfV/4GALRs1RLu7u4OzlH5dOSPIwCA6tUC0LLdqw7OTfn0888/AwB2bd2B4SNDrdpXrNUHQTqx8zaHE4mU6Ngh0mHHtkRSQiJu3boFlUqFLl26WJx+t27d0LJlS/z0008QZz84JkWTmpwClVoFlVoFpdKycisv6A7FxlKz0grfSKyPPakmyLYkz3OCSpVK5cCclF+S51rh74fRMQ7MSfnFZ+ScB9cvOuYGieT498IVR2eh3Lv/KNrqfUS8PgjSOnEQxHEcxGIXh/xwlvaV4gGFQgEAVvUj6t27N06ePInr168X5aMhRjhNzt9arTb/DcshCoJspAa8hb9TUwtujkV9guzD29dH+PtJ1CMH5qT8UlZ2E/5+eD3acRkpxzijh6aP7lEg6mhPU184OgvllpLJhL953rqHjoaaIF7ivEFQaSATS1CzZk0oFAocOXLE4v0WLlyIkJAQdOnShQKhYhJLc74UNFlqB+bE+VAQZCMKD1fh70e3HxS8MfUJsgtOmvPvHHefgiBHe/LoiaOzUO49S3ju6CyUexporb4BJ7bhKc55KJP0ItGqfcXZ388aaolVPCIRFAoFxo8fjxkzZmDTpk24d+8ezp8/j/Xr1xe465IlSzBs2DB07ty50EEUSAGMau00KgqCjFGfIDuIvReDl5s1yHc91QTZiVFN+9O4OMfloxwzbu3wPMmCQUKIzTGj++34rCTwPE99sxxAxiRQc/qmJ0kJifCqXMnBOSp/RBIxkH3P9/heLLy8LS8Dkc75+wSVDvrP8aOPPoJSrsDs2bPx+PFj+Pr6YsyYMYXu/e2330Kn06Fz5844fvw4XnrpJXtnuEzTUHM4E07zzbhw4UJwHIePPvrI0VkptvinhTx9pZogu3ueRE1QHC0+M4megDuYFjokJlj3BJzYhnGficd3HzowJwQAnjx4bNX2htHh1Bw9rLQFkUiEjz78CNHR0VCr1Xjw4AFmzJiBwMBAMMbQpEkTAEDHjh3BGIOnp6ew74oVK/D48WMKgGxAq6MgyJhTBEGXLl3C2rVr0ahRI0dnpRhyHoEnpiUXuCUnyR4YQU3VkrZk3OnyRWaS1ZO5EVvI+cy10CEpMclxWSm3TAPPuPt0A+5ocTHW3YATW8m5Hj179syqPWW8/vYohdGwwrZCN+COknMe6MDTw0kjFjWH8/LysipRjuNw+fJl1KhRo9Bt09LSMGzYMPzwww/44osvrDqOMzG+4U5VFzwngcRbP4iC9ulTu+apPNNCB5VKJYxKQ0pIrsAz+WkCvCpZd/0gtpX8lGqCHC01qeAHY8T+0jIsGLnViEyjv5YlMuvnGCJ540E3386A11ETaQOLgqCkpCQsW7YMFSpUKHRbxhjGjRtn8QRx48ePR+/evdG1a9dCgyCVSmUy9HFKSgoA/WRcGo0mv92EbYx/21paQiIg1f+dxdRQq9X5DiEpquYLAEjatQtZd+4AYrF+7iCRGBCJ9PuJRICIA8eJALEYTKVCxunTgFQKZdNXCshJAe2XLRnS0uQmluW9nBkW5bc+vzTyOI7RtsyKY+d1vAT/JoDR/fadCR/BXZMFW+GkUn0ZAFC2alnQloUkVMh6az4HGH1uRS0Do7+tKgPj5dm/n1SsBQTkDBLycPV6cKm2GyCBk0iQceYMXgLwcOcucKKCPktbnQtWlIHxNkUsA9P0rCiD7L/T5G5A3ZrCovgTpxG9MwI2IxYj66+/wNRqKJq+Ak4qLWDjopcBYwx+L17g4a5fsq+lef2fm25v9CKPv4taBkY7WFgGAMAaviK8/ZSoB4gOCYXNiETQxMRA++gRZLVrQ1xgfyM7fydYVQZGOzCAMR4BSUmI3bot5/vSmu+EQspAHdxK+F7OSEtF9HvD9WkafsD0aTAGxvNCgiKlErIb0QCAG1nReGffO3CRuEAikkAqkkIqlkIqkiJLm4UTj07AS+GF6u7VhcNzuT7z3PcCxutzb2v+MmeBp9gTb1V6C7JUGcSqoo3YwEw+NBvun89iV41SeE8MQHRydLGOL3weRp9Tmlof4CqlSvPtbMCWaQF2LAP9SjPKTDmMP7AnKU+gk9i2mScDg06ngztzL5GaJp7nwRiDRqMxm0fKmvt8iwdGGDx4MHx8fArfEMDEiRMt2m779u24fPkyLl26ZNH2X331FebNm2e2/PDhwxbPJmzNEI3W4HUa4WLLwPDbvt8gluR9kRJpNKheuTJk8fHIunrVugNpNMi8cLF4mS2jkgNNg8PUew8geRJtl2NRGeTtcbuXTV6nxb9A5tULdjlWloXXjfLmqX8DoG7O64z0DGResFMZXLbvHDiuAGz3GKOENcy5HmXp1HYrA/W9e8C9e3ZJuyQoAahQyIiqRcQH5zysUnFaZBbhmpEp53A/oeAhmhOyEpCQlWB12tbylfmit2dvZGgzIOJKx5N8d6aEziiGyFRngufsc5OcqaGmi3lx1ylMRjnUajXIsEMzTw5coVPE2IparUZmZiZOnjxpNvdRRkaGxelYFARZG9VZ8iHExsZi0qRJOHLkiMVNlmbMmIHJkycLr1NSUhAQEIDu3bvDw8OjwH01Gg2OHDmCbt26QVrgk8uiWX/uhsnr19q2R4VKnvluz/fpA9V//0H34oV+gAReB/AMjPEAzwM8AxivfzrFM4DXQR0dDUnVqpBUqZJ3ogX1gSlwHUyfPhk/tcrvb+MnWSbbFD0d4+VcUdL5/RyMKYa8iyo+rrAJBjCNBuqo+xC5uUEaEJDPdoU84bG0HEppGYgPXQWQIiwRt2yFKoN7wSYYwHRaZN25i/uPH+Hlzp3zn0m8LJ4LFqaRcvsZ8DRnOFk+wA9VFn4FW2E6HTTRDwAwyIKC8q9NKGYZ6HQ6REZeQ8NGDXPK2dFlYE06J88Kr9SuCtuWAc9D9+w5dEmJkNUOAieX5bOhc58HOq0O//z7Dxo3bgyxRGK+Q3HL4M+coEfF8aiyeBEATp8/Lnt7jgM4EcBx4DiA8QzxX38N7RN9DfaCnv/DEw8dsrRZ0PAaaJkWGl4DjU6DZ5nPcCPhBpr7NEetCrWEY+V+Um/2mhW8Pq+n+QwMYp0YnmpP+Ch8IFfKzTcqJotrPCzejIMqy7Q5YVVFFZPpLCyV32fIwJCsSoaL1AVKsTKvXS1Kz1nYpQwy02H8T1VBWgEVXWzbTJ0xhszMTLi7u1s+kW4xZGRkQKlUokOHDpDLTc8FQysxS1hcE/Tbb7+hV69eNmtH+Pfff+PZs2do2rSpsEyn0+HkyZNYuXIlVCqV2Q2OXC43e7MAIJVKLQ5srNm2ONQZKkirFnAcqRTyVq3sno/yhNt/3uS1uE5deHVq7qDclE/iU7dgHAShsg+8+ve16TE0Gg3+2r8fnr16lci5XNq4i6+YBEE6hQJe/fs7LkNFpNFokCqRlN5yPnlG+FMrQqksA3vTaDRI43Wo0KOHfcrYKAhiHINHz56QSAq/7ZF5VkBM6PsQe3nh5QavoX5+D1tKGM/zuHPnDlJfpELhrYBMJiuRG04zVsQPadokaI1uG8U6CWTSfIJ2axi9bVeFjR52liZWlEG6Nhla42amWjkUsG1/aZ7x0Gg1UKlUdu1vxBiDWq3G8+fPIRaL4eLiYnY8a64lFgdB/fv3R5UqVRAaGor3338fQUFBluc6D126dEFkZKTJsvfffx8vv/wypk+fnv8T3lIiK83y6jhiH+pMVeEbEZviRCKTwcnUKiqDkibK1QxXo7VPP0hiOQ1Po2I5A3WGChKPwm97XF99FdU3boSkciVwTnQvIhKJULNmTTx58gSPH5eOEQdTE5Oh43JuwJMSkiCVl8KHGqVYWmIytEZloJAqoHC1bRBkqAlSKpUlEpi7uLigevXqxQ64LA6CoqKiEB4ejo0bN2LhwoVo164dPvjgAwwYMABKpeVVkAbu7u5o0MB0QlFXV1dUqlTJbHlpwHKVuTrdPjd/9+/fx5EjR/Daa68hODjYLscotXKdePa6AY+Pj8eePXsQHByMtm3b2uUYpRWXq5262k4DkWi1Wmzbtg2enp7o27evY56GOilR7k6iOvuUAc/z2LdvH1JTUzFw4MA8a+nLM+MHtRpmv7lmTp06hVu3buGtt96yeiTXsi7393JWehZcPCyrNXAtcPAbUxlXnyHlaAw8+9SCoq59y0Amk6F69erQarUWD0DlSD/tXIvnypxrUI9WnVHzZdvP96N+lIbkww/g0sQbrq9Y1n+9vNi9cwMeKXMezDet3gBt+nW06TE0Gg1OnjyJ1157ze4192KxGBKJxCbf+xYHQQEBAZg9ezZmz56NY8eOISIiAmPHjsXEiRMxePBghIWFoUWLFsXOUFmhzrLPDfjvv/+OFy9eYN++fRQE5cLlmvZKZacg6NSpU3j48CEePnyI5s2b082fEbFYAhh9L6s19pkLKzExEQ8f6ue/adGiBXx9fe1ynNLJtJ2Exk5zczx48ABXrugHRrhx44Yw2SExp4UOjDGbB+vp6ek4evQoAODixYt4/fXXbZp+WaPOsH1ncMYYEnbeAbQ8kg9E2z0IAvR9rkqqaX9xqVLTkabL+R7QZKjtMnVFyh+3wD3IQOaDB/BqFVDIyKHliyYtC2m6nCHiVWmZNi8DsVgMrVYLhUJRKv4vDYpUj9SpUyds3LgRT548weLFixEZGYlXX30VjRs3LlZmjh8/jmXLlhUrDWdhjxvwrKwsvHjxAoC+U1hycrLNj1GqiXLXBNnnCXhMTEyefxNAJDG9pNirKZbx4Cv3SvHIWHaRq624vZpiRUdHC39TGRSMgZmNYGQLDx7kjKp2//59m6df1qgybD/WoDY+E9Dq2wBr4tLBZ1HTR1Om38saOzwgZjoe6tic7wT1w5IZoay04HI1GdOoqYm0QbEa07m7u6NLly7o1KkTPD09cf16wcNIlmW5nznY4wb8+fPnJq+joqJsfoxSLVdTLI3G9hdblUqFxMRE4TXdeJgS5+p0rLZTU6zMzJwnunQemMo98pSG2eem7KnRZM9RUVFmxyWm7NFH0bgMnj17hrQ06yYELW/UmbavmdY8MR39THU3yebHKNVy1X6qsmxfBtoXWYA25/qjup1YwNblT+4gyF4tNEqjIgVBmZmZ2LRpEzp27Ig6depg+/btmDx5ssmTwfLOHv1RjG++Abr5yy13UxOVHZ52UBkUzLw/iu1vwHU6HdTqnIv4gwcP7PKUvbTKHYvYqz9KQkLOvChpaWlmD2mIKVW67WshjMsAAH0HF0KVZYeaoBemTeyy7tANuKncLTTsEQTlLoMkmx+jNDOrCbJTX93SyKog6Pz58xg1ahR8fX0xZswY+Pv7448//sDdu3cxa9Ys+Pn52SufTo/lrvJV2/5EN3zhVahQAYC+FoKevubI3SlfY4enHYYgyDAvVVxcHNLT0wvapVzJPVKLPYIgwxwAhuExtVotYmNjbX6c0sqsJgham18nGGPCuWB8PSL5s0dTLCoD66jtUQsRry9XaYA7ALoBN5fr3sgO38tCGfi7AQDUsSnULNGIWU0QjRgqsDgIqlevHtq2bYvLly/jq6++wpMnT/Djjz+iU6dO9sxfqWGY4ErM9B+p2g5BkKEPUMOGDSGVSpGamoqLFy9SIJQtd02QPU50Qxn4+/ujatWqAIBjx46VilF6HEHD274MDEFQhQoVUKdOHQDAyZMn7TYQRuljfj2w9ZO/zMxMIc1mzZoBAC5cuGDVJHXljT2CIMP1qHlz/XxokZGReJI9yScxZ48Bi3TJ+jRdm/oAYg66hCwkH4oGr6LvBABmfQXscW9kKAN5zQqQeCsBHkjcfRe6FGr2BQAiUcmMGFoaWTw6XNeuXbFt27ZiD35QVhlqgiQQQwc+35uOrKws3Lp1CwkJCdBqc57QMsYKDWYMIzF5enqibdu2OH78OA4cOIAzR07CVSuFlBcJwRjHzG+FijZWStECLEeEZaki/YVQysTQcLp8T3TGGKKjo/Hw4UOoVCrwPC8sN/6dl/Pn9ROyurq6omHDhvjpp5/w119/4frVa/DQySHlxRAxDgAzH58VlpZByXx69jhKFq8BpDlloC6gP0pqaipu3bqFlJQU6HQ68DxvUUD/33//AdCXQdu2bXHt2jVERUXhm0VL4ckrIeXFEJeSMrDHkXSMByT6BzI6Tv+/rVapIZOZT1BY2LmQ+2+D+Ph4APrhelu2bImLFy8iMTERy5cthxdcIdOJIWEcAC7fN1hYOTAw6HQ6/PjXmiJeuyxnj9LWifSfpaEcVAX0CdLpdLh79y7i4uKg0WjMHqrkVQaMMWGAkIYNG+LWrVt4+PAhvl/7PbzE7pBrxZAyo+ecebzJ4n2uxf/UGJBvGduiTDJF+uuPiHHgOWZRTRBjDKr7ydDEpYNl6cB0PJiWN5n/zLjNqaEPkMRLAbe21ZB68iGun7iCxFOnkSLKgBoa/fd7oe+o9F73C5Iu1X9wQhkU8ECGMQZ1TCrUMangs7RgGh7g88hxrvMh7Yx+ziSxmxTuHQOQuOM2Hvx7F5euXUaKOB0qqMEzQwk4thwccW+UzlSABOAYB8axAgfL4dU6ZN1IgPZFJpiGB9Mxi8qA53n4PbB+uhxHszgIWrFihT3zUeoZKiGkTAQVl/f8KC9evEB4eHixO6+6uLigadOmSLgTj/8e/ocUbTpSgGIOc1F2KJkMGi4T6jyaYvE8jx07duDGjRvFOoaLiwuCg4PRuUVnnL5wEhnaLGQgS39XUZ5H5sx+4KRgUmg4HbT59Ee5c+cOfvrpp2L15RGJRPDx8cHAfgOxb9dupEOFp1BTGWSTMTE0ALQcD1V6Jtzc3UzW2+JcUKv1w90OH/Yetq7ZhCSk4zlSbFcGzjNPZZEpmBTpnCrfUbFUKhU2bdqER48eFfkYLi4uGDJkCDZ/swFxuhd4obNhGdhbCZSxksmQzqkK7RDOeIaEbTeRGRlv9TFErlJUeL0mdkcewoPMp4XvUM4omRTpnDrfEUMZY0jafRfpF+OKfAyRqxSuzarg2D+n8FfMtSKnU1YpmQQZnCbfIEiblIXn3/0LXVLRakx9ONsPfW5vFgVBTZs2xdGjR1GxYkWLEm3Xrh1++umnctVHqKLcHeJUFTipDGlyVZ4n+uHDh5GWlgYPDw/UqVNHeDLLcZzwk5/nz5/j1q1bAPRfeNrnmXjlTiXUF7VFNB4jkUuDWqQzevBt+syjWN+FpWQiSsYYtJnJkGqzkFIx7yrfyMhI3LhxAyKRCPXq1YOrqyvERp35jcsgd3lkZGTg8uXLAPRlwKu0qHpSjcFcW0QjDvFcIlQiHfg8ykBfQ2fFM6BS8pnnRZ2ZDEl6AlKruEALfQ2PcV8hjUaDX3/9FVqtFlWrVkVAQADEYjFEIlGh5wEAnD59GgAglUr1T1h3P8EgdRs8xHM8xnOoxNrsGcpzPvPyWAZ86lMkVq0CLXioMsy/1P7991+zc8FQBgaGv3OXiaEMDJJ+eYC31a0QxyUhln+CTLEGWhEPmHzmxmkUXg6GWgKxWFwqJ8NVZyYDWWnQVHRHOlT51kKcOXMGjx49gkwmQ3BwMBQKRYHv2bDcuAxkMhnij8aiT3oTvOBS8YB/hDSxChqRofrCUA7WlUEeB7d+n0JotVpIJBY/j7WKRpUBqNLBKWVIV6gK7aubGflcHwCJOCiDvSBykQISDpxEBE5s/t7VMalQ3dc3SRS5SXHn9i0hAHLPZHCVuEPGSXJaaOT6JjZLkct3Taml02rBq1LAMS3SK+Q/bYLqXpI+AOIARXAliD1k4CQiwOhzN/lUsl9k3UmC5pH+wbLITYbk5GT89SAS4Dgos3TwEHtAxkkgyn5KXGgZCAvLThkAgDojCVClIqOyAlo+74eTKUdioEtSQeQhg6JORYjkYkDM6edcKuTj0Ol43Lt/D6Vtxj6LrjxXr17FP//8Y/Fs1FevXi137fNfe7cvts4cDe+qrQC5+YkeHx+PW7dugeM4vPfee/D29rYq/WvXrglBkFKpxJNf70AqkiAp6wnqj2gG/0b1bfZeSiue5/HtkDdQybMuALc8n3ZcvHgRANCxY0e89tprVqX//PlzIQhSKpVIPP0YLpwc6doUuLd0Q+dBQ4r9HsqCFaGjINVmAlVqA9AHPcYTyt6+fRupqalwd3dHWFiY1ROrGW7+lEolVPeT4Z4lgZbXIK1CPAbOGmu7N1KKhU+eh4Sk+5BUqQZwGqgzzfujGP6Xi3IuGMqA4zjoUtVQxGSC40R4mnULb34z1SZBi0ajwf79+9GrV69SNfmewd5vwnH3wi64eXYBkPeIoTzPC+XQr18/NGjQwOL0b968KTRLZDxD1ulYyCDGs+RbeP3bsZDJnf+prL3L+K/fT+HEpq9RsUZHAIC6kBFDM67qRzh07+iPCt0DC00/5Y8HOUGQixTHDh4GAEgTkzD+q6+hcKGJtJ8+eIIfPx6JCj6NAMjybaZuqAFybeWLiv2DLE5fXjsR8ev1tT4iFwlOH/sT4DiIM9IwJPQjVK/nX+z3UBZ8M+QdKJQeAPzynDZBl6ZGxtVnAIBK7wZDXt3DqvQ1Gg0e77+GJjbIa0my+PFLly5dLO6AXxqf2hWXVJ59Ac+OsHPPj2KYQ6l27dpWB0C5yeVypEcnQwwRbmVE4pVGQ4uVXlkhEokATgKWHfzkPtFTUlLw6NEjcByHpk2bFutYcrkcKVefQArgTvLf6Np7crHSK0tEYil06mThwbNarTYJggznQqNGjYp14yOTyZB8RX/Rjk2/iXrvdyxGrssWcfbnKsl++pm7Jig9PV2Y6Lc4/Tzlcjky7yRCxImQqIqDV5s65fL6nxdZ9ozsouyvTVUezeEMc/tIpVK8/PLLVqVv3O9U+ywDMp0YGl6NVH++VARAJUGm1PdR4Fh237gCmsMxHRMCGmW9Shalz2uMOgpJODxN0o/g6iX1pgAom9xF/7/IdBoAsjwfTjItj6yb+pEOXZtVKfKxRDIxbt+8rT9uOkNAcPlpjVQYTiQFnz1QUV7N1DP/ewHoGKTVXK0OgEozi4KgosyF4u9fvqJvqTy70zGvBSAxGxr44cOHAICgIMufcORHpAZkuuyqXZ/y889qCY6Tgtfqv+hyz49iuOmrWrUq3NzczPa1hkQiAV5kARAhVaKCwrV46ZUlIrEMGl4DKcTQQAd1Rhbg7i6sN/R9KO65IJFIkH7jBWQAXqji0PalusVKryyRSPU3YJLsDhe5J+o0XI8qV64sDK9cFGKxGGnZHcPjVY/Q4NW3ipxWWSPJbu5sCILymqXdMK9PjRo1rG4SZtyfTvVQP0BCovopajRpVITclk0ypf484LIfTubXFAsANI/TwFQ6cEoJpNUsvJ5rc4KglJQU/dgJjIdfQJ2iZrnMUbhmB0GGh5N59NVVx6aCqXUQuUkh9bPyu9TomQsTc0jNzAA4wNPVhx7IGBGJJOC1+u8BLXTgdTxE4pxm6oYBPpT1Kzsiew5j0VW3Ro0a9s5HqSeR6Z+8Ml4HQGL2tOPZM/0Ta8OwytYyGS0oSX+Tn6ZJgldQ+Qo2C8OJJMLTDh68SXtzQxlUq1ataGkbXVDFPAcJnx2IVix9I6LYk1giRhbLCYKyjGohMjMzkZSUBKDo54JwHLEYSFEDECFDojGbqLU8E2dfj8TZnQRzDw1sGEa5uP02JRIJMh8mQQogWf0CXr5FO7fKIsODMS47CMpraGDDBLO+vta3pDcOgtJj9EOTp6ifo17wq1anVVbJFNkPJ7NvvDUFDMSieaqf703m56bvA2EBZhQEGcpSpMqC30u1i5LdMkkslQAQgdflXwuhicv+7P3dLf7s85KmytD3yWU8fHwDi5xOWcSJJNBp9NcJxgHaLA1krjm1lUIZBLjnuX9ZReOJ2YihORzLPtGN50dRq9XCjZ+Pj0+R0jf+wuMy9BfeTF0afAIDipReWcVxEvC6nBs+4yYjhslmLe3bVuBx1Po7Gw2vgodv8W7myxpOJAEDg4Rl10IYzY/y4sULAIC7uzuUyuIFj2KxGJLs00Ls7lqstMoaUXbgL86+xOeepd1wPapUybJmP/kRi8XQperLVyMGxHbq4F4aSbKbJIqyh5fNKwgyXJOKUg7GD8aynus7hmdo01CxiA95yiLhe9lQE1TA/CiaZxn6fXxcLE6faXO6CCRllyWn1aBqbXo4aUoEXmdooWEeiGqeZn/2VSz/7AVGvTTSs/Q38pxWC5+A0tZF3744kRg6Xc41SJWeKfzNNDy08frX0qpFKINSjIIgG5HI9F/+jDcEQTlfUIa5HKRSKVxcivYPZvyFp82uCcrSpVMQlAsnEkPHa7Ln6jG98TDMrm7pKIcFEWXpr7xZunRU9KOLrTGRWH8uGJpiGU8SaTgXitMEy0DMRMKIP7JKxU+vLBFL9J+9cB7k6pRvCII8PT2LdRyJRAKRKntuIYX5PETlmf4JOIT5NPKaO87wUKAoD2aMvxM0SfobGDW0kFJ/IIGhSSIMDyfzaIploI3XX6ck3pY/nGG6nJqgF9ktDTitDhWrFv87pkzhxOB5/XdxXjVB2gTrP3sDpsuJgtKEIEgDL7+i9y0qi0RiCTgYfSek53wnaJNVAAM4mQgi9/J1HacgyEb0QwCLc2qCkDMRquHGz9296NWMxjVBWdkX6yxdGjwqF79WoyzhODF02U2xAJgMS2uYXb24N34AwGUaauPS4VmleE/Ty5qcICi7FsKoDFJS9NXxxTkXhONo9RdzlS4Trl6exU6vLBGLczWHy6cmqLjnglgshoTXn2ucS/n68iyMoYl0Qf1R0tP1N21FOR9MBirKyP7eETtiKkbnJc0OzHMeTuYfBOlS9eeI2MOKAQ2MmsMlPNeP1CfScVC4lb7RDO2KEwv9UTTZ/VGM8UX57A2MyiApQf9QgdNq4FWNgiBjnEh/nc7r4SSfkvP5l7d+VBQE2RKX0+4VyHnyZ4sgyPipn+qFvulDli4dCrfy1X6zMJxIDC3TGJ3oOVW+WVn6k76ozbCMLw66FP2XaZY2HZ5VKQgyZph3SWiKlWVeE2SLIEicfUqodBnwqExPXo0ZaiHy649SnJtvYxKRGKLsnsmSCtQ3zpihORyyb/jUuYIgrVYrXNcViuLV3og0+oLmZfSVbswQiPIWBEGGG3GRu+UBjHFzuJQU/bVNDClExejXUhZxEEGXXRMEDtDkmjPLEICKihA8GvfLSkwwBKIMbhXLV7OuwohyBUHG0ybo0or++Zd2RbpiJiUlYd26dZgxY4bQpvny5cvFmvG6LOAg1p/ouW480tL0QUtxRiQzrgnSpmWP8MF4aoOfCycSg2c6SJnp0w6tVit8hkW94TB+8spn98vSMBXcPOkG3BgnNu2PojL6wrNlECTS6W80NLyKakRzEUuy+6Nk/8+qjZpi6XQ64QGN8dDlRToOpz/PtLwGLp40UqUxsTBiqKE/iukNuPFceoaJs4tKlD1Ds1hJwzIbE/oEZQegefVHAfTXdsONoNiK5kDGN+BZ2YOPSLjydyNZKE4EnVFfXXVazg044xn4dH35WPPZC/sbBaKpKfp7LY4H1cblwolytdAwGjFUl2L9/35ZYfUd9L///ouuXbuiQoUKiI6OxsiRI+Hl5YVffvkFMTEx2LRpkz3yWTpwYvBGo2KpVCq4ubnZPAjiVfoRsXgxPfXLLXeVrzp7ZDJb3HAY18bx6dntm3k1lB7UH8WY2BAE5dEfJSND3wHW1bX4Axlw2aeEhqnhRTVBJoSaoOxO+RqjmiDjWqHiBkEiTn8N0jI1XGzQz6sskebuJ5qrU77hmiSVSoXa06ISMxHAARJXqo0zZgiCeN7w4NC8PwoAsCwdkH0zLXYrWhBkeLAgkdDNtxlODA76/1Mdx0OVkQXDYzA+XSPMKSdyLUJNkFHTuozszv4iiKg2LhdRroeTxs3U+SI8ACgrrL6Lnjx5MkJDQ3Hnzh2TJ+q9evXCyZMnbZq50objRNDyRv1RstvhF7cZFqCfWdyAqfUXckZDApsRiUw75WdlmgZBxbnhMA6CdOk5X6qSUjibvT0VNDKZ4VwobvMfAGDZI/RpeTXcK3kWO72yxDBZKmfolG/UFMtwLkgkkuLffBuCIF4DNy8KRI0ZOuWzfDrlG8qhuIEokNNUV0ajJJowNIfTGYZnhs7ku9TAUAvEycXgpFbcFhl1wdJl1/jJpFQblxuXfZ0QJm82roVI05eNyEVatOGx+ZxCUGU38RJZ/3y/zBOZNVM3CoIy9dcmkUv5+9ysDoIuXbqE0aNHmy338/NDXFycTTJVaomyO+Uz/T9SVnZ/FFt82RlfuDlD9a+EaoJyM9QEGU50jco0CCrOzbdxGfCZ+i88HT1sMmMIgkR59Eex5Y0fr9KXgZZpqG9cLkJgzpv3R7HpzXd2GWuZGq7UHM6EYcRQQz/R3E2xDA8EbFEOgL5Jl8yN+kEY0w9YJMp32gSDot4EGtdCGIIgqZRq48xwebfQAACmyv7sFUV7IGM8Opzhu0YsKn8384Ux1AQZ+nAaP5w0fJdy8vL3uVl9Fy2Xy4URnozdvn0b3t7eNslUaaUfmUybb1MsmwVB2RUSTEo1QbmZDc+c3U7bFjccJqMxqfUXbp4zf6pY3olzBUHGNx22rAnis/RloOXVNCxwLsLwzDrz/ig2DYKy//31zULpBtxYTk2QYWjgvGuCbHEu6NNXQ05BkDlObNIfRZNpPl8Ty74JFMmt/E41qoXQZVcLyRUUBOXGGYIgztApP6c8hBtwRRFvwI3KwFDjbRgdk+Qwaw5n1EydZRXx/78MsDoI6tevH+bPny/c2HAch5iYGEyfPh1vv/22zTNYmhhOdGmuIQhtceNnHAQZxnnnZOXvH7Ywolw1QYanHbYORGEYjYlqgswYgiDDDbJaY6fmcEJNkJYGCMnFEATlNUmkLYMgCINTaOBCTbFMCP1RdNmTyebqj2LTcoC+SaKSysAMB30LDQnTfydkGU0SacCK+CScM3oQafh2UCipDMxkN9cUWmhkmd+AF/l+xqgJnTb7YY9UTE0SczM0hxMeTqpzvhNyaoLK3z2l1UHQ0qVLkZaWBh8fH2RmZqJDhw4ICgqCu7s7vvzyS3vksdTgcvVHUWXaribIz89P+FucfTEXK+hpR2457V5NO+XbogyMRzTjsjvEMglFQbkZRibjco1MxvO80FzBFjd+Ljr9k3ZdPp2dyzNpdnO4vOZHseXNdxVlZQD6WgiZCz0BN5bTH0UfBOnAmzxIKW45+PrqJ2l+ObAOAH0ZKN2pJsgMJwYDM2qhkWW2CZ9VtJvAim/XgaSKCzzfqSPc6Lu4UtPc3AwPiHNGDDVuDle8WgjXFlUh9XeDR9fq0GWfX1IZBUG55TRTN59I3tDPnCtik8TSzOrHpxUqVMCRI0dw+vRp/Pvvv0hLS0PTpk3RtWtXe+SvVBHGYecMTbH0F1tb3HQ0adIEABAQEICsJTf0x6MZ2s2YtXtVmw5OUZwaCC8vL7zzzjtwdXVF5to7+oViCoJyE2pleNNO+cYj9BWnHEJCQnDy5Em4PdWfTzqOJojMTZgfRacBILZ5EDRhwgQ8ePAAPtEuAOKh5dWQUTMgE7Ls6zOvMx2Zz/C/X9xyGDZsGG7cuIHaMn9k3LwLLa+GK9UEmeE4MRgMDyc1Jv1RDPgi9kuR+rig6v8103+/7NUvc3Et+iiwZZbQQsN00Cig+LUQIrkYVSa8AgDQneQBjoNMRtei3AyjtsIwWI5RM3WW3bS8PDaHK3Ibknbt2qFdu3a2zEupZzY8c5btaiFEIhGaNm0KXq3D4+wnTlJXCoJyE4Ig4WmH6Q14cZ9+BwcHAwDu8PogiFGTRDPiXJ3yDU2xDIGoRCKBpBjN1/z9/eHp6Qn2UAdADJ6CIDOGIEg/P4rtg6DKlSujcuXKiP7vX0gA/YAw1C/LxP+3d+fhclR1/vjfVdXb3bNcspmEAIGAQCAgu0pg2BHEmXF0Zh5B/c6MOuB8GRwdmFGQWUTmURSRQb+OgjOOAsrA+FO2GCXIviRAgBBICGv25W691nJ+f1Sd6r739lJ9+1RX9+3363l4SG463ZU6XcunPp/zOXJOkO0UoAlAaO41QQZBjc5T7O3txXHHHYfhp92GRJYw0c15WZPpOmCXPpycHAQVsxFTOy/5T9WFg1QPj4OJZHc4WaFhlgRBfmMEBTfg8kqQYCZoEl1WaHi/L+0Y6geiHXg/U/cR/53vfKfszzVNQyqVwtKlS/HBD36w4dar7ciflK8V56MIIdROgC1ZlyDGhfEmKQZB7u9NS92coHGf472/HudclIn8SfkTFolU3Q0LlhsECWbjJpE34G5XrBRM2BBCQNM0pceCnSt4QZDjl6KSK+6VK9uOiZhcOy6dB2a4f67qumB7N5G2sJDsZhA0kValM5nUaDbCf6ruOEj1cAwm0d17ookVGgDgFNTNR5FzdJN8IDNJca6u93CyNBMkHwJMtTlFG6v7X/ytb30Lu3btQiaTwcyZ7roQ+/btQ3d3N3p7e7Fz504ceOCB+N3vfodFixYp3+BWNrE9c6FQQKFQ8LuKqbjpkO0ghRCswS9D1r3K5ICcj6JyQr77/hqgAUaC87ImivnzUdybMxkEqe6GJY8FedxRUbEczt3nAgK2bSMWi6kNgrwuiUJjIDqREXO/lw5sPwgqnY+iahysvHtT4wgbcZYkTuLP1dUMQBQrNErJcqCp3ojLNeQ0IZBkJmgSGYjKIKjsDbjCUqxEig+IJ5JBkPArNLxzty0gTPdnbIwQwNe+9jUcd9xxeO2117Bnzx7s2bMHr776Kk444QTceOONeOuttzBv3jz87d/+bRjb29ImtiDMF/L+hU7TNH+yciPkugSOsPnUrwz5NHriIpGqM0GadzI3EixJnEiWwwlLro8SzhjIcjvEOu/EXYvsTGZZxZtu+fRV6VpNpgyCGn6racddo6Z8x1BA3TiYXgMeRzhINLAg93SlT5iUXzofRWr0RtxfSFsIJPlwcrKJmaCSjqHFphSNZSEcx/GbUyS7GIhONLlCw70uy6YIAOcEBfLlL38Zd911Fw466CD/Z0uXLsU3vvEN/NEf/RFef/11/Nu//VtHtsvW9YmT8s1xFzpNxdNS7+m3A5sn2zL8zmTepPxC2EEQm1NMIp84OX5nMvckK2/CE4oCR9mCW2MZ1iR+JsjJQRcaHE2gkC+gu7s7hCDIYCaoEk0HhF12fRRlmaBsAQa8TBDnQkyilTYsEuWDoOJaNQ2WwwmBOK8Jk2heEKQJAWjhZIL8QBQKH7RNI8VMkBcEeZUasikIDA1arO68SNur+1+8bds2WJY16eeWZWH7dneC5oIFCzA6Otr41rWZSZPyzYLym29ZAuQIB8luPu2YSJagYELKV3U5nAx040le8CYa35kMsGCPa4+tKgiS3ed0ZoImkWNgOflJWQilQZDl3XgwCCqrOB/FvTaUlmKpmiNne81fHDj+zSYVySCo3HwUqdHGCKbsfCkEEoquMdOJPA7gz9Ut3kOqWqOmNAhiWehkfoWGd08kg6AwyhHbSd1nzNNOOw2f+cxnsG7dOv9n69atw+c+9zmcfvrpAID169fjgAMOULeVbaI4H6WYhVA9GVx4Nx1u/TefdkwkO6DIlG/BUZ8JEo6A7jW/0JOcEzRRLOFlgkpXaTdN9Zkg/wM78+RdjT8pXxQmrY+idrFUb70snUFQWXIB7TKdyVTNkZMTywXYJbEcv0zdO2ebZYKgRm/EC3n32NKE4HyUMoqZIO/hZElnMqGoMcK4TBCDoEn8Cg35cNJbX6+TF0oFphAE/fCHP8SsWbNw7LHHIplMIplM4n3vex9mzZqFH/7whwDc1p3f/OY3lW9sq5vcmcxUujgkANjeBDYHtl/3T0Wy7lWmfC1n/KR8JePgFG82jAbrmKejWNwNciwr7z/5k01CAIUliV7GVTf49Hsi2R1OQCDuZSHyGXUt+33yvoMxUFn+IpGyHC5XvAFXNQ62Ny/LEQyCyvEzQX6FhjnpNf46KVMshyv4a6AJ/yEQlfCCINkkqrRlv/JyOCGQYOfcSWTDIkuWqQsvE5RrLAva7ur+V8+bNw+rVq3CK6+8gldffRUAsGzZMixbtsx/zWmnnaZuC9vIxMWoCrapvBzO9jsBOXziVIZf9ypTvsJS3qZcliQCQCzFQHQieRNge6VYJmwUCsXSUHWZIPemRot35hOsahIlD0j8+SgK1y3zeWWnbIxQnl8OpxU7hgIYd05qdByE6T3RZSaoLP/hpCY7k1XJBE1xnZRiORxgdOC8ilr8Dp62DcSKk/IBwGmwM59UDIIcxDknaBJZDudY7rIJFmwIy+n4TNCUQ79DDz0Uhx56qMptaXuyHA6iuEik+iCopByOmaBJZCbIdrybDbilWGGUAAFAjGMwicxCmE6hGATlC8rL4XQBQENHTuasJVYyOTuuxQAB5LMhlMPJQ4FrNZXlL5sgA1Fv31uW5XazQuPjIOdlCS4aXJauy46h7u/LZoIKjWUj5LhqAtBjPBYmkuVwjj8pv1i6pioTZFmlzSkYBE0k54na3tqJFhyIgu3vfwZBdXjnnXfwy1/+Em+99dakSYY33HCDkg1rRzILAdsB4kDBsZTf+MmF8Rxh+5E9FcnucI5V/F6OjY2FtlYTGyNMJgND28khJgxAA/LpbAhzgrx5WcwETRKLxeDWqImS9VEKcBxHbRAkS7A4J6isYjmcnI8yft0yoPHjQVgOAJ1zgiqQmSD5DZXNciThCIhCY+uk+B3nBGCwPHcSGQQJR85H8UqxHHVr1Jg5GYiyOUU5xSoZ97tqaw6snOl3h5tqKWi7qzsIWr16NS688EIceOCBeOWVV3DEEUfgjTfegBACxxxzTBjb2Db0CS0IbWEjm80CUD8nSMApBl3kk5kgyzFhiCRszfE7Feq6rmitJtmhz0aMEzAnifu1xwUkUJwLoT4I8tqUMwiqwABgIa7HAMcthyttTavinFRsU84gqJxiJsgrhzMnN2rRG+zo5gdBHIKy9All6qWT8oFiOSEw9XK4ggxqmQkqS/MCQ8crWTO9Sfnj16hp7H4mn5djwExQOf5ctZIGEoV0vpgJmuJ3v93Vffa96qqr8Hd/93dYv349UqkU7rrrLrz99ts49dRT8dGPfjSMbWwbMgshSp40jYyMAFAYBOWKmSCdQdAk/uQ/u4CEF+OXjoGKtZqcgjcGsJHgnKBJ/BJBYSOmyUn5OeWNEWSNvx7ncVCWd+PtzwkqmZel67qXLWqQTD7w6XdZmj6hM5mpfsFaNwjivKxKJnZtLZ2UDwAiLyN5QItP7XssM0EaNDZqKUM+DLC9jqEWbAhH+PNRoANoMHgsBqICcTanmMRvllPy/S9k8myRXe9f2LBhAy6++GIAbslFNptFb28v/umf/gnXX3+98g1sJzIzYzsW4sL9Qg0PDwNQ9/Tb8oIgW9h+0EVFMZkJsvNICPfXQ0NDANTdfFv+vCyH5XBlFPeJjYR3E5grCYKUzQnyTl9Gihe8cvxJ+bqcj1JQvniznGeh8cavLHnzJ/d0GIs3C9mtkkFQWbJh0cRFIiXZYlxLGFM+JmSZIwSgszR0ElkOZ3vffxM2hFkyHyURa/h8VChpTqEzMz1JPFHycLJk7bjiQsGdeR2t+8rV09Pj38zMnz8fmzdv9v9s9+7d6rasDfmlWHYBSbhfOPU34HLCP8vhypHzpEwn72eChofcQFTVQqnFDn02g6AySptFJHT317lsTm13OAF/rSaDT/3KmxgEFdQv3ixvNTSWAJWl63I+iteZLIQgyF+riUNQVrFM3WtYNCkT1PjEcKtQzATRZH45nDdXV2gCVsZUmoUwC8U5QezQN5nhBUFC2G6zHACFLDNBdd89nHjiiXjkkUdw2GGH4bzzzsMXvvAFrF+/Hv/zP/+DE088MYxtbBsyM2M6eSREF6C5k/IBld3hLMQgy+E680tbjax7tew8uoUXiO4bAhBCJgiO33GFiuIl+ySpxwEbyGXVNkYobYTFNuXlaZoBARRLEgt55Ys3a0LzOvTxXFSObozPBMlJ+UrHQbbs531fWXIMHC/4kZPyJRU3gZbltXlmEFSW3xihZKpALp1DwkveqOhMVtr6nCWJk8XldVfYiOsGsrY7T9TJew9qGAQFc8MNN/g39tdeey3GxsZwxx134OCDD+7oznBAaSlWAUnRN+7PVJUA+fNRhOO3/qQiuVCnLUw/EzQ0tA+AukyQLJ9whM1sXBnxkqAkYcQB073pCysIMtimvKyJ5XC5Ql55Jkj3bvr4QKY8PxMk2zPb4zNBSs5J7NBXlTxHO3LtONjj/ry0HG6qGARV55fLOhY0aBAQKKRziFvutUBFFsLKu8eWJgCDmelJ5ANiIWy3WY7tZYK8qVTMBAV04IEH+r/u6enB9773PaUb1M5K10dJYPyNmaobcIsL41Vl+Ae642YhAOwbHgIAdHWp6eRmlwRBbE4xWawkyEno7q/zioMgOMWLXDzFksRy5HwU2RghbxYzQarOR8UFa/nktRzNb8/snq/ztvrGCHKtJsEgqCx5jrZka2A4sC0bhhe4K8kEeR23GASVp3nZOOHYiMNAARYKuRy6HC9TqqQcrmReFsvhJvHXlRQO4kYMMN15ok6hszNBdX9TDjzwQOzZs2fSz4eGhsYFSJ1Izgky7TySYvzNcXd3t5LPkO08BZwar+xMpZP/koaXFfIuUMoyQbJNueC8rHLcdTLcU0vCuwkcy6aVjoNW8vWPdejJuxZ/jRqvFCVvFdRmIFDMBBnMBJUlS7HkAtoFR/2cIL85BYOgsmSZum3l/Z/lx7L+r4WCTJDNTFBV/pyg0vkomTyEt0aNmnK4YhBksDHCJMW5ujbihjd1I1/o+DlBdQdBb7zxhn8zUyqfz+Pdd99VslHtqtieOec3RpCUBUEWM0HVxEom/8kgSFIWBHktaR2wQ19F3g143Ns/Q2m3TbmmaWpu/Cz3ImcLCzFFpV3Tjb9GTUkQpHxOkHcJ0dimvCy5Ro3jdSYrwILjOP76cUoeCPhtynnjV44fBNkmDOF+XzMjaf/PHQWNEeQ9kaYxA1GOnBMExyvFgtssR21jBK8cDoKZoDKKTZwEYt55qZArlHz/O/McHvhf/ctf/tL/9QMPPICBgQH/97ZtY/Xq1ViyZInSjWs38gbccsxJQZCqUizHkpkgBkHlGCWZoFQsAZSsi6esHC5vQQPL4aozAJjunCAAw1l3wdquri41rZm9TJAj7HHd6KhI8zuTuQq2qbwczl+rqUMX2qvFKCkDkgqFYjCq4pykCbjNKRgElSUrNIRjIaHFkEUBudGM/+cqbsQdr0Ofxu4UZcmgxH046TXLyeTgJBoPQCXLzwRpbFNeRrzkOhn3jolCPg+R6+xMUOA7uIsuugiA+yT3kksuGfdn8XgcS5YswTe/+U2lG9duZCZIOBaSejEL0dXV1fCq4D7bAaAxE1RBsTOZjWQiCRSrHtS1yC7IDn0sh6tE0wwIAf+JkwzaVQWick6QIxyk4gyCypGNU+T9QF6YSjMQQMlaTWxTXpbMBNlOATo0OJpALptTGoz6t3tGZ97E1CIzQY5jI6HFkRXjgyAn65VkdU39O2x77bd1ZoLK88rhhGMjEUsABSCfzfkPB3QFWQjTlCWJVE5pxUQ85s3VzeaK5aANfP/bWeB/teMd5AcccACefvppDA4OhrZR7crw0o1C2OiJpfwJq/39/co+w10d3IDQGASVU+xMJpBKjC/56enpUfIZjpd2d8vhOvPEUYvfnnnCXBFlQZAtgyDbXxuKxtPK3BSPjLhliSpuvoUQXKupBpkpzlsFJGIx5GAiO5JWXA6nMRNURSzutci2LXfdMhvIpotPx5yMez7XG7gJlPdHKrLc05F8ICOE93AyA+QyWX/xVL2n8fOHPy+LC2aVFS8pWY5718xsxmsNpzX2/W9ndf+rt2zZEsZ2TAtxeSPg2BhI9vlZiJkzZyr7DHfBN4N5oApK1+1JJcffcKsKRm2zpDuc0Zknjpp0A7CL5UCSsgyELIfjosEVyfbMlmNBF24WQi7erGQc7OJZSGcQVJY/H8UxkUDcDYJGM2rL4eT/uTZKWYZfoWEjGUu4pVjpnP/nMhOkdzceBOkas3Hl+IspC9t/OJnL5eDIIKi78QdZsk05lefOy9IBOP69aj7rHgd6d6xjG6sEOuq/853vBH7Dv/mbv5nyxrQ72RpYCBsDqV4/CJo9e7a6D7Hk6uAMg8opTv4DepPjm1H09fVNfPmUFNcJcvjkrwLZmWxiGaiqMZBLfXBeVmUyQLdgIQE3CzE8PAxATVZUOMVzEOdllaeXrFGT1NzzUXYso7QcTnbo44K15Y0rU48lgLy7eLPkZLwgqGvq32HH6/6nqSp7n2b8FtmwkfS+8/lcHo7eeAAqWZZsU84xqEjTgZIyflOT+79zz9+Bvnnf+ta3Ar2ZpmkdHQTFSzqTJVJJrLAOwDuzR3Dssceq+xB548F777JiJU+k44nxB7a6FtnegrXMx1UkO5MJTSApYsh7J1tV2ThZ8uC2Ke/cE3g1sj2zaReQEDHktGKXkN7e3obfX1jFPuUMgsozZHc4y3LXzHKAzFha8ZwgrtVUjWyW4zg2kt5i2rlsaSZIZiMayAR5QZDBBczL0mWWUjhIprxMkJkvZoJ61GWC+GCyMg0GBCy/WUjBe5qoYv+3q0BHPUvggineCDjQkzEcax2IM95/MHpmzVL2GfLpK8tey3OfcGhwFwvQMNPpwT49jf3220/ZyVGwQ19NsizEEhZ6RAp5bQyAwiCodE4QM0FlyUxQwZbdKotPv1UEQbIsFACMDm2vWov8bjqOjWQsDhSAvXv3AnBv1lRk5GQmSGcmqKyY3x3O9lvD5/LFNYP8TFADT8MdRwA6y+Eq8cvhYCPZ5Qb+hUIBTk5dJkK2oedaTVVohntr5J2XCt7DSaO3c4Oghh4dCSEgxNRvBG+55RYsX74c/f396O/vx0knnYT77ruvkU2KVNwrh4Ow/ZaPsge7KpqfCeKBXpn7tbZ1gROtQzC/axDnn3++sncvrtXEBWsrkZkgU1joFcWn3bNUPRDw5qOwOUVlfjmcXUAPik1CYrGYknWCnIL7/beFNa4MlYrkE1fH9kqxAOze5y423tPTo6RrqCz/0blWU1mxeLFMPZX0SrEKbiZIOKIkCJr6/pMPxCbOgSRX6Xw1mQnKmwW/M5mhIBNhsxyuJnldlqcdE14QNFNNlUw7mtK35T//8z9x5JFHoqurC11dXVi+fDn+67/+q+73WbhwIb7+9a/j2WefxTPPPIPTTz8dH/7wh/HSSy9NZbMiV+xM5kBLeC0hc4on68lMEI/zyryncY4m8B5nFv5o7mlK17CSi6UyE1SZPNlajoWZovi0e968eWre318nyOGcoAr0klKsXqM4AX9gYEBJVrR0blws0blPEqsxSuYEpeLujcbuYTcTpGp+HNdqqi6WLGaCZPlhvlAAADhp072mao09DZcPg3WWw5WllwSHsZTXntl2x0BLGNBSje+3YptyPiCuxJ+r6936y0xQrIODoLrvHm644QZ85StfwWWXXYZTTjkFAPDII4/gs5/9LHbv3o2//du/DfxeF1xwwbjf/+u//ituueUWPPHEEzj88MPr3bTIxUqehgov/StvFFTRZOatQzt5BOMe6LZmu71QFGfjYNkAdAZBVciFOguOicOshXhH34tDP7BcXYtsy8sEsRyuInnjYVsW+hPd/sLBqpY3kJkgR9hIcE5QWaWdyXpT3cAwsC/jNqdQUZIIlKzVxExQWbIxAoSNlFeKlTfdcjh7xL0R13vjDXXXc4TMBHEMytFixX0rF+30sxAzkmoeyshyOK7VVJEMgmRfrYI3BrFBRdflNlT3EXvTTTfhlltuwcUXX+z/7MILL8Thhx+Or371q3UFQaVs28bPf/5zpNNpnHTSSWVfk8/nkS+p5ZVrXpimCdM0y/4dSf55rdc1onSdBsubcGZna29bXbwn4EIP99/SrkzThKbpEMKdCxEH4OTUjoHtBUGOJjgGFcgnogUrh17MwkcKx2POyccp2V+mafploQ5sOILHQjl+EGSamNHb5wdBs2fPVrK/8lnvabqwAWjKx6AZ5+ywya5Yjm2hJzV+/k9vb2/D/7bStZoQUz8GYWvKGMuFOoWNZI8bBOXMPEzTRGGvu2iq3pdoaBvk4zBdN9puDMJmmub4ANN7QCyzEHp/XMk+s22vQx90jkElsmGRN5/ThA0BAW1equF91krn63q2oe4gaNu2bTj55JMn/fzkk0/Gtm3b6n07rF+/HieddBJyuRx6e3tx9913473vfW/Z11533XW49tprJ/38wQcfRHd3d5m/MdmqVavq3sagHLs4R+S1LZuxBP149/W38ci9ryj7jMWWDhhAJpfFvffeq+x9pxXvacfGza/iGCzG2N5RPKlwX80eFhjEbNiOzTGooOB10HvzrTdxGOZDg4ZV9z4IK6Eme9ZjezeXwsF999/PjkBlDHkPiYaG9qG7J44ukUBWK2DPnj1KvreJ3TEciX44cPDo448juWFjw+9ZTpjn7LDtfedtAEChkMewt0aTtHPnzobHQXOAY+DOs9u85XXsaNPzUZhjnN3hZt6EsLH5bbfJU9pyr5+D25PYHz3Ynd3X0DXC8dbvGx0d5TWhDPf87K5R88K6FwAUsxBvj+3A4/c23nwrm80CCQO2xetyJV7FIDa/usn9hQa8vmQEa3/3oLLPaIXzdSaTCfzauoOgpUuX4s4778Q//MM/jPv5HXfcgYMPPrjet8OyZcvw3HPPYXh4GL/4xS9wySWXYM2aNWUDoauuugpXXHGF//uRkREsWrQIZ511Vs2uU6ZpYtWqVTjzzDP91XLD8J07fgRAYMnSJcD2vZg3OBeHnXeosvff+PhvAAA9vT1Yed55yt53ujBNE6/feRcEgEX7LwL2At2xFM477xRln/HS+oeAMXey53kcg7J+vPpJDI8Bc/bbD/pIDCJn4/T3r1SSdjdNE4+/tBqAGwSpbHoxnfxyw1a8sRXo7urCvAULcNHG4xD/g3lYtFLN+Wjv87tgvrYZQthYufI0zFzwHiXvKzXrnB2mp8zf4okXH4SuAYcvPwKP//5F/8/e//73Y+nSpQ29v5O3sevJpwEAhy4/HMvPWtnQ+zVbM8Z4x+vv4I7VdwLCxgfOPBXrf/QKsijgnLPORvo37yCzZRvmL1uMZectmfJnvPC0OwazBwd5TZhAjrHbmczBMUevwOZtW2BqNhw4OPjE92L5sXMa/pxN655HDg6SySTHoILv//I+5AvAAYv3xztb9sBxHBzx0ZOUdG1tpfO1rBILou4g6Nprr8XHPvYxPPzww/6coEcffRSrV6/GnXfeWe/bIZFI+BeCY489Fk8//TRuvPFGfP/735/02mQyWbarUTweD7zT63ntlGgxQJhwINxK7YJQ+nmaAKC5C+NF/UVrWd58FNMxASTg5G21+6pkrSaOQXlyLoRjWdCTMdg5G4atKdtfxXI4tcfXdBL3zpWOZSLWHUcPUhhIzFA4BrJNuYNkVyq0cQj9nB2iVLcb9AvHwqw5sxEXBkzNLUVZvHhxw/8uu1DMrCa7km27n8Ic464+WYZoo3+2mzVzNIHcviycPW55fXJej5LPj8cTbTsGYdM0A0KYMIQBDRoEBHIw0b1sdnHeVgOE8Bpc6DGOQQXFZjkOUqkUMpkMbFvt/VErnK/r+fzAM8hefNF9gvVHf/RHePLJJzE4OIh77rkH99xzDwYHB/HUU0/hIx/5SP1bO4HjOOPm/bQbTXN3fsFxU71CeWME7xcGy38qkZPyZRtUWA6ErbCdtd+hj2NQieG1pTULBb/zj5NTeCzIMWCb8oriXita2zL9xfDstLpulcIsNqdgh77yEt3uHBThmDD6EjjIngsAOOigg5SsEeSULlib4o1fOale2flKwLZspOCem0a274G50y2bie0XrJy+EnlZVnEzP11putcQIVdAd4+7v2PnLFDWmUw2p9AbaHAx3Rlem34znyuumZXLVfsr017gK9fy5ctx3HHH4S/+4i/w8Y9/HD/5yU8a/vCrrroK5557LhYvXozR0VH89Kc/xUMPPYQHHnig4feOiqbHIRx3Un4K6ltk+6uD80CvSLZnzps5AG6aV+RtaN1q9plWkgmi8mIJ9wRrFfLQZ3mTMRUeC7JFNjv0VZbw1kRxrLwfBDlphQ1CCu54ums18eavnKTXktlxTBi9CZxkLcNCfRDv+6iacp3StZpiycZu5KcrmY0DgFw6h75EN3KFAna9thVz9ron8cT8xgJS4c1JZBBUmQyCCll3/nc6nYb9HnX7y21TrkHX+UCmEj8IyuX9TomdHgQFvitcs2YNDj/8cHzhC1/A/Pnz8clPfhK///3vG/rwnTt34uKLL8ayZcvwB3/wB3j66afxwAMP4Mwzz2zofaMk042m14JT+WKpMgiKcz2CSmQmyCwUoMXdr3goWQhmgiqSCwdbhQK0lJeCVzgGekk5HJWX6CpmgowwgyDhsE15BbIbmXAs6H1xGNCxpLAfErqamz/bb1PuIM61mspyr8nuuTqfzmKw3y2Je/elNwEA8Xnd0LvV7DsGQZXphgyCsn4WNJ1OK3t/hwvW1mTE3WtCIZ/318xiEBTQBz7wAfzoRz/Ctm3bcNNNN2HLli049dRTccghh+D666/H9u3b6/7wH/7wh3jjjTeQz+exc+dO/OY3v2nrAAgAdN1bCMxygyChOAjSmQmqSfMC0UIuBy3pZSFUliXK+27GQBXJTJBt5qF3ySBIYVZUZoI0BkGVxGUWwjah93hjoDQIct+L5XCVJb2yHwgTiOnFhzKjBSXvX1yw1uaCtRVomgZ4Zeq5dBbzFi4AAOwR7uTp1GGzG/4MmQmKei5EK9MN996okM37a2SNjY0pe38hGATVEpMPJ/N5f82+bDYb5SZFru476Z6eHnzqU5/CmjVr8Oqrr+KjH/0obr75ZixevBgXXnhhGNvYVnSvLEQuxiZMB8JWd6MmM0FGjAd6JTITZOUL0JNyPor6UizOy6pMzkexzAL0lPpyON07pFgOV1lSTsq3S+cEqQyCvBtwMBNUSXE+igXLcqD3uzch9rCaIMg2iwvWMgtRmT9PNJPFkqPdLrZb9X0QKQ29J81X8AFeEJSY3LiJXLIUS5bDAWozQf50aYPHQSWlZerMBLkaSicsXboU//AP/4Avf/nL6Ovrw69//WtV29W25NMOf1I+1GYh/ExQgkFQJTITZJn5YimWwoyc5j1xAsvhKop781FsswA9hHI4mQASHIKKEl1yPkohlDlBTmkmSOf5qJxUT3E+SiGdgyGDoBE1zX9kJkgwEK1KVmgUMjksWrwI3V1dKGgWshfMgtHfWODidiWTQVCi4W2droqT8ouZoNHRUWXvL/xyOB4HlfiZILPATJBnykHQww8/jE9+8pOYN28evvjFL+IP//AP8eijj6rctrbkP+0o5P1MgcobcN0bMp2ZoIpkEGQWipkgofIGXP6CJYkV+TfgVsmcoKzCbJwfBDETVEmytDOZFwSJvA1hqemo55iyFIsd+iqRxwEAZMey/g23PaKoHK4kE6SzOUVFcj5KPpuDrus4zFuH8OW3X234vW27eG2JJxkEVSKXTTDzOfT19QFQHQS5YnwYUFHx4SQzQVJdd3Fbt27F1772NRxyyCFYuXIlNm3ahO985zvYunUrfvCDH+DEE08MazvbRumB7t+A5xXe/HlPnIwED/RKNC9AtAt5f06Qo3IMhJyXxTREJQmvHM6xTehdIXSH84MgjkElfhAkLDcQ9c72qrJBjiWzEAxEK3EzZO73P5fOwBiQ5XBqMkF2SSDKTFBlpZ3JALfbLQC8/PLLKBQaC0hLg6AEy+Eqkg+IrXw+1CCInSork2vH2cwE+QKfNc8991z85je/weDgIC6++GJ8+tOfxrJly8LctrYU87pvWHnvBjxjhZMJYhBUkezQV1qKpTQTJBesZSaoonGT8lPqGyPo3hiwOUVlqV45Kd+CAKB3x+GMmbDTJoyBxm/WhClbZDMTVI2mxyAcG/lMDjP63TIgVZkgf60m2AyCqii2BnaDoEWLFmHGjBkYGhrCq6++iiOOOGLK721ZxYcK8uEPTWZ4AaJZGB8ECSH8h7sqsDlFZfK6bJsFZoI8ge/i4vE4fvGLX+Cdd97B9ddfzwCoAiMh615LSrEUBUHCEdA13fsclsNVosWKQVAxE6SyHI4d+mqRWQjHCadFNucE1SbbMwM2CtmC3wbYyajKBLnBDzNB1ckFtPOZ0jlBihoj+G3K2aGvGlkqWMi5GThd13HkkUcCAF544YWG3tvMF8cykWQQVEmsZNkEGQSZpol8Xk1WVFYFMBNUWUIGQTYzQVLgu7hf/vKX+PCHP8z2gzX4mSAzDy3pZSFU3YA7xZsNg+1QK5LzpWwrnM5kfhDEeVkVJUo7k6VC6NAnU0BsTlFR6aT8fCZX0iZbzTjIuUVcq6k6TbYGzmT9DJyqxgjFNuUOb/6qmJgJAoDDDz8cAPDmm2/67ZWnwi+ncxwkUhyDSvxlEwp5JBIJJL2AUWVJHMBMUDVxb+04x2ImSOKjbMViyZJFIhPemhCqMkF2sezE4Mm2Ij8TZJt+IKq2JFEGQTx8Kimdj1IsSVTfIptnsMriJU+ls2MZ5ZkgIecEsTlFVXIF+0IuPy4T1MiNt2Tni5kglsNVZsSLncmkwcFB6LqOfD6PkZGRKb+3WfDeUwi/EoQmk+3DLdMNGvv7+wGoC4L8tZr4gLiiZFexTJ2ZIBdvIRQrTjzLQ/dK1oSp6Aa8ZL2hGOcEVSQzQY5VzEKoXLRWZiHYoa+ylMwEOSa0rmI5nIobP6A4FUgwE1SRu0iktz5KOud3iFPVGEE+lGEIVF1xkcgcjD7vJtkWSsbBKZmXxfNRZaVzdf2fxWKYPdtdKHXnzp1Tfm9LZoKEQJzX5Yrk2nG25e4v5c0R2Ka8pmRX8bosM0GmaY5r7tFpGAQp5rcgtEx/PorIq5k4LBfGA4BYigd6JbI23rGLY6B0Ur4MguK86agk2StLsUw4soueLSBMNceCLjv0MQiqqjgfJQu92zsuMorK4WQQxExQVcVFIrPQYjr0Xm/hWgXzgsbNCeJaTRXFSibll5o5cyYAYHh4eMrvbXpBkAYBnR1DK/KDIG8heZVBkOM4xSCIbcorSvhzdYtBENDZ2SAGQYoluooHulzQ1FG0WKos6bKFhViSKd9K/AycY0JXPS8LJR36GARV1NXX7f86bxb81I2qLn3+nCA2p6hKtgbOp7PKy+E0LzPN5hTVyVIsOSlfZXMEuVYTm1NUF/MqNKwJQZAsyWqoHM70jichYLBEuiL5gNix3f2lPAjysDlFZcmSCg1d1/15WZ08L4hHrGJ+941xmSA1N352ycJ4TPlWJoMgxy5A8yflKyyH02QmiKUPlSRLFonMjWVLOsSpyUL487L45LUquUhkLp3zgyBbVSbIkZkgJW83bflBkLdGjb9gqoK1grhgbTBxPwgaH3iquBGXc1wgmAmqRs4TnVgO10gAKo1bq4lBUEVdskJDmHAcwXlBYBCknN8a2CoUMxKKMkGlC+Nx8l9lhpcOF6JQEoiqLIfzMkFJZoIqcSdpu/spO5JV3iGOmaBg5HyUXDpTUg6nJhPkz1HkfV9VshSr4D1t9RdMVZAJEpacE8RMUDXy4WSYmSBNgJmgKmQWwrHVzwkat1ZTF4OgSlL9skLDgpk12SEODIKUkwsUOnYhhHK4YiaILbIrM2RwIkw43pwRVZkgIUrXauIYVCNLsXJjmWKHuKziTBBvOqoyvAnhhUwWuuLGCPK+m80pqoslvAnIuRAyQRbnZQUhW/bL+ShST08PACCTyUz5vU2/MQKDoGpK742A4r5Pp9MNv3chX+zQl0ikqr+4g3X1FsvUM6MZZoLAIEi5rl73wHacArSku3tFQU2pgl/6AIftUKvQ/flSDvLeEyJRsCEcBTcKJR36jCTHoBpN97IQYxnlC6b6zSmYCaoqFndvCPKZLHTZpU9RIKo5zAQFkfBuNMy8e6Ohck6Q7DyqquvidJXqdm/+bGv8E28VN4H+YqlCQI/xYKikq8+9NxKOu79kFkLFYqlmSYc+zpeuzJ2X5X5HM8OjzASBQZByXf3FA12LyyBIUSbImxMkhM2F8aowShZLy+XkEyI1rcpFaZtynmyr0g33iXd2LF28AVc1J8iblyWPMSpPlmLlMxm/fFMUFLUql+/BTFBVfilWXmaC3CDIUREEsUNfICnv4aRtjb/hVnETaHoL1moADD6UqahLlmKJAmzLGbfvGz0fmWxTHoimaf7DycxImpkgMAhSrtsLgiAKcLwbNXWNEYpzgnRmgirSdB2Ae8OXzWT8b7mKzmRygUgAiDETVJUsxcqlM8X1mpTNCfLmZfE4qCqW9LIQuZw/Pw4OAKvx7LQm34JBUFUJLwthFdwbbX/dLAXzFGUQ5HAIqppYiiXJm8BcLjeuw1g9ZBAEATZGqMK/N4KNXDrvdyZzHAeW1dixMG7BWjYsqsqv0BhNMxMEBkHKFVsD27C8jj2q5gTZBRkEcXXwWjRvQnh2LAMtKW86Gh+HYjZOIMb1CKoyYl4WIl2cE6SuHM49dWlsU16VzEKYuaw/RxFQcyz4yQcGQVX5pVjefBRdZddQf8FaZoKqkWXqwh6fCZJBEDD1G0HTW6tJE1y3rJpkT4//6/TwKBIlHW4bvQm3ZDZOCBgsSayqWKHBOUEAgyDlEt3FAz3vHZiqMkFOzn0/BwyCatH9px3FMiAVpViON7/LXauJQVA1filWNltsVa6qMQLblAcST8n5KDlougYt4ZXoqgiC5C/49LuqpD8fxb0B9+fH5RsvSxT+Wk0MgqrpGvCCIFEYt88Nw/Bvxqd6I2iajZc1dgL3nsWr0BhJj1unptF5QQW/9bngPNEaSh9OMhPEIEi50tbAOa/8QcVcFKD4tMMWNnTOCapK9w70XCZdbJOtICNnlzSniLE7XFWyK1YhU9IdTtk6QVywNgg/EyRLseQDAZWZIAZBVRVLscZngmALwGoseNG4VlMgxTJ1E+aE736jN4KWbJHNDiE1yVKs7KjbEU7VTbhVMieImaDqimXqnBMEMAhSrnTiWS7nfrFka+tGOaXlcAZv/qqRTztyY5ligwqz8XEoLUmMMxNUlVwh3MzlShojKCqHk23KOS+rKj8LYbo3Gbq3v5RkgoRcsJaXkWomzkcZX5bY2EMBuUYqg6DquvtkhYZAdnT8DZ/MBBUKU8voWHKeKJNxNclSrNyo25JcVSZINkbQBDuG1lLsGMpMEMAgKBRygcKs/GJZzriuYlPleJkgRzje5H+qxF8fJZtVGgTJcjhH2IjFmQmqpliKpbYcTjjFtZp0dgKqKtkzfj6K0kyQXKuJ2biqih1DvTFQWJYoM0Gcl1VdomTuT2ZkbNyfxb3zuFz0tF5yUr/OTFBNeqy4eDNQDIIavQkvMBMUWMx7OFnIZpkJAoOgUMhSrGyuuACbipK40lIsqi4Wl62Bs/5NmpogiM0pgkqUzEfxMxAqmoSwTXlgqZ4J81ES6ibl+wvW8slrVd3++igmHK+RgbJmLcwEBaLpOqB5DydHxi/O2WgmyPY7m3EQajFiXuZhzB0Due+nGoBKhXxJJogL1lYVL+kYykwQg6BQ+KVYmWyxPbOCmz/HdE+2gkFQTaVPO5Rmgkz3BtwRNtsz1yBXabcKxfbMKjolyrbAANuU1+KXYlnqO5PJTJAeYyaomu6BXu9XJgpZ92ZP1Tj4bco5L6smXXcfmMj5KFLD5XC2O4bMBNVmxIvrlgGNZ+Ekq6RNucFjoSq/TD1fzAQVCgXYtppS9XbDICgEsZIDXWYhZBlVI2Qg5bD4uKa4l2Y387mSIKjxg9zy2qE6cJgJqiHpBUG2mVeagSjNBBkpZoKqka2BHW+VdpXlcH4miAvWViUDUQBIj7g3f355aKNBkDwUNN741eLPRxnLjPt5o0GQ480J0jQeB7WUzkcB1AVBhZIgiG3Kq4un3PORmc/55YjA1L//7Y5HbQiMRMl8lIS6zmRyoU5HMBNUS2nKV1dZDpcvLYfjDXg1Ka9dvG3mocs5EEo69BXnZbE5RXXF+Shua2BdYafEYoc+Pgyoxm0V796YZb35KLqi6wI79AXndwxNq84EeesEMRNUk8xCFLzyK2WZIK9NuQa3ORVVJh9OWvksDMPwm2wxCCJl4oliKZbKmz/Hku1QmQmqJd5VUoqlsjtcXjansFkGVEOy18sE2fmSNuUOhNPY93dccwrOCaqqy28NXIBlOsWHMgqyon45HBsjVFXaMTTjzUdRlRmVlwKNQVBNpR1DSzU6L8XxmlPozATVFJMPJ72J+OoyQXLBWh4HtSS8jqGW1yyn0YcA7Y5HbQj8rli50kyQgnI4LwhiOVxtiS43ELUKecUtsotBEMvhqvNLsez8uLbAjY5DsTkF12qqpdga2EY+XfC7kikph5NtyhMMgmrxl03wJoSrKkssLljLS3ktct2y/IROWPJGfMqNERgEBeavW5ZXGwTZVmN/v5Ok/MWb3WwcgyBSLu4vUJhXWw7nTVwTDIJq8g90M690TpBdMidINxgEVZPqc8dA2AVoMd2/Y2v0WHBkORxsxBMsh6tGtsgG3NbAelLNQxkhBAzNfS+dgWhNcj5K1lsfRV05nOzQxyfgtRglizeXanhOkBcEcU5QbYkubz5KQXE5nMWSxKDkHEXZMZRBECmXGJcJ8p68KshCyK5YzPjW5k/Kt3JKW2T7QZCwWXtcQ3e/2xVLiAIcIYrj0ODTb7lgrS1sZoJqcOetueegzEha3UOZkpJGLlhbmyzFkhPCNUVzs/y1mliaW1NcztXNqV0sVc7R1XWOQS3FCg3VQZDXnIJBUE0pWaFhud93BkGknHz66s5HUZcJkl2xOCeoNpmFsC215XCiJBNE1fUMyPkoJgpZC1rSeyDQaCaoZE4Qs3G1abp785cZHvODoEbLsITFIKgefmtgb5FIVWWJut+mnJfyWkrL1EspmxPEIKimRPf4xZtVrRNkMwgKbOLizQyCSLmuPhkEqe2KBWaCAuvqk/NRCoC3grSSTJC/YC0D0VqSPXI+ioPMUFZZCZBjFjv0xeLMBNUiV2nPjirMBJWs1RRPsSSxFjkfRXYmU1WW6GeC2KGvJr8UKz9+YchG5wQJ4V4LGATV1tUjO4aqzQTJBWtZnVFbV1+xYyjAIIhBUAjkhHDbyittjOAHQeyDX1O3l4UQogBHk0GQgg59BblgLYOgWmRZKACkS7IQjR4Ldr5YkhhLJGu8mmQpVnY0raxFtt+pUgjEuzgGtch5ovm0m4UodoezGnpfPxOUYBBUS8qr0KiUCZp6OZx7LTAYBNXU5ZVIy0n5yoIgRy5Yy1vaWnpm9Hu/spDP5ht+CNDu+I0JgUw3OlYeiKvLBPmthRkE1eSv0i4KsLz9pmSdIIvNKYLSDQPQ3Juz9PCoso5YZs49WTuwYXBOUE1ygUI3EyTPR4126CuWJMo6f6os0eVeE/LZ8S2yG11EWwZBBlvF15Tqda8JZl5xYwQZBLE0tyZ5A+6oDoJsuWAt741q6ZvV7/96bM8QM0FRb8B01F26QKHXtafReRAAoHnXS66IXFuqRwZBeZjyqbWKOUGWnBPEICgI2RUrPTSmrBTLysk25Q5iXLC2pljSfQKeG1U3J8iS2TjYiKeYCaol5ZUBFTITyuEabZEt25RzXlZN3QN9AADbLN8ie6o34vKBGJdMqK131gAAQDg5N4usKAth27JNObNxtRgxA9Dcc/bonmEGQVFvwHQkT7ZC5GF7T+qUlMN5T5y4JkRtsv4bALJe+YOSIMgrqRN84hRILO6WxGVGRtWVYuW9TJBwoOk8FmpJpLwgKD2mbl7WuEwQg6Ba5EMZmYVQ9UDA8C7hsSTnZdXSPeA+AZ8YBDV6EyjnBMUYBNXUPzjg/cpCdjSrLBPkyHI4Xg8C0Q33ujy2b4RBUNQbMB3JtDtE3u8hpmSFdodBUFCxRALwngplvTp8Fdk4R04IZ4e+QGIJ92SrMgshW2SzQ18wyW73fJTPpMe1ZpY3b1NhlzSnSCQZBNXS1e8+GPODIFka2sA5STjCzwTFmI2rqXemV4plj2+M0HAQ5P2fWena5LIJADC6V10Wgh366mPE3OtyeohBEO+mQ5Dsll2xTJhygVMFmaDiwngctiDkgZ7x6vAbLT0BUNKhj5mgIOIp91jIjo6WzEdpMAjyMkGclxWM7NJXyBbnBEEAsKZ+TrJzMghy3AcOVFV3//hSLCXlcCUd+mJdvAGvpW9msRTLKdl38ibQtm1/bkk9/CCInSpr0g0Dmu7OIRzbq+4GnM0p6iMfTmZGRpW1KW9XvJsOQTEIArI596mTisYImnegc2G8YAxZiuUtUNjo028AxRtHHjmBxP1SrLSyeRB+i2xmggLxJ4TnMv66ZUBjGTmrtDlFnEFQLXJCuG1N7A7XQCbILp7LWJJYW+/sYles7EgxGxQvCV6mciMol6yIMwgKRDe8IGhfMRPkOA4sa+qdEv0Fa/mAOJBYwr0uZ0eYCeI3JgRGLAbNcL9YOS8IUtIYQbZDjTMICiKe9FK+6VH3B6LxeUGyQx/blAcjsxD5tLoW2cKUbcopCJmFsAoZaLpWXDy4gXEws3Jelo0YO/TV1OOVYgk7DyFEMStqOsWun3VySs5l8W4GQbV09RZLsUb2Dvm/jsViflexRm4E48yIBqLLCo2SUiygsX0vM0Exg+eiIOLenOlseoxBUNQbMF3FvAPdn5SvshyOEzADiSeLB7pcSLrhbkx+m3IeOkH4E8JzmZK2wI2uUcMFa+sh56NYXimWpqBBhcwE2cKGztbANZV2xbJMx8+KAlOfL1q6aDA79NWm6XpJKdZw8eea1lBJkCyNTrBNeSClpViGYcAw3GNBRRCkG3xAHESyq/hwkkEQhSLmZSFy2WIpVqN0ZoLqIjvE5TJpZZPywUxQXbr6vAnhuYy6zmSyQx+DoEB6ZrhjINfmUBGMWvlim3KuzVFb74zSUqwsENNLHsxM7QGZnS9pTtHNtZqC8EuxhkbG/byRVs3yLBTnws2BxJPFeaJA440pAHboq5dsllPIpBkERb0B05WcC5FOjwFQ1B2Oq4PXxS/FKgmCVGWC2JwiGBkEWYUMtKRXAtRoICrXfeK9dyAyC+HY7oRwPdH4ONj+nCAGokHIdYIAYHTPCDRNazgYtb3qAlvYSDITFIicJ5odGh3384ZuBL2HAEl2SQykdJ4ooCgIAsvh6pHqda/LhVyGQVDUGzBdyUg7PeaebFWUw/mrg7MGPxB5A57PjCmblC/v+RgEBSNXp7bMrLJyOCE79HEIAvFXCBd55NKWkjVq7Lycl8XmFEG4pVjuTfKYNx+l0XNScdFglsMF5ZdijaoPguJdnBMUhGwclfceEKsJglyxOB8QB9HV596fWnkGQbyNCIn8kqXHZCZo6hNgJc0bLgZBwcgyoEI2Ay3l3YDnpt6BBiguD6TFeOgE0bffDACAY2Uhb/UaLYcT/lpNTAUFIR8GACZG96ZL1qiZegDjeM0pmAkKTrbsH9ntzkfRGgyCzGwegNslMcYOfYHIlv3pCeVwU50T5DiOfx5KpViSGESqRz6cdANRud9kE6mp8EsS2aEvkN5ZMwEAZn5kXClow91z2xDv5ELSPeAe6JlM8YlToyVxulwYj2tCBCIXx7MKGei93loQI4097SgGQZyXFYScCyFEHnnvpnuqcyB8zATVxS0LdW/U9m7do6Q01C64N4uclxVcPOU+GBvetQdA43OzrJIOfXwwFkxXv3vzl963d9zP5Y24XE4hqNJ1hVI9XQ1uXWfonT0IAMiPDQEA+ryHNKMTsnP1KM7L4sOAIPrn7AcAsArjO/R14lpBvI0ISa+3MFs+NwJ4T/zs4cZuwHVmguoyY557oAsnDeFlguyRfEPvWWxTzrR7EN0DM9xfiAwyWa98R1FzCmg8fQWh6wZiCfcGfN/WHdBT7nfXyUz9gldsU84gKKhUr3sDPrJ7N4DStYKmlp2WmSAhHOhcJDKQvpmzAQCZ4T3jft7f7z6sGRkZmfR3qrFKbhqTzAQFMnPeHABAPjsEQE0QJJuMsF1/MIOL5rm/EBasXNZvbtNINq5d8S4iJDO8A104YxjOuBc5a29jXzCZCYqn+LQjiH7viZNwxvDS2l0AAGu4wSBIdshmJiiQ3pmz4F6hHGzZuBUAIHJWY2WJMggyWA4XVKJ7BgBgaOcuZL2Sh0bOR7JNOZtTBNczw70BH9vrBkG21yjE2je1c1JxwVrOywpKPgHPpYfG/bzLa2pQbxBklsyjSPVwXlYQsxfOBQDYhREIIWB4C50yE9Q8M/brAzQ3c7nn7XfR5QWP+/bti3KzIsEgKCQDgzILMYKMt7K3uSs75fcTQpSUw/FkG4RMu0OkMexlITJvjzX0njo79NVFNwwkutys6PO/fwU5L4CxGjgWNFm3zLWaAusecG/Ad72xDc8+th0AkN069WPBkR36Gt+0jtG/n3tNyAzvwcjuLF5+wc1GFLanp/R+sjkF52UFN3O++3DSzA35P3NsGy/e/0sAwO6dO+t6v0LeC2CFQILX5UDmLlng/crCnnfexfr73H2/fevWqb+p9zCGazUFE0sYMOIzAAC/+eG/I7/HfUi8d+/eKn9reuJdREj69pOZoFGMeTd+w682EGWXPOxjF5pgugcGoOkGAIEh02tQsTvbcIMKADA4ATOwnpkyIzfiHwv5bQ0Eo2xTXrdZC+YDAPZtfxejptdaeWd2yhNhhZcJYnOK4OYeuAgAkB3ZgQ2PbcOINw7pN+rLPkh23stCdOBk5qna/8hDAACONYShne71+I0X1iK/ewcAYMeO7XUdE4VcaRDE63IQXf1d0GPuNeGh/7wV9pD7MGD37t1uo4kpEF4UlGCXxMC6+tzz0b6tb0IvuN/jd97YEuUmRSLSu4jrrrsOxx13HPr6+jBnzhxcdNFF2LhxY5SbpEz/fnOg6TqAAvT5bumU+XYDNa8lJ4c4nzgFousGBhctBgCMFrbBFgK6I2Dtqm/y67j3ZCaobu85dCkAwLF2YJ/l3mDse3731N9QyCCIJYlBLVl+KAB3DIZtAUsI6JYDa+fUjgXBtZrqdtCxRwAAHGsXnv71a9jnVQhoQ3k4U5gXZBWYCarXjDmz/CfgGx5dCwB44Tf3Q89nAeHAtJ26SoLyWVnKKBBnFiIQTdPQM3N/AMCbLzwJvZADHAe2ENizZ0+Nv13pTd3/JbhWU2D7HXC4/2sj52ajX9+0KarNiUykQdCaNWtw6aWX4oknnsCqVatgmibOOusspNNTKw9oJfFEEnOWHAQAKPS+CSEEEjkLhSnedNglHYS4Onhw85a6T/6Wvi+H3ZZbErfn0amn3WWbck7ADG7hoYcBAHr6dyG+xK1Ddt4Y9m+k6+V36GMmKLBF730vAEDYO9A3KLDXC0b3Pr5tSu8nHO98pDMKCqp/cD8kumYCEHDMTcjYAmnbgQ5g39M76n4/u8DmFFMx6z3usfDsr36O3//sP7H5mSehCQE9616b1z35ROD38oMgIWBw2YTAlhz9fv/XGgAj61YGPPf0U1N8R5kJYjYuqIOPPx56/CBoRhJzZ7vl0vvG0nV3SGx3kT7Ovv/++8f9/rbbbsOcOXPw7LPP4oMf/GBEW6XOgccchx2vv4YXHr4dA3P/GAu6D8Ib330K2mH96Np/Bnrm98FIxqDHNS9r5HUf80pMipUmGvJDxUnM8R4GQUEddOwJWL/6Aby8ZhXSPe9i7pwLkHtyK17dsw/dh8xAcm4fkjO6YMQM9zyqaSgZAhRv8dxfxTQ3+2AkebIN6oAV74MRi2Fk11t4ete/Ys6iz6IbfXj1+kcQP2Imeg6YicRAErFUHEbMcI+FKvfWuqMBBtuU12PGvPmYd9DB2L75Nex7+3vYbByAOXMuQO7xd/Hqrr3oPmwWUnN6kehLuseCrvkdgwD44+H/xHsoIxgEBaZpGo4662w8/b+3w8quRk9qLV4fWYojZ74fw796DXs2bUPvYfshtV8XYl0xaLoO3TCg6Zp7PvLOTZKVyQHoZjauTh/4sz/B/3ztKeTH3sFT99wJAOibcyLMzChy3cBjTzyJ4V1DOPCQQzB7cBCJVArxmAE9pgOa1x9U06BBw9AeN2ukCYw/Xqiq4y84BRsefQmOuQXdM4+DmX4Bdg/w+BNPIrN3DPPnvwez585HKpWCEYvBMHRohg5N12AYmrf4sFa8R/Lun1gOF9yBR89Bqv8iOI7A2J4R6LMeg5Pqxg9u+i4OX3YY5s6bh4FZs9AzYwDx2OSHvhO/7qZlwcy134KrLVXTMzzsLiI3a9assn+ez+eRzxc76chOLqZp1uxvLv+8mX3Ql591Ht5c/xy2bnwZL+xdg7mp/dFdiAHPp4Hn05hqvstI6B3Zzz2IieO86IijsPT4k7DpqcfxVnoDluZWYDC1ELHNeWDzDuSxA/X0ZkoabiZDi3MMgop3deP4P/w4Hr/zJ3Dg4Lm9v8PJcy5Ez6gGPD4E8/Eh1LMnB+PuBHNoGsegDqf86Sdxz/VfhZnL4m1swEG5ozEntQjdm/PA5m3IAQjaL24B3DmPhh3eGERxzg7b+y68CG++8Ax2btmEsT078Jo+hP17DkN/YjYSr2ThvPIWgj6HnYtuAMAMY2bb7qMoxnjhe/fHBy/+Ep64625YhRz0+FIUCkegy3kX+cIG2IkkXnj9Vbzw+quB31PEYm07BmErN8Y9s+I4/sPnY+39b8MygW7bQN5cDyeewLpNG7Bu04YpfVYsznEIKtGtY8U5i/DsvW9B1/uRGu5CJgXsy2bwyHPPTu1NHQfnXXC+2g2dgnq+A5pokSViHcfBhRdeiKGhITzyyCNlX/PVr34V11577aSf//SnP0V3d3fYmzhlQgjkdu9C4bk3sMCZg9mJueiNDaAr1jul93v6hD3Q+QS2LnY+BwiBoec2YPbeBOYmFmBWcg6SRg8Mrf6MwtPz34K+ZGrj16nMsVFohoHc7l1wXtqBhfoCzEkuQHesD3G9/id4LzmbkDul/AMTKs9Mj8EcGYKR6sLIK69jcKgLCxILMSOxH7qM3rqfZu8t7MKWU5mRq4ewbYy98wYAINE3gJENr2PuaD/ek1yMgfgsJPSuusfh2ZM6r6tTo4QAzBEdhSG3CiDe62DvKzswnNmEQpcDJxGDMGKBm3+sWLEi5C2efvL7dNg5HYkBG7tefhf7Rt6AlUTd+1469MBD0TXARWvrYY56rfqzAu+uX4ecMQY7GYOTiNffgdVxsOLYY0PYyvpkMhn82Z/9GYaHh/01wCppmSDoc5/7HO677z488sgjWLhwYdnXlMsELVq0CLt37675DzVNE6tWrcKZZ56JeAt09hJCwMzl4VgCTsEu6Yoi5AtKf4eN31+DRQW3v/7cfz6xuRvbRuodZ8s0UUjnIGzh7uwyh4P80bZnXkf/4+73L3/+LCw+8RCVm96xbMuCbdqw8iaE5dTs3pe+yX1K+GbvThz/9xc2YxM7gnssFADbHncclLtCjH3HHYM9hZ147/XhjEGrnbObQTgOzLwJp2BDOA4c24EQ7oKoE2VuesX/dbteE1p5jIUQsG33vGSZFmzbcedfCeEdEwI/vOkm5JNuQc0//uM/Rrq9rWqqY2xbFizLgm1ZANx97jgOhO3Asd3fCwj89u57sXH3WwCAyz57GQZmD4T0L+ksQghYBRvZdAaOXbtxS8Gy8Ojvf48PfeTCyI/lkZERDA4OBgqCWqIc7rLLLsOvfvUrPPzwwxUDIABIJpNIlun+EY/HA+/0el4btkQ9C3uVPBBple1vZUHHOR6PoytgFnHfazsAr3gu1dvFcVAkHo8DdTy8k2WkejzGMVConmNBNjgXCP981Ern7GYI2uEqg2IQ1O77p6XHuCvYyallt79F1DvGQV8bK5mv0jejj+OgUCIBdPcG+/6bpomkd18U9RjU8/mRBkFCCHz+85/H3XffjYceeggHHHBAlJvT2hSsbUPqJLrYnCJqOrvDRY6T8qmTtUghTUezrGKWIs6urVSnSIOgSy+9FD/96U/xv//7v+jr68P27e5K5gMDA+gK+PSlU4gpLiJG6tilJ1u2KY+cHudclKixPTN1Mn77o2eXlGrp9c5hoY4X6TfmlltuwfDwMFauXIn58+f7/91xxx1RblZrYiYocna+2HEk0cNWnFFji+wWwEwQdTRel6Nmm3btFxFVEHk5HAXkOLzhiJhVEgTFu7hOUNSMeEtMaexogicl6mC8g4mebTMIoqlj7rBNaFNo40xqOVaxJDGW4HhEzQg4gZzCo3FeFnUyPgOInBAMgmjqeAVrE7MXHBj1JnS8eQcdVPwN12mK3JwDFke9CR2vf+57ot4EosgkODc0crMXzY56E6iNMQhqE4MLZ0S9CR1vYFZJsw7GQJHrnc0bkKjNnFd9DQai6axvcL+oN6HjzWFXYWoAg6A2wXvuFlAyh63eFd0pBByDyGm8glAH43WAqL1xZrEiIyMv4JWNX4ZlpWu/eAqcPhPiZIHZmz8M4AOhfEa7y+d34YX1l6G75008/cyNUB06CtOBfUoeA1vfj4Ucg7Icx8KLL16GsfRroX2GdUoWXUNLMYBvhPYZ7e61176GXbtXh/b+1ilZxHODWIprQ/uMdvfOuz/F22/fCiHCWd7AOiULw+zB/Jf+KpT3nw727Pk9Nm26DraTD+X9918yjAULBF5//X2hvP90kMm8jq7ub4dyTQaAXC6LY9+XxbvvvFf5e08XljWKF9b/NXK5rSF+ikBXdx7AeSF+hnoMghTZufN+jI6+FN4HGAB6geGFDwH4u/A+p43t2/c4Rkaega4D2WxIH9ID7Nv/QQD/FtIHtLdMZjN27V4V7of0AGbPDljYB2BOuJ/VhoQQeOvtH4b7Id4YpEdewX5YEe5ntal33/1vZDKvh/cBPYAJYGzOOgAfDe9z2tj27fdgLL0xtPdPJNz/5swNcZzb3J49v4VhvBXeNRlAdzcwf0F449zuhofXYt++x0L/HF1vv5Ci/ba4RQm4T/vmzvkQFi78hPL3f/f3/x+29/yEdXFVyDGw7UU4ZsX1iCleR2Zky0a8tu9qpe853cin3rHYDBy1/PuhfMazz34c0IT7H1V11PL/QCzWp/x9X/j938Ds2cHzURXyWDj44C+jv+9I5e//yoP/gvTgeo5BFfKasHDhxZg753zl77/qN1/DrFnPK3/f6USOwayZp+KAA/5a+fuve+5uOM7tyt93OpHnou7uA3HYodeF8hmWZePxxx8P5b3DxCBIsWRqHmbMUJ8a39f9ovL3nK6E6MbAwDGIx+Nq37c/BuxT+pbTlq4nQjkOAABCAzQBLcXTVy39/UchkZil/H11221KYfRzvaxaenuWhXIsGOaA+/8BtoqvpatrcShjUMizMUhQ8cRgONcE8aT695ymDKMntOuyaZpwnO2hvHeYOK1VmXCfSqcOdW9k4gu6Q/2cthby4rvxeT0AAC3Jw6ayJmRnvPbksf3YHa688Mcg5nXm6zqc7WkrC3ccug5zrwndR7NDWWXhjsEBB7qdyWYMMBiqLNwxWLzYXSrB4JplNAX81rQJPeYOFZ9+R0+L8bChzqYn3fOQZrAWKyq6dy3QU1y4OSrveY+7Ttbi/fePeEs614yZMwEAg4ODEW8JtSPezSkX1k0BbzaipnEMAgtzX7EtbXCh7SsOQXChfV85CFGT5zleG2oLax/5Y8DrQk38nk7GIEiVkEuxKIjmjIHgWFfBfRO95o2B4HhHjiNQRdPO1RyFipo1BrwuV8F9UwmDICIiIiIi6igMgoiIiIiIqKMwCFIstJpL1rvWgTX4kQv1+8pxCI7HQtR4TYheeHMhOAaB8fsaPY7BJAyC2g5rOytj/XfUmjtHhONQTlPnrLEOv6KmjQPHoKJmnY84Ny56HIPKuG8qYxBEREREREQdhUGQcky7T18cA2o3PB9Fj2MQPZYkTl8cg+C4ryZiEKRI09KNLH2oqHkpX45BRU38fjLFXwn3S2vg+Sh6HIOo8brcAnjfWBGDICIiIiIi6igMglQLKT3OlX7rEdIYsPShDuwO1xp4PooexyByPHe3AJYkRo/7aiIGQcow3UhERERE1A4YBLUZzoOoomm7hmNQGdszR49tylsD50J0DJ6LquC+iR7HoBIGQURERERE1FEYBCnHdqjR476KWpjzFTg3K7jQ9hXHIDjuqxbAeVlRC2tfcQyC456ajEGQKk1LhzOtWVmTVgdn6UOL4DiUxzblraFJ5yOOQWVNOldzDKpo1hjwulwF900lDIKIiIiIiKijMAhSLLR0I/OYLYCDEFioJUAch+hxDIIKrVyHZXaBhVcyxTEIjmMQOZ4zJmEQpAhXRW4F3DdRa25ZCMe7nKZWhbAEpaKmledwDCridbkVcAyixnLNyhgEERERERFRR2EQ1CbYAaUeTLtHj+VwrYHHwvTFMQiOJYmRC21fcQyC476aiEGQMjLdyC8ZEREREVErYxDUblj/XRHrv1tAE7+fHIVKOC+rNfB8FD3um6jxutwCuGsqYhBEREREREQdhUGQaqx7jV5ITz001n/XgXOCWkNYq7RTYCGdNzhPtA68LrcAzsuKHvfVRAyClGnWytRUUdNKsTgKlTVx37A0tAKWw7UGXhOixzbl0eN1OXrcN5UwCCIiIiIioo7CIKhtMI0ZHEsfohZmqQ6rH4ILrYSTgxBYaMcCxyByLEkMLryrMscgKO6ryRgEqeJnG/klIyIiIiJqZQyC2g5rOytrUg0+67+r4HyU6DWzTTnHoKKm7RqOQUVNOlfzOKiiadOyOAaV8PtZGYMgIiIiIiLqKAyCFGP993TGMQgs1F3FcQiO8+OixzGIWnhzITgGwXFfRY73kZMwCFKEqyJHj2MQveam3TkO5TS1LIRDUFHTjgWWAVXEa0Ir4BhEj/umEgZBRERERETUURgEKcfVwaPH0ofohbmvOA7B8ViIHscgeixTjxzb9bcA7quJGAQpw9KHzsExqKip30+OQ3kcg9bAMqDOwTGohCWJLYD3jRUxCCIiIiIioo7CIKhtMI0ZNY1p9zqwHK41sDw3ciGdNzgGdeC5uwXwOKDWwyBIGS/dyJMtEREREVFLYxDUZrjybxVNq3vlGLQCrhBeSfP2C89H1TRn33AMquFc3eg1awya8zHtiTunkkiDoIcffhgXXHABFixYAE3TcM8990S5OURERERE1AEiDYLS6TSOOuoo3HzzzVFuhmIsh4sexyBqYc6f4tys4ELbVRyDwEKbs8AhCCysMeB8lODC21ccg6D4fZ0sFuWHn3vuuTj33HOj3AR1WIrVAppUfsIhqKi5pTkciOhxDCriNSF6TRoDliRWwzGIGvdNZZEGQfXK5/PI5/P+70dGRgAApmnCNM2qf1f+ea3XTZXjOO7/bTuUz7BtG4A7DyKsf0O7k/sICGecTcvyfsUxqMT29lGY31M5F8iyLI5DGZZV3CemaUHX1Sf8hXe+s61wzndA+OfssMnbjrC+p47t+P9v130U+nVZuPvI4nU5MvJ7ajvhfE8tXpdrsi33e+qE+D1tpfN1PdvQVkHQddddh2uvvXbSzx988EF0d3cHeo9Vq1ap3iwAQDL5FuIJ4NXXXsVLL92r/P0NYwO6uoHh4WHce6/6958OYvGXkEoBgBbKOGvaEHp63YCXY1CebryO7m4gPZYJbR/19FrQNODRRx+DEJtC+Yz2lkVvn/ur+++/H2Gc5ru69sGIAWvXrYVtOcrfv1RY5+ywdfdkoevu99Rx3lb+/onkm0gkgE2bNuHll9v7fBTWGKe6diIWA9a/sB7r1ga7R6hHLP4iUilgx/YdePON9h6DsCQSW5BIAm+99RY2vaZ+H+n6m+juATKZ8K457S4Wew6pLmDPnr2h76NWOF9nMpnAr22rIOiqq67CFVdc4f9+ZGQEixYtwllnnYX+/v6qf9c0TaxatQpnnnkm4vG48m179bUnsH374zjkkGXYf/F5yt9/795evPjSDzAwMIDTVqp//+lg69YhbNp8FwCEMs75/HY8+dQ/Qdd1nHcex6Cc4eFn8PwL30VPbw9WhvQ9ffSxr8K2szjllJPR339IKJ/RzixrFI89/o8AgHPOOQe6nlD+Gc+/8DMMD2/GMSuOwX77naP8/YHwz9lhe/KpbyCf34dTTjkZfX1HKn//TZvXYuvWR7B06VIsWdKe56Owx/jFl36JvXtfxvLlyzFvnvp9tG3bGF7b9HPMnTcXh7+3PccgbJs3v4x3twL7L16Mgw9Wv49GRp7Hc8/fiO7ubqw8lWNQzs6dAq9s/C8Mzp6N5cvD2UetdL6WVWJBtFUQlEwmkUwmJ/08Ho8H3un1vLYesuTE0PVQ3t+IGQDc+chRf8FalW4Uy37CGGfbLh4uHIPyDEN+T7XQ9pFsjBCLxTgOZY3/nuq6+n2kad75zgjnfFcqrHN2+NyCuLC+p/Kao+vhHWvNEtYYy3OFYRjhXJebcL5rd7quef8PZwxiMV6XazG8eyOtCeeKVjhf1/P5XCeIiIiIiIg6SqSZoLGxMWzaVKzp37JlC5577jnMmjULixcvjnDLpkJOg2UrzqiF1geFbYHrwH3VGjgO0WNr4OiF1aacYxAY2/W3AO6riSINgp555hmcdtpp/u/lfJ9LLrkEt912W0Rb1eLY6bAKtqSNHltkR49j0Bp4Pooex6BzcAyofpEGQStXrvTb3RIRERERETUD5wSpFt4S7SG973TEksTohbmvOA7B8ViIXEjXBI5BHcKqhuMY1IHHQdS4ryZjEKQKV6aOHldobwHN2zfMIlfSxDHgsRA5jkA1Tdo7PBdV1LRzBMegCu6bShgEERERERFRR2EQ1DaYxowexyAoLcSOPUzpBxfaOLAjU2ChfV85BoGFd87gGATF83Yr4BhMxCBIMR7oREREREStjUFQ22FtZ2VNmpfF2uOKmjtHhONQXhP3C4+FyjhHMXqcq9sCOAZR476pjEEQERERERF1FAZBihQjbdZ/R4/139Maj4U68FiIHscgehyD6HEMIsdr5yQMgtoO05qVNC/lyzGoqKnlURyHcliu2RrYGjh6vCa0AJaFRo/niIoYBBERERERUUdhENQm2HWuBTCVXIcw9xXHITiu0h49jkH0wipTD+dtpyW266cWxCBImZDnBPkfw7Rm9DgGlbEcLnocg9bAMqDOwTGojPsmehyDShgEERERERFRR2EQREREREREHYVBkCqyTI31qS0grBp8Circ+QociaC00M5HHIPAeE2IXkhjwHlZ9eAYRI37ajIGQW2GK/9WwflSHYWjXUnz9gzPR9U0Z99wDKpo1jWB156K2Cq+FXDfVMIgiIiIiIiIOgqDIGXCjrSZxowexyCwEEuAmNJvASzxCiy07yvHILDwzhkcg6A4Bi2A54xJGAQpFv5XjGnNyppYBsTUe1lNLc3hGJTV1L3CMaioeecIjkFlLEmMHscgatw3lTEIIiIiIiKijsIgqF0wjVkHpt2jF+K+4jAExB01vXF8g+M1YfriGATHfTURgyBFiulGfsmIiIiIiFoZgyCaNppb98oa27KaOkeEY1AWx6BFsDVw1DgXogU0bQg41hVx11TEIIiIiIiIiDoKgyBlvFCbK1O3gJDGgPOy6hDmvuI4BMM25a2B14Rpi9eE4MLaVxyDOnBfTcQgqM2wNXM1LAOKHscgehwDIhdLEqPHVvHR476phEEQERERERF1FAZBqoQeaDONGT2OQVDhlupwHIIItXyTJSjBhbavOAaBsUy9BXAMosZ9NRmDIOXC/pIxrVlRE0sSWJZYSRPHgMdCBRyD1tCcfcMxqKJp52mOQSXN+n7ymlwN900lDIKIiIiIiKijMAhqG0xjBsfyk8iFuqs4DsGwJLEVhFaCwpLEwMIrA+IYBMd9FTmeMyZhEKSMm25kzSURERERUWtjENR2WNtZGVsDR62p8xNYA15Wc8egeR/Vbpo3R4GDUEnT5qNwDKrgcRA1fj8rYxBEREREREQdhUGQIqFH2qzlbAEcg+DC21ehtn6eVjgnqDVwPkr0uK+ixnlZrYD7aiIGQcqxRXZUmrtnOA5lNbVEjWNQFsegRTRp37AstAVwDCri9zN6HIOKGAQREREREVFHYRDUJth1rh4hrUzNMqw6sBQreiGWJHIM6hDS+SiUd52mwjp385pQB44BtR4GQcp46UYekERERERELY1BUJtpXtvVNsS5EERgq/hWwfbM0eO8rOixRXb0uG8qYRBEREREREQdhUGQKnwS1Do4FJHjnJHohVqZy7LfwMKbS8gxCC6seVkcg8DCmhLEMQiM+2oyBkFth3f4lTVv3zDmraSJY8BjIXIcg2pYBhS5Jp2oeRxU1rSjgBflivj9rIxBEBERERERdRQGQYqEHmmz/KQOLD+JXLi1WCG+93TCMZjWeE0ILLwyII5BcByDyPGcMQmDIMXCr7lkWrMydsWKWlPT7ix/KKupZSEcg4qaNw4cg0pYBtQKeBxQ62IQREREREREHYVBUJtgV49WwDEILrx9FV63remG+6k1sAwoemG1JuMYBMWSxFbAfTURgyBlZCqWXzIiIiIiolbGIKjdsOy1oubWf3MgymrqHBGOQXkcg47CIaiC81Eix7lx0ePczYpaIgi6+eabsWTJEqRSKZxwwgl46qmnot4kIiIiIiKapiIPgu644w5cccUVuOaaa7B27VocddRROPvss7Fz586oN63FsMwuuJBWB2f9dx3Ynjl6Ic7L4hjUIaTzEccguNB2FccgOF6Xo8d9NVEs6g244YYb8Jd/+Zf41Kc+BQD43ve+h1//+tf40Y9+hCuvvDLirZuCkA9Iy05j584HQv2MdpVOv9a0z9q1axV0Pdm0z2sXIyPPN+2zhoafhG3vbdrntYuCuadpnzU6+lJo5yPbtmDEXsDu3TEYRuSXqroJYTblc7LZN9v2mhD2GJvmPuXvWU6hsLdtxyBsudzbTfkcxzE5BhWMjr0U9Sa0rEivLIVCAc8++yyuuuoq/2e6ruOMM87A448/Pun1+Xwe+Xze//3IyAgAwDRNmGb1C47881qvmyrHcQAAtm2H8hm27dZ0muYerH/xr5W///SihzQGtv/rl17+W+XvP72EMwYuAwDwxhvfCun9pwdNM0IbA+EVEby79Wd4d+vPQvkMAOjqAl7ecFto798Mti1CGQdHuA/c9ux9GHv2Pqz8/ZulGWPs2OFc+x3vkpDJbOJ1uQZHaKGMgWW590aOk+UY1CLCuy6HfY9dj3q2IdIgaPfu3bBtG3Pnzh3387lz5+KVV16Z9PrrrrsO11577aSfP/jgg+ju7g70matWrZraxtaQSNgwjAPw4otv4/nn7g3hE2wkU8dD13aF8N7Th0AcpnlCaOMcT5yNmPFqKO89fWjYseMo3HtvGMcBEIudjHicaf1a8rnwxkA3DkIicTA0WKG8/3RhO+/Bb3/7HAD1GVJN60EydRg05JS/93TiiAE8+eQQgDCOhRySqaOha8MhvPf0IdCFVzb0YsPLYYyBQCL5fhj6uyG89/QhEMObbx2ALVvCuSZIYd171SOTyQR+rSaaurz4eFu3bsV73vMePPbYYzjppJP8n3/pS1/CmjVr8OSTT457fblM0KJFi7B792709/dX/SzTNLFq1SqceeaZiMfjav8h1DI4ztMfx7gzcJynP47x9Mcx7gytNM4jIyMYHBzE8PBwzdgg0kzQ4OAgDMPAjh07xv18x44dmDdv3qTXJ5NJJJOT52HE4/HAO72e11L74jhPfxzjzsBxnv44xtMfx7gztMI41/P5kXaHSyQSOPbYY7F69Wr/Z47jYPXq1eMyQ0RERERERKpE3nLniiuuwCWXXIL3ve99OP744/Htb38b6XTa7xZHRERERESkUuRB0Mc+9jHs2rULV199NbZv346jjz4a999//6RmCURERERERCpEHgQBwGWXXYbLLrss6s0gIiIiIqIOEOmcICIiIiIiomZjEERERERERB2FQRAREREREXUUBkFERERERNRRGAQREREREVFHYRBEREREREQdhUEQERERERF1FAZBRERERETUURgEERERERFRR2EQREREREREHYVBEBERERERdRQGQURERERE1FEYBBERERERUUeJRb0BjRBCAABGRkZqvtY0TWQyGYyMjCAej4e9aRQRjvP0xzHuDBzn6Y9jPP1xjDtDK42zjAlkjFBNWwdBo6OjAIBFixZFvCVERERERNQKRkdHMTAwUPU1mggSKrUox3GwdetW9PX1QdO0qq8dGRnBokWL8Pbbb6O/v79JW0jNxnGe/jjGnYHjPP1xjKc/jnFnaKVxFkJgdHQUCxYsgK5Xn/XT1pkgXdexcOHCuv5Of39/5ANE4eM4T38c487AcZ7+OMbTH8e4M7TKONfKAElsjEBERERERB2FQRAREREREXWUjgmCkskkrrnmGiSTyag3hULEcZ7+OMadgeM8/XGMpz+OcWdo13Fu68YIRERERERE9eqYTBARERERERHAIIiIiIiIiDoMgyAiIiIiIuooDIKIiIiIiKijTKsg6Oabb8aSJUuQSqVwwgkn4Kmnnqr6+p///Oc49NBDkUqlcOSRR+Lee+9t0pbSVNUzxrfddhs0TRv3XyqVauLW0lQ8/PDDuOCCC7BgwQJomoZ77rmn5t956KGHcMwxxyCZTGLp0qW47bbbQt9Omrp6x/ihhx6adCxrmobt27c3Z4Opbtdddx2OO+449PX1Yc6cObjooouwcePGmn+P1+X2MpVx5rW5vdxyyy1Yvny5vxDqSSedhPvuu6/q32mX43jaBEF33HEHrrjiClxzzTVYu3YtjjrqKJx99tnYuXNn2dc/9thj+NM//VP8n//zf7Bu3TpcdNFFuOiii/Diiy82ecspqHrHGHBXL962bZv/35tvvtnELaapSKfTOOqoo3DzzTcHev2WLVtw/vnn47TTTsNzzz2Hyy+/HH/xF3+BBx54IOQtpamqd4yljRs3jjue58yZE9IWUqPWrFmDSy+9FE888QRWrVoF0zRx1llnIZ1OV/w7vC63n6mMM8BrcztZuHAhvv71r+PZZ5/FM888g9NPPx0f/vCH8dJLL5V9fVsdx2KaOP7448Wll17q/962bbFgwQJx3XXXlX39n/zJn4jzzz9/3M9OOOEE8ZnPfCbU7aSpq3eMb731VjEwMNCkraMwABB333131dd86UtfEocffvi4n33sYx8TZ599dohbRqoEGePf/e53AoDYt29fU7aJ1Nu5c6cAINasWVPxNbwut78g48xrc/ubOXOm+I//+I+yf9ZOx/G0yAQVCgU8++yzOOOMM/yf6bqOM844A48//njZv/P444+Pez0AnH322RVfT9GayhgDwNjYGPbff38sWrSo6pMLal88ljvH0Ucfjfnz5+PMM8/Eo48+GvXmUB2Gh4cBALNmzar4Gh7L7S/IOAO8Nrcr27Zx++23I51O46STTir7mnY6jqdFELR7927Yto25c+eO+/ncuXMr1oxv3769rtdTtKYyxsuWLcOPfvQj/O///i9+8pOfwHEcnHzyyXjnnXeascnUJJWO5ZGREWSz2Yi2ilSaP38+vve97+Guu+7CXXfdhUWLFmHlypVYu3Zt1JtGATiOg8svvxynnHIKjjjiiIqv43W5vQUdZ16b28/69evR29uLZDKJz372s7j77rvx3ve+t+xr2+k4jkW9AURhOemkk8Y9qTj55JNx2GGH4fvf/z7++Z//OcItI6J6LFu2DMuWLfN/f/LJJ2Pz5s341re+hf/6r/+KcMsoiEsvvRQvvvgiHnnkkag3hUIUdJx5bW4/y5Ytw3PPPYfh4WH84he/wCWXXII1a9ZUDITaxbTIBA0ODsIwDOzYsWPcz3fs2IF58+aV/Tvz5s2r6/UUramM8UTxeBwrVqzApk2bwthEikilY7m/vx9dXV0RbRWF7fjjj+ex3AYuu+wy/OpXv8Lvfvc7LFy4sOpreV1uX/WM80S8Nre+RCKBpUuX4thjj8V1112Ho446CjfeeGPZ17bTcTwtgqBEIoFjjz0Wq1ev9n/mOA5Wr15dsWbxpJNOGvd6AFi1alXF11O0pjLGE9m2jfXr12P+/PlhbSZFgMdyZ3ruued4LLcwIQQuu+wy3H333fjtb3+LAw44oObf4bHcfqYyzhPx2tx+HMdBPp8v+2dtdRxH3ZlBldtvv10kk0lx2223iZdffln81V/9lZgxY4bYvn27EEKIT3ziE+LKK6/0X//oo4+KWCwmvvGNb4gNGzaIa665RsTjcbF+/fqo/glUQ71jfO2114oHHnhAbN68WTz77LPi4x//uEilUuKll16K6p9AAYyOjop169aJdevWCQDihhtuEOvWrRNvvvmmEEKIK6+8UnziE5/wX//666+L7u5u8cUvflFs2LBB3HzzzcIwDHH//fdH9U+gGuod429961vinnvuEa+99ppYv369+L//9/8KXdfFb37zm6j+CVTD5z73OTEwMCAeeughsW3bNv+/TCbjv4bX5fY3lXHmtbm9XHnllWLNmjViy5Yt4oUXXhBXXnml0DRNPPjgg0KI9j6Op00QJIQQN910k1i8eLFIJBLi+OOPF0888YT/Z6eeeqq45JJLxr3+zjvvFIcccohIJBLi8MMPF7/+9a+bvMVUr3rG+PLLL/dfO3fuXHHeeeeJtWvXRrDVVA/ZDnnif3JsL7nkEnHqqadO+jtHH320SCQS4sADDxS33npr07ebgqt3jK+//npx0EEHiVQqJWbNmiVWrlwpfvvb30az8RRIufEFMO7Y5HW5/U1lnHltbi+f/vSnxf777y8SiYTYb7/9xB/8wR/4AZAQ7X0ca0II0by8ExERERERUbSmxZwgIiIiIiKioBgEERERERFRR2EQREREREREHYVBEBERERERdRQGQURERERE1FEYBBERERERUUdhEERERERERB2FQRAREREREU3Jww8/jAsuuAALFiyApmm45557Qv0827bxla98BQcccAC6urpw0EEH4Z//+Z9R79KnDIKIiCgSn/zkJ3HRRRc1/XNvu+02aJoGTdNw+eWXB/o7n/zkJ/2/E/YFnoionaTTaRx11FG4+eabm/J5119/PW655RZ897vfxYYNG3D99dfj3/7t33DTTTfV9T6xkLaPiIg6mKZpVf/8mmuuwY033lj3kztV+vv7sXHjRvT09AR6/Y033oivf/3rmD9/fshbRkTUXs4991yce+65Ff88n8/jH//xH/Gzn/0MQ0NDOOKII3D99ddj5cqVU/q8xx57DB/+8Idx/vnnAwCWLFmCn/3sZ3jqqafqeh8GQUREpNy2bdv8X99xxx24+uqrsXHjRv9nvb296O3tjWLTALhB2rx58wK/fmBgAAMDAyFuERHR9HTZZZfh5Zdfxu23344FCxbg7rvvxjnnnIP169fj4IMPrvv9Tj75ZPy///f/8Oqrr+KQQw7B888/j0ceeQQ33HBDXe/DcjgiIlJu3rx5/n8DAwN+0CH/6+3tnVQOt3LlSnz+85/H5ZdfjpkzZ2Lu3Ln4wQ9+gHQ6jU996lPo6+vD0qVLcd999437rBdffBHnnnsuent7MXfuXHziE5/A7t27697mf//3f8fBBx+MVCqFuXPn4o//+I8b3Q1ERB3trbfewq233oqf//zn+MAHPoCDDjoIf/d3f4f3v//9uPXWW6f0nldeeSU+/vGP49BDD0U8HseKFStw+eWX48///M/reh8GQURE1DJ+/OMfY3BwEE899RQ+//nP43Of+xw++tGP4uSTT8batWtx1lln4ROf+AQymQwAYGhoCKeffjpWrFiBZ555Bvfffz927NiBP/mTP6nrc5955hn8zd/8Df7pn/4JGzduxP33348PfvCDYfwTiYg6xvr162HbNg455BC/AqC3txdr1qzB5s2bAQCvvPKKP+ey0n9XXnml/5533nkn/vu//xs//elPsXbtWvz4xz/GN77xDfz4xz+ua9tYDkdERC3jqKOOwpe//GUAwFVXXYWvf/3rGBwcxF/+5V8CAK6++mrccssteOGFF3DiiSfiu9/9LlasWIGvfe1r/nv86Ec/wqJFi/xSiSDeeust9PT04EMf+hD6+vqw//77Y8WKFer/gUREHWRsbAyGYeDZZ5+FYRjj/kyWRB944IHYsGFD1feZPXu2/+svfvGLfjYIAI488ki8+eabuO6663DJJZcE3jYGQURE1DKWL1/u/9owDMyePRtHHnmk/7O5c+cCAHbu3AkAeP755/G73/2u7PyizZs3Bw6CzjzzTOy///448MADcc455+Ccc87BRz7yEXR3dzfyzyEi6mgrVqyAbdvYuXMnPvCBD5R9TSKRwKGHHhr4PTOZDHR9fDGbYRhwHKeubWMQRERELSMej4/7vaZp434mu87Ji93Y2BguuOACXH/99ZPeq55Obn19fVi7di0eeughPPjgg7j66qvx1a9+FU8//TRmzJgxhX8JEVFnGBsbw6ZNm/zfb9myBc899xxmzZqFQw45BH/+53+Oiy++GN/85jexYsUK7Nq1C6tXr8by5cv9Dm/1uOCCC/Cv//qvWLx4MQ4//HCsW7cON9xwAz796U/X9T4MgoiIqG0dc8wxuOuuu7BkyRLEYo1d0mKxGM444wycccYZuOaaazBjxgz89re/xR/+4R8q2loiounnmWeewWmnneb//oorrgAAXHLJJbjttttw66234l/+5V/whS98Ae+++y4GBwdx4okn4kMf+tCUPu+mm27CV77yFfz1X/81du7ciQULFuAzn/kMrr766rreh0EQERG1rUsvvRQ/+MEP8Kd/+qf40pe+hFmzZmHTpk24/fbb8R//8R+TatAr+dWvfoXXX38dH/zgBzFz5kzce++9cBwHy5YtC/lfQETU3lauXFl1zbd4PI5rr70W1157rZLP6+vrw7e//W18+9vfbuh92B2OiIja1oIFC/Doo4/Ctm2cddZZOPLII3H55ZdjxowZk2rGq5kxYwb+53/+B6effjoOO+wwfO9738PPfvYzHH744SFuPRERRUUTUS3XTUREFIHbbrsNl19+OYaGhur+u5qm4e677x63vhEREbUfZoKIiKjjDA8Po7e3F3//938f6PWf/exny3agIyKi9sRMEBERdZTR0VHs2LEDgFsGNzg4WPPv7Ny5EyMjIwDcrnM9PT2hbiMREYWLQRAREREREXUUlsMREREREVFHYRBEREREREQdhUEQERERERF1FAZBRERERETUURgEERERERFRR2EQREREREREHYVBEBERERERdRQGQURERERE1FH+f/yNshXXrcEeAAAAAElFTkSuQmCC\n" + }, + "metadata": {} + } + ], + "source": [ + "## Importing the SPICE file of an externally designed component for simulation\n", + "\n", + "from PySpice.Spice.Netlist import Circuit, SubCircuit, SubCircuitFactory\n", + "from PySpice.Unit import *\n", + "import matplotlib.pyplot as plt\n", + "\n", + "circuit = Circuit('HGU_Comparator')\n", + "circuit.lib(f'{CONDA_PREFIX}/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice', 'tt')\n", + "circuit.include('hgu_comp_flat_RC.spice')\n", + "\n", + "# circuit.X(1, 'hgu_comp', 'cdac_vn', 'cdac_vp', 'VSS', 'VDD', 'clk', 'ready', 'comp_outp', 'comp_outn')\n", + "circuit.X(1, 'hgu_comp', 'ready', 'cdac_vn', 'comp_outp', 'comp_outn', 'cdac_vp', 'clk', 'VDD', 'VSS', 'P', 'Q', 'X', 'Y')\n", + "\n", + "# Define the voltage sources\n", + "circuit.V(1, 'VDD', 'VSS', 1.8)\n", + "circuit.V(2, 'ready', 'VSS', 1.8)\n", + "circuit.V(3, 'VSS', 0, 0)\n", + "circuit.V(4, 'Vbias', 0, 0.9)\n", + "\n", + "circuit.C(1, 'comp_outp', 'VSS', 0.005@u_pF) # 5 fF capacitor\n", + "circuit.C(2, 'comp_outn', 'VSS', 0.005@u_pF) # 5 fF capacitor\n", + "\n", + "# # pulse input source\n", + "# circuit.PulseVoltageSource('cdac_vp', 'cdac_vp','Vbias',\n", + "# initial_value=0@u_V, pulsed_value=0.007@u_pV,\n", + "# rise_time=10@u_ps, fall_time=10@u_ps,\n", + "# pulse_width=4@u_ns, period=8@u_ns, delay_time=4@u_ns)\n", + "# circuit.PulseVoltageSource('cdac_vn', 'cdac_vn','Vbias',\n", + "# initial_value=0@u_V, pulsed_value=0.007@u_pV,\n", + "# rise_time=10@u_ps, fall_time=10@u_ps,\n", + "# pulse_width=4@u_ns, period=8@u_ns, delay_time=0@u_ns)\n", + "\n", + "### liner input source\n", + "circuit.PieceWiseLinearVoltageSource(\n", + " 'cdac_vp', 'cdac_vp','Vbias',\n", + " values=[(0@u_ns, 0@u_V), (30@u_ns, -0.002@u_V)],\n", + ")\n", + "circuit.PieceWiseLinearVoltageSource(\n", + " 'cdac_vn', 'cdac_vn','Vbias',\n", + " values=[(0@u_ns, 0@u_V), (30@u_ns, 0.002@u_V)],\n", + ")\n", + "\n", + "circuit.PulseVoltageSource('clk', 'clk', 0,\n", + " initial_value=0@u_V, pulsed_value=1.8@u_V,\n", + " rise_time=1@u_ps, fall_time=1@u_ps,\n", + " pulse_width=1@u_ns, period=4@u_ns, delay_time=1@u_ns)\n", + "\n", + "print(str(circuit))\n", + "\n", + "# Run transient simulation\n", + "simulator = circuit.simulator(temperature=25, nominal_temperature=25)\n", + "analysis = simulator.transient(start_time=1@u_ns, step_time=1@u_ps, end_time=30@u_ns)\n", + "\n", + "print ('done')\n", + "\n", + "# Plot the output\n", + "plt.figure(figsize=(10, 6))\n", + "plt.plot(analysis.time, analysis.cdac_vp + 6@u_V, label='cdac_vp + 6@u_V')\n", + "plt.plot(analysis.time, analysis.cdac_vn + 6@u_V, label='cdac_vn + 6@u_V')\n", + "plt.plot(analysis.time, analysis.comp_outp + 4@u_V, label='comp_outp + 4@u_V')\n", + "plt.plot(analysis.time, analysis.comp_outn + 4@u_V, label='comp_outn + 4@u_V')\n", + "plt.plot(analysis.time, analysis.P + 2@u_V, label='P + 2@u_V')\n", + "plt.plot(analysis.time, analysis.Q + 2@u_V, label='Q + 2@u_V')\n", + "plt.plot(analysis.time, analysis.X + 2@u_V, label='X + 2@u_V')\n", + "plt.plot(analysis.time, analysis.Y + 2@u_V, label='Y + 2@u_V')\n", + "plt.plot(analysis.time, analysis.clk, label='clk')\n", + "plt.title('Comparator Output')\n", + "plt.xlabel('Time [s]')\n", + "plt.ylabel('Voltage [V]')\n", + "plt.legend(loc='upper right')\n", + "plt.grid(True)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ABRCfNLl-GPI" + }, + "source": [ + "## Accuracy Measurement" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "yLqcjfjq6dMj" + }, + "outputs": [], + "source": [ + "def find_indices(input_list, target_value):\n", + " \"\"\"\n", + " Find the indices of a target value in a list.\n", + "\n", + " Parameters:\n", + " input_list (list): The list to search.\n", + " target_value: The value to find in the list.\n", + "\n", + " Returns:\n", + " list: A list of indices where the target value is found. If not found, returns an empty list.\n", + " \"\"\"\n", + " indices = [index for index, value in enumerate(input_list) if value == target_value]\n", + " return indices" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 509 + }, + "id": "t4_3A2r66b-0", + "outputId": "04c4ce04-2e26-49ce-a7e4-219af1b0617a" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "acc_n: 0.00019482666666670312 V\n", + "acc_p: 0.002877226666666788 V\n" + ] + } + ], + "source": [ + "### Code to plot only the desired results\n", + "\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.ticker as ticker\n", + "import matplotlib\n", + "from matplotlib import pyplot as plt\n", + "from matplotlib.pyplot import figure\n", + "from matplotlib.lines import Line2D\n", + "from matplotlib import cm\n", + "\n", + "##Track changes in a variable called 'output' (e.g., voltage output) from simulation results\n", + "comp_outp_voltage = analysis['comp_outp'].data\n", + "comp_outn_voltage = analysis['comp_outn'].data\n", + "ready_voltage = analysis['ready'].data\n", + "time = analysis.time # simualtion time\n", + "\n", + "threshold = 0.001 ## For example, save data only when the change exceeds 0.001V\n", + "\n", + "## Calculate the difference in output values and select points where the change exceeds the threshold\n", + "comp_outp_filtered_time = []\n", + "comp_outp_filtered_output = []\n", + "for i in range(1, len(comp_outp_voltage)):\n", + " # Calulate difference\n", + " if abs(comp_outp_voltage[i] - comp_outp_voltage[i - 1]) > threshold:\n", + " comp_outp_filtered_time.append(time[i])\n", + " comp_outp_filtered_output.append(comp_outp_voltage[i] + 4)\n", + "\n", + "comp_outn_filtered_time = []\n", + "comp_outn_filtered_output = []\n", + "for i in range(1, len(comp_outn_voltage)):\n", + " # Calulate difference\n", + " if abs(comp_outn_voltage[i] - comp_outn_voltage[i - 1]) > threshold:\n", + " comp_outn_filtered_time.append(time[i])\n", + " comp_outn_filtered_output.append(comp_outn_voltage[i] + 2)\n", + "\n", + "ready_filtered_time = []\n", + "ready_filtered_output = []\n", + "for i in range(1, len(ready_voltage)):\n", + " # Calculate difference\n", + " if abs(ready_voltage[i] - ready_voltage[i - 1]) > threshold:\n", + " ready_filtered_time.append(time[i])\n", + " ready_filtered_output.append(ready_voltage[i])\n", + "\n", + "# Ploting fittered data\n", + "plt.scatter(comp_outp_filtered_time, comp_outp_filtered_output, label=\"comp_outp\")\n", + "plt.scatter(comp_outn_filtered_time, comp_outn_filtered_output, label=\"comp_outn\")\n", + "# plt.scatter(ready_filtered_time, ready_filtered_output, label=\"ready\")\n", + "plt.xlabel('Time (s)')\n", + "plt.ylabel('Voltage (V)')\n", + "plt.title('Filtered Output (Voltage Change > 0.001V)')\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.show()\n", + "\n", + "# if(len(comp_outn_filtered_time)>0):\n", + "# index = int(comp_outn_filtered_time[int(len(comp_outn_filtered_time)/2)].value)\n", + "# print(\"acc: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))\n", + "# if(len(comp_outp_filtered_time)>0):\n", + "# index = int(comp_outp_filtered_time[int(len(comp_outp_filtered_time)/2)].value)\n", + "# print(\"acc: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))\n", + "\n", + "if(len(comp_outn_filtered_time)>0):\n", + " meas_time_n = (comp_outn_filtered_time[int(len(comp_outn_filtered_time)/2)].value)\n", + " index = find_indices(analysis.time, meas_time_n)[0]\n", + " print(\"acc_n: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))\n", + "if(len(comp_outp_filtered_time)>0):\n", + " meas_time_p = (comp_outp_filtered_time[int(len(comp_outp_filtered_time)/2)].value)\n", + " index = find_indices(analysis.time, meas_time_p)[0]\n", + " print(\"acc_p: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "whCFlvFi-L17" + }, + "source": [ + "## Transition delay and transition time measurement" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "uAya2R9PH8R7" + }, + "outputs": [], + "source": [ + "def meas_trans_time(start_time, time_list, signal_A_list, signal_B_list, voltage_A, voltage_B, trans_A_percent, trans_B_percent):\n", + " \"\"\"\n", + " Measure the transition time between two signals reaching specific percentages of their target voltages.\n", + "\n", + " Parameters:\n", + " start_time (list): Time points corresponding to signal values.\n", + " signal_A_list (list): Voltage values for signal A.\n", + " signal_B_list (list): Voltage values for signal B.\n", + " voltage_A (float): Target voltage for signal A.\n", + " voltage_B (float): Target voltage for signal B.\n", + " trans_A_percent (float): Percentage of voltage_A for signal A transition point.\n", + " trans_B_percent (float): Percentage of voltage_B for signal B transition point.\n", + "\n", + " Returns:\n", + " float: The time difference between signal A and signal B reaching their respective percentages.\n", + " \"\"\"\n", + "\n", + " start_time_index = (find_indices(time_list, start_time))[0]\n", + "\n", + " # Calculate target voltages based on percentages\n", + " target_A = voltage_A * (trans_A_percent / 100)\n", + " target_B = voltage_B * (trans_B_percent / 100)\n", + "\n", + " indexA = 0\n", + " indexB = 0\n", + "\n", + " # Find the time when signal A reaches the target voltage\n", + " time_A = signal_A_list[-1]\n", + " for t in range(start_time_index, len(signal_A_list)-1):\n", + " if (signal_A_list[t] - target_A) * (signal_A_list[t+1] - target_A) < 0:\n", + " time_A = time_list[t]\n", + " indexA = t\n", + " break\n", + " else:\n", + " if len(signal_A_list) <= t+1:\n", + " raise ValueError(\"Transition point not found for one or both signals.\")\n", + "\n", + " # Find the time when signal A reaches the target voltage\n", + " time_B = signal_B_list[-1]\n", + " for t in range(start_time_index, len(signal_B_list)-1):\n", + " if (signal_B_list[t] - target_B) * (signal_B_list[t+1] - target_B) < 0:\n", + " time_B = time_list[t]\n", + " indexB = t\n", + " break\n", + " else:\n", + " if len(signal_B_list) <= t+1:\n", + " raise ValueError(\"Transition point not found for one or both signals.\")\n", + "\n", + " # Calculate and return the time difference\n", + " if time_A is not None and time_B is not None:\n", + " return abs(time_B - time_A), time_A, signal_A_list[indexA], time_B, signal_B_list[indexB]\n", + " else:\n", + " raise ValueError(\"Transition points not found for one or both signals.\")\n", + "\n", + "# Rising Time and Falling Time calculation fuction\n", + "def calculate_transition_times(time, signal, low_percentage=10, high_percentage=90, voltage=1.8):\n", + " \"\"\"\n", + " Calculates the rising and falling times for a signal.\n", + " Works for signals with both rising and falling transitions.\n", + "\n", + " :param time: List of time points (UnitValue or float)\n", + " :param signal: List of signal values (UnitValue or float)\n", + " :param low_percentage: The lower percentage for rising/falling time (default: 10%)\n", + " :param high_percentage: The higher percentage for rising/falling time (default: 90%)\n", + " :return: List of rising times and falling times\n", + " \"\"\"\n", + " signal = np.array(signal)\n", + " time = np.array(time)\n", + "\n", + " # Find min and max signal values\n", + " min_val = np.min(signal)\n", + " max_val = np.max(signal)\n", + "\n", + " # Calculate the low and high threshold values\n", + " low_threshold = min_val + (max_val - min_val) * (low_percentage / 100)\n", + " high_threshold = min_val + (max_val - min_val) * (high_percentage / 100)\n", + "\n", + " rising_times = []\n", + " falling_times = []\n", + "\n", + " # Rising time: Find transitions from low_threshold to high_threshold\n", + " rising_indices = np.where((signal[:-1] < low_threshold) & (signal[1:] >= low_threshold))[0]\n", + " for start_index in rising_indices:\n", + " end_index = np.where((signal[start_index:] >= high_threshold))[0]\n", + " if len(end_index) > 0:\n", + " rising_time = time[start_index + end_index[0]] - time[start_index]\n", + " rising_times.append(rising_time)\n", + "\n", + " # Falling time: Find transitions from high_threshold to low_threshold\n", + " falling_indices = np.where((signal[:-1] > high_threshold) & (signal[1:] <= high_threshold))[0]\n", + " for start_index in falling_indices:\n", + " end_index = np.where((signal[start_index:] <= low_threshold))[0]\n", + " if len(end_index) > 0:\n", + " falling_time = time[start_index + end_index[0]] - time[start_index]\n", + " falling_times.append(falling_time)\n", + "\n", + " return rising_times, falling_times" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "947e0oFq6h45", + "outputId": "5f5a322b-016b-44aa-f68b-a829f32f1e35" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "time interval: 0.10000000000003068 ps\n", + "1.0000000000003067e-13 s\n", + "\r\n", + "========= Transition Delay =========\n", + "Transition_n Delay: 0.6479000000007327 ns\n", + "Transition_p Delay: 0.597900000000676 ns\n", + "\n", + "========= Transition Time =========\n", + "CLK Rising Time: [1.0000000000001e-12, 9.000000000006897e-13, 9.999999999994796e-13, 9.000000000006897e-13, 9.999999999978252e-13, 9.00000000002344e-13, 9.000000000056527e-13, 9.00000000002344e-13]\n", + "CLK Falling Time: [8.999999999998625e-13, 9.000000000006897e-13, 9.999999999994796e-13, 9.999999999994796e-13, 9.00000000002344e-13, 9.00000000002344e-13, 9.00000000002344e-13]\n", + "P Rising Time: []\n", + "P Falling Time: [4.800000000005443e-11]\n", + "N Rising Time: [5.800000000006577e-11]\n", + "N Falling Time: [4.30000000000043e-11]\n", + "\n", + "========= Plot =========\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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pS5rTjhw5ssw+pk2bRlFREVlZWaSkpFBQUEBsbGyZOK5m9PaSBOxy0zSVLL/WZO1qhIWFYTabS5XVqlULoEwf9RtFuUQf2xEjRpCXl8fixYuB4ibzJ06ccDWBT0lJIT8/v9zPuW7dujidzqvq/1yer776ikaNGmE0GvH39ycwMJDly5eTlZXlWufkyZOEhobi4eFRatuYmJhS748cOYKiKDz//PNlrqUXX3wRKHs9XqykefWVrpGLGY1GAgMDS5X5+vqWSVyXLVtG69atMRqN+Pn5ERgYyJQpU0qdZ4mLb0aVt8/k5GQKCgrKnD+U/UwOHz6MoijExsaW+Uz2799/2c/jUry8vHjggQdYt24d//d//0d2djaffvopJ0+evOx2JpPpkiPpFxYWlmluXt72RUVF5W5bsvxynnjiCQBWr15dqrzkOp89ezYAp0+fZsOGDQwdOrTM2BZw4feovLEBhBCisqtcw+8KIUQl5nQ6Abj77rvL7T8MxbWCF/vrF+qSffzvf/+75JRnnp6e5X5JvxZ169YF4M8//7zkOidPniQ7O5t69eq5yi71hdzhcJT7Rf6fuNyx/gk/Pz9UKtUlaz579+6Nt7c3s2fPZvjw4cyePdtV43gjzZo1i1GjRtGvXz+eeuopgoKC0Gg0vP766xw9evSa91dyLT355JOXbG1RXoJbok6dOkBxf/0OHTpc1TGv5hrYsGEDffv25fbbb+eTTz4hNDQUnU7H9OnTXQni1ezzUjdbLsfpdKJSqfjxxx/L3a+np+c173Pr1q18+eWXzJ07l8zMTFq1asXYsWNdv2OXEhoaisPhIDk5maCgIFe51WolLS2tVCuBS21fXsuIs2fPAlxx+/DwcKC4BcbFmjdvTp06dZgzZw7//e9/rzgLQsnvUUBAwGWPJ4QQlZEk60IIUQGVl0gGBgZisVhwOBx/u6a+pLmvl5fXZfcRGBiIyWQqd2CrgwcPXvE4tWrVolatWixatIj333+/3Nrzr7/+GihOXkv4+vqWOwjXyZMnSzUJv1ItW2JiInl5eaVq1w8dOgTgGh29pHntX49XXo3ltdTqabVaoqOjOX78eLnLDQYDgwYN4uuvvyYpKYnvv/+ezp07ExISAhR/9h4eHuV+zgcOHECtVrsSofJcKtZ58+YRFRXFggULSq1TUgteIiIigrVr15Kfn1+qdv3IkSOl1iv5eeh0ur91Pfbp04fXX3+dWbNmXXWyfjXmz5+P0Whk5cqVpZpxT58+/W/tLygoCKPRWOb8oexnEh0djaIo1KxZ09WS4+9ITk5m5syZTJ8+nb179+Lv78+oUaMYO3YsDRo0uKp9lNyM27ZtGz179nSVb9u2DafTecmbdRdvv3btWrKzs0sNMlcywOGVti/pRvDXlhBQXLv+/PPP8+effzJ79mxiY2NdMzz8Vcnv0ZVuTgghRGUkzeCFEKICMpvNZZJIjUbDwIEDmT9/Pnv27CmzTUpKyhX327x5c6Kjo3n77bfLnWKpZB8ajYb4+HgWLVrEqVOnXMv3799fZiTzS3nhhRfIyMjgwQcfLFNbvX37dt58800aNGhQatqu6OhoNm3aVKr57rJly8o0+y5Jwi81urbdbi81zZzVauWzzz4jMDCQ5s2bu44F8Msvv7jWczgcZUYWLzleeU2oL6VNmzZs27btkstHjBiBzWbjgQceICUlpVStokaj4Y477mDx4sWlmuwnJSUxe/Zs2rdvf8kR9i8Xa0lN78U1xps3b+b3338vtV58fDw2m43PP//cVeZ0Ovn4449LrRcUFERcXByfffaZq7b1Yle6Htu0aUP37t2ZNm1auaOqW61W1/ze10Kj0aBSqUpdcydOnCj3GFe7v65du7Jo0SISExNd5UeOHOHHH38ste6AAQPQaDRMmjSpTM28oiilRpgvT0JCAv369aNatWo89dRThIaGMnfuXBITE3nvvfeuOlEH6Ny5M35+fkyZMqVU+ZQpU/Dw8KBXr16ustTUVA4cOEB+fr6rbNCgQWV+H4qKipg+fTqtWrVy3TDKzs4u0xJHURReeeUVgHJbXZRc7y+88AK7du26ZK06FP+t8Pb2pn79+ld76kIIUWlIzboQQlRAzZs3Z/Xq1bz77ruEhYVRs2ZNWrVqxRtvvMHatWtp1aoV999/P/Xq1SM9PZ0dO3awevXqMk1O/0qtVjNt2jR69OhB/fr1GT16NNWqVePMmTOsXbsWLy8vli5dChTPk75ixQo6dOjAQw89hN1u58MPP6R+/fqXbd5eYsSIEWzdupX333+fffv2MWLECHx9fdmxYwdffvkl/v7+zJs3D51O59rmvvvuY968eXTv3p0hQ4Zw9OhRZs2aVWoAMChOtH18fPj000+xWCyYzWZatWrl6qMfFhbGm2++yYkTJ6hVqxbffvstu3btYurUqa7j1a9fn9atW/Pss8+Snp6On58fc+fOLXdu6+bNm/Ptt9/y73//mxYtWuDp6UmfPn0uee533nknM2fO5NChQ+XWsHbs2JHq1auzePFi1/zTF3vllVdYtWoV7du356GHHkKr1fLZZ59RVFTEW2+9ddnP/VKx9u7dmwULFtC/f3969erF8ePH+fTTT6lXr16pGzf9+vWjZcuWPPHEExw5coQ6deqwZMkS17V1ca38xx9/TPv27WnYsCH3338/UVFRJCUl8fvvv3P69Gn++OOPy8b69ddfc8cddzBgwAD69OlDly5dMJvNHD58mLlz53L27Nly51q/nF69evHuu+/SvXt3hg8fTnJyMh9//DExMTFXdd2WZ+LEifz000+0a9eO8ePH43A4+Oijj2jQoEGpKcyio6N55ZVXePbZZzlx4gT9+vXDYrFw/PhxFi5cyLhx4y57A+Lo0aPs2LGDZ599ljFjxrhagfwdJpOJl19+mQkTJjB48GDi4+PZsGEDs2bN4tVXX8XPz8+17kcffcSkSZNYu3YtcXFxALRq1YrBgwfz7LPPkpycTExMDF999RUnTpzgiy++cG27Y8cOhg0bxrBhw4iJiaGgoICFCxfy22+/MW7cuHKnMKxZsyZt27Z1jdtwuWR91apV9OnTR/qsCyGqJjeMQC+EEJVWyXRgW7duLXf51U7dduDAAeX22293Tdt08XRmSUlJyoQJE5Tw8HBFp9MpISEhSpcuXZSpU6e61imZ0uv7778vN46dO3cqAwYMUPz9/RWDwaBEREQoQ4YMUdasWVNqvfXr1yvNmzdX9Hq9EhUVpXz66aflxns5ixYtUrp166b4+voqBoNBiYmJUZ544gklJSWl3PXfeecdpVq1aorBYFDatWunbNu2rczUbYqiKIsXL1bq1avnmj6r5DPt2LGjUr9+fWXbtm1KmzZtFKPRqERERCgfffRRmWMdPXpU6dq1q2IwGJTg4GDlv//9r7Jq1aoy06Hl5uYqw4cPV3x8fBTgitO4FRUVKQEBAcrLL798yXWeeuqpcqe3KrFjxw4lPj5e8fT0VDw8PJROnTopGzduLLVOeVO3XSpWp9OpvPbaa0pERIRiMBiUpk2bKsuWLVNGjhxZ5nxSUlKU4cOHKxaLRfH29lZGjRql/PbbbwqgzJ07t8xneO+99yohISGKTqdTqlWrpvTu3VuZN2/eZT+jEvn5+crbb7+ttGjRQvH09FT0er0SGxurPPLII6WmVBs5cqRiNpvLbF/e9fjFF18osbGxisFgUOrUqaNMnz693PUAZcKECWX2Wd4UgmvWrFGaNm2q6PV6JTo6Wpk2bZryxBNPKEajscz28+fPV9q3b6+YzWbFbDYrderUUSZMmOCamu9yn4XD4bjsOtdq6tSpSu3atV1xv/fee6WmbVSUC5/hxdeRoihKQUGB8uSTTyohISGKwWBQWrRooaxYsaLUOseOHVMGDx6sREZGKkajUfHw8FCaN2+ufPrpp2WOc7GPP/5YAZSWLVtecp39+/crgLJ69eprP3EhhKgEVIryN0ZQEUIIISqouLg4UlNTy+0qcDO9/PLLTJ8+ncOHD1/3wfHcYdGiRfTv359ff/2Vdu3auTucCqFfv37s3bu33LEdxD/3+OOP88svv7B9+3apWRdCVEnSZ10IIYS4Af71r3+Rm5vL3Llz3R3KNfvrHNwOh4MPP/wQLy+vcps1VwV//UwOHz7MDz/84Go2Lq6vtLQ0pk2bxiuvvCKJuhCiypI+60IIIcQN4Onp+bfm1a4IHnnkEQoKCmjTpg1FRUUsWLCAjRs38tprr11xfu3KKioqilGjRhEVFcXJkyeZMmUKer2e//znP+4OrVLy9/cvdxBMIYSoSiRZF0IIIUQpnTt35p133mHZsmUUFhYSExPDhx9+yMMPP+zu0Nyme/fuzJkzh3PnzmEwGGjTpg2vvfYasbGx7g5NCCFEJSV91oUQQgghhBBCiApG+qwLIYQQQgghhBAVjCTrQgghhBBCCCFEBXNL91l3Op0kJiZisVhkpFAhhBBCCCGEEDecoijk5OQQFhaGWn3j6r9v6WQ9MTGR8PBwd4chhBBCCCGEEKKKSUhIoHr16jds/7d0sm6xWAA4fvw4fn5+bo5GiBvDZrPx008/cccdd6DT6dwdjhA3hFznoiqQ61xUBXKdi6ogPT2dmjVruvLRG+WWTtZLmr5bLBa8vLzcHI0QN4bNZsPDwwMvLy/5pycqLbnORVUg17moCuQ6F1WBzWYDuOFdsWWAOSGEEEIIIYQQooKRZF0IIYQQQgghhKhgJFkXQgghhBBCCCEqGEnWhRBCCCGEEEKICkaSdSGEEEIIIYQQooKRZF0IIYQQQgghhKhgJFkXQgghhBBCCCEqGEnWhRBCCCGEEEKICkaSdSGEEEIIIYQQooKRZF0IIYQQQgghhKhgJFkXQgghhBBCCCEqGEnWhRBCCCGEEEKICkaSdSGEEEIIIYQQooKRZF0IIYQQQgghhKhgKk2y7sjNo+jYcRy5ee4ORQghhBBCCCGE+Ee07g7genAWFHB0yBAcZxJBpcIQE42xXj20IaFog4PQhYSg8fFFbTaj8TSjNptRmUyo9HpUKpW7wxdCCCGEEEIIIUqpFMl60nez0ZxJLH6jKBQdPkLR4SNXta1Kr0dlNKIy6FHrDcXvL3qoDXrUZk/UXhY0Xt5ovL1QWy681nh5ofYqftZ4eaHS62/gmQohhBBCCCGEqAoqRbKe8c0sAoBPeqnZEa2i9hmFaqngl6PgnwO+OQqehWCygqkI9I4L2ypWK4rVCoCj/N1fE7WnJ9qAALSBgWgDi581Je8DAl3lGh8fVOpK0wtBCCGEEEIIIcR1VCmSdWN2IWg03PXwR0wKbcyu5F0cyzpGUl4Sx/LPkZSXRLY1m1xbLrnWXLDb0dtBd/6hP//Q2UHnAK1Dcb3W24sTfHMhmIsUzIXgWVj83qNQcb02FxXH4szNxZqbi/XEicsHrdWi9fc/n8SXTe51gYFoAorL1AbDDf8MhRBCCCGEEEJUHJUiWQco0kKrGu3RaXR0rtGZznQudz1FUShyFFHkKKLQXojVYXW9L3IUYXVasTqspcpzrDlkW7PJKsrilDWb7KLi19nWbLKsWWQXZYPTiUcReOWDb66CTx745oJPnoJPLvjkgu/5114FgN2OPSkJe1LSFc9N7eVVOqn/S3Jf8l7t7S198IUQQgghhBCiEqg0yXqBUYVOo7vieiqVCqPWiFFrxNvgfV2O7VSc5NpyySrMIq0wjZSCFJLzk0ktSCU5P5lj+SmkFBQ/soqy0DgUvP+azOddSPJ9Lkr2dQ5wZmdjzc7GevTo5c9Np0MTGHChub0rqQ9EFxKMNiQEbVBQcRN8SeqFEEIIIYQQosKqNMl6kcF9/b/VKjVeei+89F6Ee4Vfdt0iRxEpJcn7+efk/GRS8lPYc74suSCZHGsOKMXN7ksSeN8ySX1xsu+bW9w0X7HZsCeexZ549rIxqAwGtCHB6IKKE3hdcBDa4JDisuDg4tcB/qg0muv5MQkhhBBCCCGEuEqVJ1k33RqnYtAYqG6pTnVL9cuuV2gvdCX0yQXJpOanklxQnNQfuijZz7HlAKC1X0jgfV1N7xV888A3B/xyISBHhSXfiVJUhO3kKWwnT106AI2muEY+OBhtcPD5RD4EbXBwcS39+XK1jH4vhBBCCCGEENfdrZHhXgW7qXIljUatkXBLOOGWy9fU59vySS1IvZDY5ye7HkfOD66XnJ+MXbEDoLOr8M0B/5zi0fL9ci6Mmu+XC4E5KrxznagdDuznzmE/d+7SB1ep0AYHow8PR1cjHH2NCPQ1wtGF10BfIxyNl9f1/EiEEEIIIYQQosqoNMm6w6NqjpjuofOghq4GNbxqXHIdp+IkrSCNpPwkkvKSOHc+iT+Xf44zeUnsyE8iKT8Ju7M4oVc5VfjkUSqR93cl9hCYq8Y3x4nOplxI6LduLXNcTUAAhtgYDLGxGGJjMcbGoo+JReNpvmGfhxBCCCGEEEJUBpUmWXeaje4OocJSq9QEegQS6BFIg4AG5a7jVJykF6aXSeaT8ooT+d1550ol9ChqLAUQkgHBGQrBmRCSoRCWqSYkU4Ul144jNZX81FTyf99U6lj6qChMjRphatwIY8NGGGvXQqW78uCAQgghhBBCCFFVVJhk/Y033uDZZ5/lscceY/Lkyde+A7PHdY+pKlGr1ASYAggwBVCf+uWu41ScZBRmcC7vHAm5CZzOOU1CTgIJOQn8lpNAUl4SCgoAxiIN1dIgPFUhPEUhIlVNzVQ1lmwb1mPHsB47RtaiRUDxgHfGhg0wt2qNuW0bTA0bopK+8EIIIYQQQogqrEIk61u3buWzzz6jUaNGf3sfKrM0rb7R1Co1/iZ//E3+1A8om9AXOYo4k3OG49nHOZZ5jCOZRziWdYzfs45T5CgCFLzyNESfVYhNVKh1Tk3sWTDlF1GwbTsF27aT+vHHqDw88LitOebWbfCM64ghKurmn6wQQgghhBBCuJHbk/Xc3FxGjBjB559/ziuvvHLZdYuKiigqKnK9z87Odr12Jm/n6NS7qXHPFNBKk3h3UKMm3BxOuDmc20Nvd5U7nA5O555mX/o+9qXtY1/6PpZmHKDAXgCKQmi6hnqnFBqfVNHolAqPvHzyftlA3i8bSH7rLXSREZg7dcLcqRPGRo2q3JRyNput1LMQlZFc56IqkOtcVAVynYuq4GZd3ypFUZSbcqRLGDlyJH5+frz33nvExcXRpEmTSzaDnzhxIpMmTSpTviUmlrTOVrqHZrDbeBvH6jwMKvfNuy6uzKk4SXGmcMp+iuP24xyzHyNXyUWlKNRIhgYnFZodV1HvhBON88IlajebyatXj+wmjSmIigK1/JyFEEIIIYQQN09+fj7Dhw8nKysLrxs4A5Zba9bnzp3Ljh072FrOSOLlefbZZ/n3v//tep+dnU14ePHUZgadA4CGhdvwz/mRwLs+ApXq+gctbghFUTiVc4ptydvYcm4L66v/zvKWuZiK1DQ5ptDyMDQ/psKYl4f31q14b92KJigIS4/uWHr1Ql+nDqpK+vO22WysWrWKbt26oZOB+EQlJde5qArkOhdVgVznoipIS0u7KcdxW7KekJDAY489xqpVqzAar67ZusFgwGAof4o2o1ZhatD/MTbpVcKOfkvyD0EE9bt8s3pRscT4xxDjH8PQukOxOW3sSt7FuoR1/BL4C+/XPYHGoVDvlJp2B1S0PajCmJxM5ldfk/nV1+ijo/Hudyc+/fqhDQx096ncEDqdTv7piUpPrnNRFch1LqoCuc5FZXazrm23tSHevn07ycnJNGvWDK1Wi1arZf369XzwwQdotVocDsc17c+hMzBy3L+Z7vsoAEG7PiRlwX/Ava38xd+kU+toEdKCp1o8xdL+S1nabykPt3gcW/N6fNpDxZiHFf43QM3mOhrsWjXWo0dJeeddDsd1IuHhh8lZtw7Fbnf3aQghhBBCCCHE3+K2mvUuXbqwe/fuUmWjR4+mTp06PP3002iucRAxh8GCQavhrgef58sPchmT/wWBf35GSs45Aoe8Dybf6xm+uMkivSO5r+F93NfwPo5lHWPl8ZX84PcD79Q+gakQWh9UE79bS1SCldzVa8hdvQZtcDDeA/rjO2QIutBQd5+CEEIIIYQQQlw1tyXrFouFBg0alCozm834+/uXKb8aKlNA8X6NOgY9+iZTpngzLvM9Ao8vJved9Wg6/RdTi3tAL/Ox3+qivKMY32Q8DzZ+kAPpB1h8dDHLvJextnEW1VM0dP7DSed9GjySkkib8ilpUz/H0qULvnePwKNFi0rbt10IIYQQQghRebh96rbrwaECtSXM9d7LqGP0w//HJ7MiiT/+JrXsZ2DVfyj4+WXyat6BT+2OaKs1hsDaoDO5MXLxT6hUKur616Wuf13+3fzfrE1Yy8IjC5kZuJHZcU5aHFbTc5eG2ids5Pz0Ezk//YShVi187x6Bd+/eqD3kxo0QQgghhBCiYqpQyfq6dev+1nb5RjB6VS9VZtRpeGT0SH4/2I2PF75H7/xFRJCM6ch8ODLftV6ezo8iUwhOrzC0vuGYgmIwhNWDareB8cYNwy+uL71GT3xkPPGR8ZzLO8fCwwv53vI9z9dNITxZQ4/tCnF7gUOHOPfCiyS//Q4+AwfiO2IE+urV3B2+EEIIIYQQQpRSoZL1v6tQD54+YeUua1M7jNZPv8Wvh55g0S9L8Ez8nfqO/dRWJeCrysVsS8dsS4fsfXD6wnZOVKRZ6qKudQd+rYaiCqp7k85G/FMh5hDGNxnPfY3u4+dTPzP3wFymBm3jmziFTn+q6bVLg396NunTp5P+1Vd4dY/Hb8xYTA3quzt0IYQQQgghhAAqSbJuNSiY/MMvuVylUtGhdggdao9DUe7neGoem89lc/rMaQrSEnBknkaTexaPgkRCHGdpoDpBhDqZwJx9sH0fbJ/MWZ+meMU9jrlRX1C7bRB9cQ10ap2rtv1wxmHmHpjLUstSlrfIp+lRNX13aKh3zEb2Dz+S/cOPeLRsif/YMZg7dEAlP2MhhBBCCCGEG1WKZN1uUPAKqnFV66pUKqICPYkK9ISGYUDLUstzCm0cOJfDhsOHyN+/iqjUtcSpdhKauRMWjSRlRU2Mvd/A0qD7DTgTcaPE+sbyfJvnebz54yw5uoSZXjOZGHuGiCQNd26Btvud5G/ZQv6WLehjovEfPQavPr1R6/XuDl0IIYQQQghRBVWK6kOnTsEvJOK67Mti1NEi0o+7u7Vm3KPP0/K/K1nSeSVzDIPJVkwEFh7HMu8uTnw6BEdW4nU5prh5LHoLI+qOYHn/5bwb9y4+DZrwQR8VEx5Us7SliiKjBuuRo5x97jmOdulK6tTPcWRluTtsIYQQQgghRBVTKZJ1hx4s3n43ZN9eRh0DOrZk6DOfs2vQbyww3IlDURF5biVFk5uRsGIyOJ035NjixtGoNXSL6MasnrOY2WMmzRrewTdddYwbDzM7qcn20mJPSSHl3Xc50qkzyW+/jT0lxd1hCyGEEEIIIaqIStIM/safhkql4vaG0djrzWD5TyuJ3Px/NFKO4LHpRY4eXEXE2K/Revrf8DjE9dckqAlNgpqQkJ3ArP2zWOi5kB9a5NNun5oBWzWEJeWTNu0L0r+eiffAAfiPHYu+evUr71gIIYQQQggh/qZKUrN+8/oVazVq+vboQei/NrAg+DGKFB3RGb+S8W5rUvb/dtPiENdfuFc4z7Z6llWDVvFwi8fZ2yKQx0c7eWOQmmPVtShWK5lz5nI0vjuJTz9N0ZEj7g5ZCCGEEEIIUUlVjmTdw3TTjxno7cGA8S/xe6c5nFRCCHQm4/NtHw4u/h8oyk2PR1w/3gZv7mt4HysGruD/Wj9PUtNwnrlbYeJwNXuitOBwkLV4Ccd69+H0I49QsHu3u0MWQgghhBBCVDKVIllXmX3cduy4uG4wbh2/6tuhw0Htna+w+/P7UBw2t8Ukrg+j1shdde5iWf9lvH77G1gb1+Klu+CZURq21tYAkLNqNScGD+HUmLHkbd6CIjdqhBBCCCGEENdBpUjWtT5Bbj1+RLVQWj61lBVhE3AqKhomzuPguz0ozMlwa1zi+tCqtfSO6s38vvP5sPOHWBo14X8DVPzrfg3rG6pxqlXkbdzIqZEjOTlsODlr10rSLoQQQgghhPhHKkWybg6+ujnWbyS9TkP3ca/xS7P3yFcM1MnbSvLk20k9fcjdoYnrRK1SExcex8weM/ky/ksiG7Xn495qHnlAzcpmKuxaNQW7dnF6/EMc79efrOXLURwOd4cthBBCCCGEuAVVimS9dd8H3B2CS9ydoznc8zuS8aWG4xTKtHgSDmx3d1jiOlKpVLQIacGn3T7l297f0rRxPF/Gaxk/XsXi1iqsBjVFBw+S+MSTHOvZi8z581GsVneHLYQQQgghhLiFVIqp24wmT3eHUErjVnEkBK/i+FcDqKmcInNuXw73mUVs807uDk1cZ/X86/FO3DucyDrB9L3T+dZrCYta2+i+XU2f7So4eZKzz/0fKR9/jP/YsfgMHIjaaHR32EIIIYQQQohyKIpCgb2AHGsOubZccqw5pV7n2nJJSk26KbFUimS9IgqPjCXtoVUc+KwvdewH0S25iz9yPqVx3AB3hyZugEjvSCa1ncT4xuP5au9XzPOcx/IWBXTbpabfFhWWxLMkvfwKqVM+xX/0KHzuGorG0+zusIUQQgghhKiUSpLurKIssqxZZBZlFr++6JFZlEmWNYvsouwLy61Z2J32y+7bUXBzurpKsn4D+QeGYHzsJ3Z/1J+GRTuou/Y+NuVm0Lr3WHeHJm6QEHMIT7d8mvsb3c83+79hjuccVjTLpvOfavpvVuGXmkry/94mdern+N1zD353j0Dj4+PusIUQQgghhKjwCuwFZBRmkF6YTnphOmkFaa7XpcoL08gozMDm/PszdGlUGix6C546z+JnvafrtbpQzSu8ch3PrHySrN9gZosPtf/1Azs/HkrTnHW03PoE63PS6TjsKXeHJm4gP6MfjzR9hNH1R/PtwW/52vI1q5uk0WGvmoGbVASnZZH60Uekf/klvsOH4TdqFNqAAHeHLYQQQgghxE1jd9pdSXZaYVqZpDu9IL3UsgJ7wTUfQ6vW4mPwwVvvjbeh+OFj8HG99jZ4460vXeal98KkNaFSqcrdZ1pamiTrlYXeaKLxY/PZ8ekYmqUupuPBV1jzZS6dR0+85AUgKgdPvSdjG45lRN0RLDyykOle03m0QSKtD6gZtElFeFI+adO+IH3mLHwGDcJ/7Bh0YWHuDlsIIYQQQoi/zeqwklKQQkp+CqkFqa7XKQXFj9T84rKMwgwUrm3KY51ah7/JH1+DL34mP/yN/vgZ/VwPX6Mv/kZ/fI2++Bh8Lpt0V3SSrN8kaq2WZhO+Yuf0x2l6agZdTk1m1dR8utz/Fmr1rXnxiKtn1BoZVmcYg2oN4odjPzDNZxpP1D1O8yNqBm2E6MQiMr75hozvvsP7zr4E3H8/+ogId4cthBBCCCFEKTanjeT8ZBJzEzmXd47E3ETO5p3lbN5ZkvOTSSlIIaso66r3p1ap8TX4upJsP6MffqayyXfJe7POfMsm39dKkvWbSaWi6ejJ/PmNB42OfEK3s1NZ+UkhXR6cjFarcXd04ibQqXXcGXMnvaN683PCz3zu/znPxuyj4Qk1A3+HeidtZM2bT9aChXj16IH/A+PQ1Kzp7rCFEEIIIUQV4VScJOUlcTLnJKeyT5GYm0hi3oXEPKUgBafivOJ+dGodgaZAAjwCCDIFEWAKINAjsLjs/OsAUwC+Bl80asmFyiPJ+s2mUtHo7tfZ+72J+nvfIT71a1Z+WEjcw1Mw6OTHUVVo1Bq6RXSja42ubEzcyOe7P2dize3UOq1iwEYnzY46yV6+nOzlyzF36oShfj13hyyEEEIIISoJp+LkXN45TmYXJ+Sncs4/sk9xOuc0Vqf1stvr1DpCzaGEeoYSag4lzBxGiDmEYHMwQaYgAj0C8dJ7VZka8BtFskM3qT/4BQ7qTdTe+QrxWd/x0+Qi2j86DQ+D3t2hiZtIpVLRrlo72lVrx46kHUzbPY03qm8g8pxC/9+dtD6okLd2LRFr13Jm+w6CHhqPR4sW7g5bCCGEEELcAhxOB4m5iRzNOsrRzPOPrKMczzp+2cHatGot1T2rE24Jp7qlenEy7hlCmDmMMM8w/Ix+qFXqm3gmVZMk625U+86nOKI3EbXp/7gjbzGrJhfR8uGv8DYb3R2acINmwc34JPgT9qft54s9XzA55CfCUp30+91J+70KBb//zsnff8fUvDkBD4zD3KGD3K0UQgghhBAAZBRmsD99PwfSD3Ao4xDHMo9xLOsYRY6ictfXqrWEW8KJsEQQ7hVODUsNanjVoIalBiHmELRqSRXdTX4CbhbT42FOGEyE//IE3QpW8PP7Q2n08DcEeJndHZpwk7r+dXm749scb3Kc6Xum81ngUr7rYOPOTU46/wkF27eTMO4BjPXq4f/gA1i6dkWlljubQgghhBBVgaIoJOYlciDtgCs535++n+T85HLX16v1RPlEEeUdRbRPNNHe0UT7RFPdUl0S8gpOfjoVQGTnsZzWmwhZ/TCdrWtZ/8EgYsfPJczf292hCTeq6V2Tl9q9xH317+OVH19hVq+dzG9XQJ/NTu7YBezbx5lHH0MfE03AuHF49eyJSiu/0kIIIYQQlUlGYQa7U3fzR8of/JnyJ/vS9pFtzS533QivCOr41aG2b21ifGKI9ommmmc1GcDtFiXf7CuI6u2Hk2Qw4rv8fjraN/LrxwOxjvuWyBB/d4cm3CzUHEovj1683Pllvj38LXP85rCwbQ49tzrpuR04cpTE/zxNyocf4X/ffXj374daL2MfCCGEEELcauxOO4cyDvFnyp/Fj9Q/OZl9ssx6WrWWGJ8Y6vjVoY5fHer61aW2X23MOmmdW5lIsl6BBLcYQKrOiGXRSNo7t7Lps/4Ujfme2uHB7g5NVAB+Rj8ebfYooxuM5tuD3zLTbyZLWqXRfYdC761gSUjg3IsvkvrJJ/iPGY3P4MGoPTzcHbYQQgghhLiEAnsBf6T8wbZz29iWtI19afvKHfitpndNGgU0olFgIxoGNCTGJwadRueGiMXNJMl6BRPQpCeZ+m9xfjeM1sofbP2iH3/c8x2No8PdHZqoICx6C/c1vI8RdUew4PACZvjP4IfbztJll5o7tyj4JiWR9PobpH76GX4jR+I7Yjgai8XdYQshhBBCVHn5tnx2pexyJee7U3djd9pLrWPRWWgY2JBGgY1oHNiYhgEN8TZI99iqSJL1CsinXmdyRywgb/YgWij72PV1fzYP/Y5WdaPcHZqoQExaEyPqjmBIrSEsO7aMLwO+5Kdmx+m4W6H/JoWgjAxSJk8m7Ysv8B0xHL+RI9H6+ro7bCGEEEKIKsPhdLAvbR8bEzeyMXEjf6b8iV0pnZwHeQTRIqQFtwXfRtOgptT0rinToglAkvUKyzO2HQUjl5LzdT+aOA+zd25/1vebS8emdd0dmqhgdBod/WP70ze6L6tPrWZa0DQebbyfdnsVBmxSqJaaQ9qnn5H+1df43nUXfqNHowsOcnfYQgghhBCV0rm8c67kfNPZTWQVZZVaHmIOoUVwC24LuY0WwS2obqku0/GKckmyXoGZIm+jaMwPZE/vQ33HCQ4uHMyKom/o3rqxu0MTFZBGrSE+Mp47Iu7g1zO/8nnI5/y7wQ5aHlQYsFGhZlIB6TNmkPHNN3gPHID/ffehr17d3WELIYQQQtzSHE4Hf6T8wbqEdaw/vZ5jWcdKLbfoLLQKbUWbsDa0CWtDdU9JzsXVkWS9gjNUb4R63EoyP+9FbXsCuh/uYmHh1/SPa+nu0EQFpVKp6FC9Ax2qd2B70nY+r/Y5T9f+lSbHFAZsdFLntI3Mud+S+f08vLp3x/++sRjrSosNIYQQQoirlWvNZWPiRtYlrGPDmQ1kFmW6lqlVahoENKBdWDvahrWlQUADmc9c/C1y1dwCdMF18HpwFZmfdSfKdhbtz8OZXTSd4fEd3B2aqOCaBzenebfm7E3byxe7v+DFqFXUSVAY8JuTxiccZC9fTvby5ZjbtcP/vrF4tG4td3qFEEIIIcqRWpDKmpNrWHNqDVuTtpYaGM6it9ChWgfiwuNoG9ZWBoQT14Uk67cIdUAU3hNWkzGlBzWKThO38V6+KJzKmL5dJbkSV1Tfvz7vxr3LsaxjfL33a96KXEK1RCt3bnLS5oBC3m+/kffbbxjr18f/vrFYunVDpZU/D0IIIYSo2lLyU1h9ajU/nfiJ7UnbUVBcyyK8IuhYvSNx4XE0CWqCTi1TqYnrS76N30JUPjXwnbCa9E97EJZ/nD477uOTwo8ZP7gXarUk7OLKoryjmNh2Ig83fZjZ+2czvca3zE7OovcWJ13+UGDvXs7869/owsPxGz0KnwEDUBuN7g5bCCGEEOKmSc5PZtXJVfx04id2Ju8slaA38G9A14iudK7RmZreNd0YpagKJFm/1XiF4vfQKtI/60VQzkGG7nuQybMm8+iIAWg1MsWDuDoBpgAebfYo9zW8j4VHFjKz+kzmtT9N9+1Oum9XsCQkkPTSy6R+9DG+d4/Ad9gwmfZNCCGEEJVWjjWH1SdXs/zYcrac21IqQW8U0Ig7Iu+ga0RXqnlWc2OUoqqRZP1W5BmI3/gVpE/tg3/mHsYefYS3pxfyr1HDMGg17o5O3EI8dB6MqDuCu2rfxepTq5kRPoMlrfYQ96dCny1OgtLTSf3gQ9I+n4bP4EH4jxyJrpr8kxJCCCHErc/msPHrmV9Zfnw56xLWUeQoci1rHNiYOyLuoFtEN0I9Q90XpKjSJFm/VXn44ffgD2R83g/ftB1MSHiSt6YW8sR9o/DQy49VXButWkv3yO7ER8SzLWkbM6Jm8Giz9bTZr9B3s5OaSQVkfD2TjG9m49WzJ/5jx2CsU8fdYQshhBBCXBNFUdiTuofFRxez4sSKUnOgR3lH0TuqNz2jekoNuqgQJKu7lRm98R23lMwvB+GT9DtPJP2X/31SxL8eHIeXUQa4ENdOpVLRIqQFLUJacCTjCF/X+pr/a7CUOses3LlJodEJB9lLl5K9dCkebVrjP3o05vbtUamlC4YQQgghKq6MwgyWHVvGgsMLOJJ5xFUeaAqkR80e9I7qTR2/OjJws6hQJFm/1Rk88blvIVkzhuJ9Zh3PZLzI6x8X8cgDE/D3NLg7OnELi/GN4aV2L/FI00eYfWA279f+loBT2fTd5KT1AYX83zeR//sm9NHR+I0aiXffvqgNcs0JIYQQomJwOB1sOruJBYcX8HPCz66p1owaI10jutI3ui8tQ1qiUUs3UlExSbJeGehMeI/+juxZ9+B1YiX/zX6FVz8qYvz4fxHiLSN5i38m0COQx5o9xv0N72fx0cV8U+sbvkk4QY9tTrrsUuDoUc49/wIp703Gd/hwfIcNRevv7+6whRBCCFFFnck9w6Iji1h0ZBHn8s65yuv512Ng7EB61OyBRW9xY4RCXB1J1isLrQGve74hd+5YPA8v5vmCt3j1oyLufeApagaY3R2dqAQ8dB4MqzOMu2rfxYbTG5hZeybz2m+i8x8KPbc6CUxPJ/Wjj0ibOhXvO+/Eb9RIDNHR7g5bCCGEEFWAU3Hy65lfmb1/NhsTN7pGc/fSe9E7qjcDYgdQ26+2m6MU4tpIsl6ZaHR4DptO3rzxmPd9y/PWybz+cS69x/wfjcN93B2dqCTUKjUdwzvSMbwjB9MP8k39b3ii5TKa7iuizxYnMWetZH7/PZnff4/59g74jx6NR+vW0gdMCCGEENddjjWHRUcWMefAHBJyElzlrUNbMyB2AJ1rdMagkW564tYkyXplo9ZgHvQpBUs8MO2aznPK57z/eTaZI16hY+0gd0cnKpnafrV5qd1LPNbsMb479B3vNJ1LwJE0em9x0uKQQt4vG8j7ZQOGOnWK+7X37IlKr3d32EIIIYS4xR3LPMbsA7NZcnQJBfYCACw6CwNiB3BXnbsIt4S7OUIh/jlJ1isjtRrTne9hNfuj/+1tHlN/y/RZ2WT0/x/9mskfLnH9+Zv8Gd94PGMbjGXFiRXMbDyTWUf303Ork05/KnDgAGefeZbkd97Fb8RwfIYMQevn5+6whRBCCHELcTgdbDizgdn7Z/P72d9d5dHe0QyvO5zeUb3x0Hm4MUIhri9J1isrlQp9t+exm/3R/vQsozU/Mn9hDtOy3+W+OOmvI24MvUZP3+i+9Inqw7akbcxqNIuHDv1Ml11Oemxz4peSQsrk90n5ZArefXrjd889Ml+7EEIIIS4r25rNwsMLmXtgLqdzTwOgQkVceBwj6o6gZUhL6W4nKiVJ1is5bduHcHr4waKHGKj5ldVrHuCN7Hf5T++mqNXyR03cGBfP155wWwKzm83m6XYLafRHDj22OYk5ZyVr/gKy5i/Ao0ULfO+5G0vnzqi08idJCCGEEMWOZh5l9v7ZLD229EJTd72FgbEDuav2XVS3VHdzhELcWPLNuApQNxkKHr7Y595DV3Zi2Tae53L+x6S72qPXqt0dnqjkwr3Cebrl0zzS9BGWtVzGl+1no9p7hJ7bzs/XvnUr+Vu3og0Nxe/uEfgMHIjGx8fdYQshhBDCDRxOB7+c/oVvDnzD5rObXeUxPjEMrzucXjV7SVN3UWVIsl5V1IpHO3Ix1pmDaWU/gOXgw/z7yzd5c2Q3zAa5DMSN56HzYEjtIQyuNZhtrbcxp90cZu9ZQ5cdNrruVPA6e5bk/71N8ocf4nNnP/zuHoEhNtbdYQshhBDiJsgqynKN6n4m9wxQPANNp/BOjKg7gtuCb5Om7qLKkSytKolog/6+H7HO6Ee9wpM8efoxHv/0VV4f25cAT5nSQtwcFzeRP9fiHN+1/Y7n9s2j7s40em51EplcROa335L57bd4tG6N37334tnxdlQajbtDF0IIIcR1diTjCLMPzGbZsWWupu7eBm8GxA5gaO2hhHmGuTlCIdxHkvWqJqQh+nGrKJrel8icBF5Nf5KnPs5l0n13UcNfmhSJmyvEHMKjzR7lwcYP8lPbn5i1fza2HX/Sc1vx1G/5mzaRv2kT2urV8b/nbrwHDEBjsbg7bCGEEEL8Aw6ng3Wn1zFn/xw2n7vQ1L2Wby2G1xlOz6iemLQmN0YoRMUgyXpV5BeFYdxqimb0IyhtP5Pz/8u/PsnjX6PvoWF1b3dHJ6ogvUZP76je9I7qzd5We5lzYA6zdy2n89Yiuvyh4Hn6NEmvv0HSe+/h0/dOfIcPk1HkhRBCiFtMVlEWCw4v4NuD35Zq6t6lRheG1RkmTd2F+AtJ1qsqSwiG+37EOnMI3olb+Ng+iX9/lsXAYffRtV6wu6MTVVj9gPq80v4VMm57ggUdF/DS7rlEb0mkxzYnNVKLyPzuOzK/+w5jkyb4jRiOJT4etV7v7rCFEEIIcQmHMg4xe/9slh9bTqGjEChu6j4odhB31b6LUM9QN0coRMUkyXpVZvJFP2ox9m/vwXR0NR+p/8cL36SR2PtR7m0T6e7oRBXna/RlbMOxjKo/it9u/43vD3xH8qb1dNvuoNVBhcJdu0jctQvVa6/iN/gufO8agq5aNXeHLYQQQgjA7rSz/uR6Zh+YzdZzW13ltX1rM6LuCHrU7IFRa3RjhEJUfJKsV3V6D7TD5+Jc8hiaP77hVd0XfLg8jZdT/8N/e9VDI3OxCzfTqDXcXv12bq9+O+fanGP+4fm8sP17Gm9KoesuJ/4ZWaRNnUrqtM/x7NgRv+EjMLdri0ot0xIKIYQQN1tmUSYbCjfw0ZKPOJd/DgCNSkPnGp0ZUXcEzYKaSVN3Ia6SJOsCNDrU/T5G8amOav2bPKJdxPwtaTyS8RzvDG2JSS+jcIuKIcQcwoQmE3ig0QOs77aeb/Z/h3X9b9yxw0mjEwp5a9eRt3Yd6uphBAy/G58B/WXOdiGEEOImOJB+gLkH5rLs2DKKHEUA+Bh8GFSruKl7iDnEzREKceuRZF0UU6lQdfoveFfHufRxBmo2EHT4SUZ/NpEPR91OoEWmdhMVh1atpUuNLnSp0YXTbU8z//B85m/8jpabMojbrWA+nUjyW2+RNPk9vHv1wm/4CEwNG7g7bCGEEKJSsTlsrD61mjkH5rAzeaerPFQTygMtHqB3TG8MGvkOKcTfJcm6KK3ZvagtoTi+vZcO7CEg5d/c//ELvD2mOzFBMmWWqHiqW6rzWLPHeKjxQ/zc+2em/TkX49otxG93EplsI3vhIrIXLkJdN5agoXfj1asXGk+zu8MWQgghbllJeUl8f+h75h2aR1phGgBalZauEV0ZHDOYxK2J9IrqhU6jc3OkQtzaJFkXZcV2QzPmB+yzBlM3/xQfFzzNw59k8dQ9/WgbHeDu6IQol06jIz4ynvjIeE50PMG8g98zd/182m7Kps0BBd3+w5x78UUSX38V79698b9rGMYG9aXfnBBCCHEVFEVhW9I25hyYw8+nfsahOAAINAUyuNZgBtUaRKBHIDabjbOqs26OVojKQZJ1Ub6wpmjvX41j5kCqpR/hK+V5xk/PJLH/UAY1r+7u6IS4rEjvSJ5s+RTW5o/xc8LPfLHzOzxWb6bLTifV0q3kzFtAzrwFKLVqEjr8Xrx690bj6enusIUQQogKJ9+Wz7Jjy5hzYA5HMo+4ypsHN2donaF0qdEFnVpq0IW4ESRZF5fmG4nmvlU4Z9+F1+ktfKl5nafmZ3A46W7+072OjBQvKjy9Rk/3yO50j+xOYrdEFh9exPzV39J0UwqtDijoDx3n3MRJnHn9NSw9uhM0bATGRo2ktl0IIUSVdyD9APMOzWP5seXk2nIBMGlN9I7qzdA6Q6nlW8vNEQpR+UmyLi7Pww/1yCUo8+/HcGApH+g/4r3fzjIu6UEmD2uKxSh3UsWtIcwzjPFNH8LZ5EE2n93MvJ3f4ljxM5122KieZiN/0VJOLFqKI6o6ocNH4tO3LxovL3eHLYQQQtw0ebY8fjz+I/MPzWdP2h5XeYRXBENrD6VvTF+89PK/UYibpUok6w6HA5vN5u4wbmEq6PsZBNSHXd8wni2sTrbx8PRRvNivGWG+JncHWIZOp0OjkSnnRFlqlZo2YW1oE9aGrK5ZLDu6lB9XfUOtDSdpc0BBf+w0ya+8ytm33sQY34Ww4SMxNWkite1CCCEqJUVR2Ju2l3mH5vHj8R/Jt+cDF2ZeGRg7kFahrVCr1G6OVIiqp1In64qicO7cOTIzM90dSuVQrR8EdoX8DKJR+BcqTp04SnaqEYO24iXGPj4+hISESJIlLsnb4M2IenczvO4I9t29j2W75pKzdDkdthVQI9WObelKTi5dSVF4IMGDhxHYfxDawEB3hy2EEEL8Y9nWbJYfW878Q/M5mHHQVR7pFcnA2IH0jemLn9HPjREKISp1sl6SqAcFBeHh4SFJ2/VizUPJPI0KB1ZFyxn88LV44uOhd3dkQPFNmvz8fJKTkwEIDQ11c0SiolOpVNT3r0/9Li9T0PG/rD6xim9Wz6Lamj202a9gSEgh890PSJ/8IfaWjYgYPhrvuE6o9BXjmhdCCCGuhs1p4/fE31lydAlrT63F6rQCoFfr6RbZjUGxg2ge3Fy+MwtRQVTaZN3hcLgSdX9/f3eHU7kYjWAyo6QfxeiwYlZSOJWvwqnWEeptrBB/4E2m4qb5ycnJBAUFSZN4cdVMWhN9YvrSJ6YvZ+8+y4975nNmyXc03JxC7TMK+k1/cHbT45y0GDH2vIOI4WMx1pZBdoQQQlRMiqJwIP0AS44u4YfjP5BemO5aFuMTw6Bag+gd1Rtvg7cboxRClKfSJuslfdQ9PDzcHEklpTOiCqiNknEMjTWPSM6RmGfjuM2PGn4eaDXu79dU8rO32WySrIu/JdQzlDGtH0ZpNYHdqbv5acNMHMtX03pXIb45hTi/XcLxb5eQFx1KyOBhhPYfgsZbvuwIIYRwv7O5Z1lxYgVLji4pNeWan9GPnjV70je6L3X86lSIShYhRPkqbbJeQv4A3UAaLSr/GMhMQFWQTjXSSLNaOZIcSA1/Mx56915e8rMX14tKpaJRYCMaDfgf1jut/HJyLRuXziDw5z9pdtiJ+ehZct54l4y3J1PUrjFRw8fi2z4OldwkEkIIcRMl5yfz04mfWHFiBX+k/OEq16v1xIXHcWfMnbQJayPzogtxi6j0ybq4wVRq8KkBWgNKzln8VTkYnTZOpgQR7GPBzyx9ekXlotfo6RoVT9fH4kl/IJ2f/pjP2QVzqfN7IpHJTrTrd5K0/mGOexvhjg7UHno/5noN5OaREEKIGyKtII1VJ1ex4sQKdiTtQEEBQIWK5sHN6VGzB/GR8dLMXYhbkCTr4p9TqcASgkpnQsk4gZlCopUznMwIpsDmRai3EbUkKqIS8jP6MbTV/dDqfo5kHGH9munYl/1E0125WLIK4ftVJHy/iqxq3nj07kHtu+7DEFbN3WELIYS4xSXmJrI2YS0/n/qZbUnbcCpO17LGgY3pUbMH3SK6EeQR5MYohRD/lCTr4voxehf3Y08/ht5RRDRnOZ1r45jVhxp+Hui17u/HLsSNEuMbQ8ygV1EGvsIfidv5fckX6Ff9TsODRXifyYLP5nJk6lwy6oQS0H8gMf3uQevl5e6whRBC3AIUReFQxiF+TviZtafWsj99f6nl9f3r0z2yO/GR8YR6yiw4QlQWkj1VQKNGjUKlUqFSqdDr9cTExPDSSy9ht9tvyPHS09N55JFHqF27NiaTiRo1avDoo4+SlZVV7vr79u1j/Pjx1K1bF39/f2JjYxk5ciS///578cBzgbXA4IVapVBDnYK3LYkjyTlkF9quKa5HHnmEunXrlrvs1KlTaDQalixZcs3nK8SNpFKpaFLtNsaMn8LQedvIX/Ahv49sxv4IDWoF/PefRXntI/a1bc36UX04tGQ2itXq7rCFEEJUMEWOIjae2cibW96kx4IeDFo6iE92fcL+9P2oVWqaBzfnqdue4scBPzK391xGNRgliboQlYzUrFdQ3bt3Z/r06RQVFfHDDz8wYcIEdDodzz777FVtr1KpOH78OJGRkVdcNzExkcTERN5++23q1avHyZMnefDBB0lMTGTevHml1n3jjTd49dVXGT58OG+//TYRERFkZmayZs0a+vbty3333cfrr78OflGQcxZykwhUZeOhFHEqNZg8iwchXlc3vdvYsWP56KOP2LhxI23bti21bMaMGQQFBdGzZ8+r+jyEcAetWkub2l1p82xXCp8qZOPOxZyaP5tqvx6meqpC0KYjODa9zM4XXiWjVS2q3TmEWl0Hopb524UQokpKyE5gw5kN/HrmV7ae20qho9C1zKAx0CasDZ3DO9MxvCN+Rj83RiqEuBmqVLKuKAoFNsdNP65Jp7nmwaUMBgMhISEAjB8/noULF7JkyZKrTtavRYMGDZg/f77rfXR0NK+++ip33303drsdrbb4Mvn444+ZNm0a27dvp1at0vNKt2/fnoceeoj4+HgCAgJ44oknwCuMiW9+wKJFC9m1ai4xnCEhJ4jnP/iAWV9M4cSJE5eNq0mTJjRr1owvv/yyVLKuKAozZsxg5MiRrtiEqOiMWiOdW9wFLe4iuyibjetmkbF4MRFbTuGb68S0/gDK+pfYYXqFjNbFiXudLoNQ62TEXiGEqKwK7AVsO7eNX8/8yq9nfuVUzqlSy4NMQbSv3p4O1TrQNqwtHjqZkliIqqRKZToFNgf1Xlh504+776X4fzyNmclkIi0t7TpFdGVZWVl4eXm5kuHU1FReeOEF1q1bR61atVi4cCHPP/886enpjBkzhs2bN/PCCy8wZ84c2rRpw7hx47BYLKAzgtYIWhM6ewE1OYvemYfN4SS7wIaX6fKJyNixY3nmmWd4//33MZvNAKxbt47jx48zZsyYG/45CHEjeBm86B7/EMQ/RHZBJlt++oqM5csJ356Ad54T89oDsPYltplfIaN1bardOYR6nQehlptTQghxS7M5bOxJ28OWs1vYcm4Lu5J3YXVe6AqlVWlpGtyU9tXa0y6sHbV8a8lsIkJUYfLNr4JTFIU1a9awcuVKHnnkkZtyzNTUVF5++WXGjRvnKlu4cCGdOnWiYcOGHD16lGHDhvHOO+/Qrl07PvroI9auXctzzz1H7dq1qV+/Pr/99hvdu3cv3lilgoBakFU8H7sX+WhxkJCWg4+niVAvI2p1+f+Ihg8fzhNPPMH333/PqFGjAJg+fTrt27cvU7svxK3Iy+RD1zsfgzsfI7cgi20rvib9h6VU35aAJc+JZc1+WDOJrZ4vk9IqhoCefWnadRgGg9SuCCFERedwOtifvp8t57aw5ewWdiTvoMBeUGqdEHMI7au1p3219rQKaYWn3tNN0QohKpoqlaybdBr2vRTvluNeq2XLluHp6YnNZsPpdDJ8+HAmTpx4yfV79OjBhg0bSpXVr1/fdTc2IiKCvXv3XvG42dnZ9OrVi3r16pU63u7du11N0VeuXMntt9/OhAkTAPjkk0+YM2eOa93Q0FAyMjJK71itBt8I0JtRUKFCIVZ1moTcII4U2Qn39cCkL/s5+fj4MGDAAL788ktGjRpFdnY28+fP5+OPP77iuQhxq/E0eRPX/xHo/wh5+VlsX/EVGcuXEbY9Aa9cJ15rDsGat/nT9A6JjcPw7NKZJr1H4e8b5u7QhRBCAFaHlX1p+9iVvIvtSdvZnrSdHFtOqXV8DD60CGlBy5CWtAxpSU3vmlJ7LoQoV5VK1lUq1T9ujn6zdOrUiSlTpqDX6wkLC7ti3+xp06ZRUHDhTm1sbCw//PAD1aoVz+msu4p+rzk5OXTv3h2LxcLChQtLbWO32zGZTABYrVZXk3QAvV6P/vyAWE6nk127dvHUU08BoFarURTlwkHMAdj1PoAKvcpBlOosyXYfjqb4EuJlwt9TX+Yf1tixY+nSpQtHjhxh7dq1aDQaBg8efMXzEeJWZvbw5vYBj8KARyksyGXXD1+R8cNyAnaexDPfSa1NZ2DTTE6/OZPf6vig7tCaunfeS1REE/nSJ4QQN0lmYSa7UnaxM3knu5J3sSd1T6lm7QAWnYXmIc1dyXmsbyxqlUzIJIS4slsjc62CzGYzMTExV71+SVJ+sYiIiKsaDR6Ka9Tj4+MxGAwsWbIEo9FYanlMTAy7d+8GigeTe+6559i0aRMtWrRgypQpZGZmkp2dzRNPPEG1atVo0aIFAIGBgZw7dw5FUVwJxK49+0CjAw8/VPnpBKsy8VQKSMgKIrvQSHXf0nOyd+rUiZo1azJ9+nTWrl3L0KFDS90sEKKyM5o8aT1wAgycgNNmY//6hZxevgDLpn34ZtiI3ZMJe1ZQ+OkKltUwkNuqDiFdetKs9Z14G7zdHb4QQlQKDqeDY1nH2JO6x5WgH886XmY9X4MvjYMa0yyoGS1DWlLHrw4a9bW3shRCCEnWBdnZ2dxxxx3k5+cza9YssrOzyc7OBoqTbY1GQ9++fWnTpg2vvPIKt912G8888wwdOnRAURR69uxJ8+bNGTp0KEOGDGHhwoWufcfFxZGSksJbb73FoEGDWLFiBT/++CNeXl7gEwEGL5TMBMwUEcsZzhQFcDjJQaiPEV8PvWu++TFjxvDuu++SkZHBe++9566PSgi3U+t01O86hPpdh6AoCmd2/cahJbNQ/7qd4IRcYk4Wwck/4Ls/+NPrdRLqBaJr15I63QZTr8Zt8oVRCCGugqIonMk9w57UPexJ3cPu1N3sT99fpr85QKRXJE2DmtI0qClNgpoQ6RUpLZyEENeFJOuCHTt2sHnzZoAytfklc7XHxMQwePBghg0b5hoJ/sknnyQnJ4egoCCSk5Px8fFxNYcvUbduXT755BNee+01Xn75ZQYOHMiTTz7J1KlTi1cw+aLSeUDGSTS2PGqokslU8jiTEUBWgZ1qPib0WjWjRo3ixRdfpH79+rRq1eqmfC5CVHQqlYrqTdtTvWl7ALJPHuXAkpnkb/gVv32JBGQrBGxKgU3Lsb+3nKXhWrKbxeAT15mGrXoT6S1fKIUQQlEUEvMSOZB+gAPpB1wJemZRZpl1PbQe1POvR8PAhjQNLE7OfY2+Nz9oIUSVoFJKdSi+uaZMmcKUKRfm265fvz4vvPACPXr0uKrts7Oz8fb2JjU1FX9//1LLCgsLOX78ODVr1izTpFv8PVarlcGDB3P48GHXz8nb25vMzEwWLFjAu+++y4oVK6hevfq171xRIOccSu45VIBN0XBGCSBPZS5Vy34tKss1YLPZ+OGHH+jZs+dVjT0gBICzsJCEX1ZwatVitJv/xCc5v9TydE84EmXE2qQ2ge0706TxHUR4RbgteZfrXFQFcp27n81h42jWUQ6kH+Bg+kHX818HgQPQqrXU9q1Ng4AGxQ//BtT0riktlK5ArnNRFaSlpREQEOCa7vpGcWvNevXq1XnjjTeIjY1FURS++uor7rzzTnbu3En9+vXdGZooh16vZ9GiRXz11Ve8+eabDBs2DL1ej9PppEOHDnzwwQd/L1GH4undvEJRGb0h8yQ6eyGRqiTSFU/OZviTmW+jmo8Jw98YWV+IqkhtNBJxRz8i7ugHQP6J4xxZ8R1Z69fhvecUfrlOWv5ZCH/+AV//wUnv9/g5yoStcW2C2nemYf1ORPlEySBIQohbkqIopBSkcCTzCEcyjnAw4yAH0w9yNOsodqe9zPpatZYYnxhq+daivn99GgY0pJZfLQwagxuiF0KIYm5N1vv06VPq/auvvsqUKVPYtGmTJOsVlEqlYtSoUYwaNYrc3FzS09MJDAx0jRR/rTw9LzWXqMIPMz/g9lbN8KSAM0UBHEp2EGQxEGgxoJamu0JcE4/ImjR68Gl48GmcRUVkbdvMqXXLyd+yFcvhcwRlKQTtLICdu2DGLhJ83mV1TT0F9SPxbt6S2AYdaBTUWAasE0JUKBcn5Uczj154ZB0lx1q2thzAordQx68OtX1rU8evDnX86hDlHYVOI7XAQoiKpcL0WXc4HHz//ffk5eXRpk2bctcpKiqiqKjI9b5kEDSbzYbNZiu1rs1mQ1EUnE4nTqfzxgVehXl4eODh4QHwtz/jHTt2XHJZ9SAflKIU9A4rNVVJZCpmErNLatmNeJQzL/vFnE4niqJgs9nQaG7dGvmSa/uv17gQf5tajWfLNtRrWfy31pmfT872rST88iNFW7dhOZ5MSCaE7LTCzkMw6xDZplksqaYiOdoPTYN6hNzWnvphTYn2jr4uX3DlOhdVgVznf5/NYeN07mlO5ZziVM4pTmSf4FjWMY5lHSu3CTuARqUh3BJOTa+a1PKtRW3f2tTyrUWoR2jZLj9OsDnl53I9yHUuqoKbdX27tc86wO7du2nTpg2FhYV4enoye/ZsevbsWe66EydOZNKkSWXKZ8+e7UoaS2i1WkJCQggPDy8z6Jm4hShOjLYMDPZsVIBdUXMWPzIUC2Yt+OhBc4lWularlYSEBM6dO4fdXrbJmxCifOrCQgzHj8KRvRhOncTvTDpaR+l/FXY1nAyCI9XUJFf3obBaNYxBUYTowgjRhGBQSdNRIcS1cSpOspQs0hxppDpTSXOkkeYsfp3hzECh/K+satT4qf0I0gQRpA4qftYEEaAOQKuqMPVSQohKJD8/n+HDh9/wPutuT9atViunTp0iKyuLefPmMW3aNNavX0+9evXKrFtezXp4eDhnz54td4C5hIQEIiMjb+nBxcR5tgJUWQmozk+ZkqsYOa0E4FDrCbIY8DPr+WvD+MLCQk6cOEF4ePgtfQ3YbDZWrVpFt27dZKAW4RaK1UrRgQNkbNtE6raNqPYcxJiRV2a9Qh2cCIbjwWqyawagq1uboLrNifaLJco7ilBz6CX7wMt1LqoCuc4h25rNmdwzJOYmcibvjOt1Yl7xo8hRdMltTVoTEZYIalhqUMNSg2jvaGp61yTSKxK9RipmKgq5zkVVkJaWRmhoaOUeYA6KBy0rmS6sefPmbN26lffff5/PPvuszLoGgwGDoWxtjU6nK/PHwOFwoFKpUKvVqNUyQNItz2CGwNqQlwzZ5/BUFVJLdYYUxZukLB8y8myE+RjxNF64DtRqNSqVqtzr41ZUWc5D3IJ0OvTNm2Np3pwaD0xAURTsZ8+Sv3MXqVt/JWf3H2iPnMJYZKfOaahz2gnbk4FkrNoNnAyEJSEqzgbrcdSshmetulSrXpcYnxiifKKo5lntokPJdS4qv8p6nSuKQo4th3N55ziXd47TOac5k3vmwiPnzCWbrJfQqrXFybhXDSK9IonwinA9Ak2BMt3kLaSyXudCADft2nZ7sv5XTqezVO25EC4qFXgGg9EHshJQF+UQrMrEV5XLWbsfx1IdeJt0hHob0Wtv3T7qQlR0KpUKXVgY3mFhePcq7rakOBxYT5ygcN8+MnZtJ3vPTlSHTqAvsBJ7FmLPKkARcAw4RqZ5OacCVWwNgHPBemwRIWRYPDmy6wiR3pHU8CquOQv0CJQR6YWoABRFIduazbm8cyTlJ7mek/KSOJd/jqS8JJLykyg43wLucvyMflT3rE41z2pUs1QrfvasRnVLdULNoWjVFe7rqRBCuIVb/xo+++yz9OjRgxo1apCTk8Ps2bNZt24dK1eudGdYoqLTGsAvGgqzIPsMeoeVCHUyOYqJxAJ/DhbaCfQ0YNG5tYeHEFWKSqPBEB2NIToa7/MzfShOJ7ZTpyjct4/8ffvIOrgH6+EjaM+l4ZMHPnkKjU5AcRJ/EoB0z72c9YNNfioW+qlIDdBD9VDMEdGE+dUgzDOMUHOo69lL7yU1bUL8Aw6ng4yiDNIK0kgtSC31SCtII7UwlZT8lKtOxAG8Dd6EeISUSsZLkvMwzzA8dB5X3okQQgj3JuvJycnce++9nD17Fm9vbxo1asTKlSvp1q2bO8MStwKVCkw+YLBAbjLkJmFRFVBLdZpUxZvkHB9SnU4Ki+zYHTIbgBDuoFKr0UdGoo+MxKtnT0LOlzvz8ig6epSiw0coOHSQ7AN7sB05iiYtC79c8MuF+qcUQAEKgeM4VcdJ9oazfir+8IHVPiqSvSHH3wNNWCg+gdUIs1QjxBxCkEcQAaYAgkxBBHoESkIvqhSn4iTHmkNmUSYZhRlkFmUWPwozySjKIL0w/UIiXpBKemE6DsVx1fv3NfgSbA4m2COYEHMIwR7BBJuDCfEIIdgcTJBHECbt35vOVQghRGluTda/+OILdx5eVAZqDXiFgocfZJ1BVZRFoCoLX1Uupx0WzuVbue/rbYztWJuudYPkC7sQFYDabMbUqBGmRo3wAUIpHpBoxbx5xNWujfP06eIm9SeOk3/sCI6TCagLioqnk8ssaTFT8pwLHKZAf5hkb0jxVnHEGzaeT+ZTvVTkeusxBATibw50JfKBpkACTAH4Gf3wNfria/DFx+iDp85T/k6ICsGpOMmz5ZFjzSHHmkO2Ndv1OqsoqzgZL8pwJeElz1lFWdeUfAOoUOFr9CXAFOB6+Jv8CTBeeF9yI8yovXUHbBVCiFuNdAqqoBISEnjxxRdZsWIFqamphIaG0q9fP1544YUyI99fTwsWLGDKlCns2rWLoqIi6tevz8SJE4mPjy+zrs1mY/r06Xz33Xfs378fh8NBVFQUAwYM4KGHHioznd7flZSURPXq1Zk5cyZDhw4ts3zs2LHs3LmzeM72wmzIOo3WUUSIKoNsVSYhmXu4/+tsWkb682zPOjSt4Xtd4hJCXF9ODw+MDRuia9asVLmiKNhTUrCeOIH1xAlsp89gO3OGotOnKDp9GtIyMFkhIgUiUv6azAMUYFefItPzFOmekG5RkW6BExbV+ffFZRme4DDqXIm7r8EXX6MvPgYffI2+WHQWLHoLXnovPPWeWPTF7y06C556T+lnK4Di67XAXkC+PZ98Wz55tjzybHnk2/PJLsxmW9E2Mg5kUOAscCXfFz9KkvJcWy5O5e+3DDPrzMXX7kXXc8nzxUl5gCkAX6OvXL9CCFEByV/mCujYsWO0adOGWrVqMWfOHGrWrMnevXt56qmn+PHHH9m0aRN+fn5Xta+JEydy4sQJZsyYcVXr//LLL3Tr1o3XXnsNHx8fpk+fTp8+fdi8eTNNmzYtFeOdd96JWq1m/PjxNGrUCE9PTw4cOMD06dP5+OOPWblyJbVq1fo7H0EpwcHB9OrViy+//LJMsp6Xl8d3333HG2+8UVxg9AJDHchLhfSz6LDzhu5zBut9ePXkMPp/kk7PhiE8FV+HmgHmfxybEOLGU6lU6IKC0AUFYW7ZssxyZ2EhtsSz2M6cxnamOJG3nj5dnNSfO4cjNRWtUyEgGwKy4UIiX3Zci0KdgyzzWbI8zpJlVpHtAZlmOOmhItMM2WbIPF+eawLlolp4k9Z0IZnXeeKp98RD64FJa8JDV/z810fJcpPuL++1JvQaPTq1Tmr6ryOn4qTQXkiRo4giR5HrdaGjkCJ78XN5ZSXrXryswFZAnv18Im47n5jbi19faj5wlx1XH7NOrcNL74WXwct1g8hL51V8I+kvSXjJjSUfg49MZSaEEJVA1UrWFQVs+Tf/uDqP4j7WV2nChAno9Xp++uknTKbifl81atSgadOmREdH89xzzzFlypQbEurkyZNLvX/ttddYvHgxS5cudSXrWVlZxMfHM2zYMCZNmlTqi2SjRo0YMmQIn3/+OXfccQc7d+7E17e4JlulUrFw4UL69evnWt/Hx4fJkyczatSoy8Y1duxY+vXrx6lTp6hRo4ar/Pvvv8dutzNixIgLK6vU4BkEKg9IzQe1jnbq3Swz7GGBowNv7x5M171JDGhajUe7xBLuJwPdCHErUxuNGKJqYoiqWe5yxW7HnpqKPSkJW1IS9qRk7MkXvU5KwpacjJKfj9EGxkwIzoTSyXzZ5MuhhhyTilyjQo4Jck255BpzyTWdJdekItcIOSZINEGuUUWuqfh9kY5r+p+gV+vRa/Su5F2v0WPQGFyv9Rp9qXX0aj1qlRqtWotapUaj0lx4rdagUZ1/XPz6L+9VKpXrb7uK0s9AmWUXK1mmKApOxYlDcaAoCg7FgVNxuh4OxYGCgsN5vhwnDuf5MsWB01lc5lSc2Bw2bE4bdqcdm9N24XGZcrtidy0vedid9qv+3K8HD60HZp0Zs87suhmTm55LZLVIPPWeeBm88NJ7uVptuJLxknK9BYOm7JS1Qgghqoaqlazb8uG1sJt/3P8mgv7qanHT09NZuXIlr776qitRLxESEsKIESP49ttv+eSTT25KbYvT6SQnJ6dUTf4bb7xB8+bNeemll8jMzGTChAmsWbOGqKgohg4dyo8//siPP/7IL7/8wuTJk5k0adI/jqNnz54EBwczY8YMXnjhBVf59OnTGTBgAD4+PmU30miLB6EbMQ82vIp6z3wGaX6hr3YTX9ji+XR7HxbtOsOQ28J5uHMMod4yII4QlZFKq0UXEoIuJIRL/ZYrioIzLw9Hejr21DQc6WnYU9Owp6fhSE3Dnp6OIzUVe3o69rQ0nFlZaJzFI9r75Ln2cvEeLxmPQ6OiyKyjwKSh0KCmwAB5BoVcvUKO3kG2zkG+XiHfCPkGyDcUkm8ookAP+UZIN4BNK7Xt/5RWrcWkMWHQGjBoDBg1Rgza888aAwat4bLLPXSlE/GS1yUJulFrLDPtoM1m44cffqBnu54y/7QQQogrqlrJ+i3g8OHDKIpC3bp1y11et25dMjIySElJISgo6IbH8/bbb5Obm8uQIUNcZTNnzmTFihUAPPHEExw/fpzFixeTnJzMuHHjqF27NgCjRo3iueeeuy7JukajYeTIkcyYMYPnn38elUrF0aNH2bBhA6tWrbr8xt7VYNCX0HoC/PR/6E9tZLx2KSN1a/jU2pMvN3fn++2nGd6yBg91iibIIoPnCFHVqFQqNJ6eaDw90V/UeudSFKsVe0YGjvR0HFlZODKzzj9nFj9nZZ4vy8SZlYU9s/g9Nhsah4JHthWP7L8fr6LTophNOD0MODyMOEx67AYtdqP2/LMOu0GLzagpfjZosBo02PRqbIbimwRWvRqrQU2hDqw6cJyv2S6pAQcuNOe+6N5DSdnFTb0VRSmzTI3aVUuvUWlQq9Sux+XKy3utU+vQaXTo1Dq0am3x+5LX58v/uqy89fUavSvZ1qg1f/8HIIQQQtwEVStZ13kU13K747jXqOSLz6Xo9eX3RduwYQM9evRwvbdarSiKwrx581xln332Welm45cwe/ZsJk2axOLFi103BtLT08nJyaFBgwYALF26lEWLFtGqVSsAHn74YVfyHBoaSkZGxhWPc7XGjBnDG2+8wdq1a+ncuTPTp08nMjKSzp07X90OqjeH0T/AwR9h7at4JO3h37p53K9fyUfW3ny18Q7mbj3FyDaRPNAxGj+z9PcTQpRPpdejCw5GFxx81dsoioJSUFCc0Gdm4sjOwZmXiyMnB2dOLs7cHBy5uRde5+TizClZp+R1cTW+ymZHlZmDOjPn+vwjV6lQe3hceJjNqD08UJkvKjNd9NrD5HqtMplQe5jLlKtNJlSX+F8lhBBCiCurWsm6SnXVzdHdJSYmBpVKxf79++nfv3+Z5fv37ycwMLD8Zt/Abbfdxq5du1zvP/jgA86cOcObb77pKgu+ii+Xc+fO5b777uP777+na9eurnK73Y7ReKHm2Wq1YjZf+Ew9PT1dr3fs2EFMTIzrvUqlKnMTwmazXTGWErGxsXTo0IHp06cTFxfH119/zf33339t3QFUKqjTE2p1h32LYO1rWNIO86xuDg8aVjC5qC/Tf+nMrE0nGd2uJmPb18RXknYhxHWgUqlQnU9kdWF/r0uW4nDgzM/HmXM+mc/NwZGTg5KfX1xe8sj76/u80u/PP5T88+O4nO8GUHIz4LrR6VyJe6mbASYTarNH8edhKlt+4SaAx/kbAX+5CSBNyIUQQlQBVStZvwX4+/vTrVs3PvnkE/71r3+V6rd+7tw5vvnmGyZMmHDJ7U0mU6kE2c/Pj+zs7FJlVzJnzhzGjBnD3Llz6dWrV6llAQEBWK1WkpKSCA4Opn379rz11ltMmzaN9PR0Pv/8cwICAti4cSPPPfccX375pWvbwMBAzp4963p/+PBh8vOvbcC/sWPHMn78ePr27cuZM2euODDdJanV0GAA1O0Lu7+Dda/jm3mKSbqvmGD4gXeK+vHp2g58+dtx7mkdwdgONaV5vBDC7VQaDRqLBY3FwvVIVxWnE6Wg4NIJfd758pJ1Ci4k+c68/Avl+aVfU3Ij1mbDmZWFMyvrOkR7ger8TQDVX28AlNT2l0ruL9UioKQVwUU3AbTytUgIIUTFIf+VKqCPPvqItm3bEh8fzyuvvFJq6rZatWqVGmDteps9ezYjR47k/fffp1WrVpw7dw4ovgng7e2NWq2mb9++fPLJJ0yaNIn333+fPn364Onpibe3NyNHjmTy5MmMGTOG999/ny5durj23blzZz766CPatGmDw+Hg6aefvuYBdgYPHsyjjz7KAw88wB133EF4ePg/O2GNFpoMhwaDYNcsWP8/gnISeVP3OY8ZlvFeUR+++KU9MzaeYFjLGoy7PYowHxmITghROajUalRmM2qzGQIDr9t+Fav1ogS/4EJNf0H+Ra0A/pro552/EVD+DQBnfj7Yi0dzV2w2HFlZcL1vAuj1xYm7xYLa4onG04Lay1L8bLGgsXiitngVP3ueX8fLC7WnJxpL8Tpqg4zeLoQQ4vqQZL0Cio2NZevWrUycOJEhQ4aQnJyMoigMGDCAmTNn4uFx46Yamzp1Kna7nQkTJpSqwS8Z3A3ghRdeoGXLlrRu3ZoePXqwb98+zp07h6+vL06nk+eee46AgIAy+37nnXcYPXo0HTp0ICwsjPfff5/t27dfU3weHh4MHTqUqVOnMmbMmH90rqVo9XDbGGg8HLZ9Cb++S1jeWf6nm8pThkW8X9Sb2Rs78s3mkwxqHs74jtHU8Jcp34QQojwqvR6NXo/G2/u67lexWssm8nkXavyd+fkXtRT4a81/PkreJW4COByu/TusVhyZmX87RpVeX5zYe3qi9vZG4+ONxscHjbcPKosF7zNnyAH0/gHF5eeXq83mmzLLixBCiFuHSrnSSGYVWHZ2Nt7e3qSmpuLv719qWWFhIcePH6dmzZql+ljfql588UXeffddVq1aRevWrd0dDj/99BNDhw7l7rvv5v7776d+/foA7N69m7fffpvAwEDeffddt8b4j64Ba15x0v7bB5CXDECaOoAPi3oyx9EZu9rAnU3CeCguhpggzyvs7J9xTfXTU6b6EZWXXOfCXRRFQbHZcOblFSf6eXnnB/TLLjUugDMnF0dOdvEAgDnnBwPMzj4/KGAOztzcfxaIVovG+3xi7+Pjeq3190Pj5482wB+Nnx/agAC0fn5ofH2l2b6okOTvuagK0tLSCAgIICsrCy8vrxt2HPkrf4uYNGkSkZGRbNq0iZYtW6JWq6+80Q10xx13sH37dl566SU6dOhA7vkvKUFBQYwcOZJnn33WrfH9Y3oztH0EWtwHO76GXyfjn5PIRN3XPG5YysdFPfhmR1cW7jxD9/ohPNAxmibhPu6OWgghxDVSqVTFteF6Pfj6/u39KA5Hcf/+kkQ+J+fCtH7nZwCwZWRw5sABgkwmnFkXpvtTiorAbseRloYjLe1qA0fj61uczPufT+AD/NH6+aMNCkIbHIQuOBhtcDBqT0+ptRdCiFuQJOu3kNGjR7s7hFJq1qzJ9OnT+eKLL0hKSkKtVl/VSPPlee2113jttdfKXdahQwd+/PHHfxLq36czQasHoPko2DkLfp2MT9YpntPN5lHDMqYUdWfmnjv4cc85Wkf58UDHaOJqBcqXIiGEqGJUGg0aLy80Xl6XHPzPZrOx7YcfaPqXGkdnQYErcb/wKH5vT0/DkZqGPT0dR1oq9rR0HBkZoCg40tNxpKfD4SOXj83DA11gINrzybsuOAht0EWvg4PRBgZKTb0QQlQw8ldZ/GNqtZrQ0NB/tI8HH3yQIUOGlLvs4hHx3UZrgBZjodm98Mdc2PAOlozj/Ef3HY8YlvO1rTPTjnVn9LF06oRYeLBjNL0ahaLTuLcFhBBCiIpPbTKhNpnQhYRc1fqK3V6cyJ+vibeffzjS0rCnpmFPTsaenIQtKRlndjZKfj7Wkyexnjx56Z1qNOhCQtBVq4YuLKz0c/Vq6IKDZco8IYS4ySRZFxWCn58ffn5+7g7jyjQ6aHYPNB4Ge+bDhncwpR7kAc1SxmpXsMjZgY+TevH4tzn8b+VB7utQk7tahOOhl181IYQQ14dKqy3uu17OYK5/5SwowJ6cjC0pCXtSSRJf8joZe1IStpQUsNmwnTmD7cyZ8nekVhfXxFcLQ189HH1kBPoaNdBFRKCPiETjab7OZymEEEIyCCH+Do0WGt8FDQfD4ZXw62S0CZsYpPqZgYa1rFW15P2sXkxaWsD7aw5zb5tIRraJwN9TpvQRQghx86hNJvQREegjIi65juJ0Yk9JLU7WExNdSfvFrxWrFfvZs9jPnqVgW9mZXDQBAa7j6GvUKE7mz79X38BZbIQQojKTZF2If0Kthto9ih+nNsGvk1Ed+pHOymY6GzazU92AyYW9+GCNlam/HGVQ8+qMaVeTqMAbO4K8EEIIcbVUajW64CB0wUHQrGmZ5YrTiSMtDVtiItbTp7ElJGA9Udys3nrqVPHAeKmpFKSmUlDOlKy6atUwxMSgj4nGEBOLISYaQ1QUarPUxgshxOVIsi7E9VKjNQyfC8n7i6d82/0dTZ17+Eq/h2Oamkwu6MmcTa2ZtekUXeoEMbZDTdpE+ctgdEIIISo0lVqNNjAQbWAgpsaNyyx35ORgPXkK68kTWE+exHbypCuZd2RmXmhev359qe10YWHoY2MwxMRgrFMHY9266CMjZaA7IYQ4T/4aCnG9BdWF/lOg83OwaQpsn0GU9Tgf6D/mRc33fFbUlbkHOrHmQDJ1Q70Y274mfRqHYtBq3B25EEIIcc00FgumBvUxNahfZpk9I4Oiw4exHj1K0eEjFB09StGRI66aeltiInnrf3GtrzIYMNSqVZy816uLoU4djLVqSS28EKJKkmRdiBvFuzrEvwq3Pwlbp8Hmz/DPS+a/2tk8oV/It/Y4Pj93B09+n82bKw5wb+sIRrSOwM+sd3fkQgghxHWh9fVF27Il5pYtS5XbMzKwHjlC0ZEjFB46RNGBgxQePIiSn0/h7t0U7t59YWWVCn1EBMaGDTE1bIipcSMMdeui1sv/SyFE5SbJuhA3mskXbn8K2jwCu7+HTZ9gSN7HveofucewgnWqlnycG887qwr5aO0RBjSrztj2kcQEWdwduRBCCHFDaH190bZogUeLFq4yxenEduoUhfv3U7j/AIUH9lO0/wD2lBSsJ05gPXGC7KVLAVDpdBjq1sXUqBGmxo0wNWyILiJCupYJISoVmQS6gnE4HLRt25YBAwaUKs/KyiI8PJznnnvuhhzXZrPx9NNP07BhQ8xmM2FhYdx7770kJiaWu/6pU6d48sknady4MQEBAURFRTFo0CBWrFhxXeN655138PX1pbCwsMyy/Px8vLy8+OCDD67rMW8YnbF42rfxG+GehRDTFRUKnZTNzDO8xCrzROKdv/L9lmN0ffcXRk3fwq+HU1EUxd2RCyGEEDecSq1GHxmJV48eBP37X9SYOpXYDb8Q++sGwj+fSsAjD2PueDsaHx8Um43CP/8kY9YsEp/6D0e79+Bw6zYkPPAgadOmUbBrF4rV6u5TEkKIf0Rq1isYjUbDjBkzaNKkCd988w0jRowA4JFHHsHPz48XX3zxqvcVGRnJjBkziIuLu+K6+fn57Nixg+eff57GjRuTkZHBY489Rt++fdm2bVupdWfOnMmECRPo1asXEydOJCoqisLCQjZs2MC4ceOIi4tj+vTpaDT/vA/2Pffcw7PPPsuCBQsYPnx4qWXz5s3DarVy9913/+Pj3FQqFUR3Ln4kH4BNn8Cf3xJrP8wH+sNM1AQytagrsw924u6DKcQGmWliVhFnteOt07k7eiGEEOKm0gYE4NmhA54dOgCgKAq2hAQK/txNwZ9/UPjHnxTu348jK4vc9evJPT+QncpkwtSkMR633YbHbS0wNW6E2mh056kIIcQ1USm3cLVddnY23t7epKam4u/vX2pZYWEhx48fp2bNmhjP/2FWFIUCe8FNj9OkNV1zs6wPPviAiRMnsnfvXrZs2cLgwYPZunUrjcsZhfVSriVZL8/WrVtp2bIlJ0+epEaNGgAsXbqU+++/n0WLFtG6desy2+Tl5TFw4EBiY2P58MMPAZgxYwaPP/44mZmZrvUWLVpE//79r6rWeODAgWRlZbF69epS5XFxcYSEhDB37txytyvvGqiw8lJh25ew5XPISwbAqjbxveN2PrfewQklFItRy5Dbwrm3TQQR/jLQjqhcbDYbP/zwAz179kQnN6VEJSXX+Y2jWK0UHjxIwY4d5G/bRv7WbTgu+t4BgE6HqUEDPFq0wNy2DaZmzaTf+w0g17moCtLS0ggICCArKwsvL68bdpwqVbNeYC+g1exWN/24m4dvxkPncU3bPPLIIyxcuJB77rmH3bt388ILL1xTon49ZGVloVKp8PHxAcBqtfLwww8zY8YMWrduza+//srjjz9OQkIC/fv3Jz8/n/j4eL755htq1arF448/TnR09D+OY+zYsfTu3ZuTJ08SEREBwLFjx/jll19YuXLlP95/hWAOgI7/gXaPwe55sOkT9El7GKFayQjDSn6jEZ9b4/nyVytf/nacTrWDGNk2kg4xAajV0j9PCCFE1abS64sHn2vYEL+RI1GcTqzHjpG/dSv5W7eRv20b9uRkCnbupGDnTtKmTkVlNJ5P3NtibtsWQ61Y6fMuhKhQqlSyfitRqVRMmTKFunXr0rBhQ5555pmbevzCwkKefvpphg0b5rpbtH79egIDA+nevTuZmZnceeedPPzww/Tv35958+bxxhtv0LlzZ/z9/enZsyerVq26Lsl6fHw8YWFhTJ8+nYkTJwLFtfXh4eF06dLlH++/QtEaoOkIaDIcjq+HTVNQDq2kHX/STv8nSdowphZ05vsDHfn5QDJRAWbubRPBwObVsRjl7rUQQggBxf3fDTHFc7j7Dhvmajqfv3UbeZs3kff77zhSUsnbsIG8DRsA0AQG4Nm2LeYOt+PZoT0ab283n4UQoqqrUsm6SWti8/DNbjnu3/Hll1/i4eHB8ePHOX36NJGRkZdd/8EHH2TWrFmu9/n5+fTo0aNU3/Hc3NwrHtdmszFkyBAURWHKlCmu8t27d9O2bVsANm7ciL+/P5MmTQKgSZMmfPvtt651Q0NDycjIuKrzvBKNRsPIkSOZMWMGL774Ioqi8NVXXzF69GjU6ko6RqJKBVFxEBWHPfkQJ79/nuic3wkuTOR53SyeNsxjkaM909K6MXFpHm//dIiBzapxb9tIogM93R29EEIIUaGoVCr0NWqgr1EDn4EDUBSFokOHydu4kbyNG8nfuhVHSipZi5eQtXgJaDR4NG2KZ6c4POPi0EdFSa27EOKmq1LJukqluubm6O6yceNG3nvvPX766SdeeeUVxo4dy+rVqy/7j+Kll17iySefdL2Pi4vjzTffpFWrq2/6X5Konzx5kp9//rlUHwy73Y7JVHzjwWq1YjaX7jft6XkhSdyxYwcPPPAAAGq1ukzfdJvNdtUxAYwZM4bXX3+dn3/+GafTSUJCAqNHj76mfdyyfGuyt/pwIrp+hm7/QtgyFX3yPoaoVjPEsJqdmoZ8WtCFWb8356vfT9IhNoCRbSLpVCcIjTSRF0IIIcpQqVQYa9fCWLsW/qNH4bRaKdixg7zffiN33XqKDh8u7vu+bRvJ/3sbXXg4nnFxWDp3wqNFC1TaKvUVWgjhJvKXpgLKz89n1KhRjB8/nk6dOlGzZk0aNmzIp59+yvjx4y+5XVBQEEFBQa73Wq2WatWqERMTc1XHLUnUDx8+zNq1a8sM2hcTE8O6desAaNGiBQcOHGDx4sX06dOHpUuX8scff1BQUMD//vc/EhIS6Nu3LwCBgYHk5OSQl5fnSvB37dp1DZ8IREdH07FjR7788ksURaFr166u/utVht4Mt42G5qPgxK+wZSocWE5Tx24+0+8mTRPEtKLOzD0cx32HU6nmY2JYy3CGtAgnyFLBB9gTQggh3Eit12Nu3Rpz69YEPfEE1tNnyF2/jtx168nftAlbQgIZM2eSMXMmGh8fPLt0xis+HnPr1qhkkDohxA0iyXoF9Oyzz6IoCm+88QZQPKr722+/zZNPPkmPHj2u2Bz+77DZbAwaNIgdO3awbNkyHA4H586dA8DPzw+9Xk/Xrl25//77OXToELVq1eLjjz9m2LBhWK1WWrRoQXx8PI899hg9evRgzZo1GAwGAFq1aoWHhwf//e9/efTRR9m8eTMzZsy45hjHjh3L/fffD/C3tq80VCqo2aH4kXUatn4BO77CPz+Zp7VzeUK3gB+VNnyZ1Zm3f8pn8urDxNcPYUTrGrSJ8pdmfEIIIcQV6KtXw2/ECPxGjMCZl0fepk3krF1L7s9rcaSnkzV/AVnzF6C2WLB07oTljjswt2snU8MJIa6rKjV1261g/fr1dOnShXXr1tG+fftSy+Lj47Hb7VdsDl/iWqZuO3HiBDVr1ix32dq1a137eOutt5g9ezZr1qzB398fq9VKWloaoaGhpKWl4eHh4Woqf7FFixbx1FNPcebMGbp06ULfvn0ZN27cVU3dVqKgoIDQ0FA0Gg2JiYmumwGXcqteA391VVOg2Aph7wLY/Bmc3eUqPq6NYlpBHIsc7cjDRHSgmRGtigek8zbJgHSi4pCpfkRVINf5rU+x28nftp2cn34ie9VPOFJSXcvUHh54du2Cd5++mNu0rrJN5eU6F1XBzZq6TZJ1cU0UReGhhx5i2bJlvPDCC/Tr14/AwEDy8vJYsWIFL7/8MtOmTeO2225zd6iV5hq4pn96igKnt8H26bBnPtgLAShSm1jkaMdX1s7sUyIx6tT0bRzGiFYRNA73ufEnIcQVyJc7URXIdV65KE4n/9/efYdHUe1/HH/PtvRCAgkBAqEZIyCggCJNigUEfyjWawmCBQXUi6Ki0rzXK3IFUUGuBcGGWOFaUC+igCBNOtIEg4CUUFNJstmd3x+bLAkESCB183k9zzw7c6Z9Jzks+c45c+b4mjWexP37/5Gb1yMRwFqzJqG9ehLWpw/+zZtXq15tqudSHeg961Ip5b9SrmfPnowfP55BgwZhs9nIzc2lTZs2PPvss5UiUa+2DANi23qma56HtR/Br+/gd/h3bjV+4Fa/H9hsjWda1pV8+evlfPLrHlrUDePOy+tzfcu6BDisZz+HiIiIYFgsBF56KYGXXkrUk09yfN06Ur/6mtS5c3EdOsTR997n6Hvv44iLI/T6PoT16YMjNraiwxaRKsRH33slZe36669n8eLFpKens337do4dO8by5cu56aabSnysZs2aERwcXOT04YcflkH01URADWj/EAxZCYlfQ7MbwWInwbWVl+xvsDpwKKPt75O5dxNPfr6Bdv/6gTFf/sa2A2kVHbmIiEiVYlgsBLZuTe1RI2n68yLqTX2d0F69MPz8yNm5k0OvvsaOq67mz3vuIeWbb3BnZ1d0yCJSBahlXc5LQEAAsed5l3ju3LmnfZVbdHT0eR1bKDwgXXoyrPkAVk0n8Ngu7rF+yz3Wb1ltac47WV358Je2zPhlJ5fUD+e2dvXpfXEMgQ59TYiIiBSXYbcT0rUrIV274krPIO2HeaR++SUZS5eRmTdZw8II/b/rCb/pJvwvuKCiQxaRSkp/hUuFq3avYKtIwVHQaRh0eBR2/Ai/ToNt33GJeyOXODaSag1nVk5HZu2+kid2HeO5rzZxfas63NY2lhZ1w6rVM3ciIiLnyxocRHjfvoT37UvOnr9I+eILjn3xBbn793u7yQe0bEn4zTcR2qsXlsDAig5ZRCoRJesi1ZHFAk17eKaUPbD6PVj1LqHp+7nf+jX3W79mvSWBd7O6MHt5O2Yu38VFMaHc1i6W/2tVVyPJi4iIlJCjXl1qPTyUmoMfImPJEo59+hlpP/3E8XXrOL5uHQfG/5vwG2+kxh1/07PtIgLomXURCasHXZ+Gv2+EWz+EC64Fw8LF7s1McPyHNYFDeMHxDrb9axj13420e/4Hhn28lhVJR0r06j0REREBw2oluHNn6r32Kk0X/ETU8Mexx8biTk3lyIwZ7Lj6GnYPepD0xUv0/6xINaeWdRHxsNohobdnSt0La2fCmvfxP7qT2y0/cLvfD/xhieO97M7MXtORL9b8RaNaQdzWNpZ+l9QjMvjM770XERGRwmw1axI5cCAR99xD+qJFHP3gQzIWLyZ9wQLSFyzA0bAhNe64g7C+fbEGB1V0uCJSztSyLiKnCq0DnR+HoWsg8StocQtY/Wjk3skY+3v8GjCEKX6TiTm8jBfmbuLyF+bz0Ier+GlrMrkud0VHLyIiUqUYFgshV15J/bffotHcudS44w4sgYHkJCVx4J//ZHvXriRPmEjuwYMVHaqIlCO1rIvI6Vks0LCzZ+o1HjZ8Bqvfxb5/A9cZv3Cd4xcOWKJ5P7szn23ozNwN+4kO9eOG1vW46dJ6NIkKrugrEBERqVL8GjWk9shnqfX3R0mZ81+OfvABOTt3cvittzgyYwZhffsSMeAe/Bo2rOhQRaSMqWVdRIonoAa0uw8GLYb7F0KbgeAXRrT7AI/bP+UX/0f4yP9FLkv/kRkLN9Fj4kJueH0JHy7/k5TjRb+aT0RERIpmDQ4m4s47aDT3G+pNfo2Ali0xnU6Offopf/S6jj1DH+b4unUVHaaIlCEl65WIaZr06NGDa6655pR1r7/+OuHh4ezZs6dUz3nkyBGGDh1KfHw8AQEB1K9fn4cffpiUlJQit9+0aRMPPvggCQkJREZG0rRpUxITE1m6dGmpxjV06FASEhKKXLdr1y6sVitffvllqZ5TSqBOK+g9ER7bAje8AQ06YsFNe9bxqmMKawIG86L9LWy7l/HM7A20ff4Hhn60hkXbDuJya7AcERGR4jIsFkJ69KDBrI9o8OEHBHftCqZJ2rx57Lz1Nv688y4yfvlFg9GJ+KASJevHjh1j+vTpDBgwgO7du9O+fXuuv/56Ro8ezS+//FJWMVYbhmEwffp0li9fzhtvvOEtT0pK4oknnuC1116jXr16xTrOzp07i3XOvXv3snfvXl566SU2btzIjBkz+O677xg4cOAp244bN47LLrsMt9vNSy+9xMKFC5k+fTqNGjXi+uuvZ8SIEcW+1rMZOHAgW7ZsKbJezZgxg6ioKHr16lVq55Nz5AiElrfBPd/Aw2ugy1MQ3oAAM5NbrT/xqd9z/BL4GA+an7Jm/VrufmcFHcb9yPjvtvDHwfSKjl5ERKTKMAyDwEsvJXbq6zT6+ivCbrwR7HYyf/2VXQMG8uff7tAI8iI+xjCL8S967969jBo1ig8//JA6derQrl076tSpQ0BAAEeOHGHjxo2sWrWKBg0aMHr0aG699dbyiJ3U1FTCwsI4dOgQkZGRhdZlZWWRlJREw4YN8ff3Bzwt1+bx4+USW0FGQACGYRR7+3fffZchQ4awfv164uLi6N69O+Hh4XzxxRfFO59hkJSURFxc3DnF++mnn3LnnXeSkZGBzeYZ1mDKlCm8/PLLzJ07lwsuuOCUfQ4ePMg111zDHXfcwWOPPQbAmDFjmDNnDmvXrvVuN2nSJCZNmlSsmwmXXnoprVu35u233/aWmaZJ48aNueWWWxg3btwZ9y+qDlRFTqeTuXPn0qtXL+z2KvB+c7cbdi2FdTPht/9CTpp31SoS+NjZkbmuy0gnkEsb1ODmS+tx3cUxhPhXgWuTMlPl6rnIOVA9l9LmPHCAw9OmcezjTzCzswEIaNmSmkOGENSxQ4n+/iy1mFTPpRo4fPgwNWvWJCUlhdDQ0DI7T7EGmGvdujWJiYmsWrWKiy66qMhtjh8/zpw5c5g0aRK7d+/m8ccfL9VAS4N5/DhbL7m03M8bv3oVRmBgsbdPTExk9uzZDBgwgBtvvJGNGzfy22+/lWGEheVXuvxE/dChQ4waNYoFCxZwwQUXMHv2bEaOHMmRI0cYMGAAy5cvZ9SoUXz00Ue0b9+e+++/n5CQkPOOY+DAgTz11FO88sorBAV5XleyYMECkpKSGDBgwHkfX8qIxQJxHTxTz3/Dlq89r4H7YwGXsplL7Zv5h+M9vsu9lM92d+bpP5sz5qvfuOqi2tzQug6dmtbCbtUTOiIiImdjj46m9tNPE3nvvRyZNo2jsz7m+Lp17L7vPvxbXkytwYMJ6tSpQpJ2ETl/xfqLeNOmTYwfP/60iTpAQEAAt99+O0uXLuWee+4ptQCrqzfffJONGzfy6KOP8uabb1KrVq1yOe+hQ4f4xz/+wf333+8tmz17Nl27dqVFixbs2LGD22+/nQcffJC5c+eyf/9+fvrpJ1wuF/Hx8TRr1owlS5aUSix/+9vfcDqdfPrpp96y6dOn07FjxyJb96UScgTCxbfA3XPg779B99FQ8wL8zGz+z/oL7zvGsTzgER4xP2Tb+mUMmPErl/1rPqP/u5E1u46qK5+IiEgx2KOiiB4xgsbz/kdEYiKGvz9Z69az+/4H+PO228lYsaKiQxSRc1CslvXIyEi+/vprevXqhcVy9vz+5C7plYUREED86lUVct6SioqK4oEHHmDOnDn07dv3jNv27NmTn3/+uVBZs2bNvHdRGzRoUKyW+dTUVK677jouuugixowZ4y3fsGEDV1xxBQDff/89nTt3ZvDgwYBn4LuPPvrIu21MTAxHjx4tziWeVXh4ODfeeCPvvPMO/fv3JzU1lc8//5wpU6aUyvGlnIXVhU7DoOPf4a/Vnm7yGz6jVtZhHrR9xYO2r/id+nyRdQVfLm3Pu0v/JC4ykL6t69K3VV3iagZV9BWIiIhUap6k/Ski7x3I4WnvcHTWLI6vW8euuxMJ6tSJqL8/iv8ZGt9EpHIp9nvW+/btS3R0NP379+eee+6hSZMmZRlXmTAMo0Td0SuazWbzdkU/k7fffpvjBZ7Fb9q0KXPnzqVu3boAxXpeKC0tjWuvvZaQkBBmz55daJ/c3FwC8m445OTkeLukAzgcDhwOBwBut5u1a9cyfPhwACwWyykto05nyV7hNXDgQLp378727dv56aefsFqt3HzzzSU6hlQyhgH1LvVM1/wLtn0H6z+B3/9HU9cunrTv4kn7LH41L2TOsfa8+8NlTPrhd1rXD+eG1nW5rkUMkcF+FX0VIiIilZatVi2in3qSiAH3cPg//+HoJ5+S8fPPJP38M6G9elHrkYdxNGhQ0WGKyFkU+8HQpKQkHnjgAWbNmkV8fDxdunTh/fffL5QkSsWoW7cuTZo08U7gaU3PX25wli/j1NRUrr76ahwOB19++eUpg7E1adKEDRs2ANCxY0f+97//sWzZMlwuF5MnT+bYsWOkpqby2GOPUbduXdq2bQtArVq12L9/f6GEveBgc8XRtWtXGjZsyPTp05k+fTq33XZboZsFUsXZ/OCi/4PbPoTHt0GfVyGuE2DQxtjCP+3TWek/mHfs/yZ2zzeM++8qLvvXfAbOWMlX6/ZyPMdV0VcgIiJSadmjoqg9ahSN535DaO/eAKTOncuO63qzb8wYnAeSKzhCETmTYifrsbGxjBo1ih07dvDDDz8QFxfHgw8+SExMDIMGDWLlypVlGaeUkfxEPSMjg2nTppGamsr+/fvZv38/LpcnEbr++uv59NNPOXLkCG3atOGpp56iU6dO+Pn58b///Y9LL72U2267jaNHjzJ79mzvsa+88koOHjzI+PHj2bFjB1OmTOHbb78tUXyGYTBgwACmTp3K0qVLi3ylnPiIgBpwaSL0/xqGbYKr/wkxLbHhopt1Da86prDa/0EmWF/Dve17/v7RSto+/wOPfbKOBVuTcbrcFX0FIiIilZKjfn3qvvRvGs7+gqAunSE3l2OzPmbHNdeQPGEirpSUig5RRIpwTkMud+3alXfffZd9+/bx73//mw0bNnD55ZfTsmXL0o5Pytjq1atZvnw5GzZsoEmTJsTExHin3bt3A56W9Ztvvpnbb7+dzMxMRo4cSWpqKnv37uXLL79k7ty5HDt2jBkzZhAeHu49dkJCAq+//jpTpkyhZcuWrFix4pzeEtC/f39SUlJo1qwZl112WWldulRmoXXgiqHwwCIYvBI6PwE1GuKPZ2C66Y5/86v/YJ5yvcGuNT9wz/TltHv+B56evYFfdhzC5dbAdCIiIifzT0ig/htv0OCD9wm45BLMrCwOv/UW26+6msNvv407K6uiQxSRAor1nvUz+eOPP3jnnXeYOnUqqampJX4m+XyU9D3rcu5ycnK4+eab+f333xk1ahQ9e/YkLCyMY8eO8cUXXzBx4kS+++476tWrV9GhevlKHdD7SvOYpmdgug2fwMYvIONE171kIvg6tx3fuC5jtdmUmiEBXNcihj4tY2gdWwOLRa+sqexUz6U6UD2XysQ0TdIXLODgy5PI3rYNAFt0NDWHDCb8hhswijFuUlFUz6U6qFTvWT/Z8ePH+fTTT3nnnXf4+eefadiwIcOGDaN///6lHJ5UFg6Hgzlz5vDuu+/y4osvcvvtt+NwOHC73XTq1IlXX321UiXq4oMKDkx39fOwcxGs/xS2fE1U9hEG2L5jgO07DhDB18cv45ull/HuL02oEx7EdRfH0OfiOjSvG6p3zYqIiOB51DCka1eCO3cm9euvOfjKqzj37mX/yFEcmT6DWn9/lJAePfT/pkgFKlGyvmzZMt555x0++eQTcnJyuPHGG/nhhx/o2rVrWcUnlYhhGPTv35/+/fuTnp7OkSNHqFWrlnek+JIKDg4+7bpvv/2WTp06nWuo4uusNmjczTPlToIdP8Jvc2DLN0TnHGGg7VsG2r5lnxnJ1+mXMffny3hzURPiIoPofXEd+rSsQ3ztkIq+ChERkQpnWK2E/d//EdKzJ8c++ohDU/9Dzh9/8NfQhwlo2ZKoxx8jMG/wYBEpX8VO1i+66CK2bt1K69ateeGFF/jb3/5GWFhYWcYmlVhwcPAZk+3iONPI8PmvnRM5K5sfxPf0TM6svMR9NmydS0zOYe6zzeU+21z+MmvyTcplfLPgMib/1JimUSH0vrgOPVvUpmlUsFoORESkWrM4HEQkJhJ2440cfucdjsx4l+Pr1vHnXXcT1KUzUcOG4R8fX9FhilQrxU7We/TowUcffaRB5KTU5L9mTqTU2P3hwl6eyZkFO+bnJe7fUjfnEPfbvuF+2zfsMWvy/ZG2fD+/Da/8EE9crRB6Nq9Nz+YxNKujrvIiIlJ9WUNCiHrkEWrcfjuHpk7l2KefkbFwEUmLfibs+j7UHPowjnpqVBEpD8VO1l999dWyjENEpHTZ/eHC6zyT8zhs/8HTVX7rt9RzHvJ2lT9shvK/o5fy/cI2vPVTc6IjQrm2WW2ubR5D69hwDU4nIiLVkj0qipjRo4lMTCT5lVdI+/Y7Uv77Jalzv6XG324nctAgbDVqVHSYIj6tWK9uu/baa1m2bNlZt0tLS+PFF19kypQp5x2YiEipsQdAQh+4aRo8sQNumwktbwf/cCKNVG63/cQMx79Z7TeIJ9JeZO+Sj7h76nyuGPcjo/+7kaU7Dut1cCIiUi054uKo9/LLxH36KYGXX47pdHLk3ffY0b0HyRMmkHvkSEWHKOKzitWyfvPNN9OvXz/CwsLo06cPbdq0oU6dOvj7+3P06FE2bdrE4sWLmTt3Ltdddx3//ve/yzpuEZFzYw840eLucsKfS2DzV7DlG4LT9tHHuow+1mVkm3YWH2/Odyva8tDSS7AE1eTqZtFc06w27RtH4mezVvSViIiIlJuAFs2pP/0dMpb8QvLECWRv2szht97myAcfUuPWW4kYcA/2qKiKDlPEpxQrWR84cCB33nknn376KR9//DFvvvkmKSkpgGeE8IsuuohrrrmGlStXkpCQUKYBi4iUGqsdGl3pmXr+G/auhs1fwuav8Tuyg+7WNXS3rsFlN1jpvJAfVl3Ccytbc8AeS5f4WvRIiKbbhVGEBzoq+kpERETKnGEYBHfsQFCHK0j/6ScOvT6VrI0bOTJjBkdnziT85psJTby7osMU8RnFfmbdz8+PO++8kzvvvBOAlJQUjh8/TmRkJHa7vcwCFBEpFxYL1GvjmXqMhYNbPC3um7/Cun89l1s2c7llM8/yIX+4a/Pj5tZ8+tsljOBCWjWoxVUXRdMjIZq4mkEVfSUiIiJlyjAMQrp1I7hrVzIWL+bQlNc5vnYtRz/8kKOzZhHTrBlZdetib9OmokMVqdJK9J71gsLCwvTqtnK2c+dOGjZsyJo1a2jVqhULFiyga9euHD16lPDw8IoOT8R3GAZEJXimLk/A0T9h67ew7TvMnYtpxH4aWb7lXr4l1Qxg0Z6WzP+zNVO+aUlkVB1v4t4qNhyrBqgTEREfZRgGwZ06EdSxI5nLlnHojTfJXLaMkPXr2XPnXfi3vJjIxERCrr4aw3bOaYdItaV/NSIiZ1OjAVw+CC4fhJGdBjt+gm3fwbbvCc08RG/rMnpbl+EyDVYfa8pPP7dm1MKWHAhoQuf4aLrE16Jz01rUCFJ3eRER8T2GYRDUvj1B7duTvnEjG18YR9j69WStW89fwx7DVrs24TfeSNiNN+q1byIloGRdRKQk/ELgous9k9vtec5967ew7XusBzbQ1thGW8s2nuBjDrpCWbyxBQvXteB582LqxcZxZXwUV8bXonmdML0WTkREfI5ffDwHbrmZli+9RPpnn3H0o4/I3b+fQ6+/zqGpUwlq357wm/oR3KMHFoduYoucSbVK1k3TJDfHXe7ntTksGEbx/yh3u9289NJLvPnmm+zevZvo6GgeeOAB7rjjjjPul5mZSb9+/UhNTeWbb75R13iRslbwOffuIyFlj6fF/fd5mEk/U8uZyg3WJdxgXQLA5v31WbS3BePnX8wfAS24/IK6dImvRccmNYkM9qvgixERESk9tpqR1Bo6hMj77yNt3g8c+/wzMpcuI+OXX8j45ResYWGEXteLkGuvJfDSSzGsesuKyMmqVbKem+PmzUcWlvt573+lC3a/4n8BjRgxgrfeeouXX36Zjh07sm/fPrZs2XLGfY4dO8Z1111HcHAw8+bNIzAw8HzDFpGSCqsHbe+Ftvdi5ObAnhWwfT7s+BFz3zoSLLtIsOziAb4hK9fO8o0JLFrfgjfczTCjmnFF0yg6NImkXcNIgv2q1deziIj4KIufH2G9ryOs93Xk7N7NsS++IOWL2eQeOMDRmR9xdOZH2GrVIuSaawjteS0BrVtjWCwVHbZIpXBOfw0eO3aMzz77jB07djB8+HAiIiJYvXo10dHR1K2r51DOR1paGq+88gqTJ08mMTERgMaNG9OxY0d27txZ5D779+/n1ltvpWnTpsycOROHuhSJVDybA+I6eqYeozEyDsEfCzyJ+44f8U/bRxfrerpY1wOQciyQFcsTWLL0Ql6hGX51L+byptF0aBxJ6/o1cNj0h4uIiFRtjthYoh55hFpDhpDxy1JSv/2WtB9+IPfgQY5+8AFHP/gAW1QUwVdeSXCXzgRdfjmWIL1lRaqvEifr69evp0ePHoSFhbFz507uu+8+IiIi+OKLL9i1axfvvfdeWcRZKmwOC/e/0qVCzltcmzdvJjs7m+7duxd7n6uuuop27drx8ccfY1UXIpHKKagmtLgJWtyEYZqeV8Pt+BF2/Ij7z6WEOTO4yrqKq6yrAEg9EMjKffH8sCCBlyzNCKh/CZc2rEXbhjVoHVuDAIf+rYuISNVkWK0Ed+pIcKeOmGNGk7F0Kanffkfa/PnkJidz7JNPOPbJJxh2O4Ft2xDUuTPBHTviaNy4RI+WilR1JU7Whw0bRv/+/Rk/fjwhISHe8l69evG3v/2tVIMrbYZhlKg7ekUICAgo8T7XXXcdn3/+OZs2baJFixZlEJWIlKqCr4ZrPxiLKxf2rYM/F8POxbj/XEpoThrdrWvobl0DQMYeP9bvasyaBU1412zK8dptuLBxQ9rGRdCmQQ2NNC8iIlWS4XAQ3KULwV264M7JIXP5ctIXLiJ94UKcu3eT8ctSMn5ZSjIvYo2MJLBdW4LatSOwXTscjRopeRefVuJkfeXKlbzxxhunlNetW5f9+/eXSlDVWdOmTQkICGD+/Pnce++9xdpn3LhxBAcH0717dxYsWMBFF11UxlGKSKmy2qDepZ6pwyOe5H3/evhzCebOxbh3/kJQTirtrZtozybPPodh58Fo1ixtwsvuJhwKuYjA+i1p1qA2LWPDuSgmFH975b45KSIiUpDF4SC4UyeCO3XCfOZpcnbuJH3hQjIWLSJz1Wpchw+T9u13pH37HQDWmjUJaNmSgIsvJuDiFvg3b461QGOiSFVX4mTdz8+P1NTUU8q3bdtGrVq1SiWo6szf358nn3ySJ554AofDQYcOHTh48CC//fbbGbvGv/TSS7hcLrp168aCBQu48MILyzFqESlVVhvUvQTqXoJxxVCsbhcc2ga7V2DuXkHun8uxH/2dOMsB4jjgGW0+C1xbDbZvqctGsyFzaUh6RDOC6rcmvn4dLqoTStPoYPxsSuBFRKTyMwwDv4YN8WvYkMj+/XHn5JC1fj0ZK1aQuWIlx9eswXXoEOnz55M+f37+TjgaNSKgRQv8L25BQPPm+DVpgkUDL0sVVeJk/frrr+e5557jk08+ATz/kHbt2sWTTz5Jv379Sj3A6mjkyJHYbDZGjRrF3r17iYmJYdCgQWfd7+WXXy6UsF9wwQXlEK2IlDmL1dtt3rg0ETvA8WPw16+w51ecu1Zg7l2HI+sQ8cYe4tkD/Awp4F5vsGtdFL+b9VhELKkhjbFENyOyQTMurFeThJhQItSFXkREKjmLw0FgmzYEtmkDD+FJ3jdu5Pj69WStX8/x9Rtw7tlDzo4d5OzYQcqcOZ4dDQNH/fr4XXABfvHx+MVfgH98PPZ69TTqvFR6hmmaZkl2SElJ4aabbuLXX38lLS2NOnXqsH//ftq3b8/cuXMJKscRG1NTUwkLC+PQoUNERkYWWpeVlUVSUhINGzbE39+/3GKSysNX6oDT6WTu3Ln06tULu91e0eFIZWWakLYf9q3D3LuGrF1rYN9aArIOFLl5rmlhp1mbbWY9dtsakBnaBFutJoTVi6dBndo0iQqmTph/uT0LqHou1YHquVQHFVnPc48cyUveN3g+t27BdfBQkdsaAQE44uLwaxiHI64hjoYNccTF4WjYEGuwRqCXMzt8+DA1a9YkJSWF0NDQMjtPiVvWw8LCmDdvHosXL2b9+vWkp6dzySWX0KNHj7KIT0REisMwIDQGQmMw4q/FO1Rl+kFI3oSZvJnMvzbi3Pcb/sd+xz83jSbGXpqwF8wVkIJn2g4HzVD+NGuzwoghPbA+7ohG2Gs1JjjmAurWjiY2IpBawX4a1EdERCoVW0QEIVdeSciVV3rLcg8fJnvbNrK2biV76zayt20j+/ffMY8fJ3vzZrI3bz71OLVqeRN3R/1Y7PXqYa9bF3vdulhr1ND/f1Juzuk96wAdO3akY8eOpRmLiIiUtuBaENwFo1EXvO0Epglp+yB5M859v5G+ewPuQ9vxT9tJkPMItYxUahmptGEbHAf+ypvWQqoZyF9mTX4zapLqVxtnUF0Ir09AzfqE1G5ERHQsMeGBRAQ59MeMiEhV5XZDThpkpZxhSvV8OjMgNxtysyA3G6vzOFceOYjtz7HgdhZx8AL/N1jtYPMHmx9Y/TyfNn+wOcAWAH4h4Bfs+XSE5C0XKPMLBf9wCAj3HKsItshIbO3bE9S+vbfMzM0lZ9ducnbuJCcpiZydSWQnJZGz809chw6Re/AguQcPkrly5anRBwbiqFsHe526hZJ4e9262OvEKJmXUlXiZP3VV18tstwwDPz9/WnSpAmdO3fW+75FRCorw4DQOhBaB3uT7tQouC4rFY78Qe6hHaTs2cLxA9uxHP2DkMxdhOQeIdTIJNTYRQK7IAfPdBRI8uyeY1pJpgbrCCfNFslxv1rkBkZhhNbGLzwG/4i6BNesR42adagZGqj3xYuIlBW3y5NMHz8KWcc8Y51kHfMse+cLfB4/diIRz04FSvSkrJcFCAPIOv9LKBFHMATU8CTuATXykvgahcvyJsM/HL+IGvjVbQtdr/T8v5jHlZrqSeJ37iQ7KQnnnr9w/vUXzj17yE1OxszMJPv37WT/vr3IMAy7HVt0NLboaOzRUdiiCszXro0tKhp7VC0Mh8aLkbMrcbL+8ssvc/DgQTIzM6lRw/Mn3tGjRwkMDCQ4OJjk5GQaNWrETz/9RGxsbKkHLCIiZcg/FOq0wlanFZEXn7QuOx1S/8J55E9S9iWReTCJ3CO7sKX/RdDxvYTnHsJhuKjHIepxCFzbIRPPdNIjgy7T4DBh/EkYGdYwjtvDsbn8WPTXj1iCa2EPqYlfaBT+YbUIDI8iOCKasJAQvY5ORKoHtwty0iE7zfPdm53mSaCz0zxTToGyrNQCCXd+Yp4C2SnnH4fV4Ul6/cNOM4V6WrxtDm8LeS42VqxeT7srOmHzC6RQS3rBGwCm6Wl5z82C3BxvyzyubM+nM7PAtad5Wvrz5wv9TPLeUpWT7plSdpfsGi32Qgm+NaAGAQHhBATUgIvD4bJGEHAJBNTAbQkiNzWXnCMZOA+m4Nx3AOeePTj/+oucv/7CdegQptPpKduzh+Nn+tHWqIE1MgJbZE1skZFYa0Zii4jEVjMSa2Skp0dAZCTWmjWx+PmV7JrEZ5Q4Wf/Xv/7Fm2++ydtvv03jxo0B2L59Ow888AD3338/HTp04LbbbuPvf/87n332WakHLCIiFcQvGGrFY68VT834Ita7ciFtH86UfaQk7yb90F9kH9uLO3U/lowD+GclE5J7mDB3ClbDTRTHiOIYuIHsvGMk501FOG46SCaQTCOI49Zgsm3BOO0huOxhmP4hGP5hWAJqYA0MxxYYij0oAr+gMAKCQgkIDiUoOAyHf2ChFhQRkfPicnqSypxMz+eZ5k+3Ljvt1CQ8J730YrQHeZLR/O7i3hbnk8vyyv1CTyTj9pIP0Gs6nRzc7sas3x7KY4A5V64nYT9+9ESvAe/80QK9CYpY73Z6poyDnuksLIAjbwI8rfn1wqGp5+dp2mNx5gSQm+0gN9OCM8MkN9VJ7rFMnEfTyT2cQu6hI5hOJ66jR3EdPUrO9h1nP29QkCeZrxGBNTwca1iY5zM8DEtYGLbwcCxhYVjDwk+UBwWpO74PKHGy/uyzz/L55597E3WAJk2a8NJLL9GvXz/++OMPxo8fr9e4iYhUN1YbhMdiD4+lZoN21Dzddm4XZnoymUf+IvXwATKPJZN5dD/7d26hZpAFa9ZRHNlHCHAeI9idSpiZig0XAUYOAeQAx8CFZ8o+3UmK5jINjhv+ZBn+ZBsB5FgCcFoDcFoDybUG4LIF4rYH4bYHYtgDMOz+WOwBWBz+WB0B2BwB2PwCsfkF4PALxBEQiJ9/IA6/QOz+gVjt/nmtS/6gVwKJlD63y5Mgu3LAnVtg3ulJ2tx5y/nzudknnqd2FWi99X6ebt3JLb0Ft88G53FPol3kM9mlyGLzJM9+wXmfBZ7bdhR4bvtMSbjNx7tbW20QGOGZSsI0ISej8GMChZL7Myxn5fVayG/NT90DePoQFErmAYLypronTuvKsZCbZcOVG0SuK5Bcpx+uHAe5WRZyj4Mr001uhhNXWjZmrht3RgbujAycf+4q/vXZbJ6kPj+xDwnBEhKCJTjIMx98mvmQEM/NgZAQDNs5D28mpaTEv4F9+/aRm5t7Snlubi779+8HoE6dOqSlpZ31WC+88AJffPEFW7ZsISAggCuuuIIXX3yR+PiimmxERMQnWKwYoTEEhcYQFOcpcjqd/DF3Ls2LetWPaWJmHSMj5QjpKYc5nnqE42lHyU4/Sm7mMdzHj2FmpWBkp2LLScMvNw0/dzpBrnT8zOMEmFkEGp6s3mqYBHOcYPM4mEc9rfqn/pdWKnKwkZs/GTZceZPbsOEy7LgNG26LHbfFhmmxYxp2TKsdM2/ZbbGDxYZpcXj+GLU6MC02DKsDLDYMqxWLxQYWKxarFcNiw2qxYlhtWCwWT5nVitVqw2KxeT6tJ7Y18vez2rBYPMcyrBYsFs/2FqsVLFYwrGBY8nokGAXm8Xwalrxy48TnKWWWwuvh1LLiHOeMzvB87VnfUnuW9cXZ3zTBdOfNu09azpuc2fg5UzyvWbTZzr79adefx/amCabLk/S6c0/Mm+68z7zyU8oKbu8usF/+9ieXFdzvpGO48lozXc7izbtz8xJw59l/VxXFsHhasB2BYA84dd4ekLecNznyyuyBhRNwbyKe92nzU2+gsmIYeTdBgoESPrp7yngAJyf3xwov5z+ukJ3m+b/KLxebX8GBX4rmeVLAIDfLgivLSm6OBXe2BVeOBVeOgcs7b8GVY/OWm7lAbi6uw4dxHT58Tj8eAMPfv3BCHxSEJSAAS0AARmAAlsBALAGBnrLAQCyBARgBBcoDA7zrjEDPdoaf3iZTEiVO1rt27coDDzzA22+/TevWrQFYs2YNDz74IN26dQNgw4YNNGzY8KzHWrhwIYMHD6Zt27bk5uby9NNPc/XVV7Np06ZyfV+7iIhUYoaBEVCD4IAaBNdufPbti5DrdJKRkUZmRhrH01PIykglOzOVnOPp5B5Pw8zOwMxJh5xMDGeGZ8rNwuLKwpKbjcWdjdWdjdWVjc3MwW5mYzed+JnZOHDihxN/crAZbu85HeTiyL8TYFJpcwwpP3bgWoCNFRyITzE8z1VbPTe3sNo9y/nzNn/Pcv6I47YCI44XKvc/yzrHiV4zVseJRNse4Em8rY5yS6pN08Rtgstt4jY9k2ce3G4TV16Z241n3n3SNgX3cXuWT2x36nHNvDKXaWKaJq6845p5673b5O3jdOayYZ/BwaV/YlisefGeOLeZF+eJ5YJxUfT2BcpM80Tc7rzvVcPw3M7zfBqeT8NTP7z3B09eD96k8dRyz7r8bawWsBoGFovh/bTklVuMGlgtEVjzyix+BtYA8tYb3nLPp6crvd3MweFKx5GbjiM3A3tuGvbcDGzONGy56did6dic6VidaVid6VhzUrE60/HPSceSm4nhzMTizMTILfqpeM/9rbwkPi+hd+dYcOUauHMsuHMNXDkGbqcFt9PAlffpdlpwOQ1Ml6dnmJmVhSsrC9ehc0/4T2EYWPxsGHYbht2OYbdhcdgxHHYMhwPDz4Fhd2Dx8/Mk9n5+GH7+GH5+WPz8MewOsNkwrDbPp80OVpunF4DNcyMaqwXD6rkBjcWKYfPcfDasFsi7kY1hAYuBYbEUnrd4biSfmLdgWIxT5nNSSmFMiGIocbI+bdo07rrrLi699FJv60dubi7du3dn2rRpAAQHBzNhwoSzHuu7774rtDxjxgyioqJYtWoVnTt3LmloIiIiRbLZ7YSFRxAWXsJuksXgdLnJznWTmusmJycHZ9ZxnDkZOLOPk5uTTa4zh1xnNi5nDi5nNq5cJ7nObNy5ObidObhdTty5OZi5nnlcORh5rY+G24nF7WlZtLg95RbT6VlvujHyWiwN3OB2YzFdGHnLhunCMN0YphsLnnmL6cbAs2zFjRUTC26suL2fVtxYjALzuLFgYngnCsx7li2489q9Ty2zGLpLcTKX6fkpuU/6SboLfHLS8snbFSozz7ztycsuLN7JjQWXWWA+r3Z4Po0CZRZcpvWk7TzzuSeXmQWPYxTaJxcbTqzkmlac+fPkz9vINT3Lnp4pBdaZtrz5wtubhsWbUFnyEi6KStzytjntPCcnaEUldTkYRo63o4Vpmp77cCaYmHmfeeUF5/O3yZunqHUF9qeo41GMDh6VihV2bq3oIKoQG54x9MNKtJcFNwFkE4inB1kQWQSQTZCRRYAtmyBbFkFB2QQZ2QRbsgnMWxdkZBGIZ9nfyPHecA4gBz+ycbhysDmdWJ2uQkm8O9fAnWvBzM2fN3C7PJ9mruVEWW5+Wf42FkxX3l0T08Sd5YQsJ5xxCL7KLd3lKpfzlDhZr127NvPmzWPLli1s27YNgPj4+EJd17t27XpOwaTk3aGIiCj6j6ns7Gyys088oJia6hn90el04nQWfmbI6XTm3Xlz43a7kerH7XZjmiZOp7NKv0owv26fXMdFfElVr+d+FvBzGODwg2A/ILyiQzorb6uYeWLenddqlt+KlV2g9cvb2laote7EOpd5ogXuRKtc3nqXG7fp9uzjdmOa7rxWPTeY7rzkJv/TBLcbt+npjmB6t8lrzSMvaTE9TzHkt7zlt86Z4GltK9hSx4n98mMmb7v8xOrEvqcmV56WRwr1OPeel7zWSMBtGp7jY/EMq2AaeXF7EmWX2+TQkSNERERiGEaB43vORf55OU0id8q8Z4MT11YwqSuY7BXcr+Bxi04g3QW25+T9T/rZFHU8ioynjBT4ObjyC8TTguttCT4xn1/ubQU2wGoxPK3HeS3F+fOeBkQjbz156/O35UTrsmFgseSdwzAwMElOPkCd2rWxWi3e8xiGcdI8RS4bxoljnX7diRsuQIG6eqb6feq/CU5aPl09dpkFei3k90DImz/x3Xnq96X3O9B9omdAoe3zjuly530P5x+zwPkK9VwoUOY5loUMAsggoHDVL6V/BobNjZ/NiX9ADv7k4Gd4knrP5MxL9D3zfoan3IETBy4cOLEbudjzepk5TCd+uTk4XE78XE4crlzs7lzseZ82twu7y4XV7caa92lxub2fhtvEcIHpNrzfgZgGJ570Mbzf0eR993K6cjOvPL9u5P+8Cqz31qu87QqWYxpYcssnvzRM0yylX+f5cbvdXH/99Rw7dozFixcXuc2YMWMYO3bsKeUzZ84kMDCwUJnNZqN27drExsbi0HsMq4QaNWrwwQcfcN1115XK8XJycti9ezf79+8vcpwFERERKT/eGwwUbEGmUEJfkvUFywrNFzgfJy2fbv3J5zvT+rze1RQcSaFQV+uzrPdud3LZycc4zTZGgf0tecv53asLduOW6iH/RqP3ZmR+WRHzBbc5Zf6UMqPw8c6wf/45TPJviBZ9Ds964/TrCxzPfdLx8m/KWfL6CFnw9Baz5PU1sub3BTI9vcEseHqWneghlt/HJ6+3WN6+YGLkHRdO9EOy5GXxRt6xgLzzer4YsrOO8/zzE0hJSSE0NLTMfr/nlKzv2bOHL7/8kl27dpGTk1No3cSJE88pkAcffJBvv/2WxYsXU69evSK3KaplPTY2ln379hEZGVlo26ysLHbv3k1cXBz+/iV/7YSUP6vVyueff07fvn1L5XhZWVns3LmT2NjYKl0HnE4n8+bN46qrrjp14C0RH6F6LtWB6rlUB6rnUh0cPnyYmJiYMk/WS9wNfv78+Vx//fU0atSILVu20Lx5c3bu3IlpmlxyySXnFMSQIUP4+uuvWbRo0WkTdQA/Pz/8/PxOKbfb7ad8GbhcLk+3GYsFS97rc0zTJDe7hO/5KQW2Eo566Ha7eemll3jzzTfZvXs30dHRPPDAAzzzzDNs2LCBRx55hKVLlxIYGEi/fv2YOHEiwcHBAPTv359jx47Rrl07XnnlFbKzsxk2bBhPP/00I0aMYNq0aQQGBvKPf/yDe+65B4CdO3fSsGFDPvroI1599VVWr15NkyZNmDJlCl26dClWzAsXLmT48OGsW7eOiIgIEhMT+ec//4kt75UPcXFxPProozz66KPefVq1akXfvn0ZM2YMcXFxAN5X/jVo0ICdO3cyZswY5syZw2OPPcbIkSM5evQoPXv25K233iIkJOSMMVksFgzDKLJ+VEW+ch0iZ6J6LtWB6rlUB6rn4svKq26XOFkfMWIEjz/+OGPHjiUkJITPP/+cqKgo7rjjDq699toSHcs0TYYOHcrs2bNZsGBBsUaQPx+52dm8mnhTmZ6jKA+/+xn2ErTsjhgxgrfeeouXX36Zjh07sm/fPrZs2UJGRgbXXHMN7du3Z+XKlSQnJ3PvvfcyZMgQZsyY4d3/xx9/pF69eixatIglS5YwcOBAfvnlFzp37szy5cv5+OOPeeCBB7jqqqsK3RwZPnw4kyZN4qKLLmLixIn06dOHpKSkU3otnOyvv/6iV69e9O/fn/fee48tW7Zw33334e/vz5gxY4p1zStXriQqKorp06dz7bXXFnrGfMeOHcyZM4evv/6ao0ePcssttzBu3Dief/75Yv9MRUREREREqhJLSXfYvHkzd999N+B5Lvz48eMEBwfz3HPP8eKLL5boWIMHD+aDDz5g5syZhISEsH//fvbv38/x41V3ZMDzlZaWxiuvvML48eNJTEykcePGdOzYkXvvvZeZM2eSlZXFe++9R/PmzenWrRuTJ0/m/fff58CBA95jRERE8OqrrxIfH8+AAQOIj48nMzOTp59+mqZNmzJixAgcDscpYwMMGTKEfv36kZCQwNSpUwkLC/OO8H8mr7/+OrGxsUyePJkLL7yQvn37MnbsWCZMmFDswf1q1aoFQHh4OLVr1/Yug6enwYwZM2jevDmdOnXirrvuYv78+cU6roiIiIiISFVU4pb1oKAg73PqMTEx7Nixg2bNmgFw6NChEh1r6tSpAFx55ZWFyqdPn07//v1LGtpZ2fz8ePjdz0r9uMU5b3Ft3ryZ7OxsunfvXuS6li1bFnoHfYcOHXC73WzdupXo6GgAmjVr5u36DxAdHU3z5s29y1arlcjISJKTkwsdv3379idittlo06YNmzdvLlbM7du3L9TVv0OHDqSnp7Nnzx7q169fjCs/vbi4uEJd3mNiYk6JXURERERExJeUOFm//PLLWbx4MQkJCfTq1YvHHnuMDRs28MUXX3D55ZeX6FjlPRC9YRgl6o5eEQICAs77GCc/Q5H/3PbJZeX5SjuLxXLK77u4r2iq6NhFRERERETKW4m7wU+cOJHLLrsMgLFjx9K9e3c+/vhj4uLiitVlWs6sadOmBAQEFNnNOyEhgXXr1pGRkeEtW7JkCRaLpdB77s/VsmXLvPO5ubmsWrWKhISEs+6XkJDA0qVLCyXjS5YsISQkxPtMfK1atdi3b593fWpqKklJSYWOY7fbcblc53sZIiIiIiIiVV6JW9YbNWrknQ8KCuI///lPqQZU3fn7+/Pkk0/yxBNP4HA46NChAwcPHuS3337jjjvuYPTo0SQmJjJmzBgOHjzI0KFDueuuu7xd4M/HlClTaNq0KQkJCbz88sscPXqUAQMGnHW/hx56iEmTJjF06FCGDBnC1q1bGT16NMOGDfN2x+/WrRszZsygT58+hIeHM2rUqEKDyIGnu/v8+fPp0KEDfn5+1KhR47yvSUREREREpCoqcct6o0aNOHz48Cnlx44dK5TIy7kbOXIkjz32GKNGjSIhIYFbb72V5ORkAgMD+f777zly5Aht27blpptuonv37kyePLlUzjtu3DjGjRtHy5YtWbx4MV9++SU1a9Y8635169Zl7ty5rFixgpYtWzJo0CAGDhzIs88+691mxIgRdOnShd69e3PdddfRt29fGjduXOg4EyZMYN68ecTGxtK6detSuSYREREREZGqyDBL+OC4xWJh//79REVFFSo/cOAA9evXJ7sc32OemppKWFgYhw4dOuX1YllZWSQlJdGwYUP8K/lz6hUt/z3ra9asoVWrVhUdTqnxlTrgdDqZO3cuvXr10vtKxWepnkt1oHou1YHquVQHhw8fpmbNmqSkpBAaGlpm5yl2N/gvv/zSO//9998TFhbmXXa5XMyfP5+4uLhSDU5ERERERESkOip2st63b1/AMxJ3YmJioXV2u524uDgmTJhQqsFJ5TBo0CA++OCDItfdeeedGrdARERERESklBU7Wc9/VVbDhg1ZuXJlsZ5llqohLi7ujK/Re+6553j88ceLXFeW3T5ERERERESqqxKPBn/y67bE90VFRZ0yRoGIiIiIiIiUnWIl66+++mqxD/jwww+fczAiIiIiIiIiUsxk/eWXXy7WwQzDqJBk3ZWWg8uejSXEgWEY5X5+ERERERERqbxM0wSXienO+3S5wW1iuk6Ue+bdmC4TM9cNuW7MXDdmrpn36Zkyjhwtl5hL/Oq2yiT/1W2bHv2WEL8gTMAFuA1whlrI7hJIgzr18bM5Tn+QArl91fpBVLWbEuX/083OzWHX3l1YF2RiSa+cv93i/BZNwJXrwmqzVrnfuvi+0qqTqudSEYwK+K/B5XJhtVrL/8RSKvT9dHYm4Ha5sJylnpvF/GEW95/pqdsZRa8/y3nPdr6SfG0UuW0R5y/pV9HZtz/1JGfc5zzyoZJsXzCq/O9fI+8oRsFtTAovF9w3b51R4MxG3vGMQvOmd97CiXWlJS07g4sm9aw8r24rSn6eX9Gt2W7TxDRNDMPwXJAJFrdJDp5fiuVMO1fOHK4Yqmzg5cZiev6BBrlNbK4q/vMyLFDVr0HkbFTPpTowLOBWPRcfVynqeUWfX6oCt2l6bjABppn3iaf6uvI+3Zi48ta58fypkpbjLpf4zilZf++99/j3v//N77//DsAFF1zA8OHDueuuu0o1uOL6PjWXAEcuV915IVYAlxu36YSAdAi2YzqKaFmvDv9+Tar3LeAcE/xtuNrUBlclbsU4y+/I7XLx++/badq0yVnvUvueSlSBK1EovsjtdrFt2+9ccEFTLJbzqOf6PRVNj4hVCm6Xi63bthJ/QXzR3+f6NVUN+vd0Ri6Xi61bthAfH39qL5LT/f1dsKPvabc5zQYl2f6s2xYRT7HOdYbE4qxN9Wfe4Kw9gIra/5y6B5jnv+/Z9jeMAk3cBeYN40RPi/xtCm1fsIwT/wYLllsM72Ra8tYVKPO04BZcNvKa3E/8ezaA4v4F4nfsKLxezI3PQ4mT9YkTJzJy5EiGDBlChw4dAFi8eDGDBg3i0KFD/P3vfy/1IM8m/y5Hw8tqY7V72tGzsrJISkrCEezAz9+v3GOSimdmmdgCbNTtUg9/f/+KDuecOZ1ONrh+I/aaBtjt9ooOR6RMOJ1ONjg3EntVfdVz8VlOp5MNORuI7RGrei4+y+l0sjFrPfW7q56L7zp8uHxu2pU4WX/ttdeYOnUqd999t7fs+uuvp1mzZowZM6ZCknWvM/Z3l8rOMAxmz55N3759KzoUERERERGRClXi9Hbfvn1cccUVp5RfccUV7Nu3r1SCOlcWdUsSERERERERH1DiZL1JkyZ88sknp5R//PHHNG3atFSCOleG5czJummauHNc5T6VdMB9t9vN+PHjadKkCX5+ftSvX5/nn38egA0bNtCtWzcCAgKIjIzk/vvvJz093btv//796du3L//617+Ijo4mPDyc5557jtzcXIYPH05ERAT16tVj+vTp3n127tyJYRjMmjWLK664An9/f5o3b87ChQuLHfPChQtp164dfn5+xMTE8NRTT5Gbm+tdHxcXx6RJkwrt06pVK8aMGeNdD3DDDTdgGIZ3ecyYMbRq1Yo33niD2NhYAgMDueWWW0hJSSnBT1RERERERKRqKXE3+LFjx3LrrbeyaNEi7zPrS5YsYf78+UUm8eXlbIk6gOl0s3fUL+UQTWF1nrsCw1H8AZNGjBjBW2+9xcsvv0zHjh3Zt28fW7ZsISMjg2uuuYb27duzcuVKkpOTuffeexkyZAgzZszw7v/jjz9Sr149Fi1axJIlSxg4cCC//PILnTt3Zvny5Xz88cc88MADXHXVVdSrV8+73/Dhw5k0aRIXXXQREydOpE+fPiQlJREZGXnGeP/66y969epF//79ee+999iyZQv33Xcf/v7+3mT8bFauXElUVBTTp0/n2muvLTQgyfbt2/nkk0/46quvSE1NZeDAgTz00EN8+OGHxf6ZioiIiIiIVCXFblnfuHEjAP369WP58uXUrFmTOXPmMGfOHGrWrMmKFSu44YYbyizQszF85Hn1tLQ0XnnlFcaPH09iYiKNGzemY8eO3HvvvcycOZOsrCzee+89mjdvTrdu3Zg8eTLvv/8+Bw4c8B4jIiKCV199lfj4eAYMGEB8fDyZmZk8/fTTNG3alBEjRuBwOFi8eHGhcw8ZMoR+/fqRkJDA1KlTCQsLY9q0aWeN+fXXXyc2NpbJkydz4YUX0rdvX8aOHcuECRNwu4v3WoNatWoBEB4eTu3atb3LgPeaW7VqRefOnXnttdeYNWsW+/fvL9axRUREREREqppit6xffPHFtG3blnvvvZfbbruNDz74oCzjKrHiPK9u2C3Uee7U5+3LmmEv/p2EzZs3k52dTffu3Ytc17JlS4KCgrxlHTp0wO12s3XrVqKjowFo1qwZFsuJc0ZHR9O8eXPvstVqJTIykuTk5ELHb9++vXfeZrPRpk0bNm/eXKyY27dvj1Hgd9ChQwfS09PZs2cP9evXL8aVn179+vWpW7duoTjzr7l27drndWwREREREZHKqNhZ5MKFC2nWrBmPPfYYMTEx9O/fn59//rksYyuR4nSDNwwDi8Na7pNRgoHvAgICzufHAHDKazIMwyiyrLit3qXBYrGc8uy+0+kst/OLiIiIiIhUJcVO1jt16sQ777zDvn37eO2110hKSqJLly5ccMEFvPjiixXeJbk4yXpV0LRpUwICApg/f/4p6xISEli3bh0ZGRnesiVLlmCxWIiPjz/vcy9btsw7n5uby6pVq0hISDjrfgkJCSxdurRQMr5kyRJCQkK8z8TXqlWr0NsCUlNTSUpKKnQcu92Oy+U65fi7du1i7969heIsrWsWERERERGpjEr8pHdQUBD33HMPCxcuZNu2bdx8881MmTKF+vXrc/3115dFjMXiK8+s+/v78+STT/LEE0/w3nvvsWPHDpYtW8a0adO444478Pf3JzExkY0bN/LTTz8xdOhQ7rrrLm8X+PMxZcoUZs+ezZYtWxg8eDBHjx5lwIABZ93voYceYvfu3QwdOpQtW7bw3//+l9GjRzNs2DBvd/xu3brx/vvv8/PPP7NhwwYSExMLDSIHnhHh58+fz/79+zl69Gihn0liYiLr1q3j559/5uGHH+aWW25RF3gREREREfFZJR4NvqAmTZrw9NNP06BBA0aMGME333xTWnGVmMVHWtYBRo4cic1mY9SoUezdu5eYmBgGDRpEYGAg33//PY888ght27YlMDCQfv36MXHixFI577hx4xg3bhxr166lSZMmfPnll9SsWfOs+9WtW5e5c+cyfPhwWrZsSUREBAMHDuTZZ5/1bjNixAiSkpLo3bs3YWFh/OMf/zilZX3ChAkMGzaMt956i7p167Jz507AU89uvPFGevXqxZEjR+jduzevv/56qVyziIiIiIhIZXTOyfqiRYt45513+Pzzz7FYLNxyyy0MHDiwNGMrmRI8F17ZWSwWnnnmGZ555plT1rVo0YIff/zxtPsWfIVbvgULFpxSlp8IF5SQkMDy5ctLEqpXly5dWLFixWnXh4aGMmvWrEJliYmJhZb79OlDnz59itz/wQcf5MEHHzyn2ERERERERKqaEiXre/fuZcaMGcyYMYPt27dzxRVX8Oqrr3LLLbcUGqG8IvhQw7qIiIiIiIhUc8V+0rtnz540aNCA1157jRtuuIHNmzezePFi7rnnngpP1MF3BpirjAYNGkRwcHCR06BBgyo6PBEREREREZ9T7JZ1u93OZ599Ru/evU8ZGKwyULJ+7uLi4k55rVpBzz33HI8//niR60JDQ8sqLADGjBnDmDFjyvQcIiIiIiIilU2xk/Uvv/yyLOM4b0rWy05UVBRRUVEVHYaIiIiIiEi14SMvPPOt0eBFRERERESkevOZZN2HBoMXERERERGRas53knW1rIuIiIiIiIiPULIuIiIiIiIiUsn4TrKuXF1ERERERER8hM8k69VhgLmdO3diGAZr164FYMGCBRiGwbFjxyo0LhERERERESldPpOsqxu8iIiIiIiI+Ipiv2e9sjPKsB+8y22yIukIyWlZRIX4065hBFbdHBAREREREZEy4jvJehn1Efhu4z7GfrWJfSlZ3rKYMH9G97mIa5vHlMk53W43L730Em+++Sa7d+8mOjqaBx54gDvuuOOM+2VmZtKvXz9SU1P55ptvCA8PL5P4REREREREpGz5TDf4snhm/buN+3jwg9WFEnWA/SlZPPjBar7buK/UzwkwYsQIxo0bx8iRI9m0aRMzZ84kOjr6jPscO3aMq666Crfbzbx585Soi4iIiIiIVGE+k6yX9jPrLrfJ2K82YRaxLr9s7FebcLmL2uLcpaWl8corrzB+/HgSExNp3LgxHTt25N577z3tPvv376dLly7ExMTw1VdfERgYWKoxiYiIiIiISPlSsn4aK5KOnNKiXpAJ7EvJYkXSkVI97+bNm8nOzqZ79+7F3ueqq66iSZMmfPzxxzgcjlKNR0RERERERMqf7yTrpTzAXHLa6RP1c9muuAICAkq8z3XXXceiRYvYtGlTqcYiIiIiIiIiFcNnknVLKV9JVIh/qW5XXE2bNiUgIID58+cXe59x48aRmJhI9+7dlbCLiIiIiIj4AJ8ZDZ5Sbllv1zCCmDB/9qdkFfncugHUDvO8xq00+fv78+STT/LEE0/gcDjo0KEDBw8e5Lfffjtj1/iXXnoJl8tFt27dWLBgARdeeGGpxiUiIiIiIiLlx2eS9dIeDd5qMRjd5yIe/GA1BhRK2PPPNLrPRWXyvvWRI0dis9kYNWoUe/fuJSYmhkGDBp11v5dffrlQwn7BBReUemwiIiIiIiJS9nwmWS+L96xf2zyGqXdecsp71muX8XvWLRYLzzzzDM8888wp60zzxG2DK6+8stAywKuvvsqrr75aJnGJiIiIiIhI+fChZL30W7jBk7BfdVFtViQdITkti6gQT9f3smhRFxEREREREQFfStZL+Zn1gqwWg/aNI8vs+CIiIiIiIiIF+dBo8GrpFhEREREREd/gM8l6WTyzLiIiIiIiIlIRfCbFLatn1kVERERERETKm5J1ERERERERkUrGZ5J1SxkOMCciIiIiIiJSnnwmWVeuLiIiIiIiIr7Cd5J1dYMXERERERERH6FkXURERERERKSSUbIulYZhGMyZM6eiwxAREREREalwtooOoLRYyvK2g9sFf/4C6QcgOBoaXAEWaxmeUERERERERKoz32lZL6sR5jZ9CZOaw7u94fOBns9JzT3lZcTtdjN+/HiaNGmCn58f9evX5/nnnwdgw4YNdOvWjYCAACIjI7n//vtJT0/37tu/f3/69u3Lv/71L6KjowkPD+e5554jNzeX4cOHExERQb169Zg+fbp3n507d2IYBrNmzeKKK67A39+f5s2bs3DhwmLHvHDhQtq1a4efnx8xMTE89dRT5ObmetfHxcUxadKkQvu0atWKMWPGeNcD3HDDDRiG4V0eM2YMrVq14v333ycuLo6wsDBuu+020tLSSvATFRERERERqVp8J1kvi27wm76ET+6G1L2Fy1P3ecrLKGEfMWIE48aNY+TIkWzatImZM2cSHR1NRkYG11xzDTVq1GDlypV8+umn/PDDDwwZMqTQ/j/++CN79+5l0aJFTJw4kdGjR9O7d29q1KjB8uXLGTRoEA888AB79uwptN/w4cN57LHHWLNmDe3bt6dPnz4cPnz4rPH+9ddf9OrVi7Zt27Ju3TqmTp3KtGnT+Oc//1nsa165ciUA06dPZ9++fd5lgB07djBnzhy+/vprvv76axYuXMi4ceOKfWwREREREZGqRsn66bhd8N2TgFnEyryy757ybFeK0tLSeOWVVxg/fjyJiYk0btyYjh07cu+99zJz5kyysrJ47733aN68Od26dWPy5Mm8//77HDhwwHuMiIgIXn31VeLj4xkwYADx8fFkZmby9NNP07RpU0aMGIHD4WDx4sWFzj1kyBD69etHQkICU6dOJSwsjGnTpp015tdff53Y2FgmT57MhRdeSN++fRk7diwTJkzA7XYX67pr1aoFQHh4OLVr1/Yug6enwYwZM2jevDmdOnXirrvuYv78+cU6roiIiIiISFXkM8l6qT+z/ucvp7aoF2JC6l+e7UrR5s2byc7Opnv37kWua9myJUFBQd6yDh064Ha72bp1q7esWbNmWAr8QKKjo2nRooV32Wq1EhkZSXJycqHjt2/f3jtvs9lo06YNmzdvLlbM7du3L/QoQocOHUhPTz+l9f5cxMXFERIS4l2OiYk5JXYRERERERFf4jPJeqm3rKcfOPs2JdmumAICAs77GHa7vdCyYRhFlhW31bs0WCwWTLNwLwWn01msfSs6dhERERERkfLmO8l6aQ8wFxxdutsVU9OmTQkICCiym3dCQgLr1q0jIyPDW7ZkyRIsFgvx8fHnfe5ly5Z553Nzc1m1ahUJCQln3S8hIYGlS5cWSsaXLFlCSEgI9erVAzzd3Pft2+ddn5qaSlJSUqHj2O12XK7SfaxARERERESkKlKyfjoNroDQOsDpjmtAaF3PdqXI39+fJ598kieeeIL33nuPHTt2sGzZMqZNm8Ydd9yBv78/iYmJbNy4kZ9++omhQ4dy1113ER19/jcNpkyZwuzZs9myZQuDBw/m6NGjDBgw4Kz7PfTQQ+zevZuhQ4eyZcsW/vvf/zJ69GiGDRvm7Y7frVs33n//fX7++Wc2bNhAYmIiVmvh19/FxcUxf/589u/fz9GjR8/7ekRERERERKoq30nWS/tKLFa49sX8o598Ns/HtePK5H3rI0eO5LHHHmPUqFEkJCRw6623kpycTGBgIN9//z1Hjhyhbdu23HTTTXTv3p3JkyeXynnHjRvHuHHjaNmyJYsXL+bLL7+kZs2aZ92vbt26zJ07lxUrVtCyZUsGDRrEwIEDefbZZ73bjBgxgi5dutC7d2+uu+46+vbtS+PGjQsdZ8KECcybN4/Y2Fhat25dKtckIiIiIiJSFRnmyQ8SVyGpqamEhYXx73u+5Ko7W9GyW6x3XVZWFklJSTRs2BB/f/9zP8mmLz2jwhccbC60ridRv+j684i+8ti5cycNGzZkzZo1tGrVqqLDKTWlVgcqmNPpZO7cufTq1euU5/dFfIXquVQHqudSHaieS3Vw+PBhatasSUpKCqGhoWV2HluZHbmcWcriPevgScgvvM4z6nv6Ac8z6g2uKJMWdRERERERERHwqW7wZZSsgycxb9gJWtzk+axmifqgQYMIDg4ucho0aFBFhyciIiIiIuJzfKZlvbTHl6tO4uLiTnmtWkHPPfccjz/+eJHryrLbh4iIiIiISHXlO8l6WbasV3NRUVFERUVVdBgiIiIiIiLVhs90gy+zZ9ZFREREREREypnPJOvqBi8iIiIiIiK+wneSdbWsi4iIiIiIiI9Qsi4iIiIiIiJSyfhOsq5+8CIiIiIiIuIjfCZZ1wBzIiIiIiIi4it8Jlk3fOZKqi/DMJgzZ05FhyEiIiIiIlLh9J71YnC5XaxOXs3BzIPUCqzFJVGXYLVYy+x8IiIiIiIiUr35THt0WSXrP/z5A9d8fg0Dvh/Akz8/yYDvB3DN59fww58/lMn5ANxuN+PHj6dJkyb4+flRv359nn/+eQA2bNhAt27dCAgIIDIykvvvv5/09HTvvv3796dv377861//Ijo6mvDwcJ577jlyc3MZPnw4ERER1KtXj+nTp3v32blzJ4ZhMGvWLK644gr8/f1p3rw5CxcuLHbMCxcupF27dvj5+RETE8NTTz1Fbm6ud31cXByTJk0qtE+rVq0YM2aMdz3ADTfcgGEY3uUxY8bQqlUr3njjDWJjYwkMDOSWW24hJSWlBD9RERERERGRqqVCk/VFixbRp08f6tSpc95doC1lMMDcD3/+wLAFwziQeaBQeXJmMsMWDCuzhH3EiBGMGzeOkSNHsmnTJmbOnEl0dDQZGRlcc8011KhRg5UrV/Lpp5/yww8/MGTIkEL7//jjj+zdu5dFixYxceJERo8eTe/evalRowbLly9n0KBBPPDAA+zZs6fQfsOHD+exxx5jzZo1tG/fnj59+nD48OGzxvvXX3/Rq1cv2rZty7p165g6dSrTpk3jn//8Z7GveeXKlQBMnz6dffv2eZcBtm/fzieffMJXX33Fd999x5o1a3jooYeKfWwREREREZGqpkKT9YyMDFq2bMmUKVPO+1il/cy6y+1i3IpxmJinrMsve3HFi7jcrlI9b1paGq+88grjx48nMTGRxo0b07FjR+69915mzpxJVlYW7733Hs2bN6dbt25MnjyZ999/nwMHTtxQiIiI4NVXXyU+Pp4BAwYQHx9PZmYmTz/9NE2bNmXEiBE4HA4WL15c6NxDhgyhX79+JCQkMHXqVMLCwpg2bdpZY3799deJjY1l8uTJXHjhhfTt25exY8cyYcIE3G53sa67Vq1aAISHh1O7dm3vMuC95latWtG5c2dee+01Zs2axf79+4t1bBERERERkaqmQp9Z79mzJz179iyVY5X2q9tWJ68+pUW9IBOT/Zn7WZ28mra125baeTdv3kx2djbdu3cvcl3Lli0JCgrylnXo0AG3283WrVuJjo4GoFmzZlgsJ+5eREdH07x5c++y1WolMjKS5OTkQsdv3769d95ms9GmTRs2b95crJjbt29f6HfQoUMH0tPT2bNnD/Xr1y/GlZ9e/fr1qVu3bqE486+5du3a53VsERERERGRyqhKDTCXnZ1Ndna2dzk1NdU773K7cDqd3mWn04lpmrjd7mK37haUnJF89o3ytjuX45+On58fQJFxm6bpXZcvfz5/e9M0sdlshbYxDKPIMpfLVeg8J5/TNE3vz/BMitru5GNaLJZTjl/wd1Rwv5NjONs1n07+z8PpdGK1Vt0BAfPrdcH6LeJrVM+lOlA9l+pA9Vyqg/Kq31UqWX/hhRcYO3ZskeuWLV+K37YTiZvNZqN27dqkp6eTk5NT4nMFmoHF3q7gTYPzFR0dTUBAAN988w133313oXVxcXHMmDGDffv2eVvX582bh8VioU6dOqSmpuJ0OsnNzS0UU25uLjk5OYXK3G43WVlZpKamegeoW7hwIa1atfLu8+uvv3Lfffed9foaNWrEV199RUpKird1ff78+YSEhBAaGkpqaioRERHs3LnTe6zU1FSSkpLIzs72ltntdtLT0wudLzs7m127drF161ZiYmIAzzP5Ba/5dHJycjh+/DiLFi0qNNhdVTVv3ryKDkGkzKmeS3Wgei7Vgeq5+LLMzMxyOU+VStZHjBjBsGHDvMupqanExsYC0KHDFUTFhXrXZWVlsXv3boKDg/H39y/xuToGdyR6TTTJmclFPrduYBAVGEXHuI6l+hq30NBQnnjiCcaMGUNoaCgdOnTg4MGD/PbbbwwcOJAXX3yRhx9+mNGjR3Pw4EFGjBjBnXfeSZMmTQBPwmuz2QgNPfGzsNlsOByOQmUWiwV/f39CQ0MJDg4G4J133qF58+YkJCQwadIkUlJSePDBBwvtV5RHH32U//znPzz77LMMHjyYrVu38uKLL/L3v/+d8PBwAHr06MG7775Lv379CA8PZ/To0VitVvz8/LzHj4uLY+nSpfTo0QM/Pz9q1KiBn58f/v7+DB06lH//+9+kpqby9NNPc/PNN9O0adMzxpWVlUVAQACdO3c+pzpQWTidTubNm8dVV12F3W6v6HBEyoTquVQHqudSHaieS3VQnEG4S0OVStb9/Py83cRPZnfYC30huFwuDMPAYrEUen67uCwWC0+1e4phC4ZhYBRK2A08rcdPtXsKu630v4RGjRqF3W5nzJgx7N27l5iYGAYNGkRwcDDff/89jzzyCJdddhmBgYH069ePiRMneq/RMAzvdRd0prL88nHjxjF+/HjWrl1LkyZN+PLLL4mKijprvLGxscydO5fhw4fTunVrIiIiGDhwICNHjvQe++mnn2bnzp1cf/31hIWF8Y9//MP7yrj8bSZMmMCwYcN4++23qVu3rnd9kyZN6NevH7179+bIkSP07t2bqVOnnvX3arFYMAwDu93uE/9Z+Mp1iJyJ6rlUB6rnUh2onosvK6+6XaWS9TMp7QHmAHo06MHEKycybsW4QoPNRQdG82S7J+nRoEepnxM8SeYzzzzDM888c8q6Fi1a8OOPP5523xkzZpxStmDBglPKdu7ceUpZQkICy5cvL0moXl26dGHFihWnXR8aGsqsWbMKlSUmJhZa7tOnD3369Cly/wcffJAHH3zwnGITERERERGpaio0WU9PT2f79u3e5aSkJNauXUtERESJRxA3LKWfrIMnYe8a25XVyas5mHmQWoG1uCTqklLt+i4iIiIiIiJSUIUm67/++itdu3b1Luc/j56YmFhkC/GZlPZ71guyWqyl+nq2qmbQoEF88MEHRa678847+c9//lPOEYmIiIiIiPi2Ck3Wr7zySu+ruc6XpYxa1quDuLi4M/4ennvuOR5//PEi151t8LnzNWbMGMaMGVOm5xAREREREals9My6nFVUVFSxBpoTERERERGR0lGGncfL1+m6wZdWy71UPfrdi4iIiIhIVeU7yfpJLev5w+mX1wvrpfLJ/93rtSEiIiIiIlLV+E43+JOeWbdarYSHh5OcnAxAYGCguspXE6ZpkpmZSXJyMuHh4VitGrlfRERERESqFp9J1osaYK527doA3oRdqpfw8HBvHRAREREREalKfCZZL+o964ZhEBMTQ1RUFE6nswKikopit9vVoi4iIiIiIlWWDyXrp19ntVqVuImIiIiIiEiV4bMDzImIiIiIiIhUVT6TrBf1zLqIiIiIiIhIVeQzyXpRz6yLiIiIiIiIVEU+lKxXdAQiIiIiIiIipcNnUlw9sy4iIiIiIiK+wneSdXWDFxERERERER/hO8m6cnURERERERHxET6RrBuGusGLiIiIiIiI7/CNZF1d4EVERERERMSHKFkXERERERERqWR8I1lXri4iIiIiIiI+xEeSdWXrIiIiIiIi4jt8Ilm3qBu8iIiIiIiI+BCfSNZRri4iIiIiIiI+xCeSdbWsi4iIiIiIiC/xiWRdz6yLiIiIiIiIL/GNZN0nrkJERERERETEwyfSXL1nXURERERERHyJknURERERERGRSsYnknWLnlkXERERERERH+ITybqPXIWIiIiIiIgI4CNprkaDFxEREREREV+iZF1ERERERESkkvGJZD09x8nSHYdxuc2KDkVERERERETkvPlEsr435Ti3v7WMji/+yHcb91V0OCIiIiIiIiLnxSeSdTOvF/z+lCwe/GC1EnYRERERERGp0nwjWT/pc+xXm9QlXkRERERERKosn0jW3QXmTWBfShYrko5UVDgiIiIiIiIi58UnkvWi2tCT07LKPQ4RERERERGR0uCzyXpUiH+5xyEiIiIiIiJSGmwVHUBpMAu8Zt0Aaof5065hRIXFIyIiIiIiInI+fKJlPf+Z9fycfXSfi7BajNNtLiIiIiIiIlKp+UbLet5n7TB/Rve5iGubx1RoPCIiIiIiIiLnwyeS9fjoEP6W2Ip2DSPUoi4iIiIiIiJVnk8k69Fh/rRvHFnRYYiIiIiIiIiUCp94Zt3wiasQERERERER8fCJNNcw1PVdREREREREfIdPJOvoOXURERERERHxIT6RrBtK1kVERERERMSH+ESyrlxdREREREREfIlPJOtqWRcRERERERFfomRdREREREREpJLxkWS9oiMQERERERERKT0+keYaqGVdREREREREfIdvJOvqBi8iIiIiIiI+xDeSdeXqIiIiIiIi4kN8Ilm3qGVdREREREREfIhPJOvqBi8iIiIiIiK+xDeSdfWDFxERERERER/iG8m6T1yFiIiIiIiIiIdPpLlK1kVERERERMSX+ESaqwHmRERERERExJf4RLKOcnURERERERHxIT6RrGuAOREREREREfElvpGsqxu8iIiIiIiI+BDfSNaVq4uIiIiIiIgP8Y1kXS3rIiIiIiIi4kN8I1lX07qIiIiIiIj4EJ9I1i0+cRUiIiIiIiIiHj6R5qobvIiIiIiIiPgSJesiIiIiIiIilYxvJOt6Zl1ERERERER8iI8k6xUdgYiIiIiIiEjp8Y1kXd3gRURERERExIf4SLJe0RGIiIiIiIiIlB6fSHMt6gcvIiIiIiIiPsQnknUNMCciIiIiIiK+xDeSdT2zLiIiIiIiIj7EJ5J1H7kKEREREREREcBH0lx1gxcRERERERFf4hPJukXd4EVERERERMSH+ESyrle3iYiIiIiIiC/xiTRX3eBFRERERETEl/hGsq5u8CIiIiIiIuJDKkWyPmXKFOLi4vD39+eyyy5jxYoVJdpf3eBFRERERETEl1R4mvvxxx8zbNgwRo8ezerVq2nZsiXXXHMNycnJxT6GusGLiIiIiIiILzFM0zQrMoDLLruMtm3bMnnyZADcbjexsbEMHTqUp5566oz7pqamEhYWxvSnnyIiMoTA0HCsNhsWmw2LxQJK4quPiq3GZcrldrNjxw4aN2qExWqt6HDKlg//HvNV8FdupeV2ufgjKYlGDRtWiXpeLX6P1eEaASi/63S53CQlJdGwYUOs1vJrL6kWv8pqcJFmOdbV8+F2udm5cydxcXFYSlrPq8Ylnpdq8f9HNfhFpmVkcMPDw0lJSSE0NLTMzmMrsyMXQ05ODqtWrWLEiBHeMovFQo8ePVi6dOkp22dnZ5Odne1dTk1NBeCvzas5bLeXfcAiFWjVpnUVHYJImVu9eX1FhyBS5tZu3VjRIYiUuXXbfqvoEETKTJbTWS7nqdBk/dChQ7hcLqKjowuVR0dHs2XLllO2f+GFFxg7duwp5ZGtLyPA4YcrJxvcbky3q5rctRIpTI+EVBP6PYsvU/2uFgyq6e+5ml529VMNf9HV7JKPZ2XD7P+V+XkqNFkvqREjRjBs2DDvcmpqKrGxsfS97yEiIyMrMDKRsuN0Opk3bx5XXXUVdvUgER+lei7Vgeq5VAeq51IdHD58mCH/+neZn6dCk/WaNWtitVo5cOBAofIDBw5Qu3btU7b38/PDz8/vlHK73a4vA/F5qudSHaieS3Wgei7Vgeq5+LLyqtsVOhq8w+Hg0ksvZf78+d4yt9vN/Pnzad++fQVGJiIiIiIiIlJxKrwb/LBhw0hMTKRNmza0a9eOSZMmkZGRwT333FPRoYmIiIiIiIhUiApP1m+99VYOHjzIqFGj2L9/P61ateK77747ZdA5ERERERERkeqiwpN1gCFDhjBkyJCKDkNERERERESkUqjQZ9ZFRERERERE5FRK1kVEREREREQqGSXrIiIiIiIiIpWMknURERERERGRSkbJuoiIiIiIiEglo2RdREREREREpJJRsi4iIiIiIiJSyShZFxEREREREalklKyLiIiIiIiIVDJK1kVEREREREQqGSXrIiIiIiIiIpWMknURERERERGRSkbJuoiIiIiIiEglo2RdREREREREpJKxVXQA58M0TQDS0tKw2+0VHI1I2XA6nWRmZpKamqp6Lj5L9VyqA9VzqQ5Uz6U6SEtLA07ko2WlSifrhw8fBqBhw4YVHImIiIiIiIhUJ4cPHyYsLKzMjl+lk/WIiAgAdu3aVaY/JJGKlJqaSmxsLLt37yY0NLSiwxEpE6rnUh2onkt1oHou1UFKSgr169f35qNlpUon6xaL55H7sLAwfRmIzwsNDVU9F5+nei7Vgeq5VAeq51Id5OejZXb8Mj26iIiIiIiIiJSYknURERERERGRSqZKJ+t+fn6MHj0aPz+/ig5FpMyonkt1oHou1YHquVQHqudSHZRXPTfMsh5vXkRERERERERKpEq3rIuIiIiIiIj4IiXrIiIiIiIiIpWMknURERERERGRSkbJuoiIiIiIiEglU2mS9RdeeIG2bdsSEhJCVFQUffv2ZevWrWfc57fffqNfv37ExcVhGAaTJk0qcrspU6YQFxeHv78/l112GStWrCiDKxA5u7Kq54sWLaJPnz7UqVMHwzCYM2dO2VyASDGUVT0/l+OKlJWyqudTp07l4osvJjQ0lNDQUNq3b8+3335bRlchcmZl+fd5vnHjxmEYBo8++mjpBS5SAmVVz8eMGYNhGIWmCy+8sESxVZpkfeHChQwePJhly5Yxb948nE4nV199NRkZGafdJzMzk0aNGjFu3Dhq165d5DYff/wxw4YNY/To0axevZqWLVtyzTXXkJycXFaXInJaZVXPMzIyaNmyJVOmTCmr0EWKrazq+bkcV6SslFU9r1evHuPGjWPVqlX8+uuvdOvWjf/7v//jt99+K6tLETmtsqrn+VauXMkbb7zBxRdfXNqhixRbWdbzZs2asW/fPu+0ePHikgVnVlLJyckmYC5cuLBY2zdo0MB8+eWXTylv166dOXjwYO+yy+Uy69SpY77wwgulFarIOSutel4QYM6ePfv8gxMpJWVRz8/luCJlqazquWmaZo0aNcy33377PKITKR2lWc/T0tLMpk2bmvPmzTO7dOliPvLII6UXqMh5KK16Pnr0aLNly5bnFUulaVk/WUpKCgARERHnfIycnBxWrVpFjx49vGUWi4UePXqwdOnS845R5HyVRj0XqezKqp7r349UJmVRH10uF7NmzSIjI4P27duX2nFFzlVp1vPBgwdz3XXXFfo7XaQyKM16/vvvv1OnTh0aNWrEHXfcwa5du0q0v+28IygDbrebRx99lA4dOtC8efNzPs6hQ4dwuVxER0cXKo+OjmbLli3nG6bIeSmtei5SmZVVPde/H6lMSrs+btiwgfbt25OVlUVwcDCzZ8/moosuKoVIRc5dadbzWbNmsXr1alauXFlK0YmUjtKs55dddhkzZswgPj6effv2MXbsWDp16sTGjRsJCQkp1jEqZbI+ePBgNm7cWPI+/SJViOq5VAdlVc/170cqk9Kuj/Hx8axdu5aUlBQ+++wzEhMTWbhwoRJ2qVClVc93797NI488wrx58/D39y+l6ERKR2l+n/fs2dM7f/HFF3PZZZfRoEEDPvnkEwYOHFisY1S6ZH3IkCF8/fXXLFq0iHr16p3XsWrWrInVauXAgQOFyg8cOHDWAS9EylJp1nORyqqs6rn+/UhlUhb10eFw0KRJEwAuvfRSVq5cySuvvMIbb7xRKscXKanSrOerVq0iOTmZSy65xFvmcrlYtGgRkydPJjs7G6vVer4hi5RYWf99ER4ezgUXXMD27duLvU+leWbdNE2GDBnC7Nmz+fHHH2nYsOF5H9PhcHDppZcyf/58b5nb7Wb+/Pl69ksqRFnUc5HKpqzquf79SGVSnvXR7XaTnZ1dZscXOZ2yqOfdu3dnw4YNrF271ju1adOGO+64g7Vr1ypRl3JXXt/n6enp7Nixg5iYmGLvU2la1gcPHszMmTP573//S0hICPv37wcgLCyMgIAAAO6++27q1q3LCy+8AHgGkNu0aZN3/q+//mLt2rUEBwd770gPGzaMxMRE2rRpQ7t27Zg0aRIZGRncc889FXCVUt2VVT1PT08vdJcuKSmJtWvXEhERQf369cvzEkXKrJ4X57gi5aWs6vmIESPo2bMn9evXJy0tjZkzZ7JgwQK+//77CrhKqe7Kop6HhISc8ixwUFAQkZGRGoNEKkRZfZ8//vjj9OnThwYNGrB3715Gjx6N1Wrl9ttvL35w5zWWfCkCipymT5/u3aZLly5mYmKidzkpKanIfbp06VLo2K+99ppZv3590+FwmO3atTOXLVtWPhclcpKyquc//fRTkdsUPI5IeSmrel6c44qUl7Kq5wMGDDAbNGhgOhwOs1atWmb37t3N//3vf+V3YSIFlOXf5wXp1W1Skcqqnt96661mTEyM6XA4zLp165q33nqruX379hLFZuQFKCIiIiIiIiKVRKV5Zl1EREREREREPJSsi4iIiIiIiFQyStZFREREREREKhkl6yIiIiIiIiKVjJJ1ERERERERkUpGybqIiIiIiIhIJaNkXURERERERKSSUbIuIiIiIiIildqiRYvo06cPderUwTAM5syZU6bnc7lcjBw5koYNGxIQEEDjxo35xz/+gWmaZXregpSsi4iIVCH9+/enb9++FXb+u+66i3/961/F2va2225jwoQJZRyRiIhUBxkZGbRs2ZIpU6aUy/lefPFFpk6dyuTJk9m8eTMvvvgi48eP57XXXiuX8wMYZnneGhAREZHTMgzjjOtHjx7N3//+d0zTJDw8vHyCKmDdunV069aNP//8k+Dg4LNuv3HjRjp37kxSUhJhYWHlEKGIiFQHhmEwe/bsQjevs7OzeeaZZ/joo484duwYzZs358UXX+TKK688p3P07t2b6Ohopk2b5i3r168fAQEBfPDBB+d5BcWjlnUREZFKYt++fd5p0qRJhIaGFip7/PHHCQsLq5BEHeC1117j5ptvLlaiDtC8eXMaN25cbn/UiIhI9TVkyBCWLl3KrFmzWL9+PTfffDPXXnstv//++zkd74orrmD+/Pls27YN8NywXrx4MT179izNsM9IybqIiEglUbt2be8UFhaGYRiFyoKDg0/pBn/llVcydOhQHn30UWrUqEF0dDRvvfUWGRkZ3HPPPYSEhNCkSRO+/fbbQufauHEjPXv2JDg4mOjoaO666y4OHTp02thcLhefffYZffr0KVT++uuv07RpU/z9/YmOjuamm24qtL5Pnz7MmjXr/H84IiIip7Fr1y6mT5/Op59+SqdOnWjcuDGPP/44HTt2ZPr06ed0zKeeeorbbruNCy+8ELvdTuvWrXn00Ue54447Sjn601OyLiIiUsW9++671KxZkxUrVjB06FAefPBBbr75Zq644gpWr17N1VdfzV133UVmZiYAx44do1u3brRu3Zpff/2V7777jgMHDnDLLbec9hzr168nJSWFNm3aeMt+/fVXHn74YZ577jm2bt3Kd999R+fOnQvt165dO1asWEF2dnbZXLyIiFR7GzZswOVyccEFFxAcHOydFi5cyI4dOwDYsmULhmGccXrqqae8x/zkk0/48MMPmTlzJqtXr+bdd9/lpZde4t133y2367KV25lERESkTLRs2ZJnn30WgBEjRjBu3Dhq1qzJfffdB8CoUaOYOnUq69ev5/LLL2fy5Mm0bt260EBx77zzDrGxsWzbto0LLrjglHP8+eefWK1WoqKivGW7du0iKCiI3r17ExISQoMGDWjdunWh/erUqUNOTg779++nQYMGZXH5IiJSzaWnp2O1Wlm1ahVWq7XQuvxHtxo1asTmzZvPeJzIyEjv/PDhw72t6wAtWrTgzz//5IUXXiAxMbGUr6BoStZFRESquIsvvtg7b7VaiYyMpEWLFt6y6OhoAJKTkwHPc3c//fRTkc+e79ixo8hk/fjx4/j5+RUaBO+qq66iQYMGNGrUiGuvvZZrr72WG264gcDAQO82AQEBAN5WfRERkdLWunVrXC4XycnJdOrUqchtHA4HF154YbGPmZmZicVSuCO61WrF7XafV6wloWRdRESkirPb7YWWDcMoVJafYOf/gZGenk6fPn148cUXTzlWTExMkeeoWbMmmZmZ5OTk4HA4AAgJCWH16tUsWLCA//3vf4waNYoxY8awcuVK7yB4R44cAaBWrVrnd5EiIlKtpaens337du9yUlISa9euJSIiggsuuIA77riDu+++mwkTJtC6dWsOHjzI/Pnzufjii7nuuutKfL4+ffrw/PPPU79+fZo1a8aaNWuYOHEiAwYMKM3LOiMl6yIiItXMJZdcwueff05cXBw2W/H+FGjVqhUAmzZt8s4D2Gw2evToQY8ePRg9ejTh4eH8+OOP3HjjjYBnILt69epRs2bN0r4MERGpRn799Ve6du3qXR42bBgAiYmJzJgxg+nTp/PPf/6Txx57jL/++ouaNWty+eWX07t373M632uvvcbIkSN56KGHSE5Opk6dOjzwwAOMGjWqVK6nOJSsi4iIVDODBw/mrbfe4vbbb+eJJ54gIiKC7du3M2vWLN5+++1TnvcDT8v4JZdcwuLFi73J+tdff80ff/xB586dqVGjBnPnzsXtdhMfH+/d7+eff+bqq68ur0sTEREfdeWVV2Ka5mnX2+12xo4dy9ixY0vlfCEhIUyaNIlJkyaVyvHOhUaDFxERqWbq1KnDkiVLcLlcXH311bRo0YJHH32U8PDwU57PK+jee+/lww8/9C6Hh4fzxRdf0K1bNxISEvjPf/7DRx99RLNmzQDIyspizpw53oHuREREpPgM80y3J0RERETyHD9+nPj4eD7++GPat29/1u2nTp3K7Nmz+d///lcO0YmIiPgWtayLiIhIsQQEBPDee+9x6NChYm1vt9t57bXXyjgqERER36SWdREREREREZFKRi3rIiIiIiIiIpWMknURERERERGRSkbJuoiIiIiIiEglo2RdREREREREpJJRsi4iIiIiIiJSyShZFxEREREREalklKyLiIiIiIiIVDJK1kVEREREREQqGSXrIiIiIiIiIpXM/wP0WpI8dvSpzAAAAABJRU5ErkJggg==\n" 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\n" + }, + "metadata": {} + } + ], + "source": [ + "print(f\"time interval: {(analysis.time[1]-analysis.time[0]) * 1@u_ps}\")\n", + "print(analysis.time[1]-analysis.time[0])\n", + "\n", + "start_time = 20@u_ns\n", + "time_diff = (start_time - 1@u_ns)\n", + "index_diff = time_diff / (analysis.time[1] - analysis.time[0])\n", + "index = round(index_diff.value / 10 + (index_diff/10000*3)) # index 오차 보정\n", + "temp_time = analysis.time[index]\n", + "\n", + "print(f\"\\r\\n========= Transition Delay =========\")\n", + "\n", + "transition_time, signalA_time, signalA_val, signalB_time, signalB_val = meas_trans_time(temp_time, analysis.time, analysis['clk'].data, analysis['comp_outn'].data, 1.8, 1.8, 50, 50)\n", + "print(f\"Transition_n Delay: {transition_time * 1@u_ns}\")\n", + "\n", + "transition_time_2, signalA_time_2, signalA_val_2, signalC_time, signalC_val = meas_trans_time(temp_time, analysis.time, analysis['clk'].data, analysis['comp_outp'].data, 1.8, 1.8, 50, 50)\n", + "print(f\"Transition_p Delay: {transition_time_2 * 1@u_ns}\")\n", + "\n", + "print(f\"\\r\\n========= Transition Time =========\")\n", + "\n", + "rising_time, falling_time = calculate_transition_times(analysis.time, analysis['clk'].data)\n", + "print(f\"CLK Rising Time: {rising_time}\")\n", + "print(f\"CLK Falling Time: {falling_time}\")\n", + "\n", + "rising_time, falling_time = calculate_transition_times(analysis.time, analysis['comp_outp'].data)\n", + "print(f\"P Rising Time: {rising_time}\")\n", + "print(f\"P Falling Time: {falling_time}\")\n", + "\n", + "rising_time, falling_time = calculate_transition_times(analysis.time, analysis['comp_outn'].data)\n", + "print(f\"N Rising Time: {rising_time}\")\n", + "print(f\"N Falling Time: {falling_time}\")\n", + "\n", + "print(f\"\\r\\n========= Plot =========\")\n", + "\n", + "plt.figure(figsize=(12, 12))\n", + "\n", + "plt.subplot(2, 1, 1)\n", + "\n", + "plt.plot(analysis.time, analysis.P + 2@u_V, label='P + 2@u_V')\n", + "plt.plot(analysis.time, analysis.Q + 2@u_V, label='Q + 2@u_V')\n", + "plt.plot(analysis.time, analysis.X + 2@u_V, label='X + 2@u_V')\n", + "plt.plot(analysis.time, analysis.Y + 2@u_V, label='Y + 2@u_V')\n", + "plt.plot(analysis.time, analysis.clk, label=\"clk\")\n", + "plt.plot(analysis.time, analysis.comp_outn, label=\"comp_outn\")\n", + "plt.plot(analysis.time, analysis.comp_outp, label=\"comp_outp\")\n", + "plt.scatter(signalA_time, signalA_val, label=\"clk\")\n", + "plt.scatter(signalB_time, signalB_val, label=\"comp_outn\")\n", + "plt.scatter(signalC_time, signalC_val, label=\"comp_outp\")\n", + "# plt.scatter(ready_filtered_time, ready_filtered_output, label=\"ready\")\n", + "plt.xlim(21e-9, 21.5e-9)\n", + "plt.xlabel('Time (s)')\n", + "plt.ylabel('Voltage (V)')\n", + "plt.title('Filtered Output (Voltage Change > 0.05V)')\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.show()\n", + "\n", + "##############\n", + "\n", + "import matplotlib.patches as patches\n", + "\n", + "plt.figure(figsize=(12, 12))\n", + "plt.subplot(2, 1, 2)\n", + "\n", + "red_box = patches.Rectangle((21e-9, -0.5e-9), 0.5e-9, 4,linewidth=2, edgecolor='red', facecolor='none')\n", + "\n", + "plt.gca().add_patch(red_box)\n", + "\n", + "plt.plot(analysis.time, analysis.P + 2@u_V, label='P + 2@u_V')\n", + "plt.plot(analysis.time, analysis.Q + 2@u_V, label='Q + 2@u_V')\n", + "plt.plot(analysis.time, analysis.X + 2@u_V, label='X + 2@u_V')\n", + "plt.plot(analysis.time, analysis.Y + 2@u_V, label='Y + 2@u_V')\n", + "\n", + "plt.plot(analysis.time, analysis.clk, label=\"clk\")\n", + "plt.plot(analysis.time, analysis.comp_outn, label=\"comp_outn\")\n", + "plt.plot(analysis.time, analysis.comp_outp, label=\"comp_outp\")\n", + "plt.scatter(signalA_time, signalA_val, label=\"clk\")\n", + "plt.scatter(signalB_time, signalB_val, label=\"comp_outn\")\n", + "plt.scatter(signalC_time, signalC_val, label=\"comp_outp\")\n", + "# plt.scatter(ready_filtered_time, ready_filtered_output, label=\"ready\")\n", + "if signalA_time <= signalB_time:\n", + " plt.xlim((signalA_time-1@u_ns).value, (signalB_time+1@u_ns).value)\n", + "else:\n", + " plt.xlim((signalA_time-1@u_ns).value, (signalB_time+1@u_ns).value)\n", + "plt.xlabel('Time (s)')\n", + "plt.ylabel('Voltage (V)')\n", + "plt.title('Filtered Output (Voltage Change > 0.05V)')\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "LMJsKB_fxEHY" + }, + "source": [ + "# Results" + ] + }, + { + "cell_type": "code", + "source": [ + "## Importing the SPICE file of an externally designed component for simulation\n", + "\n", + "from PySpice.Spice.Netlist import Circuit, SubCircuit, SubCircuitFactory\n", + "from PySpice.Unit import *\n", + "import matplotlib.pyplot as plt\n", + "\n", + "for loop_index in range(1,4):\n", + " circuit = Circuit('HGU_Comparator')\n", + " if loop_index == 1:\n", + " print(\"\\r\\n========== ff, 1.98V ==========\")\n", + " circuit.lib(f'{CONDA_PREFIX}/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice', 'ff')\n", + " opVoltage = 1.98\n", + " opTemp = 0\n", + " elif loop_index == 2:\n", + " print(\"\\r\\n========== tt, 1.80V ==========\")\n", + " circuit.lib(f'{CONDA_PREFIX}/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice', 'tt')\n", + " opVoltage = 1.8\n", + " opTemp = 25\n", + " elif loop_index == 3:\n", + " print(\"\\r\\n========== ss, 1.62V ==========\")\n", + " circuit.lib(f'{CONDA_PREFIX}/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice', 'ss')\n", + " opVoltage = 1.62\n", + " opTemp = 100\n", + "\n", + " circuit.include('hgu_comp_flat_RC.spice')\n", + "\n", + " circuit.X(1, 'hgu_comp', 'ready', 'cdac_vn', 'comp_outp', 'comp_outn', 'cdac_vp', 'clk', 'VDD', 'VSS', 'P', 'Q', 'X', 'Y')\n", + "\n", + " # Define the voltage sources\n", + " circuit.V(1, 'VDD', 'VSS', opVoltage)\n", + " circuit.V(2, 'VSS', 0, 0)\n", + "\n", + " circuit.C(1, 'comp_outp', 'VSS', 0.005@u_pF) # 5 fF capacitor\n", + " circuit.C(2, 'comp_outn', 'VSS', 0.005@u_pF) # 5 fF capacitor\n", + "\n", + " circuit.PulseVoltageSource('clk', 'clk', 0,\n", + " initial_value=0@u_V, pulsed_value=(opVoltage * 1@u_V),\n", + " rise_time=100@u_ps, fall_time=100@u_ps,\n", + " pulse_width=5@u_ns, period=20@u_ns, delay_time=0@u_ps)\n", + "\n", + " # pulse input source # initial_value != 0 => err\n", + " circuit.V(3, 'Vbiasp', 0, opVoltage/2 + 0.0035)\n", + " circuit.V(4, 'Vbiasn', 0, opVoltage/2 - 0.0035)\n", + " circuit.PulseVoltageSource('cdac_vp', 'cdac_vp','Vbiasp',\n", + " initial_value=0@u_V, pulsed_value=-0.007@u_V,\n", + " rise_time=5@u_ps, fall_time=5@u_ps,\n", + " pulse_width=25@u_ns, period=50@u_ns, delay_time=0@u_ns)\n", + " circuit.PulseVoltageSource('cdac_vn', 'cdac_vn','Vbiasn',\n", + " initial_value=0@u_V, pulsed_value=0.007@u_V,\n", + " rise_time=5@u_ps, fall_time=5@u_ps,\n", + " pulse_width=25@u_ns, period=50@u_ns, delay_time=0@u_ns)\n", + "\n", + " print(str(circuit))\n", + "\n", + " # Run transient simulation\n", + " simulator = circuit.simulator(temperature=opTemp, nominal_temperature=25)\n", + " analysis = simulator.transient(start_time=1@u_ps, step_time=1@u_ps, end_time=150@u_ns)\n", + "\n", + " print ('done')\n", + "\n", + " # Plot the output\n", + " plt.figure(figsize=(10, 6))\n", + " plt.subplot(3, 1, loop_index)\n", + " plt.plot(analysis.time, ((analysis.cdac_vp-(opVoltage/2*1@u_V))*500) + 8@u_V, label='cdac_vp + 6@u_V, *500')\n", + " plt.plot(analysis.time, ((analysis.cdac_vn-(opVoltage/2*1@u_V))*500) + 8@u_V, label='cdac_vn + 6@u_V, *500')\n", + " plt.plot(analysis.time, analysis.comp_outp + 4@u_V, label='comp_outp + 4@u_V')\n", + " plt.plot(analysis.time, analysis.comp_outn + 4@u_V, label='comp_outn + 4@u_V')\n", + " plt.plot(analysis.time, analysis.P + 2@u_V, label='P + 2@u_V')\n", + " plt.plot(analysis.time, analysis.Q + 2@u_V, label='Q + 2@u_V')\n", + " plt.plot(analysis.time, analysis.X + 2@u_V, label='X + 2@u_V')\n", + " plt.plot(analysis.time, analysis.Y + 2@u_V, label='Y + 2@u_V')\n", + " plt.plot(analysis.time, analysis.clk, label='clk')\n", + " plt.plot(analysis.time, analysis.cdac_vp - analysis.cdac_vn - 2@u_V, label='comp')\n", + " plt.title('Comparator Output')\n", + " plt.xlabel('Time [s]')\n", + " plt.ylabel('Voltage [V]')\n", + " plt.legend(loc='upper right')\n", + " plt.grid(True)\n", + " plt.show()\n", + "\n", + " #####################\n", + "\n", + " start_time = 20@u_ns\n", + " time_diff = (start_time - 1@u_ns)\n", + " index_diff = time_diff / (analysis.time[1] - analysis.time[0])\n", + " index = round(index_diff.value / 10 + (index_diff/10000*3))\n", + " temp_time = start_time #analysis.time[index]\n", + "\n", + " print(f\"========= Transition Delay =========\")\n", + "\n", + " transition_time, signalA_time, signalA_val, signalB_time, signalB_val = meas_trans_time(temp_time, analysis.time, analysis['clk'].data, analysis['comp_outn'].data, opVoltage, opVoltage, 50, 50)\n", + " print(f\"Transition_n Delay: {transition_time * 1@u_ns}\")\n", + "\n", + " transition_time_2, signalA_time_2, signalA_val_2, signalC_time, signalC_val = meas_trans_time(temp_time, analysis.time, analysis['clk'].data, analysis['comp_outp'].data, opVoltage, opVoltage, 50, 50)\n", + " print(f\"Transition_p Delay: {transition_time_2 * 1@u_ns}\")\n", + "\n", + " print(f\"========= Transition Time =========\")\n", + "\n", + " import numpy as np\n", + " import matplotlib.pyplot as plt\n", + " import matplotlib.ticker as ticker\n", + " import matplotlib\n", + " from matplotlib import pyplot as plt\n", + " from matplotlib.pyplot import figure\n", + " from matplotlib.lines import Line2D\n", + " from matplotlib import cm\n", + "\n", + " rising_time, falling_time = calculate_transition_times(analysis.time, analysis['clk'].data, 20, 80, opVoltage)\n", + " print(f\"CLK Rising Time: {rising_time}\")\n", + " print(f\"CLK Falling Time: {falling_time}\")\n", + "\n", + " rising_time, falling_time = calculate_transition_times(analysis.time, analysis['comp_outp'].data, 10, 90, opVoltage)\n", + " print(f\"P Rising Time: {rising_time}\")\n", + " print(f\"P Falling Time: {falling_time}\")\n", + "\n", + " rising_time, falling_time = calculate_transition_times(analysis.time, analysis['comp_outn'].data, 10, 90, opVoltage)\n", + " print(f\"N Rising Time: {rising_time}\")\n", + " print(f\"N Falling Time: {falling_time}\")\n", + "\n", + " ###################\n", + "\n", + " ##Track changes in a variable called 'output' (e.g., voltage output) from simulation results\n", + " comp_outp_voltage = analysis['comp_outp'].data\n", + " comp_outn_voltage = analysis['comp_outn'].data\n", + " ready_voltage = analysis['ready'].data\n", + " time = analysis.time # simualtion time\n", + "\n", + " threshold = 0.001 ## For example, save data only when the change exceeds 0.001V\n", + "\n", + " ## Calculate the difference in output values and select points where the change exceeds the threshold\n", + " comp_outp_filtered_time = []\n", + " comp_outp_filtered_output = []\n", + " for i in range(1, len(comp_outp_voltage)):\n", + " # Calulate difference\n", + " if abs(comp_outp_voltage[i] - comp_outp_voltage[i - 1]) > threshold:\n", + " comp_outp_filtered_time.append(time[i])\n", + " comp_outp_filtered_output.append(comp_outp_voltage[i] + 4)\n", + "\n", + " comp_outn_filtered_time = []\n", + " comp_outn_filtered_output = []\n", + " for i in range(1, len(comp_outn_voltage)):\n", + " # Calulate difference\n", + " if abs(comp_outn_voltage[i] - comp_outn_voltage[i - 1]) > threshold:\n", + " comp_outn_filtered_time.append(time[i])\n", + " comp_outn_filtered_output.append(comp_outn_voltage[i] + 2)\n", + "\n", + " ready_filtered_time = []\n", + " ready_filtered_output = []\n", + " for i in range(1, len(ready_voltage)):\n", + " # Calculate difference\n", + " if abs(ready_voltage[i] - ready_voltage[i - 1]) > threshold:\n", + " ready_filtered_time.append(time[i])\n", + " ready_filtered_output.append(ready_voltage[i])\n", + "\n", + " # Ploting fittered data\n", + " plt.scatter(comp_outp_filtered_time, comp_outp_filtered_output, label=\"comp_outp\")\n", + " plt.scatter(comp_outn_filtered_time, comp_outn_filtered_output, label=\"comp_outn\")\n", + " # plt.scatter(ready_filtered_time, ready_filtered_output, label=\"ready\")\n", + " plt.xlabel('Time (s)')\n", + " plt.ylabel('Voltage (V)')\n", + " plt.title('Filtered Output (Voltage Change > 0.001V)')\n", + " plt.legend()\n", + " plt.grid(True)\n", + " plt.show()\n", + "\n", + " if(len(comp_outn_filtered_time)>0):\n", + " meas_time_n = (comp_outn_filtered_time[int(len(comp_outn_filtered_time)/2)].value)\n", + " index = find_indices(analysis.time, meas_time_n)[0]\n", + " print(\"meas_time_n: \", meas_time_n)\n", + " print(\"acc_n: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))\n", + " if(len(comp_outp_filtered_time)>0):\n", + " meas_time_p = (comp_outp_filtered_time[int(len(comp_outp_filtered_time)/2)].value)\n", + " index = find_indices(analysis.time, meas_time_p)[0]\n", + " print(\"meas_time_p: \", meas_time_p)\n", + " print(\"acc_p: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "WORdlnqveqOD", + "outputId": "516a1597-f0d3-472c-d21c-b77887e1837c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\r\n", + "========== ff, 1.98V ==========\n", + ".title HGU_Comparator\n", + ".include /content/hgu_goss/hgu/spice/hgu_comp_flat_RC.spice\n", + ".lib /usr/local/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice ff\n", + "X1 ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q X Y hgu_comp\n", + "V1 VDD VSS 1.98\n", + "V2 VSS 0 0\n", + "C1 comp_outp VSS 0.005pF\n", + "C2 comp_outn VSS 0.005pF\n", + "Vclk clk 0 DC 0V PULSE(0V 1.98V 0ps 100ps 100ps 5ns 20ns)\n", + "V3 Vbiasp 0 0.9934999999999999\n", + "V4 Vbiasn 0 0.9865\n", + "Vcdac_vp cdac_vp Vbiasp DC 0V PULSE(0V -0.007V 0ns 5ps 5ps 25ns 50ns)\n", + "Vcdac_vn cdac_vn Vbiasn DC 0V PULSE(0V 0.007V 0ns 5ps 5ps 25ns 50ns)\n", + "\n", + "done\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "========= Transition Delay =========\n", + "Transition_n Delay: 20.25300000000017 ns\n", + "Transition_p Delay: 20.293000000000216 ns\n", + "========= Transition Time =========\n", + "CLK Rising Time: [6.100000000000001e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", + "CLK Falling Time: [6.100000000001871e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", + "P Rising Time: [4.900000000005556e-11, 4.900000000005556e-11, 4.900000000005556e-11]\n", + "P Falling Time: [3.2999999999999886e-11, 3.900000000004422e-11, 4.000000000004536e-11]\n", + "N Rising Time: [3.900000000004422e-11, 4.000000000004536e-11]\n", + "N Falling Time: [3.100000000003515e-11, 3.100000000003515e-11, 3.100000000003515e-11]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "meas_time_n: 8.028850000000021e-08\n", + "acc_n: 0.006999999999999895 V\n", + "meas_time_p: 8.030350000000023e-08\n", + "acc_p: 0.006999999999999895 V\n", + "\n", + "========== tt, 1.80V ==========\n", + ".title HGU_Comparator\n", + ".include /content/hgu_goss/hgu/spice/hgu_comp_flat_RC.spice\n", + ".lib /usr/local/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice tt\n", + "X1 ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q X Y hgu_comp\n", + "V1 VDD VSS 1.8\n", + "V2 VSS 0 0\n", + "C1 comp_outp VSS 0.005pF\n", + "C2 comp_outn VSS 0.005pF\n", + "Vclk clk 0 DC 0V PULSE(0V 1.8V 0ps 100ps 100ps 5ns 20ns)\n", + "V3 Vbiasp 0 0.9035\n", + "V4 Vbiasn 0 0.8965000000000001\n", + "Vcdac_vp cdac_vp Vbiasp DC 0V PULSE(0V -0.007V 0ns 5ps 5ps 25ns 50ns)\n", + "Vcdac_vn cdac_vn Vbiasn DC 0V PULSE(0V 0.007V 0ns 5ps 5ps 25ns 50ns)\n", + "\n", + "done\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "========= Transition Delay =========\n", + "Transition_n Delay: 20.450000000000394 ns\n", + "Transition_p Delay: 20.51100000000046 ns\n", + "========= Transition Time =========\n", + "CLK Rising Time: [6.100000000000001e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", + "CLK Falling Time: [6.100000000001871e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", + "P Rising Time: [7.000000000007937e-11, 7.000000000007937e-11, 7.000000000007937e-11]\n", + "P Falling Time: [4.599999999999984e-11, 5.7000000000064633e-11, 5.60000000000635e-11]\n", + "N Rising Time: [5.7000000000064633e-11, 5.7000000000064633e-11]\n", + "N Falling Time: [4.400000000004989e-11, 4.400000000004989e-11, 4.400000000004989e-11]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "meas_time_n: 8.048050000000043e-08\n", + "acc_n: 0.007000000000000006 V\n", + "meas_time_p: 8.050750000000046e-08\n", + "acc_p: 0.007000000000000006 V\n", + "\n", + "========== ss, 1.62V ==========\n", + ".title HGU_Comparator\n", + ".include /content/hgu_goss/hgu/spice/hgu_comp_flat_RC.spice\n", + ".lib /usr/local/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice ss\n", + "X1 ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q X Y hgu_comp\n", + "V1 VDD VSS 1.62\n", + "V2 VSS 0 0\n", + "C1 comp_outp VSS 0.005pF\n", + "C2 comp_outn VSS 0.005pF\n", + "Vclk clk 0 DC 0V PULSE(0V 1.62V 0ps 100ps 100ps 5ns 20ns)\n", + "V3 Vbiasp 0 0.8135\n", + "V4 Vbiasn 0 0.8065000000000001\n", + "Vcdac_vp cdac_vp Vbiasp DC 0V PULSE(0V -0.007V 0ns 5ps 5ps 25ns 50ns)\n", + "Vcdac_vn cdac_vn Vbiasn DC 0V PULSE(0V 0.007V 0ns 5ps 5ps 25ns 50ns)\n", + "\n", + "done\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "========= Transition Delay =========\n", + "Transition_n Delay: 21.02100000000104 ns\n", + "Transition_p Delay: 21.12600000000116 ns\n", + "========= Transition Time =========\n", + "CLK Rising Time: [6.100000000000001e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", + "CLK Falling Time: [6.100000000001871e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", + "P Rising Time: [1.1900000000013494e-10, 1.1900000000013494e-10, 1.1900000000013494e-10]\n", + "P Falling Time: [8.20000000000082e-11, 1.0200000000011566e-10, 1.0200000000011566e-10]\n", + "N Rising Time: [9.800000000011112e-11, 9.800000000011112e-11]\n", + "N Falling Time: [7.800000000008845e-11, 7.800000000008845e-11, 7.800000000008845e-11]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "meas_time_n: 8.106350000000109e-08\n", + "acc_n: 0.006999999999999895 V\n", + "meas_time_p: 6.558550000000044e-08\n", + "acc_p: 0.007000000000000117 V\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ywQSrDqaxNVK" + }, + "source": [ + "\n", + "|conner test|SS, 1.62V, 100deg|TT, 1.80V, 25deg|FF, 1.98V, 0deg|\n", + "|:--:|:----------:|:----------:|:----------:|\n", + "|Rising Time |119ps|70ps|49ps|\n", + "|Falling Time |102ps|57ps|40ps|\n", + "|Rising Delay |21.02ns|20.45ns|20.25ns|\n", + "|Falling Delay|21.12ns|20.51ns|20.29ns|" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "1VvjC9KXa0Jm" + }, + "source": [ + "# References\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "BFOD88b4obq5" + }, + "source": [ + "[1] Moser, & Manuel. (2023). Design of a Low-Power 12-Bit Non-Binary Charge-Redistributionpp SAR-ADC Utilizing the SKY130 Open-Source Technology. JKU. https://epub.jku.at/urn/urn:nbn:at:at-ubl:1-62352\n", + "\n", + "[2] Razavi, Behzad. (2021). The Design of a Comparator [The Analog Mind]. IEEE Solid-State Circuits Magazine. 12. 8-14. 10.1109/MSSC.2020.3021865.\n", + "\n", + "[3] SkyWater SKY130 PDK. available online at https://github.com/google/skywater-pdk.\n", + "\n", + "[4] Ngspice Circuit Simulator, avalable online at: http://www.ngspice.org.\n", + "\n", + "[5] HGU_goss dedign Github, avalable online at https://github.com/midolls/hgu_goss.git" + ] + } + ], + "metadata": { + "colab": { + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + }, + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} \ No newline at end of file From ac108782a1561d959b66ec03219bf316914ca694 Mon Sep 17 00:00:00 2001 From: midolls <89965013+midolls@users.noreply.github.com> Date: Fri, 6 Dec 2024 02:43:26 +0900 Subject: [PATCH 2/8] Delete ISSCC25/submitted_notebooks/analog_comparator directory --- ...log_Comparator_with_Open_Source_Tool.ipynb | 3042 ----------------- 1 file changed, 3042 deletions(-) delete mode 100644 ISSCC25/submitted_notebooks/analog_comparator/Design_of_Analog_Comparator_with_Open_Source_Tool.ipynb diff --git a/ISSCC25/submitted_notebooks/analog_comparator/Design_of_Analog_Comparator_with_Open_Source_Tool.ipynb b/ISSCC25/submitted_notebooks/analog_comparator/Design_of_Analog_Comparator_with_Open_Source_Tool.ipynb deleted file mode 100644 index 93857e82..00000000 --- a/ISSCC25/submitted_notebooks/analog_comparator/Design_of_Analog_Comparator_with_Open_Source_Tool.ipynb +++ /dev/null @@ -1,3042 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": { - "id": "aK2t7aSWNojQ" - }, - "source": [ - "# **OpenFASoC: Design of Analog Comparator with Open Source Tool**" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "za0-9P1OnN-C" - }, - "source": [ - "```\n", - "OpenFASOC Team, November 2024\n", - "SPDX-License-Identifier: Apache-2.0\n", - "```" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "L6Ck4z5ujN_k" - }, - "source": [ - "\n", - "|Name|Affiliation|IEEE Member|SSCS Member|\n", - "|:--:|:----------:|:----------:|:----------:|\n", - "|Yongjin Kwon|Handong Global University|No|No|\n", - "|Jinhyeong Jung (wjdwlsgud99@gmail.com)|Handong Global University|No|No|\n", - "|Mijeong Kwon(kmjmj929@gmail.com)|Handong Global University|No|No|\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "FKjQsvZqdNKP" - }, - "source": [ - "# Abstract" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "sn2lFGRvc-68" - }, - "source": [ - "This notebook describes the Analog Comparator, which is one of the modules that make up the Successive Approximation Register-Analog Digital Converter(SAR-ADC). The comparator is designed for an 7-bit SAR ADC operating with a 1.8V bias voltage. It aims to compare a minimum differential input of 7.03mV, which corresponds to half the least significant bit (LSB) of 14.06mV. The comparator achieves an accuracy of 7.03mV in operation." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "yC_nrk-fdbmE" - }, - "source": [ - "# Introduction" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "KIeZTqE4dfES" - }, - "source": [ - "The Strong Arm Latch Comparator is a type of high-speed and low-power analog comparator that is widely used, especially in ADC design. It is a dynamic comparator that operates on clock signals.\n", - "\n", - "The StrongArm Latch Comparator has three main characteristics.\n", - "The first is the fast comparison speed. It can be used efficiently for converters such as SAR-ADC because it can operate at high speeds.\n", - "The second is low power consumption. It consumes energy only during the comparison process and uses very little power for the rest of the time, reducing power consumption.\n", - "The last is the Latch feature, which includes the ability to maintain comparison results.\n", - "\n", - "The comparator operates in two stages: the Pre-Charge and Regeneration.\n", - "Pre-Charge stage is when the clock is Low, and the comparator's output is initialized to the VDD.\n", - "When the regeneration stage is when the clock is high, the output is determined by the difference in the input analog signal. In the case of SAR-ADC, it outputs it compared to the value stored in the DAC. It outputs quickly as digital signals 0 and 1 through positive feedback.\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "IT72fFwpdpl8" - }, - "source": [ - "# Architecture" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "j47ul4_Ddr6q" - }, - "source": [ - "The following is the comparator circuit designed as part of this work.\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "GvzX_M79eGRD" - }, - "source": [ - "![KakaoTalk_20241202_220317277.png](data:image/png;base64,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)\n", - "\n", - "Figure 1. Schematic of Designed Comparator" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "_4H9z_oTdt93" - }, - "source": [ - "The comparator we designed has 5 inputs: VDD, VSS, cdac_vp, cdac_vn, and CLK.\n", - "VDD and VSS are power ports. cdac_vp and cdac_vn are ports for two inputs to compare. CLK inputs a clock signal. The reason why the names cdac_vp and cdac_vn were designed on the assumption that they were used in SAR_ADC, so they were output from CDAC and entered as input to the comparator.\n", - "\n", - "There are 3 outputs: comp_outp, comp_outn, and ready.\n", - "comp_outp and comp_outn are the sections that output the comparator's output, which are digital signals 0 and 1. ready outputs the clock signal of the SAR logic of the SAR-ADC through XNOR.\n", - "\n", - "Specifically, the comparator we designed included the internal label. The internal labels are X, Y, P, Q, X_inv, Y_inv, X_drive, Y_drive, RS_p, and RS_n.\n", - "X and Y are pure outputs of the comparator. X_inv and Y_inv are values where X and Y have passed through the inverter, and when the values of X_inv and Y_inv pass through the inverter once more, X_drive and Y_drive are output.\n", - "\n", - "P and Q are the voltages of the drain node of the input MOSFET, and it can be considered that comparison is possible due to the difference between the two voltages.\n", - "\n", - "In addition, RS_p and RS_n are output values of RS Latch with X_inv and Y_inv as inputs, and the values are stored through this. X_drive and Y_drive are used to obtain an output called ready as an input of XNOR.\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "TB7tELQjgeeD" - }, - "source": [ - 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)\n", - "\n", - "Figure 2. Schematic of Strong Arm Latch" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "ca_fsW5TgqJ4" - }, - "source": [ - "When CLK is 0, M8-M11 operates and precharges nodes P, Q, X, and Y to a state of high. P and Q have the same capacitance, and X and Y have the same capacitance.\n", - "As soon as CLK reaches 1, M2 and M3 operate. This behavior causes the values of X and Y to drop until M6 and M7 are activated. One of the values of X and Y is 1 and one is 0 output. At this time, M4 and M5 play a role in preventing the connection between the VDD and the VSS while the output is determined.\n", - "When this action determines the values of X and Y, it works by saving them through RS Latch. The waveform can be seen in Figure 4.\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "G5dn6yxfguhR" - }, - "source": [ - "![KakaoTalk_20241202_220422757.png](data:image/png;base64,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)\n", - "\n", - "Figure 3. Waveform of Comparator" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "4xjRvduHg57L" - }, - "source": [ - "The situation below was simulated to have a higher INP(=CDAC_VP). When CLK is 0, nodes X, Y, P and Q can be seen that they are precharged.\n", - "\n", - "As soon as CLK rises to 1, the INP is larger, so M2 operates faster than M3. As a result, the P value drops faster, and since the X and Y nodes are precharged, M4 and M5 are in the ON state, the X value drops along with P. As a result, M7 operates to charge the Y node. Therefore, X has an output of 0, and Y has an output of 1.\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "prqLrSTRkk50" - }, - "source": [ - "# Design Flow" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "aBBXQvt6hzLu" - }, - "source": [ - "The comparator is generated from the following steps.\n", - "\n", - "1. Design schematic using xscheme tool\n", - "2. Extract schematic SPICE file\n", - "3. Draw layout and check DRC using Magic\n", - "4. Extract GDS and SPICE with magic.\n", - "5. Run LVS check with netgen\n", - "6. Simulation SPICE file using python" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "eqUyDvFCVPOw" - }, - "source": [ - "# Environment Setting" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "gLPkGgzPp31l", - "outputId": "c39d9b72-0b97-4985-ece5-bba3d1ea9fc2" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Requirement already satisfied: condacolab in /usr/local/lib/python3.10/site-packages (0.1.9)\n", - "✨🍰✨ Everything looks OK!\n" - ] - } - ], - "source": [ - "import os\n", - "\n", - "CONDA_PREFIX = os.environ.get('CONDA_PREFIX', None)\n", - "if not CONDA_PREFIX:\n", - " !python -m pip install condacolab\n", - " import condacolab\n", - " condacolab.install()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "iicropCFp7B0", - "outputId": "4318e57c-3dd7-4fdb-9298-90b4a8b65253" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Writing environment.yml\n" - ] - } - ], - "source": [ - "%%writefile environment.yml\n", - "channels:\n", - " - litex-hub\n", - " - conda-forge\n", - "dependencies:\n", - " - cairosvg\n", - " - pyspice\n", - " - open_pdks.sky130a\n", - " - magic\n", - " - gdstk\n", - " - ngspice\n", - " - iverilog\n", - " - bison\n", - " - pip\n", - " - pip:\n", - " - gdspy\n", - " - pyyaml\n", - " - cairosvg\n", - " - pyverilog" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "vx0sqisAp8qe", - "outputId": "166daeee-523d-4dc3-c7ad-b00bb8c26d70" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "\u001b[?25l\u001b[2K\u001b[0G[+] 0.0s\n", - "\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.1s\n", - "litex-hub/linux-64 ⣾ \n", - "litex-hub/noarch ⣾ \n", - "conda-forge/linux-64 ⣾ \n", - "conda-forge/noarch 1%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0Glitex-hub/linux-64 No change\n", - "litex-hub/noarch No change\n", - "[+] 0.2s\n", - "conda-forge/linux-64 3%\n", - "conda-forge/noarch 20%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.3s\n", - "conda-forge/linux-64 12%\n", - "conda-forge/noarch 39%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.4s\n", - "conda-forge/linux-64 20%\n", - "conda-forge/noarch 62%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.5s\n", - "conda-forge/linux-64 25%\n", - "conda-forge/noarch 68%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.6s\n", - "conda-forge/linux-64 30%\n", - "conda-forge/noarch 79%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.7s\n", - "conda-forge/linux-64 33%\n", - "conda-forge/noarch 91%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0Gconda-forge/noarch \n", - "[+] 0.8s\n", - "conda-forge/linux-64 38%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.9s\n", - "conda-forge/linux-64 50%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.0s\n", - "conda-forge/linux-64 59%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.1s\n", - "conda-forge/linux-64 62%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.2s\n", - "conda-forge/linux-64 70%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.3s\n", - "conda-forge/linux-64 79%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.4s\n", - "conda-forge/linux-64 91%\u001b[2K\u001b[1A\u001b[2K\u001b[0Gconda-forge/linux-64 \n", - "\u001b[?25h\n", - "\n", - "Looking for: ['cairosvg', 'pyspice', 'open_pdks.sky130a', 'magic', 'gdstk', 'ngspice', 'iverilog', 'bison', 'pip']\n", - "\n", - "\n", - "\n", - " Pinned packages:\n", - "\n", - " - python 3.10.*\n", - " - python_abi 3.10.* *cp310*\n", - " - cuda-version 12.*\n", - "\n", - "\n", - "Transaction\n", - "\n", - " Prefix: /usr/local\n", - "\n", - " All requested packages already installed\n", - "\n", - "\u001b[?25l\u001b[2K\u001b[0G\u001b[?25hPreparing transaction: - \b\bdone\n", - "Verifying transaction: | \b\bdone\n", - "Executing transaction: - \b\bdone\n", - "Installing pip dependencies: | \b\b/ \b\b- \b\b\\ \b\b| \b\b/ \b\b- \b\b\\ \b\b| \b\b/ \b\b- \b\b\\ \b\b| \b\b/ \b\b- Ran pip subprocess with arguments:\n", - "['/usr/local/bin/python', '-m', 'pip', 'install', '-U', '-r', '/content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt', '--exists-action=b']\n", - "Pip subprocess output:\n", - "Requirement already satisfied: gdspy in /usr/local/lib/python3.10/site-packages (from -r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 1)) (1.6.13)\n", - "Requirement already satisfied: pyyaml in /usr/local/lib/python3.10/site-packages (from -r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 2)) (6.0.2)\n", - "Requirement already satisfied: cairosvg in /usr/local/lib/python3.10/site-packages (from -r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (2.7.1)\n", - "Requirement already satisfied: pyverilog in /usr/local/lib/python3.10/site-packages (from -r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 4)) (1.3.0)\n", - "Requirement already satisfied: numpy in /usr/local/lib/python3.10/site-packages (from gdspy->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 1)) (2.1.3)\n", - "Requirement already satisfied: cairocffi in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (1.6.1)\n", - "Requirement already satisfied: cssselect2 in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (0.2.1)\n", - "Requirement already satisfied: defusedxml in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (0.7.1)\n", - "Requirement already satisfied: pillow in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (11.0.0)\n", - "Requirement already satisfied: tinycss2 in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (1.4.0)\n", - "Requirement already satisfied: Jinja2>=2.10 in /usr/local/lib/python3.10/site-packages (from pyverilog->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 4)) (3.1.4)\n", - "Requirement already satisfied: ply>=3.4 in /usr/local/lib/python3.10/site-packages (from pyverilog->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 4)) (3.11)\n", - "Requirement already satisfied: MarkupSafe>=2.0 in /usr/local/lib/python3.10/site-packages (from Jinja2>=2.10->pyverilog->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 4)) (3.0.2)\n", - "Requirement already satisfied: cffi>=1.1.0 in /usr/local/lib/python3.10/site-packages (from cairocffi->cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (1.16.0)\n", - "Requirement already satisfied: webencodings>=0.4 in /usr/local/lib/python3.10/site-packages (from tinycss2->cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (0.5.1)\n", - "Requirement already satisfied: pycparser in /usr/local/lib/python3.10/site-packages (from cffi>=1.1.0->cairocffi->cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (2.21)\n", - "\n", - "\b\bdone\n", - "#\n", - "# To activate this environment, use\n", - "#\n", - "# $ conda activate base\n", - "#\n", - "# To deactivate an active environment, use\n", - "#\n", - "# $ conda deactivate\n", - "\n" - ] - } - ], - "source": [ - "!mamba env update -n base -f environment.yml" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "4wNEOOBSp-lj" - }, - "outputs": [], - "source": [ - "import os\n", - "\n", - "CONDA_PREFIX = os.environ.get('CONDA_PREFIX', None)\n", - "if not CONDA_PREFIX:\n", - " import condacolab\n", - " CONDA_PREFIX = condacolab.PREFIX" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "ykhy6--qfhBx" - }, - "source": [ - "# Design schematic using xscheme tool" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "aodsW1fwfOpX" - }, - "source": [ - "![KakaoTalk_20241202_220505614.png](data:image/png;base64,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)![KakaoTalk_20241202_220523547.png](data:image/png;base64,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)\n", - "\n", - "Figure 4. Schematic by Xschem" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "CYQb1bUQop4c" - }, - "source": [ - "# Layout using Magic\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "_RK8psnhmo_P" - }, - "source": [ - "## Connect github" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "hMQBHbvum_9x" - }, - "source": [ - "To get layout SPICE(included RC), schematic SPICE file and TCL file" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "RrPFJs3C0zQ4", - "outputId": "f9d36d0c-d793-4707-9724-b0788d7e4096" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "/content\n", - "fatal: destination path 'netgen' already exists and is not an empty directory.\n", - "/content/netgen\n", - "checking build system type... x86_64-pc-linux-gnu\n", - "checking host system type... x86_64-pc-linux-gnu\n", - "checking target system type... x86_64-pc-linux-gnu\n", - "checking for gcc... gcc\n", - "checking whether the C compiler works... yes\n", - "checking for C compiler default output file name... a.out\n", - "checking for suffix of executables... \n", - "checking whether we are cross compiling... no\n", - "checking for suffix of object files... o\n", - "checking whether we are using the GNU C compiler... yes\n", - "checking whether gcc accepts -g... yes\n", - "checking for gcc option to accept ISO C89... none needed\n", - "checking how to run the C preprocessor... gcc -E\n", - "checking for library containing strerror... none required\n", - "checking for a BSD-compatible install... /usr/bin/install -c\n", - "checking for ranlib... ranlib\n", - "checking for ld used by GCC... /usr/bin/ld\n", - "checking if the linker (/usr/bin/ld) is GNU ld... yes\n", - "checking for grep that handles long lines and -e... /usr/bin/grep\n", - "checking for egrep... /usr/bin/grep -E\n", - "checking for ANSI C header files... yes\n", - "checking for sys/types.h... yes\n", - "checking for sys/stat.h... yes\n", - "checking for stdlib.h... yes\n", - "checking for string.h... yes\n", - "checking for memory.h... yes\n", - "checking for strings.h... yes\n", - "checking for inttypes.h... yes\n", - "checking for stdint.h... yes\n", - "checking for unistd.h... yes\n", - "checking size of void *... 8\n", - "checking size of unsigned int... 4\n", - "checking size of unsigned long... 8\n", - "checking size of unsigned long long... 8\n", - "checking whether byte ordering is bigendian... no\n", - "checking for ANSI C header files... (cached) yes\n", - "checking for setenv... yes\n", - "checking for putenv... yes\n", - "checking for vfork... yes\n", - "checking dirent.h usability... yes\n", - "checking dirent.h presence... yes\n", - "checking for dirent.h... yes\n", - "checking limits.h usability... yes\n", - "checking limits.h presence... yes\n", - "checking for limits.h... yes\n", - "checking param.h usability... no\n", - "checking param.h presence... no\n", - "checking for param.h... no\n", - "checking for python3... yes\n", - "checking for va_copy... yes\n", - "checking for __va_copy... yes\n", - "checking for tclConfig.sh... /usr/local/lib/tclConfig.sh\n", - "checking for tkConfig.sh... /usr/local/lib/tkConfig.sh\n", - "checking for wish executable... /usr/local/bin/wish\n", - "checking for tclsh executable... /usr/local/bin/tclsh\n", - "checking for X... libraries , headers \n", - "checking for gethostbyname... yes\n", - "checking for connect... yes\n", - "checking for remove... yes\n", - "checking for shmat... yes\n", - "checking for IceConnectionNumber in -lICE... yes\n", - "configure: creating ./config.status\n", - "config.status: creating defs.mak\n", - "config.status: WARNING: 'defs.mak.in' seems to ignore the --datarootdir setting\n", - "\n", - "-----------------------------------------------------------\n", - "Configuration Summary (principle requirements):\n", - "\n", - "Tcl/Tk: yes\n", - "Python3: yes\n", - "-----------------------------------------------------------\n", - "\n", - "Use 'make' to compile and 'make install' to install.\n", - "\n", - "Errors may not be printed to stdout: see files 'make.log' \n", - " and 'install.log' for a complete error summary.\n", - "\n", - "-----------------------------------------------------------\n", - "\n", - "--- errors and warnings logged in file make.log\n", - "make[1]: Entering directory '/content/netgen'\n", - "--- making modules\n", - "for dir in base tcltk; do \\\n", - "\t(cd $dir && make module); done\n", - "make[2]: Entering directory '/content/netgen/base'\n", - "make[2]: Nothing to be done for 'module'.\n", - "make[2]: Leaving directory '/content/netgen/base'\n", - "make[2]: Entering directory '/content/netgen/tcltk'\n", - "make[2]: Nothing to be done for 'module'.\n", - "make[2]: Leaving directory '/content/netgen/tcltk'\n", - "--- making Tcl shared-object libraries\n", - "for dir in netgen python tcltk; do \\\n", - "\t(cd $dir && make tcl-main); done\n", - "make[2]: Entering directory '/content/netgen/netgen'\n", - "make[2]: Nothing to be done for 'tcl-main'.\n", - "make[2]: Leaving directory '/content/netgen/netgen'\n", - "make[2]: Entering directory '/content/netgen/python'\n", - "make[2]: Nothing to be done for 'tcl-main'.\n", - "make[2]: Leaving directory '/content/netgen/python'\n", - "make[2]: Entering directory '/content/netgen/tcltk'\n", - "make[2]: Nothing to be done for 'tcl-main'.\n", - "make[2]: Leaving directory '/content/netgen/tcltk'\n", - "make[1]: Leaving directory '/content/netgen'\n", - "./scripts/mkdirs /usr/local/bin\n", - "--- installing executable to /usr/local/bin\n", - "--- installing run-time files to /usr/local/lib\n", - "/content\n", - "Cloning into 'hgu_goss'...\n", - "remote: Enumerating objects: 3762, done.\u001b[K\n", - "remote: Counting objects: 100% (272/272), done.\u001b[K\n", - "remote: Compressing objects: 100% (195/195), done.\u001b[K\n", - "remote: Total 3762 (delta 128), reused 172 (delta 76), pack-reused 3490 (from 1)\u001b[K\n", - "Receiving objects: 100% (3762/3762), 49.42 MiB | 6.35 MiB/s, done.\n", - "Resolving deltas: 100% (2208/2208), done.\n", - "Updating files: 100% (2708/2708), done.\n", - "/content/hgu_goss\n" - ] - } - ], - "source": [ - "%cd /content/\n", - "!rm -rf hgu_goss\n", - "!git clone https://github.com/RTimothyEdwards/netgen.git\n", - "%cd netgen\n", - "!./configure\n", - "!make\n", - "!make install\n", - "%cd ../\n", - "!git clone https://github.com/midolls/hgu_goss.git\n", - "%cd hgu_goss\n", - "!git submodule init\n", - "!git submodule update --remote\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "t-R91G75MrLv", - "outputId": "12920561-7189-41dc-c187-57404a37b8b6" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "/content/hgu_goss/mag\n" - ] - } - ], - "source": [ - "%cd /content/hgu_goss/mag" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "LhtQf9CzMuV6", - "outputId": "83f8393c-c1c8-4998-8289-e7f390d68888" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "['/usr/local/lib/python3.10/site-packages', '/content', '/env/python', '/usr/lib/python310.zip', '/usr/lib/python3.10', '/usr/lib/python3.10/lib-dynload', '', '/usr/local/lib/python3.10/dist-packages', '/usr/lib/python3/dist-packages', '/usr/local/lib/python3.10/dist-packages/IPython/extensions', '/usr/local/lib/python3.10/dist-packages/setuptools/_vendor', '/root/.ipython', '/content/hgu_goss/mag', '/content/hgu_goss/mag']\n" - ] - } - ], - "source": [ - "import sys\n", - "sys.path.append(\"/content/hgu_goss/mag\")\n", - "print(sys.path)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "K94__7AeTzss", - "outputId": "9c2767da-99e6-405c-f93e-5c8da583c136" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "\n", - "Magic 8.3 revision 464 - Compiled on Sat Mar 9 23:18:29 UTC 2024.\n", - "Starting magic under Tcl interpreter\n", - "Using the terminal as the console.\n", - "Using NULL graphics device.\n", - "Processing system .magicrc file\n", - "Sourcing design .magicrc for technology sky130A ...\n", - "2 Magic internal units = 1 Lambda\n", - "Input style sky130(): scaleFactor=2, multiplier=2\n", - "The following types are not handled by extraction and will be treated as non-electrical types:\n", - " ubm \n", - "Scaled tech values by 2 / 1 to match internal grid scaling\n", - "Loading sky130A Device Generator Menu ...\n", - "Using technology \"sky130A\", version 1.0.471-0-g97d0844\n" - ] - } - ], - "source": [ - "%%script bash -c \"PDK_ROOT=/usr/local/share/pdk PDKPATH=/usr/local/share/pdk/sky130A magic -dnull -noconsole -rcfile /usr/local/share/pdk/sky130A/libs.tech/magic/sky130A.magicrc\"\n", - "addpath /content/hgu_goss/mag" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "JWuihohDfi6p" - }, - "source": [ - "### Draw the top-level layout" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 742 - }, - "id": "UVMDexBlo0Zj", - "outputId": "fca24d8d-b6fa-4b5a-9f62-ed6a597cd8d7" - }, - "outputs": [ - { - "output_type": "execute_result", - "data": { - 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59dorlUkLRqXfF86y7pdTr+WaSsvzFB2V8/ma+JWtG0T/7anFU3nwVE17WFWOIYi6Xc2RjJJvq08TEVV/75LZii28gjMQVXvfdZTw+Zr4lS2PKG7HIYawn1z/v0x9L8n+3fKeoaDnrjMcFXU7Tgc73o+fNwY7/wwcT8e2Wrz4IGc5J34EAGYSkuPZUUnTgwX+T2sfWslkaOW1hJ+y5VJVXSaigzSrM5aXjFwioqL26gezke+G65Zzvce3xRPWazHlfHLB+eRC0rUYSTz/Zf7dn9OX/2Hq69cfS6Nb/6fDbKtwYDMQVXvfdZQwwF6b+xg+8Dn9bqL9qzLh989uVDQdx/vo4gm2VdIVAIBZhAfyAAAAAAB8SI4BAAAAAHxIjgEAAAAAfGhzPOMqgium2NEj2FLqBqMM79KijrWGZO3RGZFSpBixoz+35u360yq+nNOPJ7mEscUENqaoGJM696NyhKH3H1X4b72iiikBMfQVQ18S1pn4qBIeUyOPKj6wvmKbtvMPAMwzJMcz7tf2SjZvFsyd1uROY/MdlvfjxfLxOVMuKaJefYf+o53FkZRz+vEklzC2mMDGFJVlVW8UHrQmv7p//aYh+40qUsJO3yUghr5i6EvCOhMf1chr3dk93kcVDwDMMzSrAAAAAADw4crxjFuV0hEspVKtScOTJWOQe4izWs5oyxxHVDDbprPWTdtxOm3lAMBsQ3I8455wHVtwstud+3urZrfOTue1nNGWOY6oiEgpssVQN3lQwvSU0GE6a920HafTVg4AzDYkxwDTThGrehpKmI0SAABgyqHNMQAAAACAD1eOAabaqpTM4ZmjoX3Puaqk9d0mFSVMSQkAADD9kBzPPsEUN1x/wunVx9H8ljPaMkce1ROuYwuNaKE1WSKxagzQJhUlTEUJXU1hrRthmbNaDgDMMCTHs8/hJMxm63XaHfzLYFbLGW2Z44gKZtt01rppO06nrRwAmGFIjudCj+GiUM5YyhxHVDDbprPWTdtxOm3lAMCswgN5AAAAAAA+XDmefSnBqJ5rvWZDXDOZ1XJGW+Y4opqGNqkoYVQlHDedtW7ajtNpKwcAZhiS49nHiEiO4BbBrJYz2jLHEZXNqK47rdcLA7WSRAnTU8Jx01nrpu04nbZyAGCGITkGmHaKmFDs6DVKONslAADAlMMPaAAAAAAAH64cA0y7jKRMM916PVgrSZQwPSUAAMCUQ3I84160LK411jPbrck3yheeNNh1aqKccZQ5jqio1UpSDd0mFSVMRwkdprPWTdtxOm3lAMBsQ3I842xituLS1VqTNeIuDTLg7ayWM9oyxxEVzLbprHXTdpxOWzkAMNvQ5hgAAAAAwIfkGAAAAADAh2YVM25VSkZy9ehXUEqIkhzkNuKsljPaMscR1YuWZej1zexWa/K7B5ee6L9NKkqYkhKOm85aN23H6bSVAwCzDcnxjHvCdWyhU33ZnySxangoZ0xljiMqm5jkVD7qGKHJySWGEs5oCcdNZ62btuN02soBgNmGZhUAAAAAAD4kxwAAAAAAPjSrAJhqq1Jyhy1rVmuy5qqS1nebVJQwJSUAAMD0Q3I8+wRTSvPb1WmegXLGWubIo5qGNqkoYVQldDWFtW6EZc5qOQAww5Aczz6Hk5dqtF5naoN/GcxqOaMtcxxRwWybzlo3bcfptJUDADMMbY4BAAAAAHy4cjz7GJHG1MnzzWs5oy1zHFHBbJvOWjdtx+m0lQMAMwzJ8eyzBGO1vD8xxJfCrJYz2jLHEZXHSHC/laQpBjlmUcL0lHDcdNa6aTtOp60cAJhhSI5nHyMiOYL2M7NazmjLHEdUNqOqabdeLzUHOWZRwvSUcNx01rppO06nrRwAmGE4RwAAAAAA+HDlGGDaMVIWl0evUcLZLgEAAKYckmOAaZeWLNPI+hMDtZJECdNTAgAATDkkxzPuRctymJ0z9luTe821pw12nZooZxxljiMqmo42qShhVCV0mM5aN23H6bSVAwCzDcnxjLOJ2YxMLlqTTcbcge4Gz2o5oy1zHFHBbJvOWjdtx+m0lQMAsw3J8YzbMD2bZFbzr3WldG9Rd7vOqRip1o3ibjeLi7pskspz/4vE5TKjiQHKOf14kksYW0xg44gKZlvCOhNT65IfUyOPKj6wvmKbtvMPAMwzJMcz7t8rlomIKOVPZ8q95mwa1GDkSqJuXxY/t3BARERpfzp7MFg5px9PcgljiwlsgKiWePaKttx63eB04LKUihyVlxYcKSMXt1JG5GufM3y7jwsjGZ48cV+sy+wPuhdXdaUxIqJvevdt5cUvImGdial1yY+p5M7u8T6qeABgniE5BpikK9ryT2XeHUzbnTMsZ0/Irvjxz0S9aFm6Xl+ydluTd6qbN/pv1TqfJTAW2fgn7oun5eLT9iJZ/uSb5W2bTvgIAABMGyTHADPOJiY5eUe3oW1OA7RqRQkAADAnkByD71lx1SORlZkZKwcAxmfajnecNwBgeEiOZwdXZHi0w5qmTBVZ0NuUCj2a0tEHlasMdVQHzovV8J8EmTVJ+yJRV65rOospx5EyxYOby6cQT8qo1Mg2PGI9Zh9mW3FJnBGTo49qfDhTC+ZQTZNRwvDatU5I0/HSJ38gdGR11Lrkx9Qu2QmPhQGiouk43kcVz4nbCgDmBJLj2ZFvUL4hf42+cIE+8IvFtfb732oan6n433l/c7FS0IIT/1v2k8u61VkQERGVxZN/UBF//3GizhZ+/5KxbnS/Q10WT37X3v6+7Nvtd15ppj5bKbRe/8LiTl4Lnnk6MZ6/+9itqJOfofmpc3+U0yrXe88wzLYqNVRKqSxXpAdbySGnoepDRkVEVeZ4pHSpO8Jsv6lxaRw1frWlYTLK8mCjKTLil9vCh25BMIclKNIYBYfAodCIRfaFUkFxpt5Mk671bqrRrnWvN25+cf9j8YvOswIn3j6yOmpdxzEVU2//4cGLNttOciwkiYqIiqx0asf7OM4/w2wrAJgTSI5nRGnjcXF9u/X6yVqK9n6k/ae1/P0Prb7eem1V30sy+DZa1aNP40d9Iq99Iq8NH9tzqcgFmhsWu2z4xaa1yFfaifF8/+LO723+0vAhtQ2wrbJLBwavpZwC1f2oPpHX3sx/+c+X//e+Fs01wblaqpi0HTyQ1zD238q+dli+9JWt7wkWnT68UfB37lf3r9805I8Xg18IQllEtLqw6/Ba0c5Rta8oAijheAlKaYwF+dmv7xUtqxreF7YIfpl85Noff2/9aU2m2u+cf+bNvHFIREJwFRo65Dy98f30B/Fh/Lt3/1HWW25PdtS6jmMqpt5eeerbZT1RnwxJoiKiv377/2Yq7hfGCI/3cZx/Em4rTUcnjADza46S47/6vmI20SW2E3z6pWqlOfh5s7ZvGfUP6Cruvp3HHtvaa30Vq+mCji5xaR3hMcWPrtawsz7iLVP6SG+LD7CtuCY5l4xH+1PjcrDANBX5+jekmXcLTFoXQt2vFrhMHd0BLvbfd3JRlwZTw5SwYXo6l8Wj08Wm7i32mTrMRgzhEkzim7rnhJK9gpdh0cHzOLHWHfrw4ZlU9NZ+11oXnrlXvdUMTzfmurM/ndXvap/KWIetSU5046iRRTX1rfBvqJ84JKJ891Ku36Jrt/6nP/vIW+WYfB4AZsQcJce/+NHbS9n94cv54uvPVJqNgT8uPMakFX9rlzEz9u9j4fC6Yp3nfcGatnbCJbi0t8g6G+9FaNG+xgRzGrrfTWlKRbqNdbS6iHZPqildD12Ks7XD+GDOnFV7PTxZ8hZK1QUiet9SR0+ui63/nl/su2fWoz5iBy/hqHfYUmvyPaW+r8rORgwdJXxPRwzNmx3zZ0T2kEZwzpkqHrcNETzudvy8Mczx3mHg80/4vMFIZqzDUnovvpwkdO2MX1wAgGTmKDkupisjKef//BuveckeE2nLZv8xO3rqS24w+ewJzR4VEyr2O4OI9JSj9fhyN+R3xcKd9mSJiXcejROhFV8WoTaROWUQtQedahxPjkdCU1yEro9qpHJHV8WUYuF48sxT0QtmmtK10H3PDG/+9ZF22z/AtnoXbygmNU3XUv+0/ddnePP6QIGljD8RC386WPB+nMQLSg9HpZjT11VKlDCqEjr8kFMVg160zZR+mYWOmo5ax5gUoR6UY+rtTzYqcvDf8t0CW/ylcGDHzxvDHO+jEj5vMOYV2Gh+VBesRjCACADMrjlKjvmIMr/V/ABfd6G8SSfq/ghK/3qukEPcaU9wouBCNI9c1AlfbxlVUF0wCj+kxMLVLvozoUsMjCjU7sAkMkecwPe9rY6+ckcUGGsQGyp5aW3drlGhhFMuoUNGdR/EOBEeudIZH1VMvc2O/Adv18DChjneRyW6oUbVnXWux2N/ADBj4u6GAwAAQAtnSI4B5gKSYwAAAAAAH5JjAAAAAADfHLU5PmzkFzLBYxn3cv+Ox3NJPljbKx++vdOefHvndddzYuY/7saNJwzD70bOaWiNctA+UJIjWYMpQ6PgAXDBah7t9rWIsHcsZjYzE+jvYniOWpAUF3nDc7/8+K0RLnEza75jIdjyZVc+bvg790o+pYduotpqWZFGRHer+0KJnJFaTgX151H98JX9R30turT5OFOqLDrLF+qX2282tMahfpAWmaJXbL+5Z+7dSd12D/TV+lNcDtUfYdpI51OFJHNqrGGE2sq3Amu9XnHOaSr4Xd3eMnvmbcHclCjkvXPtvx6Y9x+mX+61lOvlDxsqGJWto4QBYjjRbm1HyKG6sG3qB+XcnefoKUMGdXXL3JJMdET1SuFlhztEdHB/tb6faLO3Pb92NaUF+7qj1nVsmZh6+/lH5bo3ynbHH964wWIb8RqsrNFInwEc2otbpn20zzOL+dLFlYQf3Dj8tMGCwX2qdrrvLvkA4Ayao+RYqshl8oa+7vBir5nDKnJvvx6cEMsNzRP9XXFvCktq/veo7el1J5wca5JJpkyNghRBMOGxwXOg7bq2mQ4eqa66cqfZJZtfz5Q0PoI+9pPp/vWss2b4kSUp8yq2Tgrp1N1R9FZ9xPFMUsG2klK4R7taSSs8nJqSmVZsrmh4Ung8rWS2/VdX9B1YSnKNkUdaOAClhGCaJD0SFemuJvfvpHfst7uV1Ie1wvpT59ZPno9IMUYsqDatwI4mTFLBbmpvGcGM+mHxta1S9DG0dUU9l7hHLDzzcv5ccf2xJKu1bQeI4USvPv5a020mmTNGasVQyxap4IkySZpgnVE5xGxGRNQQWr/VQ8qMCnXp2FHrOrZMTL1tuI3RJsdKZuOfcJOMaaE+KBTpQvVa91O6dbnf0GzvqFue/IKhbyb8oGSRM2TZQVduAHNhjpLj+SGjI4x4StVFl2/HO7XDiT9dciVn6j3G831YPxRSZgxz0Qpy0EPnhCGaZ1spc6GuNgb+eE6vCPao3emsIdPHsxyuOFeDnxakZA2vo8w+apnb58/O4wRzj/cOpsjzjvokUSRz2fc6cvB1ZN7LFO3Kd67Ywgtf0j5+nHZs/YrrPG7UTjHALoRc7lUPmeeSGwpPM5WZ6TonEcmzPogSACSD5JiIqFmtVna225OpXD6/vBwz/2zwhru5PBIxXzVN4XpSGFrkyo2MHVlw5jGmNd3B08eMpkteL5v3Y+ZJe6WCM3j+PXH7qVuCxXW2KJlwpN70htiM8/2ohooetV2P0zCplDv5U03v84ZbYwcPFDEiYkQqXaTeyTEAzAkkx0RESkrhBj3qSzHxU/lQLC3y5Z3R+flM9x5Fm56c7LUQdI3Ul9VcfneIcb4MTZvrcYRhEkzOSuYkv2h0xu4z5sXNwpT/qEPsXEQG42hzDDAPkBzPoJwRuYpjcmaaPa7r9Hofxu/g/rnyoxUjnT4aEZmIyG1alYNFbhjhcbgaB/mHt68b7r43RIMHImp6OqlN9/H5mHk8YlXmEZFGpIXavDaEduD6zeI9ywr/qnGVVOQR0e7ushjiiiwR1Zv6o7fPpTSzagwYg6xcjl+EUkzKoX6SNUXfzu0AACAASURBVLS8OnBFUQ8/AVjbK7lSnctp4bv3W69frgtBRNKb3wMto/OMPuHng0/8Ed6eIf5SQVpHcgwwF5AcA0yG9DTpaTL6S0YpJgVXWuS7XAru2YauWM0d6oA9dHSilcPd5JeP013f3eociL1d4LBDnpUdjZzWQtuNevuN4USXeg8tmUjZWM65B0p17iMplVKRpq3C0b3hfi3AaXGJiNTIhxMEgDMJyTEAAMwrzVTpULdFaHAMAEiOW1K5vJkOzomsR/8JAAAwS5SZQUIMAB2QHBMRMc40Pjubwo523CYVeUedPBjRxnf3644np6X/h7VMkRhHX0m9MOrWIR/AlFGkl119355w921tHc9gDMPFIQgwH2YnIzxRMR1ppXj94FeTftJU9GwwVXe47DOhNIwXWfuBjwKpc+EEVSlSRCw86JQiNcxjHzpnKjx6hWr9IyJS0YviC+YU9Y2ma0Y4c7+eloqIM6aF3r2clucXR/lATMe2yqfoet7fIhqP9JdrHj1+NdrAugbAGQu3aD2fUj+yoJgSmvaFp4d7mKzbE0c9C4z8kAp/rtcnVPcFJNcaEYT1WkTvGPqpxqqvrpePk0xx5aa03fA+umwpdazOfOjq4MdXSrsTezgoFWo6HVNvh4lhoMCIiLiUWmZaHlzTOftwyWPhrbKXtAKwaPt0w6hR+FFZAJhRc5QccxY5zbFBn8rJmgOc9KNDBpzuk+uc9eyXNT1d+z/yTFXXyz26Rvo4t17Mtmp/nY41sK4B6Ix0/93mKVce6C1yHui694c7vk4+HNpO9xif/HE6tAF/LvBj48sAwEzCk9QAAAAAAD4kxwAAAAAAPiTHAAAAAAC+6WpzOlblZqGUPhi+nP/wn924u9vs6yMf//iPZjLZ1uvqnrV7N9v+k2A1wXa4yulqqf2mx7ds7bWBI3z/Sv5nr620J+9VnZf3q63XP7BeTIcaA/69r7+9Z58wYurpKNRev1B6B2ODjyLxuPz1KlmN1EZfn0q+rQ69G5JMIvrSo7eawl3PFG8urLX/+o3de79362sDhN01gM2M9c6loJK8sF39zTe3CrXXn9r8mW9tdR8UA07NVuHx8v6//S+e/8CiZbTf/DcPDhpCjvD4+qV3fqxkBvu6o9aZ7CCr3Wv/dbTH+KQOxjH5a1dXnrz4LwupEZz8yzaOPoC5MEfJsZSjuUy+VTbu7/f3ZXPgFD0z13pdtlO7tXz7T4KZHnO5yhuh5NjlTlMbvOvNSj5HIujW3vPsun3UV4YoEgu+OPfq2e1m8qHFxsitGo72kYOmcfKsPSzT3V3PqYn+tlvybSXFiiSLiOrOfsNzmsaCFKvtvzac2nZtkF3WNQDHSJHItd9sOmy7VnWrRq25uDvQUmCEtgybVS3pFUkPqmvDEXVPjvD48rxlqQU/kDpqnWIaUSU08yiP8UkdjGPSdPJSjebkLxUbrjsWADgb5ig5fvHt5wqpRntSKkmkOIs8U910y+qkEUQrjWnpoggAAOK9VWm+u/zJctk/se81vTsV/9bfswtZQw+6dfu117bKbtyFjzvl8YUJAFNkjpLjT734Iymj0J68v/uiJ+yN5ffqPLh7+MJr/6TpHE4iOgAAGD1XqqIeXMM+VPZe08+Ac3omE2qCcqe8td3EhWEAmKfkGKYcY0Pd+vy59//AklFTrL8qndIiC72cty7lzKN4IiMFcHJbzSom6HKu/iINfqv6maXKq/d/K/xOLXvF492bUQ7YGrvJX3xYoEE9udTMZytjbVlbqL2ezX+ybA9+6nuy8mcjaL46HJ3Vw5Mx9fbvvvui6HMUEK4u/A8vDXUwPlz+gPboC8OUAAAwQUiOYVp0DFq1ln6osbgWLI+a60IG6dGSyZdSI3hcpiO3CJn8JaVys0y0PPDHGblMRW6MKKr2akVkauZSKkg3K66b1p3W68WUl9GDrcE9LkkjorQh1XCPd5pcpXSRNdVCSiMii1FOSxQDY01JyVrWqvKQQzmYor/nccfh+BhGvertgjXASb6ztXG/B6PQrKkeAwQAIBaSY5hSN4uvpLV6zAx7j5cbcr6+gm/v7xFdHfjjTW8qHr6EMwcHIwDMFSTHADAymmn/1acb14p+ewyTldPao/Zftxvum+XGStq4Vgiu8Tuy0JB+p3jf2N2vTUXXggAAML+QHAOcGQ8OvrysvzLwx3f2Gx3v/MLNv3y+eLHrzAX9kOhhe3I9W/gB63zrdUrbp2O39Ynowxs3Wi/YURsZi9Wj7SKchqxzllpKBTfubcmq0s+V5am0XdGav7lMg1/mrDS3SC+NMB4AAJgqSI5hWojeeZEirogzUoxE6M2I390Sl8UdR89TP3TGTN69sebzqwVLDx5Laj1zNkHl7BOVHrmj6R6kmw/ak4Jbnp7tNqNmMs5CnRWez60uWl3nJItFWtZqjKe17o98tbHOduPTKGYzJpVblGrCTQg8lbVopz35qO5+96DWdc6mlLLP1bWcvZrY7PXXrgdjh32XzvW3TACAKYLkGM6AhlywVZaTV9Qe9Jqn6lFdeE63K5qDEdEU6qBx8ObuXSJ6tP/IkZ5oZEUjaDBwr7xjuXtJinX0khqoXw7Jeg7KIKN9dCjiomcqH+2Co+fTh6ftoNl4+6DmNHWl+F5FvuzuEJFGts6D3N0WGVP5XWF87ZHOQ1tx3Vrdbt5PsqCYzdiHSW82FY2gKeTO6Ia6lJ4b8/BdkoMRXcEDwJmG5BggkfuHd3/v5X9+efmDjFlE2q7j7Va2wzM8m7t2YiF3Dvcq/Fw4l92tpf/8QZD/7TStBxXTcQzHDbqNe+tQM2RcOsapKLWgAzXFTM5CHXeoiqStE2ObrLcPap96RRG116L1y8QkWur5mZAnFjWiRMkxAABAPCTHMC1isr80r6aoyWLvht/I8vNU8Hiqr4VaGs8b3W+RmzzyvsaIiG41PujF5qkn0MiMXtq+s0e/3u2K8+ejkynaiC9YRK8Uh0NX5HGyW689LXJB/B9/XXLW/YI3Y4pFFsoU+ZdqGa2F55SqStT9nn5HIZ5UjpRfYux3Qt1LK+JK7TkxrWoS2KmPoBe/M4SzSMcjyyn9vcvdGxTt216//RwbXim1pao9/prkYExN+so6AMAwkBzDtOjR9JeIiJHNjtK70JsR7y+ypdQKjU2r+bFUZ+9rn5EeOdJDa1C2Vew98F4tazvej2/KkqR57rD34cUZ3C/D0KKHQ87Qcj1+413ODzByTc58s+ffuh6MnZ/HFwsAnGVDDYMEAAAAADBLkBwDJFU2FicdAnQ3+dELAQBgVuDuF0ypu9WLtoy7I+yKUXQ70I9HqUtX8Rz+VOqzVS3059WDpzQe1xuGwPB4ADBDkBzDtOhIb96sXu/r4y/s1oq062m5vj61ljZvFINn+DypmsJvQZsxtPCNlVb6lTNlxQ7efvfCS5YW6Q+4E7M042Z76iuPHjXJVKFmuGsZ82ZouLiKK3ZsN2doK1aQ+j9qut89iBu8Vxc1TQbNQFey+euLy+1JzsjQ+ujh7nG1/MrWoyeWNzcKmfabinSh/N8qOmuE2xnbcqnXmYSzhsHK7cmyK7YaTsHQV9PB2kmVdlWBVIOOngFT5ErnO/FBbjfPhWvIUrrxMG4LzRpFkV+GMfX2he1q+08Jme6Bij4A+rC53lcJ6eYWfkUCwNmF5BimhVIy2cNb3f3pd7685Tm1dPfx3nr5/rXijWLQ98K9mvPiTqX1+scuLGT0IB5HEhFxFsnhi9ZhWotPyizNCi65caorkjK0miZXC6Hh4hgXVeHkDH0h9MB/2XMkxaXgStVJBv1FWFxbSLUXqoic2Ahb9PbGl7pR1VImFxk9SKokqXZ/EgaT4eSYS6Z69DWiMTJZMKcjpc6FqbHwhhVKaYppjEzWjtkRbD8+3JoX+RWk8fm6dOypyE2VmHr7m29ubTcjXVucqFT9Tr74/mEOxqXDV6a970AAgN6QHAOceYrr4f4eVORZAkfYXz2xBG48wbg/qFlNL+5aBlHnWNMT1BqRjpMkNl9JMAAAnD4kxwB9qDmRZ1g///gHEnwouKqqjnVytVVln2sEM0hFQql7xF4JLceTZKr4sTCUNIILtPeb+t23wpf9PpEgyIgLlPrmPn2r59XbQnhCkRNzcZpRKTozEdHXO+dqEJFS4Tn7i3m71n0QbAAAgH4hOT4lF+m1j6x9hohojejZ6N/Ysfa2jFSP5+9fuvvEb3xrM35ZN5b2dzO/357MZ+gH/GuC1IheD/w7sandG1s3/+eX1uLmGKm11INlK2j+W3bSW40gCdOY1LiUinmhR3/yZvNc+rD1eme/McyN4IQ6+tNVfXevq3d8QChqdG0RGm2zyfrpWEaOZAjtXlWw72KSvDnsohqeNv6dP0fCB+Ptyoong+pnah4RuVILV/5L+R2DB1X2dA5GAIAxmaPk+L2Xvpm3glP8/sptKd1STmo82Ajn0nuuN/rnet618K0L1s5ipvtQZH25uvTwQ5dOeNblfFGU0iNY1nrx/ocundDb/6gYrns591mdBTvocTNTF5eCGbid1cp1YTqy2H5TqcckX229Xi6S4Jan3+lruTeKaWUFzSOzyruk/Na9WiqrtODrf3WBPnbp8Yr8Ul/lw+ngTNV5f7t+SFamrkLjbmws1hyhOurM+za3K+6AT6bls1809aBh8aXFR470Fq2smXqdiHRWVXyn/deYejtADIbrcvWp9uTy4vsZBZHk9F2dybK3JFVwtC6ZrxRCjwhW1sQju97vwTgmyY/xE7fVC/c3mt4cfWkCzK05Os5/+nv+cCl7/D7x6eQ6nxlVQdeX715fvjuq0uJtLNz5j947FV9vYxW+zLqYo1A3D5E/XcvRf3aRiF48pbBg6oWrx7O5Lm/+zHPDFP9SeOI9xc4/J6y3w8XQcnv4IiZrVNvqlZ0VJMcA8wCDgAAAAAAA+PAjGAAA4GSlUlGm8gN/PJvtrxd2AJgUJMcAAAAnO39+I+eVTp4PAM64+U2O7+6VXMEMPcNCPW3V7V2pRj+0U6lUMphM8eBRP90yGUva0YFnO+poeFxXmg5Pxc9vSVfnQacUAy9LSrNx0rJGqMQsLbQvDl2vHnoaUNdYSmO2lG5oFFuuS90aqmuGNKl8aPwIj5h9NJVhka4oai49su00y4f7grC0JovtacGWqfBD/Zwd6qk08aA5U9cAdCIr1KFvU7FybLcY0nU8u9qe1LWSJ82Y+U/kMbmgN3UteAxLhXqU6GiMZXft14KT4CrJ2inSpTIbnncQO9RgvJQhidmceK+mYpISdInBpNQ5JTtYlrjSQiXWFVPH6syu5B1nE7d2aPBU8uPxOFfULT21kM7xUPd5MfX2eAz9chp6uGVu2mQasZorw0N2l7IszYLHE20SVdXfyCPjk/wYP76tloxtjWGwP4C5M7/J8dfvblSaWiFznofO6fd3X/LE6PtneOaZJ5SbqR0E+crm+2/qlhHzkbB7X3nVs/0vQjPj5RZOGPDMamgP94K05uL7b/KBlrWcc2Xx9L7hnjEWzVD3T3fL9Xt7wVdazuQrGW3P9g4bwZtJtka8VS4LRvDl5yi2L/yvy7Quw3nWXpm+tLe7xq/Y3uCZjcG/m11Z43pQE7oGkOWU4kE+UhH8TS+uYyy3ftDYe9CezJpXDt2gX2ROUotNkKTiQgXl65raYo33pO3blYVkq9VFq/IkWTupMq4q7Vbr39oZvEO3tay7dfDVhezFXef8wIUsWjVZcsN7J0bJ9PRQin8ouFCddeaOrdvRsQPL976jG+9peoM/7JGhl0vpfGHtqsYO2m/G1NvjMfTr4FFaiqCE8wXN4vxu2fNksPrv2NBXjeCcsy+bb4vKMAsdoeTH+PFtVSweIDkGmEPzmxwD9GvB2WapyzREqqHLoVL5XoxMycgEd3vZTiQvyRrVc6lHMR8vu8Wt5rn2pGWqmrB1jpMDAADMI3z/nYb9/QODKaLQFSkVuUjm1htKBdfSzHSGePcMzLGdvb0T+jBe5AWiyA3xMNasUKjpiEoVe91HlkKeuKwRkisl4sH1S9d1j9dPKWU4N02yNeJl0waVgqYjwhONpn+xXOXMji3Dh25yw4iEEDI0wofUI/tHKSUlKYq0DlBKeV4fizai+9yVRtk91hNYSFOMofGMIs8TSdZuqnTsnThmdNWkkq2mJ6EqI4TwOtvDjGX465h6e3B42BDDjQoj1yMjeqguq+C6LoWuHDuOvXd4eqeOeMmP8ePbSuZluK7euXNnt7E7qsAeP348qqIAYLSQHJ+GBw8eZFPeciG4Sd3x9XKw9UiE2tKuXL6i9bhuV63Vdh++Hb+43Nq18AC/nZlv+RET7WUptZolrXujC6ZkulGOX9YI6apOVGjH22w2iTof7vY8jyiINsnWiJdeKVFpoz3puM7Bob/KMrNE2uhH+drb25OhVCObs8gKVtPzRK1uG6ZOoZv7zWZze6dKia3r6fBkU6SbIt1r5jERQmxvbydZu5a0oW3kjl9WV4xFE7v2kROt1pbm0Sh07J0YYnOB9CBvqjfqrlSykNZCydbe3l7Ni8SfElJP2sSpu4aWO/5EWEy9vX//fsUeqnHUxtKKHipQSnV8CzUbTcr4O5oxz/Rq6frpnTrimVqWKEiOLaYWjpog82g12nr4cK8RaVbnbXjhL8kXXvjq/X18aQLMPhznMyhj6NX4htNMJ9KIFKm4+dKG/vz5jZgZRq3WlFk13XUyp1cy2uAR1psu0Wnnqf0yZXOj8Yawngy/aTA3pTd6fYSIXGkMk4IXLKtgWR1vaqxuhlrWSjKESh3FUwsP4PB2mQ7MlTTPnGbMg1HRhCynVzt/AERVvXz4mc5Dc2mdpuWibFecnM0CbRZO89TRB0vXVvTuv3+sHu8DwLyZ6kQEYNrsVb49ZAmprEU8uHhompFjkHNmGIamRZod6LqWyfSRwzF3qAewGClduq6MXvLUGyc2XA4nmoyxTCadZO1G5V76ep5H2sH0G7MilkpF9k6Mjh4nDF0n1dlAKZVKKRltfXFs1yyntnUWd2W3Uct4CidqAIDTg3PuXFKCYi9WwXFL2eXnr/wlItqVTaFUmml5HrQNOJD2fVFLUg7XjHAOleaSQo1cNU1LWbrBKXxZ1DDMYrGfC5w7k+8ogGu8WCwmWbswQZFc8ng3ebJHm92uvckNIJ8vJOytgnMv3DzKtCxNUcc14Hw+b3b0VlG5P5I4AQBgfJAcT4VULi9FkEOwHk/jjWhhRSVDDTTZtD4bNWU0xlO6SUSGJK6kyfQUD5oBGJLx2Ot/p0mo+qKVKFPvilGZiBoikiNW3ELFLfT4RBd7NYMaepnRndCbikhQZ1/EihhRoz1DNBJiFFlou00Ci7ZH9yRdV53dB/cb86GTpp1Uwt5Ivsgi8wkiRfRq9MPOsZxdsnd60a4Ab1evJI+QiLjiw/XMBgAAJ0ByPBXyy8sjLM0RcY/bq8JqwnJcIXfqQwzMkMBi2uJDDIgAXVXtXek9HLIQOdylWKmIBJNEyR6Ui7mP0at6dL5v0rBdQUjFSCStjV0PjAQ/j4YanIXG1NvFONmeqDiT/N1ocN6rMbGla+H97UncTwMAonlOji8uHjQdnjIVD106zekNIUfz2HuHUmZvtfByezJj3+GxwzpEPrt6qI7y3YotHmZO6Ct3tfjgkhU0tcw27zB3kGUJwcreWPrlDRbHczx0mVzjjfaT8OcKh4VQF2OWzvImZ9xxZbAuTbeyctLWiLeer5IWdKiUstzlgp/2cF1St9hyypFKmYxrLGicmlXuqjbID4kCk6QFX8k6sSxnFqNwu5cU46u8jwv8K5cLSXKoc1om3LVCTbqSlEE8xXUi2qnt5eypfvBrPjWN5hKrcP0uUTDiZky9vbbabLpDdUG4kHughdphFy0yNE0yEf75tJByNN3vUIUzOxybK9yyN97f2CfrcZK4WMzpoW21sVhbyke2laGduR8jADAC85scv+tCq/Hf3dNaYPQ2t7ibsDdVIipF+6h9av30lnUKwl8+4er4RLfVHHz0s55qirbbE1mLruSDv3WNbbFbKSWi4x1sJRReinl0aTH8Zp4oT2OXiU5ezNDF8S8UBvUgXENi6u0Hnxh+Wd85/lb8kRgT27QZ9bYCgFmA9qYAAAAAAD4kxwAAAAAAPiTHAAAAAAC+OWpz/OKddxTTwXMZdXtXKpGxlsMP5O2UXxNyLA9WX1s1nt0YweNNDw+LL7x1wiPV77ucX194MPyyKo2lAh9DK9/eHFlQR6ND7zbEncNgX6QNXrJ4xfGqoWdrGs5BuT5Ux7EXi7n3bARdhRw2nYcV/1mia4sFIzRchS1LRBoR3d7bcqVXSGXOhcbxvXe4+82Ht0cVQNEy1wtBG+C3D6pfe7AzQOHxPnztHWkj6DyhY732G/atw6BBZkavL5gnVGDGC8T8Zyj9FUmZ6/lgRWxPVGw3pWs5K3jAK7zNO3T9eOv1YibSz0nNpVueWdTpgtGuH1KJkzdaOOaa694/rCXspqOjeuzXbaFUR1Rv7pY7xlLJGrRWXDCYvwwly6ROeFjtUXNdhB5CrVm1S1S5vLhusGBE8Zh6+69ev1d3h3rIeLlwI/xA3kpG0znbqovwE3nPrFjWUccPOqtpbNJP4A3kC7c6h4/uULPRtQ7AXJij5Pi3X/p4ygg6Pb2/+6In7I3l9+qh3mpfeO2fNJ3DcSz9576vOJLk+LuP1n/5d07on+F/+anrI0mOt8pXSvrHhi8nOdu74R09e/adh83f+W4wmMV6Tn962Xxrv34rtH8eH3z71XufGWaJP/n0lff+8PuCArcP/uSNe63XF95zw7KC3LHpPSvJIqJ/+60/rdqNJ1bO/+Wrz7T/+pVXX/rvPvvbowrgqZWFjevB6LvfeO32L//xVwYoPN6/+Pm/sZZfaE92rNdrjx7/1itBjrVg7m1mTnh6levniPmH2MNK/ZWt/bV85unVYBFVx92uNvKWuZwN+iFpzdm1wK4fb72+WMppoR489hr0FSe9btK70u3xoj3p3ooPuCPmvUbz5Ye7CZPjD15cSxlBznr3oOpJ2RHVn9951PQiD8Mupunm2maKHyXH4pGSJ4zY8mr5aUcGuem9xbd/kt7YeNcPWtrt9psx9fZ//Mwf3C8P3uk1Eb3vyZ8Knzmf30xldP5n95pNL8j7//bziwspf2vk+B2Dj/633Cn4P/7kc+P4FQoAZ84cJcczpnJzpbmW6/onkU40/u0U+nzl7UdHPdzt1i2izhU8JJcoWLvmWm77en9jKHSoLK6EJ92sWbvsXw9WevdGR43NQk1YdjrSu0NzLbf94UEi6Qigv8/2rgNJyFTk8O9YL05euFPefWdx3+naUUcvmaXCskv0F9sd7xfLdbpf75yzaxFdP97671u7nTOfJyKH/qIa3i/P9RMwEWUW8knX8dWDzs8ejyqbuZo9/sHIPFf7iK63mHq7+4EL207c1dATyX093N1NQ3qZY701/9Hhm2bDz5W/P+88maKz6ODd57dvdO9ZI//d7dSjatc/AcDsQXJ8Sj79UvWLrz9DRAu5qxdX3t9+v+keVhqP0kYxl15rv7lXvXV3+8tdy6k0/K+p5lqucmOp6zyf1XLvf/yL7cl70vvmUXfFHzbS6fDNaO+CPMo1/0Q8rEW7fBPM+H1h0dCe5fJHjaCBxK5it46GWninJs3QjcrXMmpP+THY9S6tR4Qeua3pFqzK9e4bIaGmHkkuZUpzdD+7Uj26FnYX0o7SBI/kB27B6rU7+gqgv8/2rgNJSCOygl3XC6bN04dfpmLnb4mYelu7UqqooZpVyK/x8IlBdjss7uUkt/yZzmn0ZOhPMcf7r9pmeTzD/d1ghQ/xc63XFjvIaPfaf3pDun/q+bcX/n0jlw01q3trM1tR3et/6kEZyTHA/EByfEoqTVFpNojonMOymSChqTbFblnlUuaSDN58fPjora1Gl1KSKTO+EEq53pb2m0cjkH1czxYj40VvtJoKENGTWsE5NlBZnbx9dUIrjjWW1mK/4dZ4lWirPcmVZh4tlFE93NPoX+bnmkd18i2uvnysf2YTg13DfDPFUJeBh6d3O9g/xM9lj9qYJD/e38XXmrHfQQOffxbIap/ZZHQRNZJ3j8Zt7PjRIM7e+IMAMBZIjsF3g/UY/2PoKztWNOfOM+P6UStPnTUplAHfYIX2V5pNTaLO5phZMraTj2gCAKNmUZfhNm+wwgLTjmYY5HjvCY/AAcCpQ3IMAF0sZ7TnzwcPckkiV/nX1UzGwhnLHel5xy65bZN4XbrXmPFBLWh/uqfEXeUtknaBB2eeN6X757J75wZdP956/RQzzVAUj2t0e+923rJWsoOPxlaxmy9kdVfrTP5Sj6pGufN67Q89sZkxgrV4Y7fsSdnRU8TverVqNFO8srV/LV/UedLh3I/b2R/8nhIAACSB5HhGWDt1vep/f5ulLAVdHRBzdK2c9ieWWPi6T0OS1budwm1XfaVbw9/jPpHXsr3L2RGUCy30QNBbjl/su9IUboMYH8+BVI+jt1i1qmXd7tLoVqM7jBJ1yTfAttLLTUPYWirbelywtZVeapjW4QnNf8NR2StZLzvi1r3hOiApL+lc/Px/uEolLtr7rmO9Mjnj558Jusl7uSn+oOxv/f90KVXUgt323Guv3HW79YfA6anS8s9vXG6/8c1m/Q/L++9IZT9eCHrB+62D3f/1fvduJW6WNn9+I2iLH47hp6Mx/Ot77O6jz9QduhO92VA2Fh+lLsVthSNXat82pPOdwsWqbnTsnZV7t/L3Oh8A/N9++BPnC8Hjdr/+tVcrtvszT97Ih3qK+Af1O3eOsvnW3rno3bm/5fUb1fH3O46pmHqbvlfPdt07x/SqM8yLpPKvO+qp2Nx+VMf7mM4/CbfVOI5QADgrkBzPCL1qa1XHy5k/UVh4fybyxP2mYf1Yzm+CnGY25/rKDQAAIABJREFUhS9lsQODZV3V5Zkwk+0fCu/rjYRfTrrBrF7lNKKdVXHmmlT2J5SK3DbtHQ8j0ZRuXRILfeCysXCp2KU1iMmat9yDL9Wq5n6TdeuaS1jaSLZVeytx0n66+OzxBfWKys1bNOqv3nAdSPN1T92In/+WXSWqdt13x/dazJb58cLyS03WdWvreiSxY57S6h7nkYYx3PbM3cjV0AH2zmKGX1tafnM30g/Xu9cv7OeuWfnvidsKR753z61UHikiY5x7519tbPyVwmJJ27DYkyd/hug/X/hLOaY1ROpfHL5alc4T1sL3ZTZLprs1ir3T0t7aveoM244kntte4ynivZo7jOp4H9/5J+G2GkcdAICzAsnx7PByZv3ywt/PXLzIIl25LWreYqb74+rnjXu2XGp9qZSVK5kyiWdIJ6Isv/eRnPORxF0pxJTzVCqSISWMpxltW8yZc8Ws6Wkz3FfXB7O1n9881qcXEdHab3jZz9lbRuUxc7q0UR5mW3mFlKu44Ab1vZWCqBJ+oF/R9bp38geI6GjfdaxX8r32K2srv+GlYrZ2vwbYO+9ZFE+87ye2miu/LW5XyG11VnApe1fnXtLtsPnMp+yNHXc3/60x7p3y5YX/uv+9U5XnyVwWytF5qcQXF7RvLrGR7Z0T68x/dXtjzw2ur340V81oklEpPE+DxAJpNMTxPg3nn/C2SrpgAJhFSI7B98/l7UPlPMtLP8w3Tp57/OW8IHdafccCJGFqVim9qIldphyLF0p8kbP+Rk90NU0O1enZ/Pqq3PkJGmo0zWk7/wDAPEPHWAAAAAAAPiTHAAAAAAA+NKuYcYdCE6SCh06UZnGV5d0ec3EFU4J01fUX0ytNyyFJ7KgLCGUtavKC0a1HiNhy+ohHnPwszp6gv7BPiiexpLH1XsE+ttIpeqVpcc0tGv5DbzvNfFFTXaLqvV6HQiMmDea3ObClYTLqvtfGJmkMsXsn0XY4XUnrTOzeSXpMDRSVm2RkjG6P+vUX27SdfwBgjiE5nnG/vlc8VC5nh61JKRefS3k/Xiwfn1OzhSY9bgkyjv+RPlvJHiqXs6OewmT2uZR3odjlyym+nOTxcO/kb6x7rvqDsoyPJ7lP7RVqyjW4H4ztLTyT9n602DkQScwKfqGSqSnX4PZRCZln0sNGNbzPVrKWVb1h+Cvy1eq5m4Y8HlXMev36XtGyqjcK234J+9dvGrLrXhufhDHErEXC7XDKEtaZmPVKWG/7Ej7e6z0S3zDudn8Q8+yefwBgniE5nnEWqSwp46j7JFspY6AhUqetnBaDqMBGUE7Le23bFpyocPSGu6r393zW8CWcac+k2IdXI3vhavrw9fqr7cm6ENcyjRQ/fL0e9LlW0pt/czPyqe8y9elxxzo1prPWhY/ThzT4oJTTdt4Y7fknuRvn0s9f79kx3ErpGxoPcnl7s6qUtPSXGA/6vbu+aApRfGtHfvHVoX72AEASSI5n3Ki+OKetnJYlz/yeWmH4cmAkvn/B+2/e82fx8xzvc/gq0Q9G3/nXd9/xabV4bEY4PeHj9JbiA19dn7bzxqR+vj5/3fzbP/r13n+P+VPEv3n15hdfPXk2ABgSkmOA2ScV27O73WYeaQmLVvdRoPt1PrP/SbqdNcuKBd3rPlXMaZqdP2o88GzhYF1TygpGD+EyZ6pbz6j7DeWd13Om+Rbxe4p5yUu4qjc/qVfSm4du6cDLWu3389d2UtlqR5Dp3CsqNBjetfVHTU/oaVcZQcw/Sbu7R81brXM1ReRkDzvWa3HB8mRkQI28JZQVpKMnrteJJbTXq2tTJTdnxkf1vTJji9DIO4sNU1PfyzJuqLBrRddMvUlE/cbWWjsiiqzg5Mrpqw4k9+zGCPr/JqJiukE0+NjjAJAQkmOA2ScV1byhDvYkJVzIHg6ziLanl+79Kt2jyPiE1HU8iPAMnChD9EOhARMVRW6Zn1jCB4g+QETHRwH/vq5hfjb82eePhkcMv/kPwksMFRue5+LQ63ViCT3Xq/dHwmVevdxl5nde7V5Iv7Hxo87Mfyg60uWkyumzDpy29eLByTsSAIaG5BggoIhY+9F1OUhHh8OXAAAAABOE5Hj2jSpdm7ZyiIiYolZRI0pDm5pqWPXW62Ij8di1Iy1h5J7wXOFppu23syx4coP3185y+BIAAADOCiTHs29U6dq0lUNEtubtperDlzPbVoWwBSdKtyZzJIuyv45dhy8BAADgrEByDACjsWenw5OCTMGzCT/r2Y5SfuvQutAfavwmN8N9XzVcLinyKJXOlKUHOboiXSpzVzalUimu5ZmpsUa4xemJJewreVd5vOkpgystuBehVx1ud14pv7ZUMHgwz37DFkotpi3OgkW8Il33KADuCCKSpnZ8vQQxyfwHtjSlDbBe8SW014upLt2WKY3HR1WxTRX6KZQzBWdUcbRwYZm0LGomEfUbW2vtiCi8ghMsp686kFw+ZZSyQRi6ZTLGYuZv42Trst6ePGxkBo4BAJJDcgwQMCWZrv+IOh+o/9PhSzi77tYK4cmyfv1B4ccTfvbeV171bKf1+sA4vL22f9koWqFRzg7Lhqci+UTWkKlMkK9IlXFV6U17y1ZiRUtfM0oaf8xCXfSeWMI96fxLUbMeV728JTJB1xyZu/vWboOiNt99zbSCee5u7dpCFNeXNC3oTOBz7uHh0eNexkGDiNxS+vh6uYrRUUMjJvkA6xVfQnu9mOhSI0VG7xpVk5irO0T01nbBC/VWcaVoG1y9dZgKd32xueZlUkUiOh5buxwiSrlmrtvaEVF4BSdYTl91ILlsanW5cL09ufG+J41Uz26Pwxbsb56v/WF78uFhkcgZOAwASAjJ8ewbVbo2beUQkSm1omsNX06bphi5Q3V5NnwJMG8YDdtofvgSjtMUaUL3Cx9FOUMWNW3lAMAMQ3I8+0aVrk1bOUTEJNeQiSbgcsVM/7oXbw5yZ3b4EtjubRJBh7Jq6Qpp/Z1/JCPS/BKYN8h+H76E+REk3MP98hxV4j5t5YzQ3r17wgsOjaXNC1zHVzPAJOEIBJh9tmLbwr/df2FCJZBwSXjkX65Tqv+cy1NUP0prCvGzjq0EgJETnivcoGlHt5bhAHCqkBwDwOlgjjKISGeeNuTVSAAAgLFBcgzge90wHd1N6/4gsRVnwdPoevxnRl3CmDAiXQWvJ1LC8BgFj4wNvBZDljByu5omlDS4/5SVLVKS0+LplgAAAGFIjmfcqNK1aSunpa6797OV4ctpWc66dSXbXSxZhpc3u3TeJA0mJVdal+TqncWGQyrIu2RzURfHZzt9WUVZz5psCUSkM4+I+KCXjQ0iQ2onzzfOEkbunOWJ8AZRXrrb46WKM6UY8S61LmNIl4JuODRNWtqwvVCHE27FUiMph4ZI3KetHACYbUiOZ9wW54eK86NWbFLjy3yQh1GmrZyWMqnXlBq+nJYfzNWib1S7zqYsQyqleJcc6+mUHX2jOWRIs0QtXWakiEi1HvHS8DwcEdGK3vEDrEdnujpXSqluneNeNTv69hpBV181xmxirf0lwr/3hiiHiBRnmWT9+055OaO1tHkh3M5YM/C9DDBhOAhn3NNpu64kY37iqIRzodvVUIq9IEpEP5ivOaSCm9Ky3uuaaHw5yePpVULYpsE+kufx8cC06LNvCpigq6bbzolfZuzkdLvHwbqiC5cUO/qzUqLY46p2zKXxjniIiJTb9fr6ieUkj+c0oW8KgGmDY3LGJbwaSrEXRKmfa6Lx5fQRj37y7e9Fjd6VOiEeODWLVmQvZMWDjer/l/CzpdVDJfyfN4dKFQ1lanY450qndRlNhyxNkRb8ImJkaepglcqukgVuatoBsUMimbyEBS6e47ZeaMqULY2g+pkLdd1wKcowtyk03sdivuZKyXUZTsueokbj6CKllnWISBh2x3qdyF8vVXVJFsjQ2F7Hep2ovV6s24ekyY9HtRI6+PaKZTc0CEgp7WqcNsgIb8xSSmnaPhF1xHY1MmZiz7UjolWtvYJdylk56WSQsJwT4+mrDiRXyuytFl5uT2bsO9xL1LzHlHvhyWK6QTRd7YIAZhKSY4AZZzPmcmVwPwu0he72eSs5YQkXsofhSVMdmM5BwkWUisHrTaJniCjawW6xW4Pn8AyMyCC61nuGE0vYJNokouOdOF/sGvJbkc+udinwo+HZQ8X21ea6tV4d7en7KqHnev3/7N15kCTZWSD4773nV9x5V1ZWVlVXVV9V3epWI7UQkkBqIRCzWo4BdodjG3Z3MLCFhZm1ZViwYZExq1lbW1tbW7OxwRaWseVY7TDsoBkQCIGQ1EggqatbraOPqupW3WfeGaef7739IyLD3SM8TveI9Mz8fn+lR3p88bmHx/Pnz997PlzM88cjXjw2O3KcSM2tg64N3K84Ix4Dwws3CvDbMNaNruOlXYD5mKkghAbCyjE6ipjNta3Gn4rdWZiV3sIwb/lIgek0DwDUdJlwqcohA46c3fHqx1W//duRpMZbnUZmFBEcfPYf67WLdlmrNUCMdL6O62VNV7X6krHeXLxaPf24Qs/DCM/CjR8BIYQQOiiwcnxQSRYaf8Z1Ne6TrA4jL6dRLdREQzxBhKQOz9yr/k/3qh5bdtUBTWrfO/twlqrvzirNUe1KzVG4TbMeZKAuVje9rWDl+LIJf15ufRG/sCRLgVug/+LNG3fsSgYAKAE21Wd0CQl1L9aPPX4EhBBC6EDAs91BZS+GqnTW8Xzzj0949XmvCNZQ0xO1W0O7jdQmuuvNqL3j3HDclxpDdZHsk4+USk1oHS/agmx7rDufTzjWl8AEgPrZ3nd/9wIDXOq/xm/oZ1cDv5QfXn5SgNRka1ecCSclDYsre7dQ6UxgXl2oPVYoy0F9HhFCCCG0r7ByfNj8D84WWAC1gZVC+AhdfXfW6FWJ7m4TveTSP2u0DphfKjqlQNPnDl8tQvQkuHWxet2Wv1MrXxSbcfIRoDYEAWgEX7zs0X9dU7rz+VV7+yad1E3/fPNXs/8TQI2AEGCRo7ESjbBtJ1P1v1ef/RyUfpjlcsT/Ui9ZOqGeRltj/hperkTlSc0fI8Wl7sn8t9xdR/IZZqywnEZ2SCDngRGuCvdLwtJ2TC+rCt0vG40HNbXSMSAVvveR1Wxgyq1vbVU8Ic7NFdXAPYH/4NVrUSPnzhH1PcyfPHhb8tuyNWfLeaJpgf7ctpjpMwDrBtQG/qyGd05m3hPYom1BbnsUAMwdQwbuviznXEH0rYbkgd5BC4viFGtdrm9y+KbjbMrOPdZhlWTfYTB9b1vflBUXxAzRTux1+G0Ie1bxy592PgBwXuVa4AdY5TMaYb3iDJkPAIC+Az0OcrVsGWv1yH8N49yS+uSJ7cHrDVI2B/UcRwglASvHh5GxBcbWwLU+qh8P1kR/jJ0JNohCV5soKA3I7p0eSKhNdIb5VYDuOO/Kkp8wdi+6r4yUz7fTxT8Pj2KZYbDW8R6lAdn73fkAc7GPSdsjnis9VlQLzcWcLU7QHpPpxotwu16MmWrTG9urPyvPP5c9VSD+XMi37hck8KLaujratIsnM97pOf9iyRXzDfHQX5Vfrwj7gj7/PdnTOnuVBmYhGxjhK171Z+310qtr5krBmfdrIYt/f73wZucP6t3/+HvyxVx78cuvX6na7slve1TX/Z/NrzVu3pQRO+qnlOL79MX24l1h/7nXOtTPqjNG4JLA8p4UPS47AeAFceOfuhd7/XdUvbK6/8oT3PK/iA+eqlC68Hd3PMvz65G/9O6ZRqa1Thbg1hCJXdQ/wt1ce+/PgNcsNxp71VydbFF2ozsf6NpLwnuysbeXuuMMmQ9A56i5oMLljcUv3BwcoYeffm8pkcrx/XIpkXmsEUL9YeUYtSTVIJpUHB2m2iv3EFvi3OYUnFZ/lSUQJTFaK/KQEd5qKJ+98WTwlTxjC5pfr3KEbHCuUZoNNK/WPL7phibJerE2A13V7KltBRqDTuL+WtNW/iTr2qb4/JXH48f52q0MVo4RmgKsHB9UhON5fRw5Zmt0tFmURnrcMQNp0FZVj4TfWFLMWeicKjVH4z6TOT0+U5af3ZgJvvJjx479H4892l58rVb/283NJ/P5f7DgT0f177bW/smVN4PvsueN7srxQRT5jUPXl97nmOlPo96s2hi8XkCda47AYn9khMe6FfXFK9UvXkkkEawZIzQNWEoeVPpGw5nF0V0j+/7j33h27sZIb3nJ+zKRPft9PlJ79H3b39lePGaUvyvXquoZ5RII/43/7cOfq6rljrefrzwFG6sj5YMOishvHLq+9D7HzN+c+h9rSs8H5Qhq/jqrjpTSH91+10s7D430FgQA+sb4HY4RQgcOVo4PKmq5SjW6FcHICVUf3K48UoMoxGjfguGauEbNJ5jSMG20TTobrbstADSUfh24bbY8akCEhtRQtupR1eux5RS71y+xV3v2qD92mMzvfdLlDwBYdeba0R0yqId36hA6QrByfFDNf+XO/FfuRP7ru5/fePztfnuS6xDJI0r8v+cv0t4NogDwmPnI+6vvay8uaZX3Gm81/9brJQi899PHPlplPdu3AMAl5q8MauLqyGfLfDvAD7YXd9U79411Wgs9AGtJq7x35q3ufH5u9YWK0rNK4ZhJ9mb23NC+lYLwvVdk+AzuWtTZG24PBDRjeqdbi0Btr2Ixx9X+K08oQnwHdyukBNfyj7oxj5kkfHjm1Q/PvBr5rycab4Ndvz27/Xu/Ty94EBqc+638Cy59BwRGCn762Ee1nP80xDF+792mUP4omqTM3+Of/X8WL3+l0D9thNBRgJXjw+/25ezmnc4ZggEAwAPo14xKit77A0+ONWv0wYPW6ZDPkuAEUy9ddDa9/jMlUYBS3xU682E1L5h0vS63tsRi+A1mjT64oXfn88aXC5sjNxCPqVDMwnB7KZiVnhFPP5dki2B/HkCVturiM2M9tzZ+hPgO7la4Fv365/3jf7xjZtJ6ZcW9zkvru3e558ngqy9ddKQSLAFG/r13m0L5c+ap+uIq9uJFCHXCyvGRcK7w3f/1YudY6csbmc9c7XcC+9YG/NrV4AsnAJ5u/vUSwDuWGj/66E5z8Z+d+qnEz+DfeJD9ZGDuo+PawvlcdjPcPHTKWPiHC89C19j0SeTTS45KCMxle9pYOGW0nkfdK6vP16pfrP7elPJDqfGLp35+WSEw1jEzBb2yeonpVnjN95ae/nJVtwN3Pn751PMzRsJXGx35bFVOvfSmX/4EKfJXBvZtOr9ofuhc6HL0Y7c+AfCtBBJFCB06WDk+EjRqnFQ7T123QZatfrc1+6u5/t3e413B47vNQr0OVCIzpLOjIekxZdMk8hler1mk2lkVaWRD/gQxIhfUvf6a7jjzY8SPEN9B34plhXT/DFvJ9HhLOo/kPBWUyOD/V1QxP+FULY9sm+OXV4R37nxC8PSHEIqGpQNCh19GEGhEP5d7ahHiOxxbgRBCKOXwOQsIIYQQQgi1YOUYIYQQQgihFuxWcRS9abMXa9W1Wmgqq+XM/cdLl/q860Hj+OXK+fbiTYd/Ytds/t3g/gxUjzuzlA/uGmjq1nXab/aljvRMlz6oqtVwJ+mdBnv1fsbW7FssNEV/MJ9ks+oOxYhkUdeYwaxWtcy7sgM/HB0tn666De4Pt1sEbcbs7PLh8q6O9gDXs9um7DcP4DHQ5s2hnjEYDKUQoncdyYugueGJILfqSplILkIvvno/s1naSDarjnzuNkI99Uctr67aXpXTAsPpihFCg2Hl+ChyJDSk48jQOHhGeIb1mydfpaE5jyzBN6KmT3I4IXzwHQlHyobsN4lSR3pCElcQN3xKdgWtOsxickP2n8gpsayGDxXMqsCM3qObJs4mxKWSktZoJE8oLhktmfgR4jscWxG04bjBg00FypyhBpyZ0m3IfqPfbGD2EIdoZ6jQ5BB+ViJcPXcE6X6Ah8NJ8lmF86ny0GN9Ri2vPCmwXowQGhJWjhE65F7WdKbWC2prYrwH5onHFXoezGlGiO9wbAVCCKH0w8oxmizLqHEiAEATqmpn4oTyFIczAEhgHrQEs0owFEJtQnFMtTW/cM7Kgxx/fEiCoQDAYw5hAiDuzZBks0IIoQRh5RhFkEBNOQMAOtQZGdBjoT9OhCASAGTnndgxspIyodvgCWaVYKjJIQQYiXVXOX6E+A7HVgyLgGj3NyYQ6+BKMBSAJJDMzzC5rKSkJiRTXiGEEGDlGEWSQByZAwCF2AzwZHPgMSJXsq3v8W6/jpoTjBDf4dgKlDgJFMsrhFCCsHKMIhAJDDhA98CbkWlCbTapKmL8p1s1McmoSKbpOMGsEgyFUBsRVOd7E7bE+xUmGAoAqKCMQPwBpkluIMhmeUVSfPcGIXSAYOV4sP/+w6s/9I7X4se5cu/hn/m9zfhxpoAQXiD3EgmVYDdcyhWaUAU0waywnzGaBMIVjSdTPicYCgCYUFgSddAkNzC58gohhAArx8PIKTCb3Y4fJ6sPmCMMoUn4UKFOKS9Bobm4kDdLNKLfrVCJEFSyiBbBCxlbYWIZjObi23RnWYmIkOfekhOa/GHBCx3zmhQz3M0KHn4Xf8gJdXG4Joyxc+izFUPuB4QQQkccOXv27L588Pc+Wf/l79ua5ifqaoEEbgV6wgGQjOrBs6jt1WTXPPaljJLTrfgJOFzbrApGVZX5bY0ChBAuIYwR/0KFS9f1xp9hysgJVfe3wnMJE9kiC8YHV4IniOP6I8QZ5RrtV333hOIK/8EcjEk9qnaiDHdvU5K+c6JCZ3qUgkokl8QLfKbKZIbJgaESzGq8UIyAGjjOTCEboqYZAgBUoRnCPx5cLizPUyk1VP/7Ml1vx4zoSSkMRaj+LmruGqnQE0Rho9z1lkClVGrgCgAVaAYYJaNdyNWl2AKu2Z4BhJLAQUKoEnhEipQgpSQESGCCYSGku1ddlpJz4ZqKwtV92wrqCMlIsHrNLI+4nYf6sXyGUX/T6o4rpMxranDT6kpVgAAAKcG16IxSCFbabQnBZ9VQADrcSDdOOp9x0yHZUHWHBVfSmCQAjgi9M68JOeGsuCB2jPJKYbKghXplbXsmU13K/I+y6sy193Pq6yH99Wu5/+3T8xP9iI+eem5O8culFyo3zPA80wfRCb34VPZYe/Fi7e7H178xXqh3FVZ/cvGp9uIdp/JqfS1ufinwgdKZDPVPPb95+4Vt94gOzti3luOsKlZmvMHrJWkn6sV61IsdkslTY87KTDPa5KdWDZ7KmYTwA+QYQKt3QgKzoo1PHbjG0OkNDjW0KYTKUMhA+ztyIHCOVymoXW/L6JDRIyOFj8xxu5wQAAIw1LPLesgB5ACg9RTAkUdEdXVMGecXl9hWdHeTyUWuXg2t0mrRDv20c8GfoS4AysH/Rn+lQ0iw1B4mlBa1UvQuSUivrHKJlldzzWiB76iQ4RHffvqcmE2wlEIIRcCpJRFCCKEDg+CJG6EJw98YQgghhBBCLVg5RgghhBBCqCUts1Vc29D+/q3J9vZann1SYX43v6q5JiXPZ45R4nfVfLDzqsc7B3mcW1wBNttePHbhJNOG7fK1/sYtz2l1oDSY8/rdt7L6/FzhofYKjtewnF1VyWa0mfaLdXtrp3pjyI/odvJ8Y27ZHzxR3lSotXJcW+xYbaucqVnjd+LLGc5CaYKdp2umtlXxDwlV4VnddTxm2v7On3QOE7LD6xv81kZ+HgDOQea9gY6yW4Jfd+0Fqjyk+l/NFdf+nFntjsM1Bkqgo7HwR3idJ/nvDvQV3RTk2t5gprfrPPitV8SCRhgAvMZ3bOALxDhN8wCw5srLjqxId00O2sP6RrPn5oxpnXOWTdvfHIW4Ous3mNUTqh2YmyJjiGr9jRvHcg5lAAAiA+6AXsQP0YIK5Nuz1CDQvRV1Yc6zyjD74Q/sWqXd15kSCIyrUyq2Uuncih8/uZJj/s5/rVJ1hHyyVNACb/yifs0kHgAQKcSaeypzXiMHbzLsOxsFLvxmlELWpkRWGnrweZWrCxXGJjvHMLe0O+XxzxE6E8sLoR/RDetqbq6ayftDcG9fzmzfn8Y4jLNLzzhihJap5eL988uXJpcPQqhDWirHjgdVa7LN2EUnE6wc121NSE5ZJlg5rlrM451p1C3DIX7lOM9OMGXYAnTHrHt2q7ZdUOtViwpQDd0v4h1PNGxN47oMjASp23qcvWFyEhxybROwvLUdr2ssrX2BOKWxP6VOdtcbr4/99sHsFeJcaC9JXtuVO+AVSKC2NPEcJsMjrKEat5wiAMxSHZhfO/SANxi1iQLSvwawKd0yekw61vHy3vfeoBSkH5YDt1jrOJTSCD7BQZNZKRUAeIRkJEgGRAoKAEsMljLwuty9InYHbVArVca55eoNxz+SC6pb0vq9vSJKO47/4yJMNBy2KzWnOXkLE8AGfPqzbLEIGuxdF3RsRYEQkP7lbp/9UCZ2uT2kUYYfS5FXIZ/v+FyPZkAGZqvIgg1SghF8tvLXqyfKIABAJ+5Zcu9N8wrt/MIOAud9JHABU6cbQDzinALpnz6umK8Anexl6pz3aMOZG/vtnuK90fhyx4sKARooKusumfRpqMl0M3bgRLOava3QfoNQeXLTVCOEhoE/ubiIVYXA9F/SKAXbnIIUCidLUJ76ZMelBa+0EFHymutb1Vsr7UWm19XCNrdybs0/A+mzD/Krb0SGpYwTZYIbY226lZq/qGpCn/W8hrADlaVMnhfPHLynxb5WPnHPmhm83nRph6KTVTq3wpbqpczpJ4t3j2UGXmmkzmZVisAPPVvilHmNtWCxBwurNtMn+0uk/Mpx53bkv8zdpd27j7QXFd3U8zuelbXr/q+MFTaPpaCsUCgYXWddhXoK6TdRmhs+qg0FGAGOTwNEaGKwchxb5QEJTAApl3LAojtdEAAlTSduEn4CAqGcaab0tPCLHtMPXr8FhNAhI5gJvx/VAAAgAElEQVQDmeircVEPt+tTF/Qa8FAPFtm3aXZqDAUWc73aT4aV00BTwDzw8w4jlF5YOd5njNCFrCFADVZUS7q2uDh+y+Kiki3Yg88EO16pElhUpJr18pYItf8YIrNoH+t851SkPL04HpGFRdrq4XOShH6DRUIfpVom/PCLWUKfpqPNihsZtvm30vlkjek1QEmgAM1nqEzpQ0m4G0Of/XCeauYoWWnht5+lKh8U84Q3O2uPPbvxvtmRLLgTszxLJTeBBHfWnLOgwb49ATSxsiKrLSwmfE68ulVxxQHsS4PQ0YaV4wQIoFISAkDJwMerdVIYOTtbKNtsLfAYmuPF7NsXT8TKaYhnmyi2di+wqAlt1p0reyw4aCXvFc/UH+l851SkPL04zkDPB3ZkgGS6xmydJMpJFuunGhm2iYCYTkVVArVlAQBUYrJpVaRo+HkiffbDh1isAcGLUWE7Y7pZOICtfdekGsy66M6oVO7I0I2nU+aZTNdDBKcmqbLizBzA+L2ao92t1F17hD3DpSIkJSAVegCPFYQOC6wcJ0BKIoHK4PAchA6IT4o793o/M9vtepr6NIzSsvxv+Y0+v7sPMeMCwVIOHRhCUi4VAkI5iBdSCB0WeNoYQ/iutFEiQhKgAFKCB6TnmdqhhjvizXGEJs3drDh2v4FKRp//hanc7bM2AakSE7pacyM+cb1Oe/+OOvSPxefnIY+lHEoRm2X6zHZECCWEkc6+TyEyZp9lhNAgeNqISxaX/L/7rwlE9i3yEDrU5NR6UyCUWjWllO99IlCIpUC/qcEBgB/A2bIROliwcpxGtsc3GwPKx/hqDoHA5MqekA3Xc3io1J5OJpFSnl4cQmVyb+ISFUh2UBcCV0qTj9a9QaPEoNGNrzoNTu0K3r50nJiWBg/1GOEg3R5drGucj9T5Os8oHdSAVwUhAutQh5MRv8c04LIQvF1mutylQsrQTbBt09bZyCMukpKqsmIuow88MBBCKZeWyvG5JffEbHmiH8Ho35FAmSUkBwmUvhVchwtHys4zpKG+qrCv+8v1vxxmuFvThUf8aFwwx5NSblJ6K7CKVChISYKTVhKQZPSxfaPKlcjp5WALhCQgIdy8PZ1MIqU8vVgokcGzpwToOuqC1PZjNpIgw5XmHzo9WqWwDwpSIdsy0PeegGB9vyABVEj/WyYEhHA4gaTusaj0fnB7pQTocTHQ+ZCPJBRI6Ismhpzi1CCJeV8pdJpoTgDyaHjmXQrePt4VS1dZwWjwS/7hd3oi8OsmBAitMbgRXEch3oD7jljbRmi60lI5VplUJ/z0URh0r6q3jrPpmHkq1FM0AOCAIy1Q0L6e+JLukZvqaxVGek0TMp2P38fPjgPLq/HlIoaZCNylCKUczq+AEEIIIYRQC1aOEUIIIYQQasHKMUIIIYQQQi371uf4r1/PvXQj1iOpRvX02Z/QFX/UzYPdVzm3j80+pVB/0slvXP+3tlvteOMvPbf8kW+7GD+BS+tP/99/Lz587sdfuOl3Yl7OiQvztft19dKWvze+7VjjRx/djf+J/X11LfMnb876meTdC3PmvmQSKeXpHRpl71EBfeZdHcHrD169tL59vf62sSOcLmze3fjEP/6O/6ZolBJJSSO7OXYnkVBH1v/60rFdy+8u/Z6VmqGIL93PW67ftvLP3rU2q+9bd/M0lxVV74wHufbi6w9e/e3bN55Q3l2xxu+BTuGzADeTyA4hFG3fKscNhzacqbZbn6jNGmqxvbheyXtcVbQ5JfBgjnu7muV07pO6PfxjEPpxuL5Z4w17fqvuV44NIs28WjW1rXq2/WLVzAiPUiKCg/8cMSMTHdFTt5Stur/tBhG1rFdpwFbdryrVLEN4ra9p0vn0Ty9DHTPXqJr6Vt0/4dUsA/am+Zh0Pk0MbIXWAi8QIcfcPzegdlFsAoBSc6g94LkYCfre+Uey1J/94lpDbyRUq7leoRvlxqwx/rbUG7XtmnKlQnJOMqMUV/SZFc0/nm9Zu69U7/VZP1leXhO6AgAfoau5voVtgsdVIoL57DTmt03/E+u2JjnfrhfNQOXYcjI2neCI6v77x3ayW/X59v+aRVm5Qbfq/j4vmyXbTezZ0MN/X0IcE9Iv2y27tFbPrqjzu+b4X2JWSeZqFiHUS1pmq0iz3/7Cxqdff8fxpQ9T4pdxb1swdSa/uZkJzqb5s09vlno3n/z6nXOL8IffvHsD4FT7xbobMWx5y+RfvWc9vaxozA/+x689qDpJnn627RLAsr9oul+7X2UsA4F2RMuTX73XmuVj0vn0T6/J4T0/cdL5ND0+rzx3xq9Zbjb49Z3Wgy0G7p8zc0vPnnq0vfg5ceOfum8AQO7ujrZlTjbvgM+8430run+V+LfbX6t4/Z6QNzyrtl7ZfR3g9ZhxvrR7k6q5wesN4Xxu8YPz59qLXyi/8c/fejORyMOoPzTjzGcB4KL+7Gqg+fDG9rorQpcQixl+LtBWXneVbat1ZbiSq7NAM8LrW5rNJ1457sgnJOpH9vqWllcn+Ovrv386VjY9cr/Oynbo+mrbol9bT6xOOfz3dW17y+Z+i/VabRcAxGn5Py/e++pa9k/enGn/a87wThecbUu5WfXzPD9n/cT5neDscD9+8+TJa9tJbQhCKBJWjvvhhiJVdhfg7lbjO7MzKi20/0XnKyqIXTPUfFJg9qzSs9nsW25pEcAKP+9WRJ1qOEgbuAx/OzXpVhJ9XoMZzqT5oXo4Hwlg703ONel8+qfXzqeXSefTZAIEJx1u7rTm3wP3j9ljmjOuq15+irekQ88AAaEyQZOpbKkLp+ZmjyURKCsSmthVKKHbU1JhXn56rW5Sjd6xF2+9WbNDl0NPLunnSn7tue6Yt3Za874vZQwWmKr54s03K/bEj/OOfIJE1K/s4s03VTLBxx/23z8dK9cc69bOri2yAH4Fdq26+8WrtyAhY39fNfseEG2X0HnDy6uhX31WFScKjgAIVo5nDL6UDTWg3AD1+KF+cA9CaYCV437WPvyIdaxVAoqLLKq2NrLTKye2rvmLuqq2alwBmqEXj81T2gjWBp+58ITV9/tqgLcjB5yflkmG7U2re+2B3Ljsl865TGZ1IdOoecFHnFDGisda9ysnnU+HjvT2cuhZZ5p0Pq0VaA1gvb2oGXrxWHEvtwH7ZxZCU54ukNaidTxvHZ/EMyiiLajZ4OLzixFdhF0Qduf03p1yoAyswO57HBL+Ni/MLlezC4M+beLM1WKdhw4GOxu+YtGYM9Oq88nwMW+uFuuTv5LqyCdIEtJ9lWquFh11gl2Dht8/rf8WDM9SITB+xMtr9ZUZSMjY35e9tQtbCeyorXefrLNW8VK4vGE8qPVfHyE0Eqwc98MzSe6fM403VGkfI5ngU0XUqAlDCkR9mBQVYgUfqfAoKQqImFA+ZJTmNhssCJw9DGBLoK1BI7iOCuRh0qr8TTqf/unt5dCzn/qk82nSw1W05je1l9to++csKfT57+SwzmebRewUHZieRMfWFMaJH2QMSxBq3Xx+ofOCxCDbADfai7NK5u251nGl0c1gifH8wlP9B1AmckHSkU8Qi2rUf37hqVkj+rc5iXy69k/IgpK9kCvdl/xS1b8YftxY+JFjD00rn57f19dd8spW6LGs46mfmakareLFuFfByjFCycLK8fR8++ant3lj8HoIocNl4AVJxzID0q7HdzR+04jVQxK5kOhbNYz4J+1xlTWhfPrsn+bKpOuBy2Qvwynn0/F9EYAz9def3XZh9YnxPvr77/0bk5cBVsd7O0JoGFg5HtNXbl0nYFvw9uDwtf/9i59lXY2dbbsW1owRQuhIU4VTrT548XbuWvkYgD/JRsN17lZ2d6w8gN/xaaNee/H2jdDbnU0b+xwjNGFYOR6T5bkgXRkeoL1rmUR2Dp1GCCGE2q5ubV7d2hTsSdAea7+402jsVu9KugTM7xZ/bXvz5oMX9yNHhI40rBz3o5YttxjdbbSizt/KnH7EomrgGv7PVn6m0dXv7gfu/V85XmkvWsILPpjQjJp/4Yotf2vb/dk5WQzc/Vv3YGHv66oIR4DUCMuS1kt/XuW/seY6g1oUMoT92WntuNrzrmk5HKAi4Le2W2Olp5BPd5wOtd5DkaaTzzcs8d7AIP4rtvzL6pj759fXGOEf6p8PACjZzxA61D0HKfPSWxq42r8pmT9Zyub2jsG/aFyvS35GKTyrtyaauOHK3y1vfLJxvX+cXyg89ZOlzMGK89vlulIbPJ8GVW/BcMNvh9zn/98s//6Ckus9sfsmh3zg4NnlcM1pHatvz4AW+L2aAvTecW648sXGUM2K/2mBDZ9P0EiNlhPKp2P/pC2f4b+vIItlGsqyJgu5wEmhrM5t6s8AwJn666qY4HwgCKEgrBz3w0z/BCnCY5A/tDKrqvWLd/K28F//1KObJaOz+jbzxPfe3Km8eGcLAN4UlZfETvBWWpZEzHN8wbB+enGro0Q9q1/hcq4uVgHgj93rFek8wWY/rK4CQJFd+eGS81x+qHlGlxUi5GwzTgedbs5Qchv8s80M4z+1uNX8ewr5dMTpVmA9a8dTyKfIrrwjE5pa5AnDOm+05oGe0P4B+tB/cCu/2tgsXNmgbsR5nevMy2s/WJzN0GVPebR7hQ7X7CqAqRLdlXkA2LBrFW7PGUpz9KBGdsrc8zz5D7SHBsWpADQOVhzpwU8Yjw/YQQAaqV13d79cr2k7FhFRky2OuM+/bm59f0Fp5/ap6tUG9x7Siu/MHm/mZopQdyxKXA32rqilDPViJbsqyfWKU+be18whK38j5BMiex63U8unc/90iv7E6eXT+/u623jQ/s/pmblrgcteTS9o+RxYBAKD6/KF47mVYwDw7LZbrT64utU5+hAhNAlYOR4WD1eOs4xmKadEBgdbrKjefMR8RuzRxYdX5j8EAL/L31p/EKpEERJxpiFdNS0AUIkr5F5whUpJ2xPWMnAK1CkM/cBBW0a3ihHglHS2F/WKOpF8wnFGMoV8GDgq7ZpdbuL5KHNSFTrrGmLU4uW1xkOz/yJ76hRRAYZ9VLIt5psnbK9ouJLyvWfm5eidD+adDw49s9whjbP8h17us/a6Wl0jTsT1WMx9fi8rytIrUNHO7bwRahScY95cNvpHuqLe6RNnvH01MJ8gGlVkNU0tnz77BwBoj1b/fcmn4/uqnDr5jhP/1XfRYwBwv7x17ZK/5knVeXuxcZto36j5fY7fk6v/l6tbAACrT/yRfeJf1u4VrmxaS7m6PmhmHoRQDFg5RgghhKZCUXStOEPnAOBBZbQH3bmMVQ2dUsXUNDFOAwJCaFhDN6YhhBBCCCF02GHlGCGEEEIIoRbsVpGkV2A3D843tx86p/EP5SPmdKN1l1qD9/mWdF6Ru5fLq6dU8b5cxEwFtO4y4VCNQ7b7n/D7OzOqUj9TWGsu9slnoFsufUXuNv+eQj7947xh6/Vwv741L3pnTieff18uqMw8mWsNkUnD99V2ydIpc0tqa/jgplUoMXlSjRj9CS4nkoMiI6+UMc7wksqtzBkQoZLWsW4LVSOQo1HDyKayrzo+2JZElT1u6k8ln+79Y4txWnnS9n3Zgm4JMvDpfQihKcDKcZJsEAqIsqCNHnMqECkBBs9R4BJZJt4dT8mT6IKSSNknVNmjOiPWXiHbJ5+BTIDyXqE/hXz6x6ly6oRHpjs9et5NJ597jqrrdnGK+2d4n6nmdL32qNoaU/9S7djjqjhZijjxM5sz4VGdg4pxYlWOk8rt97dLul57tLjRirPz8OOq+IFSpXvN6eyrOg9V5V6ztCUt+jifTj7d+yc/RIvDNPMZ7/uqCnrDpb1GEyKEpgm7VSCEEEIIIdSCLcdJ4oLwJEYRCwnx4ySSSQrjJCVt25W2/YMQQggdTVg5TtK6pesygcZ4k7N7phEngidIzAhNUiYTJ7F8IJkaZFL5pC1OkJBk2466fYtxEo0ziZhpi5OUtG1X2uJIIO5Y/acRQsnCyjFCh5OQUO8xYBHjJBhnEjHTFicpaduutMWRErxegx0RQlOUonLzEGCCKoLqAtQhRt31QSSJE0cHSQVR9log4uRDJcSPk1Q+CoAbft94bSxJ5ZO2OAghhBCKDyvHSVrdncur4iHwlmisEcd523hoe3HsOO+0bZsrAIvNxTj5zLj0oe24cZLKZ8Xz1j11N/BKQYwz7VFS+aQtTtAjnss9ptnF5mLREyfGiolxDm5uScVRQLqB7kwzQhbH+t1NbrsaKctnvDi6lCWPVD02xnsRQsnCyjFCh9AS5zanAJnmYh5EaawKBMY5uLklFYeFb2NkhdTlOHc2Jrdd6/Iw7GcFZIYTk2PlGKH9h33/EUIIIYQQasHKMUIIIYQQQi3YrSJRVAIVEH8uHhI3jgQg7eeXxswniThJ5pOEpPJJWxyEEEIIxYSV4yRtaVZD8+atXMw4FvPWdTNOnAaFum42/44TxyOwnkScpPLhCU1zlFQ+aYsT5FJJtFZMamUxzoTiTCJm2uIExZlIJW3blbY4goBksZ8djxCKDSvHSWpwJjyYiz0Nlydo3VPixJGBeTdj5pNInKTyGWsg0GTzSVWcIFuSjb3BPScxzsTiTCJm2uIExTk807ZdaYvjSTBxnmOEUgBv4CKEEEIIIdSCLcdJmudKjpL4M/EYkixxJU4cQ8ISb325ceKwhOIklk+M9wYllU/a4gQRAEX6f2OcCcWZRMy0xemIGee9qdquFMbBdmOE0gArx0nKCpqLO1kqAIAiaU7EqiMpAEq8CE0EIGYmieeTiKTySVucoJyEnKdjnEnHmUTMtMUJivMbTNt2pS2OCpDB8bgIpQD+DhFCCCGEEGrByjFCCCGEEEItWDlGCCGEEEKoBfscJ8md2XF092btmMfg4RhxhG45c5tjx3lL1ahuLRm7zcU4+TQU4cxtxoyTVD5bjJlKaCIpk4xzdZdUPmmLE2QT4lKp0tacqTZXXDJOZ1GMc3BzSypOx9xiHECkbLt4yvIZL44AIggATWgqR4RQDFg5TtI9ynXK11QyS2M1ydeJvBUjzjqlTJXWXmEdJx+Lwq3YcZLKp06IEz7pOGPVZ5LKJ21xgl7WdFWrLxnrzcWr1dOPK/Q8mBgn2Thpzi2pOE54DN6aQuVYh+fktivvjDOYNW372SRkQxdCegAJj6FECI0KK8cIHU4i8GARjDO5OJOImbY4SUnbdqUtjpTg4UNAEEoB7HOMEEIIIYRQS4oaFQ6BOSayjO8IUGM9YxUMIhdjxNFBqhIWWes2fZx8WBJxkspHAfDCr4x3bZdUPmmL04EQYCSBabcxzvRjpi1OUtK2XWmLAwRIEr99hFBMWDlOUmFjKa+KZ8Fbot7gtXtTzWxpbWXsOO+0bbuhQmWluRgnn5JLS2tx4ySVz4rnrbvqTuCVghjnhJRUPmmLE/SI50qPFdVCczFnixNjxcQ4Bze3pOIoIN1At+MZIYtj/e4mt12NlOUzXhxdyhmXNLiyNcabEUKJwsoxQofQEuc2p+DkW4sgSmNVIDDOwc0tqTgs3JSZFVKX47RuTm671uVh2M8KSIOTRpr6iCN0ZGGfY4QQQgghhFqwcowQQgghhFAL3sFJkiBSEDHmLKABMnYcCSD3BojEzEckESfBfBKRVD5pi4MQQgihmLBynKS7imso/KQbdwr3OhE3FTdOnDqBDcVt/h0njkfgZhJxEstn7HdOJp+0xQmyCNRoK+YcVzHOhOJMImba4gTFmUwhbduVtjgegENwtgqE9h9WjhE6nDyAKm21Rs9wjDOpOJOImbY4QXHqbmnbrrTFEQAeVo4RSgGsHCdJIVJJomgjAHHjkNgR9iQTJ6l8knp6VHL5pCsOQgghhOLBynGSloHmk5jCPQewGm+sZEbKXBKjLRnImJkkm4+SUAUyqXzSFieIEbmgtm71khhdNTDO9GOmLU5QnOvTtG1X2uJQAhqNO6UgQig+rBwniTgqkSyBQIIRR4sTgEkC8SI0EUliZpJsPklJKp+0xQnKCAKNPMaZdJxJxExbnKA4leO0bVfa4igSFJznGKEUwHHxCCGEEEIItWDlGCGEEEIIoRasHCOEEEIIIdSC3ZuStJWrNjSv7Mx5DB6OEcdSnfV8eew4b6kaaLbBas3FOPnUFbGeL8eMk1Q+W4yZLDQizyTjXN0llU/a4gTZhLhUUtKaVsoTikvG6SyKcQ5ubknFkeE3cQCRsu3iKctnvDgCiCAAOGsNQimAleMk1XTb1d01SWZprCZ5l/GKYY0dZ51SpoqCajUX4+RjU6gYceMklU+dECf8Pmes+kxS+aQtTtDLms7UekHdbi4+ME88rtDzYGKcZOOkObek4jjhMXhrypjPcJzcduWdcYZBp20/m4Ssa8IVHCCZeUUQQmPDbhUIIYQQQgi1YMtxkkqam9WdB7GanwAANCrm4sVhRM7pTvPvOHEIJBMnwXzGf/ME8klbnCBCgJEE5kzFONOPmbY4SUnbdqUtDpDEijiEUBxYOU5SVuE5JYGHtKpUxoxDCCSSCSQUJ7F8EpJUPmmLE8SIXMnazb/vNjDOpOJMImba4iQlbds1hTi32R9ls+Vmx+2fLkhoTRRNAOCxgvzYucCq7d4rgeoxIbBFAACUyvPj54cQGhFWjhFCCKGJyOrlmcx2/DiVSoruACB06O1b5fjUnPttp61pfuLZ4y+rLNNe3Fm8IYQ7kxeM+jvhWGbb9fwL/+rx+1au2vz7naeY4artfz00Z2pMPkszLvdHq6xm7+qq92Rx9ziTUvfvjlOR1+R1AHhC3j1JmMly7X/NGt5qwcnmlWzef0Dawkx9Wd/sH8eU3oqS17RrAAD0jiRee7XzpbyiWMv6bnOxV5yVOfc7zvhfQUlnJ4v1XJ4GM8kV3GX9Xv84SeXTEacjvVnD83TwXGnO+t/CbN6Tenk6+exjnLOK9bxSzayWqRdxgnTzmpMr57SKJP6wpAO3jWmLg/u8vdq3n7rLA3c1MgWvyOTxjBIs+gq5nKbS/douXWFZ8EutWV0eL+gzBVEq+O86XVJB35z+ftaYDUkgxAWJjVkITQk5e/bsvnzwDz1T/diPbOzLRyOEEEIHSG3zp/+MF37GXi+9umauFJz5bPtfiy9cL7y5lezHffTUc3OK35b0QuWGyd1kP2L6TujFp7LH2osXa3c/vv6N8UK9q7D6k4tPtRfvOJVX62tx80uBD5TOZALNhb95+4VtNwX9sfYDzlaBEEIIIYRQC1aOEUIIIYQQasHKMUIIIYQQQi1p6eBfNun93ckmk9XnaWD0jMMbIKWqZEng+U8Ne0tIf+yJl9eE3sqqZGaZ8K8l8hqnBKoOk4Fpd47nXRb18E8JipAaAGyB7XkgLD8NlcmMIhxOLM8PnlXFnOH1j8NBGsCKoAIAIyaMMjtmM07Dk2XL31iFkYzCXQ7DZDKJfDridKQ3zI6aaD77GGdHitvSo5ZHZNTRxajQ2ONU07r/N/ncDmsc3Oft1e7XNR4YlBhZ9C3mmELIfm1X3WU7oUIVdEY9IS3Pf1dGJfOGM/39XOMNsjcFMmWMqcOe5lRRJuDvdylGOtYQQrGkpXJ8f1f53KXc4PViODH/hML8x3JWGveE5MXsSrDGfHfrqx73BxfXH5ppj3u4cH9V8/zdpWbMMwa5VtY94det15ccxuQThq0GqsjbfD5LVSkpAFyvPaiZzKr7YylUlaxTonGZC5TjNZVuZDsb9X+sxAqMtuPY0ltQcxljFgA84BvcPKlWAh/KbjmtWR165bNR8y5t+hub1+hSlt63hGn5JXJkJhPKpyNOR3o2Iw2l346adD7NOG864m/rQ82plFQ+/+/Gzo7XaHBBePT5WGiMZ1U7k1+hmVXFPxo5EGfv4DSoDD5cwBIGI4YnswBw1dmwJV9kmYxSAgAglV3B77nBzxJAWg8oAWkEP/oRjSpE6xXHkk6eOu2VD1A+l13numd93bGUik1ExG6f/D7vafr7/O6aHpytopDjlMpKXZGB38F7VjMZhU7xGAipNdh2oG2loMFCVq05YqPh5308r8ws2tPJJ2h9Xbf2rt/zx2YXHlsd5l0A8PD2v9ah2l78QkNedMtarQFRByRCKFlpqRwfOC7h3XuvRsqUcAFGYD53MAhr1pAAYMbIAQer7r9FI+S45q5ZNoBfY3Zppco2g5H/UfaRLFXaTTVCY0KCZK2wEtgCC1VhXXCqpNZauXc+HSSQLCHBB7R1ZxKZz4yR80DkiRozn444QQJshzao0CJ31HTykcBOq+yZ3O4XrLvdGU5o/+waoiL8HSIVKimBLp/h5lNSXVX8NTc5XHFaa367IfTAmyxZ1PeOXsmIlKQd05XF6474q2qg4sNsYHsD1d08BA6en5ljpb03dsdpiEawInKA8vkbzyqDCxpzFvyDrVuC+3zXk1+17bsiUDREeYSVVlV/EoHJ7fNgPhek1AIH5DVPcgKLEvxGhenm023OkaeCafToLji1fNoeYaU5cAF6XE57XLoubf+XKbL3rYj/061+HlzIa9XHF6QS2vduyej1LoTQeLByPCbJIiooUgGpBCs2AAA0cAfutFJQmbcJfoMoAVAogALghuKIcDN6noXK+ye0eQmSBT6pMx0Ksn3K7p1Pt456V3cmkfmcVgodK4yXT3eciAhRO2pq+WgEDBVEd70gLMF8uKHwIccGUBcgcF1BPdD26gGk4wLA38Yn2VzHsRQVue9/e8SZ6dhLBycfqcheFayuTJLZ5ydU8jbFuise9P+0D7BCJrA4uX0eyqe6CiJwptAaQAQ4Rei6xp5SPt1IHhoL0f8KGy+feWq4IIqBL3r47+vV3d7/dj1aKVNoNSzLTK5P5VhoUpDo8zXP4HkcoYThj+pA0nAkJUpIUsfSYY0zCWnbxsMaJymnSX6/U0AITVW6yiCEEEIIIYT2EVaOEUIIIYQQasFuFf3omw2l2qwGgJYAACAASURBVOofTNhK8F/MciHf2fNUqdiMejCrB/tEXqtvOYEZLeq2AuBPmmFzz2s0mCOCfSyVmpOt7AQjk9NipO+KOlytWa2FHvl0Z7JlW47HIDDSpjuTVpD5jQyLGDbXNqfJU4HekcPk06EjPepw1TYZIZE7agr5tG1Y5ch9EpRgPpk7Zdfzp6tzZjM8F90xkTARGiQlwR/YPqiT9ACJDJA/OPlQLogcak6SJPe5lMQb9KEjx0win46dLSRETVg5vXy69JrIZb/y8fWPySgYGbk30ZtU+03WxhzOomYVBABt64g+4BehycHKcT9KzVFaUwgAmQ8Nz6YO716fWR4jLpkJFWEvf+tS1fYHkeWMpYXiw+3Fum027F1NyQXqgUBtrleCk0bAX1QvUtKvmf/hucJ7Ty+2FwkXzGx9aK98ujPZqGxrSi6rz/XJpOmVrTf6JAMAjy/OnDp3YqR8OnSkR7hgtkcVHrmjppBPkN7/34nmo+1aeiAffSvi62jKLM7AOb9zJLNcY7t1+JLjOjD/8P2LSy/XnJ7TV9ezizB7zo9jumq9FccuzUrqH4efeuNlFpj6sEPHMXmA8ilc2oBBx0BTUvscAFzuzXgDPvRT2s5I5UAi+dD5E8D8M4W+UReSk2wxeJn6qUsvc+F0B5lEPt0yhoCi/ym7Zn29squwrKaW2i/e2F5/7e7N4fO5sbMeVcb7dqq7MxsDBuR9StuZK76N0R61Xk2VmjpkvX7hb2+cvjHgmhwhlBSsHB8MDafnKb/J8gZW2BBqqTtWrXflz9Yiajm94lDP6vXf4Y/JtOUzCf23cUgJlgOJ5BOM5kVdluxLPkIKh3tAeLBO6gpes83h87l4682BF8kDNRx7tkdzL0IozcjZs2f35YN/6Jnqx35ko714v6xcujvZU9ds/jSj/p1u09mVUhjaTLAlZqd2g4vo1ouOtxusUTLUjYYipN9+cn7e0mjnjTab82DxWHbUB3V/WkqN8YLKLU7rrn+hUtTc47me5/hIjFJ1iPmtgvlMKJOx8+mQbHrx80nWJPJJLCahkgbukkgJ7bUJDbYXEuFB70CHNp8Jx4xjEvlcLeeDjzqaMRwGsG2rMlD0nS3V1a6ib0L5dBu+rJj+97XhcNjroqNkdKM07LOuis4bNDBv5a/9u3d98tWIKecn5KOnnpvzJ9SGFyo3TJ7YpdR+OaEXn8oeay9erN39+Po3xgv1rsLqTy4+1V6841Rera/FzS8FPlA6k6H+r+Y3b7+w7R7RTjtpaTk+XvKOl/rdU0tC5J3u23Hefmy285Xu4rTjjtpSDpa63pWIIUvydj6Ty6Rp1Hw6JJ5ezHwSN4l8jsI2xoH7vG34fC5EVedORLwWbQr7Z6SyYsrf12rH3hv2LkinvNG3kwdCKFE4WwVCCCGEEEItWDlGCCGEEEKoBSvHCCGEEEIItexbn+Nb2+qffq0wzU9cKD4aHFHXsLeE5Fl9ITggb7PyJhfRww463h5pydhQSGfPME+ExnVYPFP1ZtqLCnF1arlSdYQ/oMRgZkHZHbhFQZQAI0MNNGnnM6FMxs6nQ7Lpxc8nWZPIJ6mYQtG5XmwvEuGRvYkIhJqFwAg4tbEFvecDPqz5TDpmHJPIZ8tZEtIfEJlhdQqiIfLBAXnz2jrtKvomlE+34cuK6X9fq0v3dWXcjsYBG7VJj8lBCPn2rXL8yk3jlZvG4PWS867H/nND9U+xd7de9rh9YuGdCvVnybj45u9YTnmYt0d6LPd5jfSchrZpx129Y/ujXA1aKSoPLF6s8OX2i7Pq3VV9zFG0w0tPJpFSnt4hZheWG4vn24vMqan11sQydumkDIxlLt36cp+p0w5rPkfN5cZzrvAnLphXrzPibrpnhfT3/DBF3+Skuaz4Rx+sJFI5rphpGT2P0FGAv7eQ/Iyn8egL9Gs7fxhso/rg6dO/9M5n2ouuEI7HZ/STA6cJeulB8Y+u+ItzWf3J+fl7Nf21Lf/Fc/PFH3/s0XE2YBTpySRSytM7xCRhgvp7mYAkItv8W9DQpSObPT306P/Dk89R87EX1Z3AFceFpZmMIr5wl1qBkvJHnzw7Z+zbVF9pLitq2yfXtsY5Jg1VCbZx1+FvivPjNx5zDvVdPN0jNKyj/mvpuMP2D/+7e1phq8e6IecrZH7jbR3Bhpn/R1dCTxSlhGiMMRrq/K1SmtcmPvVTejKJlPL0Drtw5wRGe7w+oKNRctKWzxFCwqWkypjGOl6DnKbmtaG6K0xCmsuKfEKTwn3/P7lXVaPvag6juq38wW+cSiQThI4CHJCHEEIIIYRQC1aOEUIIIYQQasHKMUIIIYQQQi1Hvc9xBynBMYe6YLikvHl9afhHT/s2q+8A+JH24pay9Uru9YazAnCh/eJbxpXfXfr3YwQ/oJlESnl6h9ir68/+5ZUfby8u5e49Mv9q8++X773f9vxJZn7u2Y+VjO2jls9RU2O/AuBPlPZ69lWmmg55H4C/5/9o/uN6bmc/sgM4GmVFza0Lb5TGLAKa0XNaQ4RQf1g5DvFs+vrflSb6EawWGqBRr0PlFlAHgiNKHqzB7S9ONIt0ZRIp5ekdYtcFu8n9fV8uq40K3fuX6ga+li9dJLnJj8JKWz5HjWFBcKfevQuSguKFXrx4EeT+nUyORlkx2mMB9Ix4+rnxB/AhdMRh5TjCL576+WVlUufYbzzIfjLQtnVcW3hs9l1rNfVKYJLQbys8/gNnf2FCCbR9+q2ZlwOL1D3O3OMdcw5lrGfm15+OfPv5RfND5yZY+KZnRx09RMKV8CsP7/1xK7Qe/NiRzOdo+VfrhXJgDrH3lJ42FPFiXbcD7ZK/fOr5GSPiISAJuryR+czV6JYLh4fmWI4syo7DUz939tjk0kuVz9eqX6z+3n5ngdABhpXjCMsKOalOqqC/zUK3ulQii1SUSagkz1E5uQTa9I4nQMmIGWJdTsqcdb0MAED4BPcSpGlHIXSUsXBDQZ6KLBWUyOC87yuqmJ/wL/E2yLIVXRZ1iirKQMLRKSuKFCe4RCgWHJCHEEIIIYRQC1aOEUIIIYQQasHKMUIIIYQQQi3Y53iwT+w6dT7+Q+07rNVCT7jd8cQ3TbfuhPrSXbW9P9xqJPWJPTNRNIB8e3HRWD+Xf6tjHUaFSt3m3w8axy9Xzk8tyfTsqKNGApEwVOdOCon9LvpIWz5HTV0ICOz/y5anMO6Ee/V+Ysc0NHeiaXQUCMuZ+4+XLjX/5pK6vPPJ4RvWsau1h/1lvXGIy4rTRva7cvudBEKHCFaOB6tz7yGnSPngfdXQG9dIpf86C14mWAPVpDLrZiRXtwIvFjx9WRgDQ11wF+Jk5ULoZKZRZ1bvN1OpSp3goidFQzrdq8XMqs2RoYpOrx111pwbZrcnlRWGCocaUNs4+BuIoRa+JpgdeKXkGZoQ9yUJjm5bFPqarE80q44CgRGeYYHDrytw3csHFznhEy2v9jeULTIAOIshQonByvFQKFfIEEUVk2xgAUVEuCuLJCApyPDbJB0mVIJZJWhSWfXYUYQrU95XGApDHalQnS81f4ndoQY59OVVOkMhhMaAfY4RQgghhBBqwZZjFEFKaos5AFBplRF74PoIIbRfsLxCCCULK8coggTqygIAMGnhyQYhlGZYXiGEkoWV43FYRo0TAQCaUFU7EyeUpNxVbM4AIO4zjRLMCoiU1AYAQsTAdaeWlac4ieyoZLPCUBjq6IQCAI85hAmAuHEOfXmVzlAIoWFg5XgcnAhBJPR4TOlIZHN8SxKDKhLMigIv0nsJ5JTwvpKJ7ChINCsMhaGOTijA8uqAh0IIDQMH5CGEEEIIIdSCLcfj0ITavIJXxFDPJuiDSsIEpSKBppgEs0pQglkxyRLZUZBoVhgKQx2dUABABWVJ/AoPfXmVzlAIoWFg5XgcSfb6kpRxlSZR5KWzL1qCWVGuJLKjINGsMBSGOjqhAIAJhSVxc//Ql1fpDIUQGgZWjlHLA/P4lrPQZwWOjRYIoXRISXk141UXzNaD+jK80v14lG4qdx8mEc/qCxop1K383DCpIoSGh5Vj1MIl4x5WfxFCB0BKyqsFs8G/udL8ezO5sCOFyrx7wMOoEUKjwsoxQgghNA65u/8dHma+lpek8YVAQ3NGyP9E/LB21Z/YTgr46KkRTvczihFcfH/xobhZps9JrbTfKaD0wsrxUBp6g8nBrRQNOnj+eUcN3VCTVHiKK8IjXLjiDhMqwawSNKGseu0oK1Of8r7CUBjqSIWSJNTDmDPP65rn2KQD+gkkm1WCYmaV2OySMVCbAggr8AoByEEOwt/JXIyz/f5v5ASoFGfrQj1h5Xgo10glqeJhA8zgog3eNjEbBIInmwo4d6ExzawSNKGseu2ot+jOlLPCUBjqSIXyQAD41cddYjHCBeSDL66BOfDZPEeqvEIIHWhYOT66ZmfLhUJ97LczGvdhVAghNCQsrxBCU4OV46OLUqFpg2+GIoTQvsPyCiE0NVg5RgghhMZBiqaEmfaimq+bGakoHCbznGcpKBf0eOk+o177xeuNsxlSOBno13LVFjfsVxdO+tcSrkUvfaUw/AfpoJBD19tkUc2eM/xp725Z5X1MBqUcVo4RQgihcRAWqgRT5klNENUFMpnKMWeSMz1bVZlfORaOBAJq8GTOwfUcofuDCLmgJg9NQNGfCW4C6aZMlqnBRQ+wpw3qCUdrIoQQQggh1IKVY4QQQgghhFqwcowQQgghhFDL4elzTKgszPI+K3RM+K0ZkgnRMcMloVCY9TrGITBFMplYBzLaMd88AUKhY+gDpcCUiXRZO0BwRyGUCl2FJKGdL1JFHs1fIunRvjSpwWxRcQmVHcP/CAHVCHeoPXSj6xCaqMNTOS7M8ud/81afFS5/3HOr/uLj31FlWmPzVSECTz5SNHH+O6pwJfRGPSOA9at2j0SrhcosSkHVBXNCZRtTZbaQ2CceULijEEoDQkM/OkUTitI5kimT44ZxFH+JSkN4XS92X8YnhUQ106iqpFwG679MkXMLoRF1mo6DzxAaweGpHCOEEEIpJYG4I/RjlBpWZxHaN1g5RgghhCaLuJT8rTXs2jlFvgdHBCG0b/DnhxBCCCGEUMuhbTmWElyLdrwSJFwAQjrGMUjZudrePxLMbLhXjuLgljDcUQilgexaxF9i2/BbPcX9I5tfBwm/ghAa2qGtHLsW/frnS8FXDIsGx0hs3NElFYoXGjjxzRdKUhE/dDYUqlFlDZnYjrIaoSq74OBY1HNDwzdch1R3D+1XMyTcUQilgRThH51Nhdc5PUK9orjWUewj6zoRd1+lANk1II/K0WaMEFG7s+O7aHJsqhICgel9uEfWbujHzviDzV0b7xIjNIJDXrH4xVM/v6y0SpN/tV4oB8YVv6f0tKGIF+u6HSiDfvnU8zMGX1FCw67/i/mshGxSKX3Zyf5BYHFeYU9njTtc/UbgxUcN7acXZpL6xAMKdxRCafDPGd0OLD6Z0TOK+BwlZqCY/LG54rzRPW3D4XfP3Xmj68UcpbTr8dGS0s4ex2q4wur6pyICUKAR1VlbklrXpCBPZnQSrkkvKspb/fNGCPV1yCvHywo5qbbKEha+5M5TkaWCktDNpxVVzKudZQ9JdI7I7lCRr+BlPu4ohNKp+5dIj+ovcfxTg0rZWdVf9IBftXuvPVoOLGIthNAIDnnlGCGEEEopv1sfdgpGKEWO5tU+QgghlAb48DqEUgcrxwghhNB+ObIzfSCUXke3W8Vly1MYDz+NGD6xYxqaa1CFTuxi/l7DCC6Wubxk8aobGk9x0xF/sutMKoMDAncUQmnQEKFS8qrNFU+44ZLzLytuxgo9r/iIWHYiJpUwhex+fDQRXTVgD/xqcXg0owRoRM1WwaOmZPuWzTNATqj+vzb4UXyUN0IJOrqV45JnaELclyRYipyyZvKcA0BDb1wjlfbrF9wFygfvq453RSo4C8FFRbC8ozueGnwx46pFVxkY6nCrcj246EnREK4dnlPPEt6m15huXggdLSJcITOFxwiX4Rd3PLNOj+Jl6oyImKNDRDUGUwhPP+GK/iPwOETUjoWMGGtnCq9jcozIOjRCaHhHt3IMkoDs7FVCOCOUAACTLNgTjHKFDFE57nhXJCLCH9pMo2NWTEmHCXW4eV5oh7uOulsucR46N9i2vrU1O928Dr8VXug8SqM4qrMBZnvR0J1cvt6xzthXlbu7Jc5DOYyXFYpPhL+IarUARIrwdyGG+GoQQuigOMKVY5RulhVuOeaKZ3YervV6tl5PbApq1HRzrHfNze10V47Hvqq8c3fFcUK3U8bLCiXOtIzuFz2Os4chhA4PvNxHCCGEEEKoBVuOEUIIoQkjALlhT7gkg+1WCO0nrBzLMaaZtIwaJwIANKGqdibWx1PuKjZnAKDFiYMQQii1hCrEu7HKi9DBgJXjcXAiBJEAIGPPTymbQ/KO9ti7SKoaGgZOiKC0awA4EwqLGC2O4jCkGjwiJeXN/U7DY1htIRvuaAXI2FeVhmFlQBkmK0mFDXhIJMl1VdlVQglBgy8yGjXxGEIIHUxYOUYppeuheY4Mw54plfcrmSNlycsHq5uuYjdrQUxQxv1BcpsuGbVyPPZVZbFQPS4zw2TlKe42wdkqJm59YzE4dQxjOLEuQujwwMrxOG22mlCbZ3dFxB2jTSVhglKBTccIIYQQQvsPK8fjiNnPOERSxlUau5J96FmWvu4s7ncWR8Jm5yQ2GSmJN6ipt9EY/KMY/qrSC7dJr28urneuklUpRD13NyMgPzATFFPHLNQIIXSYYOUYHQxSUnwk6nSMt5tF1yN1ug1/VSk6bulEVc1dDj3u/OClJkIIofHh1T9CCCGEEEIt2HKMEEIIjUM6odsUnpmlnmyOOp3IxwFQSbbN08GpexTJgIpq4GROXTnjzukb/rQtzCEn9BF6A5aYQclhGwmTY6H5UgsMp09FPR3dyjFnnscEQKi8sA1T0TwAaNDQVAkNvcHk4Hu1He+K5KhOcFFS4SmuYKFiiCvuMKEQQgjtI1kPPeWeOypzeq2bgOZ5olGfD76oAwB4G4FXFIATcBLCs/vMZieY2EG0qOb2OwWUXke4cqxSyjq7LDoG03RBwdNBPQul0PoweCLP7nd1u6GGPlISKVUpnVBLg2Sg6wNCLSoKO3RX9kFuhpjLa/udxVFUEEDC89pe2jQ+e7PYXpzLeCcLzpal3Kn4TS+ni/w9+YWOUMWsR+XgPswOYYs09N4rmqjbfqevhxfMLJOXNzMO9xP7qbdtFbXO4C6RJnYWm7qCVjzUpVFPDWbhBJMIHT5Ht3J8WuVZRdwk0g1UkD+Q9+YNPt78bkP6UhVeDiwWGJzV4LYN9wIvrqjwPYWBOeDwNDQlVSt02ySriJN5ByTcCTzWcUEVbzMSe/qGTmU9sHgq62YV8da2AYHK8eMz9nxyn4jQGF6jEivHCB0+2MaCEEIIIYRQy9FtOUYIIYTi0FNw72JpFRSqBl9xJXmpcXlu2e/+7Nrk6tdHmP/76dyyTvz7RabwxIhPtUwhFahG/Y2qchzYg3rCyjFCCCE0jmx+/yvHjz0pM7oRfKUq6G/d+funn/N7fFS3lY//9anhYz58ak5X/NHqL9bumNyNn+r+OqEXn8oeay9uuI19TAal3CGvHH++Vi3SVrfIevgRzVdsTfGkEx549IlysWCZBqlOLqU7jdDAvjKHy7aouKGL8luO/I/lAWXuD5aUIzkABiGE0uLY0om577P2NwdD72wStgSeHBCK5fBWjgnoGfHF6u+1XzD5/xKcuOXlxi5Qa0msssBO+NUHy8cyL73X+P0J5mW+g8B/1l6s8K2K9Rq4KwSeaL94x33zdvmP/bcQUPXOuTK+W/xSgfovljkVB/6uF5qskiJp4N7oX9WEJQfPwQIAd6zQahUOVxxRCT9R+pYr/7TaeUV3SqXPGP7ABlfK9rVhgZHgiIfP1LxGIJ4ZPpqvuUIVInwJCZ+peRl3tHa7D+XUXGCCWPzVoNgMYMbgtSbJ8kCjMnhg3/Jkbib00yA4vAihURzayrFmiOBNJQB48VpohUxBMI2TOnRM0Ta37Dz9zATHH+9cNu88CKSR58UztrXpVQKD8+eWndXnBuRQvkIKgfLuq3XbIT3nr9g16oL2qwXMmFk6xON/HebW9AH9tDBUakN9ZzabY/5hcOXMH9Pi9YGfDgA7l78Drv6Un09mvbz8dWvzJOw83X6xMffa7bd3XlXmK0/Bxkfai7v6+rXcm82/nyk/qwm/VnHvwu9UVf+Y917/l2DPtReri68wrSE2vhu8TPAtWmFrmPz9Dbny6znq/0z6/2pS+A1iKAwVGWrFnf2A7vemXWfWw88Ep3uBXHH/u38gdIAc2srxUVOqlGzeszCtLVsO7Vc4lspzxBt8MDi52sBiHUOlNpSSqXe/WOe6zQe8scHDTzqQ1OSqK0Lzuxn2iWPb39fxxqIdelpB843Nv0V4wsSF3fdnA49PeEtkgj0cFWexwe7JcCeosptlzlB3tHPM1lnE8d//V5PCbxBDYahRQzVhyzFCI8HKMUJH2ifvPf3SzkP913l4/fj7AotrdvHW5qNz9cL/z96bB0ly3Xd+3/deXlVZV98903MPZgYDgABInCQILq+VKFEU16S1oiRbory25fCGN3Yd9q5kR2gjFJZNyRGS//A6Yi2tLS6tNSVTpJaidrmiKPEmCII4SA6AATB39xx91l15vff8R1VXZVZnVdfZ5/tEYNCVlfXLX73Myvzmy98RTvA54px7/8o72j5okjWw6+EPfrNyvv7323XdCmndd63/vEBLgr/A151QJW9Ruv+bldQDQgv3e/3fr7yvbPYkjj9x7PknJq9vu5pCoVAoFDhg4rjCzb+4/Uind09FwwryXpIL7YSkbXfU88VnPvDmk1228uvmH691yNh7hl/4pP++7k6+ek8sojUplveTNwsLVm0iE1rnWmX6W7fifbA19yNHXum+CYVCoVAoFArFYBwcccw51tfMLnNgJ0EQykaqcsMDlVua4SWkPisS6MylwolbMubxNIAz7Oislol9q8kt6SAkjqvcuO3kJv1k+GOrXqrTF5nQq0ocKxQKhUKhUIyJgyOOK3nt87+/gF/YbT92BBmXXCepkJuBldTX25tg95OVL/RG9CcRlLQFpPaZ3a9M7TlTYZOHqVZD7K8G+3EPKlPKVFdTUkJKkNAVgAequJtC0QcHRxwfHrwafflvs3/vTPtyyYKKXqv/neYaQqUua2VW7X46jr5b0xxBJACT60boXCwEKeW3O2aUqT1sKsxr30vPXTTaFpJAEN5+rBA/WtJFSBIIwmPKwL3JCx7EBDGOUnvru0SABJuf0uOPyLoF3vZ9pGx9cBPqCYr4WhNSp5JG1ECnXw322x5UppSpraZ8k4Yi9uHV6A+/lg3Xa6oWI+mzCoWiO0ocKxSKFsnFgrHWuMXyjDO1xLsAoIbI5dpPo5hGXMOs5+5dLQbuRXvm6NRZAK844pmwSPbTKM42/jZLYC29uxxgWmtZ8MWZ8KOP7xWTkGfbqi7i9rsRuuKnS1+gohHvVDmV86aSfXxthUKhUCg2OcjimAQiudixWjD1OCUBpGwPP9jkLXfjW9VFAD+Xvd+mOoAvlXhFwF/JmTy+6vtiIvknWX5ap08mSScLt2qRKzzxGMsnqK+HF7Iyta9v1P8WGqsd2yaOWaEYId6EVVvIfjVz/BgsyNsAfng3+RevZ5sr3G/5H5127pX1N1ZbPwSNVIG0O5V0peYzE0CGXX4sUQtbfjjhPZRoPCBuS4Q9Y17mcrIijtUtyKXIr/LncwVLE88vptzQ85C/OXcva4VmjunDX/CLv15dTV9eGXIEFAqFQnGYOdDimEtjreZNWKct6+lkOlgRYR18vwlQgsi1Gx/LFJ+0qUmoJyd8iCJ3AQhIRlwN5UsO3+DyJ1L3ddnoS7VVndBnO1vIeyAhN3IskTNNRAu4njbS53LTXyxu1GqeVvJ6FMfU19PNJ27DtQ+1nVTDx6FjUpWpfWdKUiJMdoxpJwipJ48uRosEG0RmKS+Stge1AgA0KiUFJQAYPJ22hz10KreqE1/IoGUhSpryJBWURG5lj+rBlB52TJuUujBZJNayB/bIsCtTytQOmFIoFL1wkMVxndpC9h32xL8wZ37jmlj3W5fz96dkUiNfLaAWunx/6sjdKSsAsBGkhMH8XAKApERDKcWu/+6RPrbbycJ3pP3pO63OCMd179FM9RYxXim3ngK/Myk+uXDqKxMkv1pM3I4vGxcHGVITt4i0GVamDrepA8/eHHZlSpkahymFQtEDqm2OQqFQKBQKhULRQIljhUKhUCgUCoWiwcEPq1AoFKNlNcD3qpYexNxa04rPhEcNji21Ij5XSJdFQEijoIQUufvM4N12NdYCicuU9aKh+X+0lnkk634wFd+RR6FQKBSKwTi84niVE5NgS0XXEEISnwMAa++jt8HpTc8AdTfzIxiEftFyDSJ7tNDEkbjHURw6Vvhacr0m42prAQBqQnRyoM4Va6WXLKagUx8FZWo/mHqIZM1RhC5ywJWEypjtESmJlLF5Q7c9vSDRrD4shDYZV3p100IMMrrFoqBVPlT11u6/mj24B5UpZapfUwqFYgAOrzi+6oFx6Xc+txAumBMACBdXr3PTM75YTBPqEggAUppSpk8ZnsFkjxaaFDjecKXnDxvf8vFJSyK+wFydQKIm9l8UjU0F7ekisUPfbq/5U6dHr0h7oeABoYAm+w7JMiETUjZLtQgp9T6VettXNNG3hTa2/dUAKHPS8dZ21OhEWrSnb7QzXu01fxSd0En8HalCoRiMwyuODxikU7nmTQwCg41GG+1B9tq322v+jJakYMe5W+nzWvy467qcAunNBf6sFnT7wBYYJA8d5o+7/hm/47xvL2z7qwGQYXtRduw1r/aaPwqFQjEMd3C5OAAAIABJREFUh1ccTwlmABWQ/q7PAICcEA/4HiMGgQQgwIT0OnTD3YaEJLNcK8i2gssKhUKhUCgUil3g8IrjpCAG2GAPAhNSHuEcCLe142ygiRMmaVIwZ1T1iRUKhUKhUCgUQ7D/glAVCoVCoVAoFIoxcXhnjvc7/9PNzxOiAfifT7x/Uks0l3+ndLPKOYCjRuqB5Exz+XdLi59eeWXn/RySvfbt9po/w3jl+HcH3B4ZMLpUAoRuhmLvRnpo81fzaOrh/2r2eHP5dU8+X2k49jNZmgylN/7TG98p8o2dce+dqeO/Mvtw8+Udr3ypulL/+92Z4xZtna7/x5t/sxaMPRRrr/mj6BEuq5HnmgqFok+UON5/aIY8/XAFeKv+knnPQraEEcmuMOICoHIWoiWMEtnC3PTrO+zq8Oy1b7fX/BnSq8xkgLW+NyeIGEwdO0wGiXL972QlM5CNFryfWKS2X8081xC0xLFlrswkGm9R/li4vsyRc5cSpDikqz2S5RqClhglZpUl7jRe8KPh0/X0fVe08Xu11/xR9A5T13aFYggO7w9IUC41DiS2X7UDvulQKgBw3zCCQUeSCqn5gvZRrpUyOXPMa728IRFKKkykOGUcgOEKhBosWLaYmW19angq3PyL248MY+EZfuGT/vu6r5Ok1xD6ejflTBkBAE2m7w+tdoq/8xPB3+tu6tfNP14jpZ3x5w4mvyofjbVga+5Hjox4UnmoY6B/cTxMVQJ/l+oJtv1q0sUAK613mS6TNm+sWZDhkneT876uj/KH8731M9cq07FvmfJo+CAuIXFVztf/fgKRU8RHnN/2u84Nfoe9/n/rX+vuyaecX5xCt1uUHEqgrccL4/anO09NXj1trw5jQaFQKHrkYInjtpkkRoKUgQ4FYH0CSaRETCOuTWtEMhpjdpMKlYIIADqBMZAFABzSIbJT0S+h0cCO2BaSrHt225LwS0foDgQAT0R2ruUuzK1/qKMfwFv28z5xu6zQRsFPfn/jVO/rb+UMOzqrbTN9yAgNj949N1OAADBDzfDBm5D6rNjG1KXCiVuyWze1Efqz6qW+XzoVayGr10YujhX7iGuV6U4/nItaJlwTvcqN20Gu/jfXIwfelEiJLuXTAS+Y/X45fitN0ubELOwuK5gkUilv3P5056y9rMSxQqHYGQ6UOPZykWlgodHShfgZmk261TmVGuVJHQA6tCqSgKy/1cHGtha29SHIWkE20qSgECR++/UPh5d8MpnIhgw8v366Ltceoeb9od17xDn3/urf7ewGfmPpSHftqBgJRT/x2VtP9vWRbae0reh89uXSfJkEAM7L9JnQatcq01s33TaLWT2W3XZmmMqOLUd4Ug+kFDT+xGIIMM/aNNLNguyhP1gnC6Xz01KLzE9/b/3MlcpseMlP86MfCL3M+8kfFxbqfz8otPD96DPXf7fLnOgAE6Kdpo0V3VlxU7vtgkKhOCwcKHHcdkXsTi/1/7tDJSGSoPNFesc8UewjJNDvjPu2U9rDz2e33OvhR0TiGkc3oASSdKqCwyRh2wYg1S30QKeVhNkepHStOn2tGpGko5qjHX5CVNEj5WCbXoYKhUIxKg6UOO4LgzOj8wRYL2SdEZysmaCWr1dVnWOFQqHozO0r1le/PrP9eoo4fFeVbVUo+uDwimPFeKkchdzm6LpGJ5435ZPJxo3BG6L4DXkPwCfY6dTmkVmTsMM3Dn668dBfo5E5UQ5rc7VYO18q8Yp3BOiWWTVCf8C7xV8qFPFwo/2lt3lUaSQ8n10TMDfVzmf5tTKC8yT9HtrIlrvuy+crCfAT3bf2JYf8p2nYne2scqTCs/Bj9gcA7Nudmpbml/XXn0vHvqVQKBSj5WCJY9EpsU3RIi+9JVQBnCdZfQwBHWep/gxNgJ9sv9LHschWnyXUkxMS1CeiIDwAAhIAI66GsidFOGPogyzpCQpgkgZAK1uoItysttbFziWH/wxf2DF/zsrkL2uZz/NyuWOypUIR4WMs9Uw0qfQ41T9CG+HOCbgIF9EgeZ3YvkwBKCMoSK9GGtU2DLJR4IHm4JdxuvsWr/slpGs6MTvZqYlIdZdx+wMAtHqFlr/Nne3XVCgUirFxoMSxno+cUomQ+nrVn0gM+C2FJD4HACYH1JBDW6BOoJW3qyBx1ILOWy+LJxrtFSwPmVYdr1ccedYAgNtB+Su1GwCOpx/UiQHgozf8O768y58h6KbkqH6LmS9298WfSDyjJf7AnMGR5W3cDrERpOSWsE4N5RS73rbwASt+NM6bZaDcxc7vHundnRH48y4reBdmvl6tVh2vbQ8SKbVKpAhAgJPoWgZrMZH8kyw/rdP6rPZb7sa3qosAfi57v011bJnPZkWLCQmAWlq4VBcrU3upvZ8FNzWhRx65ClML0t1mviUL1hiNrzPscyI5NLk17PhN3YDpzlj5+stb5dmA4b5OFuJoOzqvGcxi2lYLxnqt7T6ZOQENIkuMnI3QvRLxNFbcTOedIuEyZc050c8VXi8L/z4j9277OIDrvvxeVfygZpiFqVhvW1vHDRK6ceo04L9jTp6IpiFOsmAyGT+NelRfdMVUXYy2YdPF96e89/ecvdbFzkUr8qRlR/zJfiag3+aOsV4LbF2YrXO3Xuijlo5CoVAMw4ESx5RHMuOIL+wbhULaik+nIRK0mxYkXDAnALD145zAIcSkfv1axiX1BdualdfFQrsbHVqOaRXPvlGIfat0Yfqjdu5TyekFElES/810sW6rTbk8ksjr+FGBX5CUCKOx3w2yYdPFPznRQYxs+T6gF99fvLW8Xkouxhf87zjah5Uue9CbsE5b1tPJtC8vSmwTv/5SbVUntD6r7UMUuQtAQMbOZ78vlW3MZ2uR+ezTRvoXctNfLG7Uap5W7hhh4k4luovjiiSCIBF3w8dczkRATb5V7S9TWpDaFafxhqBsMi6VtW6ByJgaiyK65DZhR2jMkZtYKlIv/ojmJgtSxkczE08lJ8PLj+nmT6ca8i1B4udEy8IvcteRHJuzoS/VBAX7+exDsdtqYhDnmp//bqVsbDix7VO2HfBDSGKpWDua9kLimNX8LusrFArFCDlQ4rgvVg1P1wJBkgPUilim7NumNZNYZyQAUAvsgjf1GKlY/bdHcChfMZ2S30cTkDpCZ7aunaDtGqRT7QuTCMADJChpVCQghEBQ4i300WhUpwbrqyqIohO1hew77Il/Yc4AfVRv3QhSwmB+LgFAUqKh1Pt89juT4p3JU1+ZIPnVYhdxfIAJUkb11MRvJU+cIJGDvpc50SBj+ZJyqqPv2dD5zwT2V91lvXSPdFDtCoVCodg7HF5xXOPMgxywDS4AYNU16s9fpRy8jX0gSSVgwS61DVMoFAqFQqFQhDm84lixM2xwetMzQN3NrsMMQr9oucbWSJKuIdqeJGVO0YohIZA0pwm6dba+q51d8OfAYVFhoFMt446YkDMsmLFq9Zc3K0Lvc6zadoJN+rawjyhwxiFbAR6SmVTasZFgneO8AbzmmB4Emr3upDnJxHE9LkShq51d8EehUCh2icMrjjUiKZGEDH51NamoZ7AFUviDPiwlACOSdIg5PgDc9IwvFtOEuvWxktKUMn3K8IwtQdqREO0tYvQ1x/xiMU3oKgEHIGVCysw/ml7L9mln5/05eGiBvhC4ld5adTR53HVdzlCeq788gmCWxkcydIJB8tCeeNQJzlgHVlR9ej1bkD4ljYB1ISYfsYKfzcbE+neJ8wbwlZJdkD7d7AwvhP2IFRzPxoxbdzs7749CoVDsFodXHM9JYkpakl0LNHQgJ8QDvjdNGSMEQI2Tou/pA4kiGzgm6apEdft1t+Et1/hWJUloAQ25ZkLaP5ct2izyFYkvWNUDgIxENNT5Ncf8SskmdKNuAbCkSP3qZD7NBq9HxgBLSnOzhTaX0pd9qqoDbSdMr7Panae0D/N89sD0OifaeUJ0HLOhJqQNqW/uX1fKwabJD6odhUKhGB+HVxzTQCOCDda5OSHlEc5RTdZf2oANzgY7xQtGfIPxEcQc6wHSVZnWWb37rSdojUsS03VYEhnvapLLBZeHLJAa50POhM5y/ozrAOFqCo7ZwYFDaCfMkmf8VSFlMpcQAYALwxep01tmtbtUQXnDMf99IWWyNUI4AC4sX2R+bWY9cwjmswfms+uZivR12pgEdYOJBxPBT2VLbat1mRD9RilZkb5O3U0LyQcTw86GPu66LqdoleLzZ7X+JtoPth2FQqEYH4dXHB88GpKdN4qCJYFcn5J9eAuKYRhecI9Dsh94hpdrSvApFArFQUKJY4VC0S8Dqm0JgDTCFYhUFVoUCoVCsRdR4lihUPQHpwOWQHSYrJmN6Ppsrecebp3cGH3vc4VCoVAoDrE4DqggQ+SZAajqniQSAOOaxfvu4lFHEOEzLsiAH98vyM2KHFISMkTe2kG1o1BsRQKkmRc4RCn0g2pHoVAoxsThFcecSEK5REyX2h7xNC4IB6BLZg1ayk0SGVAuRierHMOtP7km3DCDQTT38Ba2UrCcxlj5Vtof/Kg7qHbCDC+497JkH6J24hgZXq6NQ/CNaqL9oNpRKBSKMXF4xfFBxWGiIdeE3FLMYIcsKIZheME9DskehkkymOI2BKxg85gaWiTT0cns4eWaEnwKhUJxYDi84liD1AkGvMgDAExIQiUAOcR1ngI66bvZmEIxJF989JGjhhH7lmREanSBdDw52Lo8nvVulSIfp9i+PgOTBF78RnuBURkONH5soTqdiGz0Y8z+O8kT9O3H0KFAx0/evPzWwJtXKBQKxeHg8IpjxjVNMgzx0DlRSw7vBhFM8ww6urgKJgkBQf/dfUdoYSspXydEAyCHq+h8UO3sPEcN45hl7bYXQ7H1ztYm1AbdWv65iTZoDNWuYAgYfuPLDDNNflDtKBQKxZg4vOL4oJJ2hlU8w1vYihaM5kg7qHbCDC+4969k3y2Gl2vjEHxMEvhxLZiVHYVCoRgnShwrFHuL4QX3OCT7wWZ4uaYEn0KhUBwY1EVUoVDsBG/qRoUGILX6SynTAcN9u+uTQqFQKBRbOLziWBApyICPPzmBQwgjvJ5yL0GEZAPaInIYTxSKkfD/3r1bDBr1CIXF/IyVAqWBDWcKwHI5Mie6wfFyzSTRmA2x3clkmdICIZT4jfUFnaX9RX340QyBz+VTZji7z17ySVCDNFer2OxS8kvz8yntgBcRVygUCsVoObzieIlxxoIAiQHqHC9T9m3TInSVgAOQMiGl/RipWP2XrSgTcVPzPDqCHVGX7AYN6qVkOWgg+pPsw1vYSoHSV3UjrW9QIgD4wqwGqYdJ1exzrA6qnT1CMeDFoFH5gQv4EAUICNRDBSo8cnx6EkVBEzvevkFExfFtX9PCSXlSgHAAJg8Ib+wFsT93B4A3dcPT/IRWrr8seRODTbQfVDsKhUIxPg6vOD54DC/ZRyj6m1QJucPYXYDIxiy7ZGyAlikH1U6Y4QV37xZmonXc/suFo60XzUYdBgnslZqgL/j2n2Ki+f40w0NJ5w437qE9ypYn9UBKEXez96uTeQEJsimpZV6Puy2tW4itpGwQ6YRuZX91sjhhBQB0Ii0qgUZ1YXKs5SqJ2pnT9Ne3mB1ero1D8C1TWpCUbtakE4xO9znRfrDtKBQKxfg4vOJ4RoPOSIV0rs5KidApEDOzPKnxRyyXMFIvdyalgHBjrvSdLTTJUJw2yKonrvf/Fdq4aLmnDA9EbhZh8yDX0lsy56XGAtuou9f21iMJ520Jp+46AMAFVoa8cB03go+ky6Bk0yaHKCdiB6TrcPU65tvZ2QV/embK5I/naqBkc5MComb0c1xZupi1A8IaFkwpUyLYsp8BQIuqxjYR2XxhEBhMJGik0TojMIlksbFAlEDGF+5Ot3dr79C8vW4hDkIi/SzTTGQjNknb/7fC4t6btv2qFM0RMPUgbcScFYROhKCSxVh4OFvzwr02hTOpDXmjhAcSblUKsnkvIbl3PM6r7o4B+GC64kG2CjOKaiffutvZeX8UCoVitzi84vi0LpMabnUWx5JRYelATD3V47p/POuHFviAjy10sdAkQTGvwR82eAEADCKNiB0Z34WMxMjiJiOfw5lkwWQyPMYBOgx59+Hqccy3tbPz/vROj74Nf2QqwnwwVYkuKMeuJk1dSClpTATzA5YbXeDsmFfdHUM/vnW3s/P+KBQKxW6hnmcpFAqFQqFQKBQNlDhWKBQKhUKhUCgaHN6wCsVeY4Ekf5IdBZDAULW39pqdvcmy5x0xW32Wv7iyXAk4gNPJ5NPZbHP5FwqZf3Z3fr7ML4bCM15zzW+uJVKenAnFDb9678a1O39U4Z6AfJGwV6mWMc23khe+ln5PL/78wtqfWv5GxfPrFjz2K80EOwCf3pgIKI5zoYUihd535bSjEQAfyxQ/deRuc/m1Wu25fL7+90dnZ5OstfvuBT62JBHud95DZz2IiS5ds/enHYVCodgtDpQ4Fmbk6wiDFR6alYxe5e5n/FJFRAI0X3dNLZBeNPXn84XM/RxPJggIg0CzWqqA6YqpL5VEVWwfHHzKoJ0scGy0rcwlqQnKo26UBPmMX6oK7meswkOz8VtZy/9opfAhtniTfyRAcluvntGK/8C84wY/WhJVn68DuKSXT9izxyce8vD6nNaKbf1cIV3mDMB9pvduu9pc/oWK/hv+G3dEEKTMTl41R/tjLGOHcgELnNWLa5lU2qHsrnuBmaMpEAaJHIwcaZVQGHDMO9jh2EiGtjtuf6BXYa5134ODj9WgR2bYK1+PPDW6kWIlVwJIR5MKq2zp0Vt/ng4eAHuyuTDlOrZTIsQCaenXSmDVggUi80QscsAB8jWQ4vo7l3+4vWPACi9Q2fqy0hLh3LkjhZchPcbeBrT2yDtu/mspSwAmzp0FzjaXlxi5lqAApEb96LOx6lyKcP55vzwVZOFO9uLYh9PMpCkAEBL1GgsUnpzYCCpH9FbcrSdJebPwc04TNCTiP+/WvitrhMvS+ekOaQCEcDmgV8B5kg2/1Zdv+SCnd7Zz3fO/X+2QNzkef8JjJbXIzvOzo29rr1AoFLEcKHEcJKNzQqQhl78l3W95y/+xuJgKvfnXHjyKByTCFa2+WVlwmPaAuVkKYDNxzZcpX6a+UeHrXP6lWKx0SOE6RVJPkuknE7STBUpKbR9ZFeT7Hk1EhfuykP+dtwwC6FR2CH156vpSquYBOML+QJDtpzaZdD/Lq+ElXwYeXXhsYeLnJ1lkE7etOwUpAUwyHWhdkMpG/hrEtqE49dH+O2bGDq346QorCALgEUP8bLJ1uV0PbE07FWsnPObbfrvWmHewQ0kpCa+58LuViapkAE7qzmPJQl/+fM6/s7ptFpFZBdlmD2Lgser/yNzqVVvZBskYTxIAIppHJSyk5azG3h5eSIhJSPu8oKQL3FgwmEzqMT4w54+LtZWty09Nv2uFP7l1edHVw2pfZ28DIKMHwoz98UAEVc+TeDHiiUZ461QQ+Z5Cp1KKf+avwyEoT6ArH6bHbGhPJ7WGXA0V4qiIY6vBWljwvebTL1Ybp9N/lPGyoR36697GDVoDI5J1+5326BWAn6OnWl5tYatvd3zrB7VM/e8PpVeTtFUdYoMfy3SY4q2IY9dc+VflnkpJ9OXPYGPFEwfqaqVQKPYyB+p00zbT0A7z4IfmHhLLYAEKx8OD8JuzbMLqaOQ3ZxmA73qXKrISu8JT7PTva/NdXMhutU196CV4qbAMBe2jwoDNi72vHEv7VYgEIAJAqyRtY3lPc0h1kiwIG/5gquxJAJgkNDzg5wzPkWtd7Pz2XO/b7IYdLUb2d1OVumwiJHLtv88Mil3FwG/Oshf9N1dFjM4bHOZFnvVby40yZ9QE7ObiMwYpd9gD2x6ZwyCh9x6K4HHi8ZiVpzuEphBi5p3tjcu4+6OiqwEaiCX77+MDaw1WtwMPwD83jxxDx9nK00b0tVZFcnPwSS5yD8n8XgtV9+AVgN8zz3a/Gz5rRk4gx3X/mNa4LWfR2o5zWr5La8NnbTxrd3qzD86bkdIWx3X/I+lGF/EEjYyjrfFOJf4UCoVixzhQ4lixd5iICusHqBG7mkbLqc41ocYHo7XY5RRu7HKFYh/BoocxJQFI/COFJFvcEY8iTBI6yeJPCDmVI65QKPYAShzvY/7Juz8wYSUG++zLd259/tIro/XnACAg86HoizoZGOErdk2qysF9c21u4jaPmRLMscRu3Bztb6oI0qG5/KL0RbQhiwGpsuEUCoViYA6UOCZu14DLoTHIBoH4OEusd3hG/CQlJmk9FZ0n1cfAAaTJhgkGgGx5ZJgBPU2NIui90MI0ob+sZbo789TRk7PpibQ+YCGF9MTxu1Z+sM8eYIrw/1XwZtvC/0I7nwlpkfyBbKshkbyxAcDMZDDfepRu3S1Tnw9f4IEuV1mtPeAeAJkZwWDqpcj9jFb2knc3AHjTNraP4N1/FOCFxfGfiusFGRmBj+vBYzvu1bjRC+qpjkKh2CEOlDjWyi5zOuvjaNgfCQSRXaPbhCSBAADWiGm06SIl3u+wbLdP4Xrzr/PA+YZ2vRVaITKnkyBknjA/2upslrB/as503Qrw4HYrdGXSnricefxDIW9bLi0W/CBAnE6aeeVa86UwWf7tRztuYBShiruARGOnh2GRoFbmciZGehuWiKSNEd44MgmT8T/QLUfmII5FN0o9bq7VAGg0EmWrF13CZVgczyaDs+k3JV+Ptcqo0KkP4LmVZxzeOtSNomsWY0JZWDri8Hzizv3Z1wC43IyNMwZA9OMvLh93ect7Gv3VM7fxXXhCRy46RBVf4z3LcT0SOUxcTiUnmoxNYCNcUnczXF0bYqODOhb1Ru7T8oOs6mt++6ObOnpJiWOFQrFDHChxbBTck//65U7vaheegt668GdeWwm4S6ePgcYPgrFRy125C4C+/RziA+QOJkbeMV0fcTop/UYkWyj7o+VORmr/8EzKaEmqkuvzLWLHYMzSEmLzMi4lZK+JS33DSLw6IZA0lGiYIcl/bF1oW6etssPD/+EWvXNjhL5p/+AYMq2xyry2QlwfQHJmAveltq7f6chc+PyrtBivWbfdaPrN1Zh53TgMJibMkuTtRQnbIGSQXckIT7AqgPq/sVB9mlIJvn0SXnKxSGfnYbZ04sIXX0ex15xF7ZMfRrp1k5d+Y5W4tcQMw5ljW1c28k72rcbjH/qO7MAb7YW5//oT4Zf/WfJC21jb9DbQKvwsQYSMj+XlUsMA6Yw9QACyec9PIALu1oIY1ZsxdRqaGsh++fKJZfVES6FQ7DIHShwr9g5FxwuL489fulpy2+Xpuemjz8bpjHEQdJBqGqkZpHUxFtJqL3K2BUZUzpBiN6E0cgQSkLZDVsjIbS2Xlidy4/drC6Ef3Ztrt7959Y2tq/zKO86nzdYdXsE5iDFLCoViv6HEsWIsJLTIofWuE/P+lnLFWStp0JKQu3kQUhL/DFehUCgUCsXhRInjwbmyVvRFJD41bSbm0q0ZGjcIKl4NQC6Rqj86pPBl9PkmF9IJuB9N5K/6wesr2zxbTOpI2pPNJ5JW1K5A42Ep2Yx+ZFTqrCVPV/h4d33GiuRwnZvuFKhdHs9DXcXO4cmUL00GYdFtYi36QkpalRMATFLWiIo3VSgUCsUOocTx4Hzrxp22UIFz00cn7FPNl+tO6eZGAcCD82mDNYbaj4rjjZr7w7trDs8ArejSm/nyX9e2qT96PIvXJ457m2HBz7iOFQrqLWpVAQnAlCzBLQCzdnDfdKuv25vuYQqjVowTX5qetBm4taU7+jBIUE/aADTiaKr+9BAw4iRYx/SAHUE+Mkcenn1w6xskGhIybVtLI43PVigUigFQ4ljRTi6b0wMOwLaT4eXpdPrcuft6NELawyD3H8/fveIGAYAnj5wxWSh3bWbynD3KWgC6Hpll7zT+TUzDnJycxJbY092CQjAIOurOZgSSQQCgY0vT7ItcLmf4iZQdX4fFMIz6TgFAoy24T506mayNMnqn6NUmzJYbnQ7UJgQS6KkL9Fjp5Zxw8vixamrnyu8Vi6V79+5tv55CoThkKHGsaGfh2FFXEgBTLHJNnZubffbZXvPnCIlvQbePsKcmdMkBEBbRoO94/LGyHKXWMU0nnLvUafxbjqXsk9YJAJq2J+p1JehGYqRzxnUI4Znd6N/WiYWFo57kUzS+oXQqlTp5slGbXNMipeWeeOKJohzlvaJuRFsudzhQ9yOPPPzItNi5b/HWW1eUOFYoFFtR4rgPSLQc2C+//XzcOncAIkEBHLXFbMICoLO15qyJQZMIdSaYTJoPTU3dLps/DhVJOzuZ+cSFGONhNIoPayVKGgW4OhfOCoAy0J7Q/lhyvOLVlzBCW3QlEVICYCSyfEOQpWCvXNFPaRmCmNJpCoVCoVAoDg9KHPcBiT7e7fyUUBJwAIyCNR58h584R54+U0IMxlj0+bjOaLi8UY/O9YU55kfVjiRGSLD/yKP12dBZJs/prdnQpYD++9peiX7++8njKTJ0LziFQqFQKBT7GSWOFQqF4kDhyYmNIPWXtRsVuSfKBl/Q+XsTLU82OLkVNO7mLxpCD93YV0Yaf6JQKBSDocSxoh3HcRwBAL5BobeiWl3XW1/vNZFc2CZo6zo3EpvjRlgi3HTXcRxXBACkHukGXCgUCoGz5dNDbLe3sWrCOa/VapYVH/w6bu5U9LXao9gu/c4JIk2WsxZ4XEqYpQMh/XbXObJ+b3o7FzQnGoqj7ZSgchzH01nsWTMIglqt8Q2loYXDmAqFwkanJjQDse2BKkElzMV8abQH6sBMpRgSrWcytYAvVxtjdV7X9NBYbYx6rNowDCOV2qet7RUKxc6hxLGinWKxVA0EgFzKgt2Kwa1UKjdu3OnRyL9cfU/e3f7okpBbukoDQIV9f90r97itURHMPgrWknTFYqne8FbzVb1CAAAgAElEQVSk5sNaZGlpac0ZpW/BkTPQWtKh0/g38Twvny/Mzu5OOAoXpCb63nRSh2/GLNejAedcsJroO8sw7g5iLJRKJdsiSExufcvz/Hy+kQAg0hMIFaxYWlpaGWnjt906UAfm1HwWM/PNlzs5Vm1MTU0qcaxQKLZFieM+EFKnoZy8L79xs+IFAE5OpB9fmGkud0WuKo4BuL6x/PyNNwD8zINPJPXGxazKfaCVDHdlrfjDxaumPm0nzzQX/tWbi//Pc1/t7sxjC/j1935wYtDpw9W1m0+tfR/zFwf7+LbkXW29NrhmMVPq6apCoVAoFIpdQInjvogotnvlWr0JSM5qmxNjAiYAl7OiKwAE0qgvASCimXC+ECXXl4SHZzOqfrBtJfxTE3hp6bptDCiOr6yvWLw62GcVCoVCoVAoDipKHO9jPn/pld12QaFQKBQKheJAocSxQqHoxnLhslG5NZGwaD9dDyescJIhNqrLPC6F78bacxP6a/26REjDuC+Ciudr2al+LSgUCoVC0QkljhVjQUTz7J6e/o6ldUucf27lGYfHZWwpdps3VnygABT6+tQzJ2GFzi5LRfjxDYxr4RD8HkmbmNmMQyKAy2My5BQKhUKhGAwljvcrLyxFZua68N773vYPn/lw82VeuFcqa8Vi6Z3zZzJGelz+RbE0J8G6hTiTzi3+FAqFQqFQKHYMJY73K27Q65oEZi5UfIoLJxH4ri6ziYkEG1c5MF9EanRdzl9ktJvHPo+0puP+jC52SLg3+fFyYIemt28XTE8wAK/c9XXaigkQ/qwuMiPc7ov30qlQNbKbBXhcAvA83QvVPwuE5kgHwIYr75UTNUKE7jK0xjljnxO016LRL6/krpdbe3/ZOeoEHMC1kv2d263s0MXK3FzuoQG+FNERPgQSCRjbVEbuA0NDuODbhj8T9vlOiWxsFpX5/t2MFRrbtH3/HHV73Mqrq3KpHDoeuNwoWrUq8z0HgE6kSVsbXXXM26XGeD5/xzZY686V+/O6iJ82H4zdOlAHZq2SCO+gnRyrNkTNLq6EkpjdmcEO7wMPo5ETcsKcomJ0P+BdwtQi1zvLyA2897NmpMimzhK2NTu4Z3sGQiIX7unMeZ33LDXGw2rxMhe70MxIiWPFWKj5kd/YHedIXx8P3LM73+Liy295gBda0Licv7nSNuc9Yt/+7I22Ba0I2q+3r1va/COLFfwAESk8N/WeuZ43+m+vxm900cX3VyPLLxy70LPVCGGNkx31XVjY+KKLT18KvzkFHK//9SfRsZ2den/vV7C/vs5DA14nDeB7rYXxsc6XltsWTI32gNmtA3Vgbqzj0+vxb417rNoICliOxAelLxw7O84N7lf02hsItVecTJ3yQbusvy9ISQdB6xedTS5cyD05mKl5noe71Hxp6ulp6+iw/u0BWLAO2Tq5npl/b5XoXdbfAQpv3OJef0F9I2HfH+4KhUKhUCgUCsWoUOJYoVAoFAqFQqFooMSxQqFQKBQKhULRQMUcK8aCzoQbtG69ElqNoHs+BwVpJZ/VeC2QO53/sWBPbK3/sVy+JwSfT2cYHeROsup7G9WqIJqgHSO3FpKmFrJd9LmQAGBQkgy9IaUmYIzEH1/gZC7XS9liKREMlIjTVkpFNv6L2wRl+qC1SlxBbtT4JJxpO9laGPB660oAk0kzXJ75ylrRF8LWQQmGHMNcImUbrfOnx2V1s5JzRmfhr79U8QLZ8Qsy4RAph3TG0pO5RK7trRWn5O52Mk2dlMamrBGM1fBomqbrrV+i57rlSq85rIcKET1d+0HVQx9lzvcmPJKqAJ87Zac95r1HHEQqkwoZeMFBOJBk9LJbcdcqOz6FaptThLDt1xszShwrxkJCi4jjp6a/272UG2Ay84nmiy8vbjjBTovjB6ZnyZYLQKF8/ZXkAx+ac1kncdcVXxJX6ExyiY75tgmN93LZkdAckRqJP1QESf0gNA93JXlxib8jkb+vYxuQSBHlc1kpJNEoAmqkmDPY1X41YF+4I5/MlWbsnipz3z8pROd9RYCAmEM685i2fHG6PdXwueVCxdkTF+xcwnx0upXdn/f47WqjZsi5TEIPqeO77nh/+IaZSGWzzZfr6+trd26Ob3P7F2FnECpcUPPy7jhvWnYGmzGw1q2R6xfXnLuDmZrXDZitG/KAu9WgPKx/ewBpmAhdBPPla8Udr1JiTWc1JY4VB5V+S7kBlLDWuUZwTuUYKzrFslQKWGiWkQspgQBTtrBul/bChYH5MhiRP+Zat5Ys+wYuic1Fyc/cKvVYDqO1Wn7QjVYFNUVq1eGOGNn5c0hnKgG5VfRZtIeh61tU7onAuaqnh3dQNRAlr3HxWyqHK7lB8DQd5yMj6RtuJbTXAjt1ICpwjRxC/PCzHl1L7n9tDI1IhGbEdWalrFSX9btgUgG0rmiUaoY2rrqoO0vksps0p7vc2I8Jit1XxlDiWDEmhizlBkztfP2Yy2uxk7unjnp4ZSUZ99bO4+0xf3afSWCpai/t7Dz4JHBlF4oLxTMJFLhdWN969OZ2uQjTJgUHr3S4GVtpn9pOjtVn4aISqXNtTmVUe8UYWLSUW8LIafs/Q8mIlnIz9cyUvTCYqVS0lJtGzaS+04X5xwGNlnKbSJ0yd7uU226x7w93xR5l38enKRQKhUKhOIwocaxQKBQKhUKhUDRQ4lihUCgUCoVCoWigYo4VY8Gg0hGDh1YwfcXZ8SpUj04fN2nrF3GnWuSSrxdvvpW48LO5mk1bmRxrFY1LAsDfzDKkkjDZSiOoEZLfrMxliprNy5z0na6R0tl0qAAWl2YgU6/e/dHr1rku/khIAEzSLv6YXsEdbnRNDfqI7qw39BmxmZs8KzgL5X+48OuvGKgOBsDSRMZqhcRdcY0fF90HyNq56enmwoLj3Sl1i0FO6igYHTe6dQxjN/p0wp1LtVodl32+6gwypkw4eX26izP1P5oHWKwzJ8VaOjk7n8xqoQoDL6/d2iOl3OYS+oVsovkyPFbHbEMLVat4fqXk8DFmAJmmYdt282WpVLp3b8BiXgcbHj1dVdw1b/8n5Fk0Eu9X8/L3qgOmwk4whNPGAu6U/YOQ4yyiuXCrxTd2PRedc29XtqvEsWIsJHXhBIPnnGrmFcctbb/eSPmp+85Omq0L598u3a4F3sv5r76QOvcH9+dP6K30lB8sJl1OAZS0av0WwBAswVuFve4w9qreuLxMeSvHnOue1iog1SOnUtbjM61kaldMlcWR37/79RdSZ//44vq01lJIqxVNCALAo7yeY04l0ULiuEpoWBxbXr7WsbJchFrg52sx56a0CXNEJ4+lhDFrEA0SwJzgLJQV75G6TAUl0CQBYOkyY7UE338opf78Uv4j2ouffPDJ5sLXV/J//dZily0ez+L1iXd6tCFtn3IdK7TRolYVkABMyRLcAjBrB/dNt658n9nI/fnl1X8yt/6eU61CB9dL7gurgxyxlrdyKfNkJ2e2HmCxzjzivXR25pn3HZtPsJao+fELbxWcPVFe6tRk9pP3zzdfhsfqp49PJLXWgfrSc1fzTm+H5kDY2cm5EyeaL0tvXbm8+M3xbW7/4p94H7TW/Uy+fL3Gx7hfdgbLzCA513xZrC5dXn5lMFPZ9DHMPNx86fjFtcq9Yf3bA4jsaYRmiK7e/dq6fxCKfg6AEseKsfBrjyymQ8X2X14tO1wAmEnoZzOtc+4ra+U/v7m+9eN5b0/UZ22SJJHyUicnvLoY9Tcn6igkk600+KOEnqUegIokrksnjUxALXRgwtAYjZllT0XnZilpXZwmWaTgzrS9dYIwUrRoC+0NI3aRR6KliPviPsMDkLEiY3sknXz/mWOx6y9XalyIyQT0RDBrVBqK3I4o8tA+RX2fWnpk8mRWCwAk9Mi937SlPT4dn66+4Qa8cx0sPcjRnpyRXZxRKBQKxQhR4lgxFlJ6MGW1BJ8rqzUhAFBiTVkt0awxb3XHZ4gHYGJ7MdoZmwAzw/tA0RLfcVr68DJnR1Rp1jKyVnwQywObdwVvH1qRZ83IJlI6S+nxj0pOpbv3CkkNf3ugUCgUihGiEvIUCsX+xt/pdjEKhUKhOMiomeOxcOnuD//qtb/0BXcDH8C//Pb36WYigIPzwHuaa9o6ktlwn04AmLUxfRIAXljCkIlTvfDSiv65N8JTm4266D8A/uxya6nE0ePs/q0fn0quv1waMHJLoRgebU80VFIoFArFAUGJ47HgBZ5O/WT6V4q+AUCEwj85pwglNhBtlmqzEuFWnTCtB+z0BdP77Iu37+yAt6tVul4bXF/oNKWLo20LX7yXDj9lvlmAxyUAz9M9v/WU+WqB6UMUtRgtV9bINdJKdcrQkxkDhD100iHfvW3veiSDkHpVOA7On3TId27b239gFLiBuFVYH+t3L2kTD6TYYLUvbjq4r+JdLc5rOzUgAJZ9bdZnl9bMVa9jHPkOO2NqD8wZ515dFkDrADbEgi72RMzSWiURPmJXHfP2Zjfp5+/Y4f7R3J/XxRgfBIiaXVwJ7TV3Zi730Pg2t39hNNIXLWFOUTHGtt47gxnt8GwZuYH3ftaM9J3WWcI+EH3ISXSibjpzXt/tijerxctc7EIyqBLH4+Ls5MylirnhbCc6Jbam6niceFw7Y3YPVRwZ9ypD9YdcqSYtPNi28M/eaFsw1fzr69E3LAzYwHPkfOFybBbge54o4zOvTsW9tfOU6v58+tJO+jOCgOnuvDzEZ2cx9d1lfHdn63HdB3z55o5usQv3Adcxc/31rTr4xO6LdwDAjXV8OibtFgAute+4qbH6HBSwHOn7nb5w7Ow4N7hf0aPtoydTp/z9H4SZiraPziYXLuSe7LJ+F+aj7aNNPT1ttc8Q7UdYtH30mfn3Vne7fXThjVvcK2y/3qjZ94e7QqFQKBQKhUIxKpQ4VigUCoVCoVAoGhyisApupsKFX0tH3+ERHHFpOKzhozd8Z7Noly8m3PRTAP6Pm4TCA/CNs3JBj1gocAqglgwQKsb0pZL4x5X7Pzo5lR6uVq/LkkN9vmckVEKTQqFQKBQKBXCoxLGMTpMLzRSEwPMRKrl/N5Dl1ksKagLIB6iny7XliQhm1pu+CuqGxXFVyGWpuyyZjoYTPz39HUtzuKQ+jw/ieWnjCTfUtdMVO9S3MWNEMi00EhjM7bRyA2KEumfyUtDeOXMhaWqh8S76vP5tDEqSoTcqvlh190rjpSPJLAulI1QDTwLl2oaUw2YICaIJ2jFyq8exklITMJbL98TQGUu+wEImo7OW8Y2qW29UYWksZbZcLTheya3mjdmHEgehnu7NfLnqB7Y+gkLRuUTKNlrnT4/LKm/8jjJ6pKnLUsULOjcBYcIhnd/tEV0zLSOd1HQSao97t1oI5J5IokppbMoawVgNj6Zpeqg5kee65cre6je0RxDRFkJ+UPWw2ynJQ8Oj13CfO2VnwGQFB5FLnpCBFxyEA0lGzxgVd62y4/EFtjlFyO5P2B0icbzrWJqTYFWg46jTaBu2arBDWaKzyciG5hJ3H57YJkWK6ucIbfThvFF2X1ht71L7wNREWNi9Waz5QgLIGdrRZOsG4EbZvbvls7vFfZMT4e6710rFQHDwtSRjlIQ1R5H3qTkE9IB0fA7Q41hxmfRkykCt6tdqga9pWoJq4evV9fXloDfd7AT4wMnz6ZAIfuXOmss5gJlk4vRkq6fG6yv5YmXpdmr6l2aq+/7aCFxdvrFWqsoEWA8n/FMTsxprnaMdyf3A1wmzNB3A8awxk2zdMOQ9frvauKU8l0noIcV3191wgo4HDJEl0q2XYQzzyUz4Lq7su7qWtBP0VGZaD11Ulm+vB8GeuKXJJcxHp1vZ/QOP1fAYZiKVbTVyX19fX7uzZzIr9xLCzoQrjNa8vDvOm5adwWYMrHXSc/3imnN3MFPzugGzdUoPuFsN9sqFbBikYSJ0F5QvXyvueJUSazqrKXGs2AuUvIhS2HAnfrTxSPePEJoBaXSBdrlBZbtwulM2wxWaCg6pT0xyTjlvHXUbDt362d1iuSIN2rpPKDmakFTXT2QTaRYWx97dQPR930I7X1l6HCshKUdgW2eo5guvZphmlhk0dCLz1pjLexNDBHcrVt5rnYAqQToQAkDeM26VWoq86Kcom80FZLEU33Nuf0HZVMpKeXLLY6A4UsnzdR1cpyh8x3VMpmcNC0Al8JxStfluNRClzfFcKof3JwRP0853U5zFN53uQjp5xKCtfefXykKKiot7ZcFI6ziT3KZyhyredKfq6eGDauCxGh7pG24ldNUL7NSBqMA1cgjxw+VFdS25/7UxNCJDVVWhMytlpbqs3wWTCqB1FaBUM7SDcIZsOzMmzemdeoDdgu6NOE8ljhW4V40cBlVuV6t9VY01dLRPi77WoXITgBvRlzoy/WxrjLy1zqOnhsbJbq3aFvgxOdraNr2PFdDUvhaquIOIY6nkyd7P9JfzbQsae7BYxVI1upxNH/XwysoORcCPFc04MdXzJexqXoYGvI4JYKm1MH5MVtqfryZHe8Ds1oE6MAUHr7QHXjUY91i1IVxUIiFj5lRmcpwb3K+waCm3hJHT9n/6vhEt5WbqmSl7wEKiqWgpN42aSb3vu9w9CI2WcptInTJ3u5TbbnF4xbFeXibCJ2w6XLLjE1lGNrsRbNQqtwurAM7NLBhMA5CKnhzM0l0zkAB0yZBtjeR5k35UW12oXnfRsYKmJ1O+NClEgm6M8lspFAqFQqFQKIbg8IpjIgURPljkmUGagm4qYJ8ISwYAMhQGBbbWvZM+qT9ykAiPpA7YhGvS75LU5kvTkzZFkIASxwqFQqFQKBR7hX3/oGSfQsEpAtpL5KNCoVAoFAqFYqc4TDPHhIQzDLiZ9UlK+ixcb+0bVaHpZIIBQJlraywFgHrQqATgRyPThZ7iBAAEQ9hyXsirIjFnZLskmiVoPoH2qM/dot9SboHQPNFK9EkZ3kaw1rbOs3MZslcS7fqASzOQjcDdO9UilxzAfDKrhRK3X1675Y603fyTMykrVD1hseLW8/VTOpsOFcBq+lYJvA23YlnWBLNYKCHva1d+VPN7rU7wE+eOJfWW8bfWivWEvKxpHMm0Qmlv5suLhdUb6Qf/o1zVCiUVOkGjQHj40AnfagcgHmn8wXmgB1W/w53gdCpSe6HiuRJSoyycDFfzvaJTjfs0ADBKjQ7lJzKWEa4U9tUrS6WeSwe+9+zbEnorQjkv3KpTSzBjwkwCoMTVSSs/vezzVadxVByzDS201edXSg4fZVbLo9PHTdrad1sP1Dbf9hEvr1eK3hinDEzTsO1WQkWpVLp3b2c7j+8TeDQ0v+Kuefs/Ic+i4UoMqHn5e9UBr8ITDOG0sYA7Zb9DWP2+QkRz4VaLb5R2e7/zHrPMR81hEseIimMjwQlBEKlzfNmV5VYhIQP6NIDXqqhrgFr0KPETE75gALjpAsXm8iVfPscz582j0xj2sDp16mSAYcPh5+bm2pboup7LZehmBEm/pdwWK8d/lG+Vszia9Yxse+vzXznl0X2ojl0xVRZH6n9LpOsHDIkW+PSW/dtuMebDg/KJ424uVMrtWwXfERLAUYM9YLfOVU3flv3KW9WyZeEh0zZCZ+jvLd+o1ErojZ+7YM4kWhfAf3vlXiXgAM5kkk8fyTWXf/XW2ude/voLqYv/7qFVNq79Wdt+lRHxlR9/+/Lt1R5X/u0PPjKfbiXZXPL9peXSvJV5eCoNwCReirXuCa+X3BdWG4P/08cnklprv7z03NW8M8pi3j9/8UEtVK1ConE71zxQ23wTkvpyN7NqCISUvh9XZzCpR25r/ocXri/z7YqsD4GdnZw7caL5svTWlcuL3xzf5vYv/on3QUs0X+bL12t8rxSkHxjLzCDZuhoWq0uXl18ZzFQ2fQwzDzdfOn5xrXJvWP/2ACJ7GqEb76t3v7bud5yVONjsmjjOZNJbRZsiTMYwnnjgEW3QWjNNzmm5tiWapmmaRkYkXimjk5NTbQsJ2TnFMyZI858o2XTOsUcpNSh1wrdtlmURSQDoLL7kGGMskYipk/DEE0+UZa832aYZ2ejCsaOuJACmohudm5s1zT1RDmwkHDu2ULLbfw6dCHeLqJNKpZNGInZlw9BzuUbdleZtZ52FhSPJYJTTL232yXbdGQRMLnv91mNi2S+/VWt/vgTg3VlqhWbZc3NzJ6fGOFVlGFb4pWXF702FQnHI2TVxPDc39+yz797JLb784k5ubQSMSrz2sKGIArvrHFm/N91lfS62L0NYESQVegp/2aPulktehpjzmi3lbga+M+IYdJTTwIq9zCMPPzItej3ett4VJBKWQeNLwWmalticiSck8igmm50ge6aY927BmBZ7R7e7Y5XNHoTyWwqFYuQcqrCKXea5lWcIkVwyX8QPu9y1K2hEt3LBaj3I3+601fEvSeJu+XY6YWJXn/YCUDmpCoVCoVAowhwicdwmzRiRWpwWPWXQJxMEgAteFj6AHDXraU/J6Pozhp8QHEBWC9osfEDPz7s3AxwPL3d4f4+ntc1H5MQomuf/sK/PhtHLz2DlV5svqbWiJV8CgOIHIUbQ2YEYBfPCH7mX//PwwmS0I9zjZkxGEkEZqMgdkqeC9BACrpH2ngQjofseJLf/E/DWDJY29SKnHgDmTcM5vXX9TnvQvPCHgdZrQG3bRlnuEjYe6rTymeolR2TsgYKObzp4PV+aYp6ZjW9FdkrL6KFjIC9cDmkRZoeKzxeld493DH2boHJBa92OccDbfGXRyA8/OBwTuBqpRl/WNBYf5iRBY2OHRo08zsSxuBvhtm3bRBYP/Sy7QqHYdQ6UON5Ggrz4v4RfzqWXmO5otWNt+ZlPJsj/dkQDsGHcWUy+BOBC8YOGSAKYiIqDiwvfcqkHYCYqYp5MkP/WvHV344VLUXHcLzr39At/qKcFiCD64I/+CYuqCsLBHAAgo4ntI4TT5KL10O+FF7Jbv9Y2KdvhiifJXqpn59PalcS32xaerD6uhapziHP/p6X3mXvRfQ+S6Dw7dVGvFkI7ZMB02INELxK95+Tr6EaJXtJmv4stipxNvEr04lNrX3bdn7GTffVNbHBn5foXX/pe5n73yDvibzw+eut37KAVs34l89cerU54J45VH20uvJ7+znPT/1enTVys3L+w/r7my3V99WriWv3vt5cfNiL77l9ZWq85i+TW7yDkmDb1oqBV6p1AyLHWytayNtHYKCk/jNBGzQt/2PtGe8G59b8mg4nmyxv2CwGJJLGd8XWL9/Twh7Q/4xkjvWhe68xnLetu7Fv+0k/yjQdH65JCoVDEslfEseu6lcqwSZFaojhndBYHbedmwkEDdJlN3FZEdhUxL925paUFhugSXvbcSb1IjFFWDRsXRJAuI79/kCSomkttC0Xt0Xrf4MY6xkYfGnTfIGMPZkI9EAHQ3/vWVykZZI7fE37dTscjpO3egLmgzlY3uhxgxOlw+we0/cCJXiR6e2WVjvTg2Og32gMyGqfrGPc8Grnx8Pls+LHAPoLo5U47OhBVzx22qBOlVA9VMKzVDkL5LYVCMXL2ijiuVKo3btwY0oiVru6d+hduEAw5uELuUIHBt8/6FyZvN19eT7zpkwBAhmfn3KOh5Vd/MNE+qwpAmuV9X+NnE01YxypPtC3URSQeRpMHp3pD7+SdfV9+5MCgRQ/I+crDgkbkcopXgYMm+27fvr38xrApClNTkydCpdyKRZWMq1AoYtgr4vhAwpw/nt4yc+zgbBnvaq2DgoHbHDkPR5oLTVxN49slZ7lbzYjRYTIkQmHTt9IrAXMBWK6cIq040ZVUwZu4viMe7RpUahNxYb5hDD5scT2FYhgMEYlvyXrt4VsGvQF60MSxQqFQ7BhKHI+FqeT0owuPuaxc1VYBZLxjTDaGetWdKIcfgRo1krwDD6i2xDFSRcy8mQaovv3k8V9c+qWK1+0Rasqbn6kFTyboL+biH4sXBCZCGv7yysNlKQGcZ9qZ0EzNSnke8SlVMVS1ih20vHrLftUjPoBcMHnUaV3LXZGrimO9Gh2CLLtMSWuC2xM5ISkARlw99Eg6wCBhtUNS8+10KOan0/hf9eRsh9/rby3zdS5vlX8x6CqJTk9efurk3/brXvpchdc6BlQcLz2tiVbt2IK5KBAYImX7rTu7knG3utCtrYxitATSNtFKzeTS9Df1tEnzJBQuUgjOC8QXpxshJskn2WLzZV7buG3drP99rnJRly0HqmwsGbEKhULRFwdZHHNfu3f5VOt1VGcGjhn4SHbOjPYds1SdBCBZQzm2ichLi4+VBABcMOiZUNWHq548MXn6xOSpZXnnLXEJwGPs3SYsAL+1zIvrrlFpXQBKZPImezRJzFZ+DbChz6cWsgDuXckCIESyLZHH60mcxswz/n1T3sWAd33ayIDUjVMGTVFSlcecwFgp5QCcE1QnZZOsckSM/6RmCwkAJpXhmmwn/Wn9+if+zHwx8N10tImVlOBexIeSbtuhg+t7dy40x+poZKzorNYtSqEu+7p9OwBAF+lfpyBIeN/9TVmrSgbgpM4fC/vjopMAbfrzg9ufqMptevMuWDfflvlB82X3PWhLPRzX3mn8J7VKil6P3YPvsUVVSMgj3ZMbM6Xs3PW5+h7k0aifaj5T5RxAmqbCTzvevPPQl4KLXbo0npt+mwHjN2e1SQYAP+DfdlGbJUfvow8AeL4q/02B57G2tPw0/ibewjepbSBoWiiv5lyYCWLX8zkbFu5cXHr1v+/kw8/a9AOhhyy+Y5Yqk/W/hRYpV7H8xskNWQWw5Jz8UfEdHb9VD45d8/C2UAeJ9fLsS5tPeh7MUCN0MN587f4ajel/sZVevALwHBX/fJZNdk5nuOqRsG+LPv1BrbELP5Qm4ao769zIsI4/wPrgb+830BylWK54Wtife9XcN1YbDVNOZKgeGqvrr59vjjda1E8AACAASURBVFXu2L1kbpSJjAqFQtEjB1kcS0kCT7+XJffRyffKU/8fE27QOg0/bjFDM69Ga9B/av7u/SnURaRHSIExAEJCR4yI/LBtdBcxWy28xxbXKtqbaF0oZhi730xWOAtfPM/p6fcln/435Mfc9XJVCcB322d3bifpOTnzND/9dKaPuZZqcMQHLRIdgAChcM0tl+0ci78cntDICX76D3DF5RW9Q8P15minOQvfjmw7VkK2H4oR2bcdTenfyU7bvnva3gj506IXfx4XFmChKylTm07qPe5BRH3oNP5zmgu4sXvw49nu7jSh2NyDGUSq+L2T3l/XfG03iz9l0/cnuyeVXgbgy4xOso6YLumsBpaWFBI2XTxt+j+Rqu/uLiFCdwBMMWbSVJuFDLv87pT3YKI+Ph2bmdlEhLv6HaXZI7QxIm3d4whJ3UwGvygfJGz+g91c2sYxmy5Oa5EbpFM6/fupxjGTjHbV+WDi4Ve1xb/FjbmCZHHFIaoG8jbp2SsAN5tebX1vq2/zuvNe2khls6K+TWiL9R0Xaye0+7ahL396HCvBVQ1yhUKxOxxkcVynZJGMTD/rHv93VIanO89oNKnhFomIpo9li1NWAKAaHBEMrgYA0kNfIrIpYrZa+HgW36nYYXE8wfjDlnPLN9ZCs3MnNDwrj/9R4rILL7evGps3R7tfwQdoPoJ66EVSWqRv2QcAXey0rbkT/uztPdimOzo9QNGI1Hoq+Zd3BQOmPQ0uQSAAHwbZuN/07u85fdEVaLPA4KWpl+5bI3XsLSkpLSTJE5WjM0YSPddX2eqYQTaO6JHKCSaRphZ/UL2TTldprWDdnCnFi2Nfw8BeAajCkURqYKY0gP58y7HGjou1M8DuG9Kf8Fj1umGFQqEYNQdfHCv2C/9/e/cW48iV3gf8f07dSDbZ97lqRnPRrDwjbXajSJbX0W6MlbV+SDaOEwdI4iBCgDwEyFPsvCQPAYIARoAAARIgecijkQcDARzDdhJ445XtbOz1QuvdnV2tLmNJOxrNaC490xd2s0nW5ZyTB9Y0yW5eimTxVvz/nqZ6il99dapIfqw6dc4D68n37fcB/ELwswXT59LsHMUhGqs/cW9WRe2SPvdSeD1LcYiIpoX3rYiIiIiIYrxynB13Q+cH1XzR2xVCAQhVrh4W3yhVCrLtVq7UaDwbdvLW846yPvVd1zmUMACUtkOVeyFfd1OaS496S9j+PY5gwnOAiIiIulnc4vheZFyhou5V3+hFZI8IRyrGfKLUtkoytWofO5H1w7q3IZQlIgB1hX3f+7ni8XEVpEGzv1/7Zu8Gzu8dFDfy5acRnH2/eMXzXWv44jh5wd27uZKXfb3jTD6f5BK2f48jmPAcAFA1YUE0nxF8rCr66QOUSiC0ACBSuWpQUjrehpSha8X99utRYc3Sl9zj0784Ci7Q8Xz5ZmUpRJRz4vEHDv31Z5zopfzxsed6RPiN3dW68JfcncbiXvVcYzw+V5icNGfW37etAMByzRwdzL/sXnBF81Ou3GlqjNETe7fuKai+jTOQhFn1Tmyg3HrHmXw+RETTsrjF8Y7WjtI9CpnRi8geEY742mwrXcnudb3kBXdbc52QvOzrHWfy+cwm30StxfEH0cOaiQsU38GBLQAcBGe2ys0pEnP24bIbzyj2pHbqL3nRyZrGVrC7zJn+Xs3zpVk28ROwT+quNvJkddUjQjmSvhR4OrRfWUttnq6oIKTvyDoABXP0OKhuH8FRd5oufvTE3jpY8mW9b+MMJGFWvRMbKLfecSafDxHRtCxucZw9p7V6za/b4UqjDtdGKFP3BpmDevQINAoeQSIioqlb3OJ4I/C8yH1iRKIx7tulWILktH2qXrAiOfpg95ZBzhio+JKNBTjoPsfJeCKclFZbZTVOqykewTPWcmjit0IoUNdi3eRclLylcstaRiKeu0EXDvJ2+30S0efi3yuBH2hh1TYai5EOznYZUO+IQNstlb+/dKA0WnNovSNTV6droraPcEka+fTPMsEzx0MklnqE8cXMahwiovFZ3OJYGjH0Y2ZpFpFGCCPEqCXo7EqrrbIaZ0Y8b7fPDN4oVxygfYTaHiT83it4xkDLo/vtFuD0+y3RPkUPThd6198FqAIw8KfaEImlHmF8MbMah4hofDiUGxERERFRjMUxEREREVFscbtVZFW9UJUyAqD8fD50+q4/jgg0Ch5BIiKiKVrc4ljZkbIjiFzPYYh7SaUEMVIp19dBt4GPBnbUK1MM2wF29AgnpVWuZTVOq8kcwXeizwrwOr/cRtUVr0Xnci2fD34kFQARPyEntLSlcVrGvzPov/u+NKIQP3pqVZb7rm9gCTSf1uqbwwNx+J61U6qbboNN+zLq8vfBEhtHhPHFzGocIqIxWdziWAMjPiOdShFpAAVkd5jjWFoFd1bjTN7/rL3b7b/KBdzPyS8cbuRM8/Phxw9zexBRPq5pCofFc4Xo2mZzmFtlOpfarbTAUXFaSNBixliiZTiZvjm8Z+38x9wPrpW107kGRqWAjn3JBk1sHBHGFzOrcYiIxmRxi+OsciKrUakJPWSH8tEj0Ch4BImIiKZocYtjqaVU1iijb6VSgggjpLJSLGFyQf8LeOOOcFJa5VpW47SazSMIwDYQT7uODDcM4ixEGFPYcSSWVsysxiEiGpPFLY4tLe1hexs3pFKCCCNtZUud8ZuLaZVrWY0zFxwtHD8/7xHGFHYciaUVM6txiIjGhHddiYiIiIhiLI6JiIiIiGKL260ie2pCPLCsTe/AEhpATbn7YV5BAEm79Y0egUbBI0hERDR1i1scazsylgKGGec4zRJEKuMEKkzhEv6elO857plczZYRgGokdrHyxiA7N3qEk9Jqq6zGaTWbR7Bhy7KMpZadamPxib/sycFO2lmIMEeJpRUzq3GIiMZncYvjXTty7Gi4B+FSLEF8qbedsCJTe64rMsJoAUANOxDH6BFapdVWWY1z0qwdwYYPbSe0ojXvsLH4UK9JCy/PW4Q5SiytmFmNQ0Q0PotbHGsDPdqt5lRKEGOgTfbveadVrmU1zlzQRoRPf02aoUZ6mYUIc5RYWjGzGoeIaEwWtzjOqpKtGtcyhVH7U4pAo+ARJCIimqLFLY5dCXe04YVTKUEsAU/qahrXjk9r9Zpf98K1xlTGyshruu6ZASKPHqGbtMq1rMZpmOUjCMCRevnpvMw79WFizkKEOUosrZhZjUNENCaLWxyv1D3Xcj4b6m54iiWIo+yV2pKKrPIQL25nGeSMgYqPqQUMOgHg6BFOSqutshqn1WwewYZXAj+sW071dGPxrArPSjV3EeYosbRiZjUOEdH4LG5xDCMw7JS/aZYgjTSy22M1rbbKapx54RkDLaHj/fUAZ8BfArMQYY4SSytmVuMQEY0Px9AhIiIiIoqxOCYiIiIiii1wt4qMOszVjFQAZOgVQmcqEWgUPIJERERTtLjFcWQp2NFwM+Q1pFKCaKkCJ1CBNdzLOwU0kBrA0CNxjB7hpLTKtazGaTWbRxBAXZooF8/dkK8W5zTCHCWWVsysxiEiGpPFLY6NMBAjjUCfWgkisv9ASlptldU4c8EIGKnjhaH2dxYijCnsOBJLK2ZW4xARjcniFsdZlVNSGhuAGrZeGz0CjYJHkIiIaIoWtzi2tHBGG0MtlRJEQjhapvhcpOPnGv8YuqPG6BFOSqtcy2qcVrN5BAHYBu7ToevEUDc7ZiHCmMKOI7G0YmY1DhHRmCxucSy1JaKRitJ0ShAtReSMNlXfHEirXMtqnLngaIFaYd4jjCnsOBJLK2ZW4xARjQmHciMiIiIiirE4JiIiIiKKLW63iuypCfHAsvJ2VUADUMbxlacggKTd+kaPQKPgESQiIpq6xS2OfamNpYZ7bYoliBbat6JQptBndU/K9xx3I//YEhGAuiru+6U3BunMPHqEk9Jqq6zGaTWbR7Bhy7ICqV1ZbyzWoyVvwOdIZyHCHCWWVsysxiEiGp/FLY73ncCxIy2KQ4y0mWIJEkhVdv3DILPTmKXVVlmNMy8+tB1f1pfdg8bik9qKZeHleYswR4mlFTOrcYiIxmdxi+PsuZ7zLzqhlI6AA8BAa71TOhps/ykl4TeuU0fHIzzrBr+4fODathASgNYm9A7yknfkJyRh+/c4ggnPASIiIupmcYvji7b0bGsb6Na1YvQiskeEI0UpL9nWloWDYXaijSeMZ6u2C+Gyw84ZASWBTrf/1yy9lq8D8umTmgaoj5hV8oK7rblO/H/ysq93nMnnk1zC9u9xBBOeA0P4WulQCWVbbmMxcA7XrA47G9jwBULd4X315nrZwEiRbyzqQtntNMhtjwgJcxjUbCaWMKveiQ2UW+84k8+HiGhaFrc4XpOiIKXV/T746EVkjwhHPIFNKWvZvTqbvODu3VzJy77ecSafTzbcyPkAmp8Ytt9xNSWhBAw6FEarcRf/oxbr3Fw9IiTMYVCzmVjCrHonNlBuveNMPh8iomnhkxBERERERDEWx0REREREscXtVjHvzuzrx/Lxb4gf/E28vN7Sae/duhdqCWDNji654dHf/8JfOm+fMnAcZUqRASAFIlGsqMv/dkvtqv79Ok4X7j6/cnOpXM9Hme0EMklHR/C7W2/4Kt93/VcL8h+syI5HMMTdtZZxCbudA9/38Y79Ax5BIiKiHjJVHFt2Wx83aav1Sw9esmHpyu+6u7vqzdb/fatShITQbdfO/+WDs6+uxCVIQYbnnQMAVqgjM0AReVTEdIywt9M2dNyWVt+Oaoeh2xrhh6H+3dIffc77JMqH9nJbcKNFUM0DWAKA8ie4r4MXgebLb4v7h1IBuCLyl1A6+vuSzPlmA4AjdMnyAQhtlMkpeC/m1KHGt53fqaHSY7+Mu+16tzeeLgpp3ELt2DpHrf3Nj/5OLVxK3lYAWpsLBhEGKPuOSv9ucQY9diPm88NQ31n/vwmP4HbJBNrrkdV5/dwN9aULtvSNQKcjmJP3Wzt4djsH6vajT7wfbbQHt73ActqeGF2VeMbCH8s/2dq7fvP+X+3baAD+9Wl71fIAnHEqvqiuRmsIcagv3AvLN3LbR6vtKOtTPz5XX8jXW5/ouh9cKFpLJyN8txb95l6iB7Z+/tpv13P3ftp56FxAl0fFmru2sffK63J9RhIbJatjiQGD5XZ04DrGGeLwjZhPa1vlim0fL06evZOJaEIyVRzbXtC6KKUubuwBAPY+xR1j/10EzXJNrXwIO7DK14VqjjH8Ym79gm03ShBLqrxXByBqRmnvqIi8eeq/+dZ+xwRO1W5cLb9+VMScjPBb5SBXDb6M5of+oYi2ZVWZ0mpLnPuIPj39nWLXHd1tXfDu1BA1i+MLpz72LR/Apn8G1WZhtGmhogHAcsN88QCA2NONgurrJQtA/uo3D52trtscwN6nuFOPdBDleq93qnbjQvWNRlsBcIRYcSwAFgQAZbyTZd+9/O2qiABoU7xkmmXEUemP9mY/ivNiTv3pRtcDl3o+wdK95EfwtUv3e2QF4Gr5qz/z8LWjxZNHMN/+XGm3c2B9dWvjdJ9tHXmE7z0p3Au8u71Xe+nxm64qAVZoACDn+lLWHYQAArOWlxpoVlcVe/+2Ey8+r8+7bZ8/q6HxTkZYscxLef2k8MHHy2/1zuSzM297dn2990pPd80ReZS/MlOJDZcVgKItc9LK6/gkaOR2ceO9vom99PhNYDV8WuK27iCGPXyj5IOebZVb7vXTnYgoRZkqjjs6+HBp61sbAETUduUwd2dfoB6atusZj378X5/g4E8BAFpEkfQB/IH+SBjxT372n329tAIgf+HtbkXk1bL1M/hauvkfKs9XvQ6TNm2VUV07dWgAge78qpXgYmH3NABHt93KL4eFfdP/Wm9CFzbf7bvOjUrh1cfN5FeCCyvBhWPrHCv7VpYeedIHUAhOo+U79Kj0B6CMrCkHgGlpma+XrN0zP963H08mH9c53AlSa8wzqu26crcjeKTbOeBre6CspFN57uz3eq/zS+GvlKLm/I515fjGKer4L5vtMz+6dnUtH1fnsnIGLenlJXSnCJcdcXnF+qC0i80+mRxq6zDx3j1rtV2GnJHEhsgKwHPl14/FueyIn0+Q2C+Fv7LUcs/g2A5iqMM3Sj7o2VZl41W9DqMLuaGxORYcEaUq+8WxDuQz7l97rF6tR05rcazMTwPHh+mKvF/WLfcKG5/Em7n7Hz/479rE1wtzai3hFdaV4OLS3ikAjioMnf/v3f/id3cv91jhHxfyKy1fGW/vXClDA/ii9K53OrzSWJ7pkM9//vird83h0HkO4e9ZV14f8ATsu3cAVoKL14NzABy0zTvYdwdTzOdH5Qu/vvU3BouVOLFuR3DCWTX8LS9fall8bv91DeMa2XHeyUf+8v87fL7x75ccJ9dpnY4RflS+8OtP0sz8TXv5F1t+ccxIYkNk1U2SxAY6dhPIp78vdPjbK7fVpSfsQ09Eacp+cQxACG+vfnx+ZtPp43Tf79Agm15b9wBpkg7xIY3lqtQuH1JCDsSxspgmptj4SBlhGu3RI4zJzCaWlszvIBFRQpkayi0Krf4rERERERF1kakrx36lsPXhpeN/fCT6PBc2oN17Z7dQ7fhfm2aj49970JEVVD1EbWV9FNhHO1ILuj/WNecOTXQPfTpyLCPxhfqRzVo+RN08RC3oMSs9sGMmOrbDrOVDRDSKTBXHke9+9K2Xj/3RC3fyq2ujhK3Yq7958V/8r3sFKQIA++E/inTnqVM9y16yg47/1fAgMlfa/3Koinerq+uR3mj5ajn0l4925OCKhc3m+paGbH/6RJj2OYwNGnNRy/bbo/9b3ftXtV4PyT0xtQn3RfgG7n4j6DMYwvulZy+KZl7d9i4JO4LTs2tiivlIDadXqTCYb6i7rwW9urn/YfHUedH8fTWZrBqEO8CNeGGOn70JpZ75sXnjZySx5Fn9cvUPPzV9Ntz37TzQsZtAPgkpC5p9P4honDJVHHejRdvFvlO5reeKH3Zc07N8IfCweu6D/RvNl0NWnNWKQvz4nvDQpftGFdhNY3oF0/2j/0xZr7RftrYLbb1jVg+NpQ2AJa/t68iqhbmHBz02enmoVMct4d596/Duf3j8Tu9QS1HtGkZ9rD1hPqW6ufYoxUfoA6DXjy5xZQOyeVJOKisA+DX7Lbt7hfULxcKvnW6OUuiFWK/EbxDLMa3vo39+/61HUeffnABqOrym08z8zLJGyzONM5JY8qwuP9FuNOp2ex87DHL4UsknoftrolxgdUxEYySuXr06lQ1/7nPXvvKVLx8t7uzs3rlzZxwb8sKdi2uvPtptXrF9pnDvC2s3e7zk3uHFd/a+eLR4eiP89+7A/SW6uVYNv1xujnO848hPPXs91M/6zesun+TFRvR/Gv/+8yvWnU3xtwv3/t3aTQCWQt44QjW/l0Tir4mOzyDOuFnbu1nLp2E2s0LjumSy3JgYZi+rWcsHQGgFgdStcze5EeyuP16Ok1LadvOSUBRF9Xo91QQz4qPf/4dhyxDpa9fesZy57xhTL29W7l8+Wly5dOv8y380XKi9T3/qwZ9/9WjRW90unbs9YnqzYOejL+iWKcn+y+43/2K313WZDFuIK8cZUBTRs1YVQLeL1kREi2iUj0QbSPeRlKy4LRG2LC552nHnfzTpqmmdSKbgmvOrw3aKeqIftCw5linl5r99gD3RdnfVWuB6gw8XERERERHFFv3KsTGyatYAeKJii863jVxd//zen/2Vi694dg7Adx79pBaFHdfsKxLWRpgDmoMfOzpciSquybX+UHH1gt7IICIiIpquhS+OIQOzBMARdaBzcSxgXF0rSZOTAOCaMDJDFq+Ogadla3EsoR0TSuO2FscSc9g7mIiIiGj+LXpxLGAkosY/pp3LAB7un33/4QuNf3u2tp3OV7LdtfWlCxcSxvR3dw/u9hnIrIf16zekm3Swpt1bt5Sf6PEOq+fzQKs/dUOMYaO985n8RgG4EKXr15Nvt3zrlg6Ob9cAepDTfPRjKhIPuqcNDJBbXy9O5Iw9ltjkj+lAbbt/65ZqP5qN5hrUoM1buXt3oMPX0UB7Wr51K2xv29B3VcvwPfulx1u5emA3/3K6rEs1JJTP50ql5nNm5fLevXv3k754kZzxZWt30/cfuBkY4N3x7XzL4sdb7ve+vTJcqHw53zpA7M6hdf+u13Xt+THSqLfZsvDFsVArVp8PRy2sbe/cB6F0lAGwbZUCJH46+oQl1fY9oWH5MmeZwfq9R8quBk/f5kbXROeX53XBkUnf/AHCqhr+4ZSiKEmZ9NOhGnlKpTAYU35hNmoEPLEspNt/VQBAJfJUNOp2J39MjS64kzpjW03+mA7atsHIRxODN+9hGs070J7WIi9ob9sozLWOEVeJ3LJSfkvNXoi0lbybm+O6urlT1dA9qM9/0TcGp9pG6kMYCT3E2PIzRrSfWqHC0EdfhG0v1BqpvENpdix6cZxEKNw7SzfuVIHGc5z2mVGaraBCoHmhI5T2gZVztEbP+aWIiIiIaAL4o5mIiIiIKMYrxwtE1A+w/0jDBiChkCuZ5dPj2tb2ncatZ4lIQJmNK7DGfrItzkZbt2shwkS2O/k9FfUDs7+tIQFjIUBuZXxnbNt2J7+n23eMMqbxxoSe0Kk7jead1vuFaJIKTzynkrS3ZG0zCIrNW8fTei21WsRPpYf1czuPNnusoPTkRr5ejXRRhdZkngY0Cio0kAAMIqHH+a5QIVTjvkQooIZ6fIgbnbHtTn6LRkGFgAUYgdCM9YxtNY221Sp+Y8qJnUVTad5pvV+IJsipWIWdpF3tg5JCS5E6rddSq4Uojl3d9viz0lZtkPLXMcHzlZsvnP28a3kAbm7f9dXw59NG5AKFo0Vp4J6YetXT45qoUwCAQdJJYUfSmGKpfcIdbnS+tzv5LQooCT35R12msafGTOSN2b7RKTSvhdBM4/1CRJTQQhTHeVXpv1LPl//c1m/96oufW80vAfg3n72zXR8+oKPPAy/2XqeoKvVxXbw29tPhnMd8xcbIEcb04EZncrtT2FMxjcp4Km1rYQpT/0yjeY1AGgO4EBGNDR/IIyIiIiKKLcSVY2owuRVzujk5H8QYfxqZjSttvQmtpLMAcKMzu90pbHGCZ2zbdhegbTGl5p3W+4VoisK8Um6zH5FTs6wg6dttWq9dcAtRHN/f+86m/f7QL3+yWwNwc/te3i0DqEfJR5zvIJKPDuVu73WMGc8tXSEm91U0lSfQF2ejU9nu5Lc4yTO21SK0LabUvBybghaPcnVYaD6qZAXCSnzfflqvXXDZ/5xSwttHfj8apT+fBWf9f/zkh0am0BHYQBn0m+10kB55lsBZp8sLLJH8mZecFOe7xUlAiwFee8YRMCl0O1ycjQpADzLFeSrbncKeTvCMbTX5PR1oi5spnUVTad4R9/TTxFNDExGlJfvFcWQvRfZS//XmloCxReeqSQuT/LuwR5wkwkGe8LMAMcK2FnCjwGDP9qey3cnv6STP2FaT39OpnEVTad6R93TyY3gQ0aLjBXYiIiIiolj2rxwvMlnedSoHCVcWeqSOzvZP3k9+gUeE6YxatTgbncp2J7/FSZ6xrRahbTGl5p3W+4Vodjg1ywqa7wIrGGSmhSm9dsGxOM40rVIsIHqbyrfa4mx0Ktudwp5O8IxttRBti+k0L+tdIiuQQz8JN63XLjgWx3NvR+lHNX79EFEGecZr/W73JzaFOBEtMBbHcy8SpmJPZYY2IqLxcv22B/IOciay+HweEY0Xi+O5ZwSU5LcFEWWRaBvtIrCF4l1iIhozFsdEREREqaltBkEp6R3doNjWWWhar6VWLI6JiIiIUhMUIwxbek7rtdSKN6iIiIiIiGK8cjzrLj/Wpw5w+YzGRucVHIVSPZ15woiIZsqx+fJO7xvdPgd2nkP1EFHaWBzPus2K2axgc6lr+Ss1vHCSGRERTcix4ni5ZnglgIjGjcXxXDq78mCjuD3tLIiIJspgpP6UQggpm50JdUlHz7CDZgc3f0cHLQ1z/XxgO/700klHdTfcqzYXnzsdfu1L5eFCPb5dvf2kubi2pK5emPv2AbB1a9oZzAwWx3PJlsqWtWlnQUQ0zyS/Azs7NjqoaxnHnvtL9sfmTnYsU8rpLuv2ceC0tYYl4c1/+1ArPpBHRERERBRjcUxEREREFGNxTEREREQUY3+r+fD2Z8+8/+TU0yUp4E4zGyKiaTDw26aTHtDq6sr5888cLd65c+ftt7+bRl5Z809X7JWWS2e//f2Sr3PTSycdp+38805z8Q/eXfrVt58dLtTnvY2/Xmgufrzl/v69ldGymwmv5ESupbv5432r+7oZx+J4PtQjux7xYBHRgsuP8mKdKxWj1aPF7dr2Z7v8XO1AldruKx/6sqbm/j7zsifQUhxXAzn00X+mJNFSHIcKB/W5bx8AxhNoKY61Ed3XzbgsHE4iIiIiolSwOCYiIiIiivGOEhEREXX1peJFM0JX7xlhi3F1EjjnFDdWCv3Xm3k5yZowxoYgIiKirnJycR/MSsISMi94Hz5TeDiJiIiIiGKzcuV4dXWlWHxh2lkQEVFmScnrQUTU36wUx1JK1+XYvUREREQ0TbNSHBMREdEs+E+f/Vnmr7L7Khz6tTcrDz6q76SYzGzaC2vTTmFqWBwTERFR056qQ007iRkWGLUTVqedBY1Rxn8aEhERERElJ65evTqVDdu2nc/P/VztREQ0p4Ig9H1/2lkQ0cyZWreKKIoODirT2joRERER0UnsVkFEREREFGNxTEREREQUY3FMRERERBRjcUxEREREFGNxTEREREQUY3FMRERERBRjcUxEREREFGNxTEREREQUY3FMRERERBRjcUxEREREFGNxTEREREQUY3FMRERERBRjcUxEREREFGNxTEREREQUY3FMRERERBRjcUxEivlTBAAAALpJREFUREREFGNxTEREREQUY3FMRERERBRjcUxEREREFGNxTEREREQUY3FMRERERBRjcUxEREREFGNxTEREREQUY3FMRERERBRjcUxEREREFGNxTEREREQUY3FMRERERBRjcUxEREREFGNxTEREREQUY3FMRERERBRjcUxEREREFGNxTEREREQUY3FMRERERBRjcUxEREREFGNxTEREREQUY3FMRERERBRjcUxEREREFGNxTEREREQU+/+IcMU6cXl4LAAAAABJRU5ErkJggg==\n", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "execution_count": 23 - } - ], - "source": [ - "import gdstk\n", - "import cairosvg\n", - "from IPython.display import Image\n", - "\n", - "\n", - "library = gdstk.read_gds('hgu_comp.gds')\n", - "#print(library.cells)\n", - "top_cells = library.top_level()\n", - "top_cells[0].write_svg('hgu_comp.gds.svg')\n", - "cairosvg.svg2png(url='hgu_comp.gds.svg', write_to='hgu_comp.gds.png', scale=5)\n", - "Image('hgu_comp.gds.png')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "xRLFgdRXr8Gk" - }, - "source": [ - "# LVS CHECK" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "qxMoRiVsr_ac", - "outputId": "f9978f78-8b9d-4c2e-b77b-07af12db50b9" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "Netgen 1.5.287 compiled on Thu Dec 5 03:50:50 PM UTC 2024\n", - "Warning: netgen command 'format' use fully-qualified name '::netgen::format'\n", - "Warning: netgen command 'global' use fully-qualified name '::netgen::global'\n", - "Reading netlist file ./lvs/hgu_comp.spice\n" - ] - }, - { - "output_type": "stream", - "name": "stderr", - "text": [ - "Error in SPICE file read: No file ./lvs/hgu_comp.spice\n", - "-1\n" - ] - } - ], - "source": [ - "%%script bash -c \"netgen -noconsole\"\n", - "lvs {./lvs/hgu_comp.spice hgu_comp} {./lvs/hgu_comp_flat.spice hgu_comp_flat} TCL_scripts/setup.tcl comp.out\n", - "exit" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "fTKLJ7js0fXg", - "outputId": "1ecc5e02-8ce2-4541-8957-3ef3f1520b70" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "/content/hgu_goss/lvs\n" - ] - } - ], - "source": [ - "%cd ../lvs" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "yJPxTcXTyyM5", - "outputId": "7b815796-4a57-4cae-bd2c-1af43c307a3e" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "\n", - "Circuit 1 cell sky130_fd_pr__nfet_01v8 and Circuit 2 cell sky130_fd_pr__nfet_01v8 are black boxes.\n", - "Warning: Equate pins: cell sky130_fd_pr__nfet_01v8 is a placeholder, treated as a black box.\n", - "Warning: Equate pins: cell sky130_fd_pr__nfet_01v8 is a placeholder, treated as a black box.\n", - "\n", - "Subcircuit pins:\n", - "Circuit 1: sky130_fd_pr__nfet_01v8 |Circuit 2: sky130_fd_pr__nfet_01v8 \n", - "-------------------------------------------|-------------------------------------------\n", - "1 |1 \n", - "2 |2 \n", - "3 |3 \n", - "4 |4 \n", - "---------------------------------------------------------------------------------------\n", - "Cell pin lists are equivalent.\n", - "Device classes sky130_fd_pr__nfet_01v8 and sky130_fd_pr__nfet_01v8 are equivalent.\n", - "\n", - "Circuit 1 cell sky130_fd_pr__pfet_01v8 and Circuit 2 cell sky130_fd_pr__pfet_01v8 are black boxes.\n", - "Warning: Equate pins: cell sky130_fd_pr__pfet_01v8 is a placeholder, treated as a black box.\n", - "Warning: Equate pins: cell sky130_fd_pr__pfet_01v8 is a placeholder, treated as a black box.\n", - "\n", - "Subcircuit pins:\n", - "Circuit 1: sky130_fd_pr__pfet_01v8 |Circuit 2: sky130_fd_pr__pfet_01v8 \n", - "-------------------------------------------|-------------------------------------------\n", - "1 |1 \n", - "2 |2 \n", - "3 |3 \n", - "4 |4 \n", - "---------------------------------------------------------------------------------------\n", - "Cell pin lists are equivalent.\n", - "Device classes sky130_fd_pr__pfet_01v8 and sky130_fd_pr__pfet_01v8 are equivalent.\n", - "\n", - "Circuit 1 cell sky130_fd_pr__pfet_01v8_hvt and Circuit 2 cell sky130_fd_pr__pfet_01v8_hvt are black boxes.\n", - "Warning: Equate pins: cell sky130_fd_pr__pfet_01v8_hvt is a placeholder, treated as a black box.\n", - "Warning: Equate pins: cell sky130_fd_pr__pfet_01v8_hvt is a placeholder, treated as a black box.\n", - "\n", - "Subcircuit pins:\n", - "Circuit 1: sky130_fd_pr__pfet_01v8_hvt |Circuit 2: sky130_fd_pr__pfet_01v8_hvt \n", - "-------------------------------------------|-------------------------------------------\n", - "1 |1 \n", - "2 |2 \n", - "3 |3 \n", - "4 |4 \n", - "---------------------------------------------------------------------------------------\n", - "Cell pin lists are equivalent.\n", - "Device classes sky130_fd_pr__pfet_01v8_hvt and sky130_fd_pr__pfet_01v8_hvt are equivalent.\n", - "Flattening unmatched subcell hgu_clk_async in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__mux2_1 in circuit hgu_sarlogic (1)(2 instances)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__dfbbp_1 in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(2 instances)\n", - "Flattening unmatched subcell hgu_delay_no_code in circuit hgu_sarlogic (1)(2 instances)\n", - "Flattening unmatched subcell hgu_sw_cap in circuit hgu_sarlogic (1)(16 instances)\n", - "Flattening unmatched subcell hgu_sw_cap_pmos in circuit hgu_sarlogic (1)(18 instances)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(4 instances)\n", - "Flattening unmatched subcell hgu_pfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(2 instances)\n", - "Flattening unmatched subcell hgu_nfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(2 instances)\n", - "Flattening unmatched subcell hgu_clk_sample in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell hgu_clk_div in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__dfbbp_1 in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(3 instances)\n", - "Flattening unmatched subcell hgu_delay in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell hgu_delay_no_code in circuit hgu_sarlogic (1)(4 instances)\n", - "Flattening unmatched subcell hgu_sw_cap in circuit hgu_sarlogic (1)(32 instances)\n", - "Flattening unmatched subcell hgu_sw_cap_pmos in circuit hgu_sarlogic (1)(36 instances)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(8 instances)\n", - "Flattening unmatched subcell hgu_pfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(4 instances)\n", - "Flattening unmatched subcell hgu_nfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(4 instances)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__nand2_1 in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell hgu_sarlogic_8bit_logic in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__dfbbp_1 in circuit hgu_sarlogic (1)(18 instances)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__mux4_4 in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__buf_1 in circuit hgu_sarlogic (1)(3 instances)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__buf_4 in circuit hgu_sarlogic (1)(3 instances)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__buf_16 in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell hgu_sarlogic_sw_ctrl in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__dfbbn_1 in circuit hgu_sarlogic (1)(14 instances)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__mux2_1 in circuit hgu_sarlogic (1)(14 instances)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__buf_1 in circuit hgu_sarlogic (1)(2 instances)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__buf_4 in circuit hgu_sarlogic (1)(2 instances)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__buf_16 in circuit hgu_sarlogic (1)(2 instances)\n", - "Flattening unmatched subcell hgu_sarlogic_retimer in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__dfbbp_1 in circuit hgu_sarlogic (1)(8 instances)\n", - "Flattening unmatched subcell hgu_delay_no_code in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell hgu_sw_cap in circuit hgu_sarlogic (1)(8 instances)\n", - "Flattening unmatched subcell hgu_sw_cap_pmos in circuit hgu_sarlogic (1)(9 instances)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(2 instances)\n", - "Flattening unmatched subcell hgu_pfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell hgu_nfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(1 instance)\n", - "Flattening unmatched subcell sky130_fd_sc_hd__buf_2 in circuit hgu_sarlogic (1)(1 instance)\n", - "\n", - "Class hgu_sarlogic_flat (0): Merged 257 parallel devices.\n", - "Class hgu_sarlogic (1): Merged 235 parallel devices.\n", - "Subcircuit summary:\n", - "Circuit 1: hgu_sarlogic_flat |Circuit 2: hgu_sarlogic \n", - "-------------------------------------------|-------------------------------------------\n", - "sky130_fd_pr__pfet_01v8_hvt (1148->1062) |sky130_fd_pr__pfet_01v8_hvt (1141->1062) \n", - "sky130_fd_pr__nfet_01v8 (1284->1166) |sky130_fd_pr__nfet_01v8 (1273->1166) \n", - "sky130_fd_pr__pfet_01v8 (73->20) |sky130_fd_pr__pfet_01v8 (69->20) \n", - "Number of devices: 2248 |Number of devices: 2248 \n", - "Number of nets: 1312 |Number of nets: 1312 \n", - "---------------------------------------------------------------------------------------\n", - "Resolving symmetries by property value.\n", - "Netlists match uniquely.\n", - "\n", - "Subcircuit pins:\n", - "Circuit 1: hgu_sarlogic_flat |Circuit 2: hgu_sarlogic \n", - "-------------------------------------------|-------------------------------------------\n", - "sar_clk |sar_clk \n", - "ready |READY \n", - "async_setb_delay_cap_ctrl_code[0] |async_setb_delay_cap_ctrl_code[0] \n", - "async_setb_delay_cap_ctrl_code[1] |async_setb_delay_cap_ctrl_code[1] \n", - "async_setb_delay_cap_ctrl_code[2] |async_setb_delay_cap_ctrl_code[2] \n", - "sample_delay_cap_ctrl_code[12] |sample_delay_cap_ctrl_code[12] \n", - "sample_delay_cap_ctrl_code[13] |sample_delay_cap_ctrl_code[13] \n", - "sample_delay_cap_ctrl_code[14] |sample_delay_cap_ctrl_code[14] \n", - "sample_delay_cap_ctrl_code[0] |sample_delay_cap_ctrl_code[0] \n", - "sample_delay_cap_ctrl_code[1] |sample_delay_cap_ctrl_code[1] \n", - "sample_delay_cap_ctrl_code[2] |sample_delay_cap_ctrl_code[2] \n", - "sample_delay_cap_ctrl_code[4] |sample_delay_cap_ctrl_code[4] \n", - "sample_delay_cap_ctrl_code[5] |sample_delay_cap_ctrl_code[5] \n", - "sample_delay_cap_ctrl_code[6] |sample_delay_cap_ctrl_code[6] \n", - "sample_delay_cap_ctrl_code[8] |sample_delay_cap_ctrl_code[8] \n", - "sample_delay_cap_ctrl_code[9] |sample_delay_cap_ctrl_code[9] \n", - "sample_delay_cap_ctrl_code[10] |sample_delay_cap_ctrl_code[10] \n", - "retimer_delay_code[0] |retimer_delay_code[0] \n", - "retimer_delay_code[1] |retimer_delay_code[1] \n", - "retimer_delay_code[2] |retimer_delay_code[2] \n", - "async_resetb_delay_cap_ctrl_code[0] |async_resetb_delay_cap_ctrl_code[0] \n", - "async_resetb_delay_cap_ctrl_code[1] |async_resetb_delay_cap_ctrl_code[1] \n", - "async_resetb_delay_cap_ctrl_code[2] |async_resetb_delay_cap_ctrl_code[2] \n", - "sample_delay_offset |sample_delay_offset \n", - "retimer_eob_delay_offset |retimer_eob_delay_offset \n", - "async_delay_offset |async_delay_offset \n", - "sample_clk_b |sample_clk_b \n", - "sel_bit[0] |sel_bit[0] \n", - "sel_bit[1] |sel_bit[1] \n", - "VSS |VSS \n", - "VDD |VDD \n", - "sample_clk |sample_clk \n", - "ext_clk |EXT_CLK \n", - "comp_result |COMP_RESULT \n", - "async_resetb_delay_cap_ctrl_code[3] |async_resetb_delay_cap_ctrl_code[3] \n", - "async_setb_delay_cap_ctrl_code[3] |async_setb_delay_cap_ctrl_code[3] \n", - "sample_delay_cap_ctrl_code[3] |sample_delay_cap_ctrl_code[3] \n", - "sample_delay_cap_ctrl_code[7] |sample_delay_cap_ctrl_code[7] \n", - "sample_delay_cap_ctrl_code[11] |sample_delay_cap_ctrl_code[11] \n", - "sample_delay_cap_ctrl_code[15] |sample_delay_cap_ctrl_code[15] \n", - "retimer_delay_code[3] |retimer_delay_code[3] \n", - "vdd_sw[7] |vdd_sw[7] \n", - "vdd_sw[5] |vdd_sw[5] \n", - "vdd_sw[4] |vdd_sw[4] \n", - "vdd_sw[6] |vdd_sw[6] \n", - "vdd_sw[1] |vdd_sw[1] \n", - "vdd_sw[2] |vdd_sw[2] \n", - "vdd_sw[3] |vdd_sw[3] \n", - "sar_result[0] |sar_result[0] \n", - "sar_result[7] |sar_result[7] \n", - "sar_result[1] |sar_result[1] \n", - "sar_result[4] |sar_result[4] \n", - "sar_result[5] |sar_result[5] \n", - "sar_result[2] |sar_result[2] \n", - "sar_result[3] |sar_result[3] \n", - "sar_result[6] |sar_result[6] \n", - "vss_sw[1] |vss_sw[1] \n", - "vss_sw[2] |vss_sw[2] \n", - "vss_sw[3] |vss_sw[3] \n", - "vss_sw[5] |vss_sw[5] \n", - "vss_sw[4] |vss_sw[4] \n", - "vss_sw[6] |vss_sw[6] \n", - "vss_sw[7] |vss_sw[7] \n", - "vss_sw_b[1] |vss_sw_b[1] \n", - "vss_sw_b[2] |vss_sw_b[2] \n", - "vss_sw_b[3] |vss_sw_b[3] \n", - "vss_sw_b[6] |vss_sw_b[6] \n", - "vss_sw_b[4] |vss_sw_b[4] \n", - "vss_sw_b[5] |vss_sw_b[5] \n", - "vss_sw_b[7] |vss_sw_b[7] \n", - "vdd_sw_b[3] |vdd_sw_b[3] \n", - "vdd_sw_b[2] |vdd_sw_b[2] \n", - "vdd_sw_b[1] |vdd_sw_b[1] \n", - "vdd_sw_b[4] |vdd_sw_b[4] \n", - "vdd_sw_b[5] |vdd_sw_b[5] \n", - "vdd_sw_b[6] |vdd_sw_b[6] \n", - "vdd_sw_b[7] |vdd_sw_b[7] \n", - "---------------------------------------------------------------------------------------\n", - "Cell pin lists are equivalent.\n", - "Device classes hgu_sarlogic_flat and hgu_sarlogic are equivalent.\n", - "\n", - "Final result: Circuits match uniquely.\n", - ".\n", - "\n" - ] - } - ], - "source": [ - "with open('comp.out', 'r') as f:\n", - " print(f.read())" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "gYhixeigVUEj" - }, - "source": [ - "# Simulations\n", - "To see how the final design functions, run simulations." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "cVcCyWxool3D", - "colab": { - "base_uri": "https://localhost:8080/" - }, - "outputId": "fe7cc4a3-86e6-476d-81df-85a208666f1a" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "/content/hgu_goss/hgu/spice\n" - ] - } - ], - "source": [ - "%cd /content/hgu_goss/hgu/spice\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "yKQjM1AZsq5v", - "colab": { - "base_uri": "https://localhost:8080/" - }, - "outputId": "3cb4f252-72cf-43da-c3f7-57e7b5f082a6" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "* NGSPICE file created from hgu_comp_flat.ext - technology: sky130A\n", - "\n", - ".subckt hgu_comp ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q a_1566_n378# a_1248_n288#\n", - "X0 ready.t0 a_564_n1721# VDD.t38 VDD.t37 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", - "X1 a_564_n1721# a_476_n1721# a_564_n1266# VSS.t62 sky130_fd_pr__nfet_01v8 ad=0.244 pd=2.26 as=0.122 ps=1.13 w=0.84 l=0.15\n", - "X2 comp_outn.t2 a_1950_n1721# VDD.t18 VDD.t17 sky130_fd_pr__pfet_01v8 ad=0.26 pd=2.3 as=0.139 ps=1.17 w=0.84 l=0.15\n", - "X3 Q cdac_vn.t0 a_582_n700# VSS.t65 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X4 a_1950_n1721# RS_n VDD.t10 VDD.t9 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", - "X5 a_482_n1818# a_1716_n1348# VSS.t37 VSS.t36 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.143 ps=1.54 w=0.46 l=0.15\n", - "X6 P cdac_vp.t0 a_582_n700# VSS.t52 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X7 a_564_n1721# a_482_n1818# a_476_n1721# VDD.t0 sky130_fd_pr__pfet_01v8 ad=0.122 pd=1.13 as=0.244 ps=2.26 w=0.84 l=0.15\n", - "X8 VDD.t36 a_1026_n1747# comp_outp.t2 VDD.t35 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.26 ps=2.3 w=0.84 l=0.15\n", - "X9 VSS.t56 RS_p a_1026_n1747# VSS.t55 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", - "X10 VDD.t50 clk.t0 a_1248_n288# VDD.t49 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.145 ps=1.29 w=1 l=0.15\n", - "X11 a_582_n700# cdac_vp.t1 P VSS.t61 sky130_fd_pr__nfet_01v8 ad=0.31 pd=2.62 as=0.165 ps=1.33 w=1 l=0.15\n", - "X12 a_582_n700# cdac_vn.t1 Q VSS.t28 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X13 VDD.t24 a_852_n296# a_476_n1721# VDD.t23 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.26 ps=2.3 w=0.84 l=0.15\n", - "X14 ready.t1 a_564_n1721# VSS.t47 VSS.t46 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", - "X15 comp_outp.t1 a_1026_n1747# VDD.t34 VDD.t33 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.139 ps=1.17 w=0.84 l=0.15\n", - "X16 a_476_n1721# a_852_n296# VDD.t22 VDD.t21 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.139 ps=1.17 w=0.84 l=0.15\n", - "X17 comp_outn.t5 a_1950_n1721# VSS.t17 VSS.t16 sky130_fd_pr__nfet_01v8 ad=0.143 pd=1.54 as=0.0759 ps=0.79 w=0.46 l=0.15\n", - "X18 VDD.t48 RS_p a_1026_n1747# VDD.t47 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", - "X19 VDD.t20 a_852_n296# a_476_n1721# VDD.t19 sky130_fd_pr__pfet_01v8 ad=0.26 pd=2.3 as=0.139 ps=1.17 w=0.84 l=0.15\n", - "X20 a_582_n700# cdac_vp.t2 P VSS.t59 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X21 a_582_n700# cdac_vn.t2 Q VSS.t38 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X22 a_564_n1266# a_482_n1818# VSS.t6 VSS.t5 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.13 as=0.244 ps=2.26 w=0.84 l=0.15\n", - "X23 VSS.t44 a_1026_n1747# comp_outp.t5 VSS.t43 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.143 ps=1.54 w=0.46 l=0.15\n", - "X24 a_1950_n1721# RS_n VSS.t11 VSS.t10 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", - "X25 a_1566_n378# clk.t1 VDD.t12 VDD.t11 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.145 ps=1.29 w=1 l=0.15\n", - "X26 VSS.t27 a_852_n296# a_476_n1721# VSS.t26 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.143 ps=1.54 w=0.46 l=0.15\n", - "X27 Q cdac_vn.t3 a_582_n700# VSS.t0 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X28 VDD.t6 a_1248_n288# a_852_n296# VDD.t5 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", - "X29 a_482_n1818# a_1716_n1348# VSS.t35 VSS.t34 sky130_fd_pr__nfet_01v8 ad=0.143 pd=1.54 as=0.0759 ps=0.79 w=0.46 l=0.15\n", - "X30 a_582_n700# clk.t2 VSS.t64 VSS.t63 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X31 comp_outp.t4 a_1026_n1747# VSS.t42 VSS.t41 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.0759 ps=0.79 w=0.46 l=0.15\n", - "X32 VSS.t9 a_1248_n288# a_852_n296# VSS.t8 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", - "X33 P cdac_vp.t3 a_582_n700# VSS.t45 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.31 ps=2.62 w=1 l=0.15\n", - "X34 a_1248_n288# a_1566_n378# VDD.t44 VDD.t43 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.145 ps=1.29 w=1 l=0.15\n", - "X35 Q clk.t3 VDD.t2 VDD.t1 sky130_fd_pr__pfet_01v8 ad=0.29 pd=2.58 as=0.145 ps=1.29 w=1 l=0.15\n", - "X36 VDD.t32 a_1026_n1747# comp_outp.t0 VDD.t31 sky130_fd_pr__pfet_01v8 ad=0.26 pd=2.3 as=0.139 ps=1.17 w=0.84 l=0.15\n", - "X37 RS_n a_1716_n1348# VSS.t33 VSS.t32 sky130_fd_pr__nfet_01v8 ad=0.244 pd=2.26 as=0.122 ps=1.13 w=0.84 l=0.15\n", - "X38 comp_outn.t1 a_1950_n1721# VDD.t16 VDD.t15 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.26 ps=2.3 w=0.84 l=0.15\n", - "X39 a_582_n700# cdac_vp.t4 P VSS.t4 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X40 a_582_n700# cdac_vn.t4 Q VSS.t57 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X41 a_1716_n1348# a_1566_n378# VSS.t51 VSS.t50 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", - "X42 VSS.t31 a_1716_n1348# a_482_n1818# VSS.t30 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.0759 ps=0.79 w=0.46 l=0.15\n", - "X43 VSS.t3 clk.t4 a_582_n700# VSS.t2 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.31 ps=2.62 w=1 l=0.15\n", - "X44 VSS.t25 a_852_n296# a_476_n1721# VSS.t24 sky130_fd_pr__nfet_01v8 ad=0.143 pd=1.54 as=0.0759 ps=0.79 w=0.46 l=0.15\n", - "X45 Q a_1566_n378# a_1248_n288# VSS.t49 sky130_fd_pr__nfet_01v8 ad=0.29 pd=2.58 as=0.29 ps=2.58 w=1 l=0.15\n", - "X46 P cdac_vp.t5 a_582_n700# VSS.t29 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X47 RS_n RS_p VDD.t46 VDD.t45 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.122 ps=1.13 w=0.84 l=0.15\n", - "X48 VDD.t14 a_1950_n1721# comp_outn.t0 VDD.t13 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.139 ps=1.17 w=0.84 l=0.15\n", - "X49 a_1716_n1348# a_1566_n378# VDD.t42 VDD.t41 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", - "X50 a_582_n700# clk.t5 VSS.t19 VSS.t18 sky130_fd_pr__nfet_01v8 ad=0.31 pd=2.62 as=0.165 ps=1.33 w=1 l=0.15\n", - "X51 a_582_n700# cdac_vn.t5 Q VSS.t58 sky130_fd_pr__nfet_01v8 ad=0.31 pd=2.62 as=0.165 ps=1.33 w=1 l=0.15\n", - "X52 VDD.t40 clk.t6 P VDD.t39 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.29 ps=2.58 w=1 l=0.15\n", - "X53 VSS.t40 a_1026_n1747# comp_outp.t3 VSS.t39 sky130_fd_pr__nfet_01v8 ad=0.143 pd=1.54 as=0.0759 ps=0.79 w=0.46 l=0.15\n", - "X54 Q cdac_vn.t6 a_582_n700# VSS.t60 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.31 ps=2.62 w=1 l=0.15\n", - "X55 comp_outn.t4 a_1950_n1721# VSS.t15 VSS.t14 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.143 ps=1.54 w=0.46 l=0.15\n", - "X56 a_482_n1818# a_1716_n1348# VDD.t30 VDD.t29 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.26 ps=2.3 w=0.84 l=0.15\n", - "X57 a_482_n1818# a_1716_n1348# VDD.t28 VDD.t27 sky130_fd_pr__pfet_01v8 ad=0.26 pd=2.3 as=0.139 ps=1.17 w=0.84 l=0.15\n", - "X58 P cdac_vp.t6 a_582_n700# VSS.t54 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X59 VSS.t23 a_852_n296# RS_p VSS.t22 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.13 as=0.244 ps=2.26 w=0.84 l=0.15\n", - "X60 VDD.t26 a_1716_n1348# a_482_n1818# VDD.t25 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.139 ps=1.17 w=0.84 l=0.15\n", - "X61 a_482_n1818# a_476_n1721# a_564_n1721# VDD.t51 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.122 ps=1.13 w=0.84 l=0.15\n", - "X62 a_582_n700# cdac_vp.t7 P VSS.t53 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X63 VSS.t13 a_1950_n1721# comp_outn.t3 VSS.t12 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.0759 ps=0.79 w=0.46 l=0.15\n", - "X64 a_476_n1721# a_852_n296# VSS.t21 VSS.t20 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.0759 ps=0.79 w=0.46 l=0.15\n", - "X65 VDD.t4 a_1248_n288# a_1566_n378# VDD.t3 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.145 ps=1.29 w=1 l=0.15\n", - "X66 a_1566_n378# a_1248_n288# P VSS.t7 sky130_fd_pr__nfet_01v8 ad=0.29 pd=2.58 as=0.29 ps=2.58 w=1 l=0.15\n", - "X67 VSS.t48 clk.t7 a_582_n700# VSS.t32 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X68 Q cdac_vn.t7 a_582_n700# VSS.t1 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", - "X69 VDD.t8 RS_n RS_p VDD.t7 sky130_fd_pr__pfet_01v8 ad=0.122 pd=1.13 as=0.244 ps=2.26 w=0.84 l=0.15\n", - "R0 VDD.n242 VDD.t51 425.812\n", - "R1 VDD.t51 VDD.t0 183.923\n", - "R2 VDD.n171 VDD.t29 112.871\n", - "R3 VDD.n17 VDD.t19 112.871\n", - "R4 VDD.n334 VDD.t15 112.871\n", - "R5 VDD.n230 VDD.t35 103.466\n", - "R6 VDD.n281 VDD.t7 97.2098\n", - "R7 VDD.n99 VDD.t49 89.3422\n", - "R8 VDD.n201 VDD.t31 84.654\n", - "R9 VDD.n33 VDD.t23 84.1029\n", - "R10 VDD.n363 VDD.t17 84.1029\n", - "R11 VDD.n85 VDD.t11 71.4739\n", - "R12 VDD.n187 VDD.t27 65.291\n", - "R13 VDD.n85 VDD.t3 59.5616\n", - "R14 VDD.n135 VDD.t41 53.6055\n", - "R15 VDD.n298 VDD.t45 53.5216\n", - "R16 VDD.n99 VDD.t43 41.6933\n", - "R17 VDD.n23 VDD.t20 39.1333\n", - "R18 VDD.n152 VDD.t30 39.1333\n", - "R19 VDD.n332 VDD.t16 39.1333\n", - "R20 VDD.n206 VDD.t32 39.1333\n", - "R21 VDD.n315 VDD.t9 39.1171\n", - "R22 VDD.n14 VDD.t22 38.6969\n", - "R23 VDD.n14 VDD.t24 38.6969\n", - "R24 VDD.n184 VDD.t28 38.6969\n", - "R25 VDD.n184 VDD.t26 38.6969\n", - "R26 VDD.n366 VDD.t18 38.6969\n", - "R27 VDD.n366 VDD.t14 38.6969\n", - "R28 VDD.n227 VDD.t34 38.6969\n", - "R29 VDD.n227 VDD.t36 38.6969\n", - "R30 VDD.n171 VDD.t25 37.6243\n", - "R31 VDD.n51 VDD.t5 35.7372\n", - "R32 VDD.n246 VDD.t38 34.4966\n", - "R33 VDD.n264 VDD.t48 34.4575\n", - "R34 VDD.n50 VDD.t6 34.4428\n", - "R35 VDD.n140 VDD.t42 34.4428\n", - "R36 VDD.n320 VDD.t10 34.4428\n", - "R37 VDD.n302 VDD.t46 34.0065\n", - "R38 VDD.n302 VDD.t8 34.0065\n", - "R39 VDD.n67 VDD.t39 29.7811\n", - "R40 VDD.n82 VDD.t12 28.5655\n", - "R41 VDD.n82 VDD.t40 28.5655\n", - "R42 VDD.n103 VDD.t44 28.5655\n", - "R43 VDD.n103 VDD.t4 28.5655\n", - "R44 VDD.n118 VDD.t2 28.5655\n", - "R45 VDD.n118 VDD.t50 28.5655\n", - "R46 VDD.n26 VDD.t21 18.8124\n", - "R47 VDD.n350 VDD.t13 18.8124\n", - "R48 VDD.n121 VDD.t1 11.9127\n", - "R49 VDD.n268 VDD.n267 10.6304\n", - "R50 VDD.n243 VDD.n242 9.92059\n", - "R51 VDD.n215 VDD.t33 9.40644\n", - "R52 VDD.n28 VDD.n27 8.85536\n", - "R53 VDD.n27 VDD.n26 8.85536\n", - "R54 VDD.n19 VDD.n18 8.85536\n", - "R55 VDD.n18 VDD.n17 8.85536\n", - "R56 VDD.n53 VDD.n52 8.85536\n", - "R57 VDD.n52 VDD.n51 8.85536\n", - "R58 VDD.n69 VDD.n68 8.85536\n", - "R59 VDD.n68 VDD.n67 8.85536\n", - "R60 VDD.n87 VDD.n86 8.85536\n", - "R61 VDD.n86 VDD.n85 8.85536\n", - "R62 VDD.n101 VDD.n100 8.85536\n", - "R63 VDD.n100 VDD.n99 8.85536\n", - "R64 VDD.n123 VDD.n122 8.85536\n", - "R65 VDD.n122 VDD.n121 8.85536\n", - "R66 VDD.n137 VDD.n136 8.85536\n", - "R67 VDD.n136 VDD.n135 8.85536\n", - "R68 VDD.n188 VDD.n187 8.85536\n", - "R69 VDD.n173 VDD.n172 8.85536\n", - "R70 VDD.n172 VDD.n171 8.85536\n", - "R71 VDD.n157 VDD.n156 8.85536\n", - "R72 VDD.n156 VDD.n155 8.85536\n", - "R73 VDD.n34 VDD.n33 8.85536\n", - "R74 VDD.n336 VDD.n335 8.85536\n", - "R75 VDD.n335 VDD.n334 8.85536\n", - "R76 VDD.n217 VDD.n216 8.85536\n", - "R77 VDD.n216 VDD.n215 8.85536\n", - "R78 VDD.n203 VDD.n202 8.85536\n", - "R79 VDD.n202 VDD.n201 8.85536\n", - "R80 VDD.n269 VDD.n268 8.85536\n", - "R81 VDD.n283 VDD.n282 8.85536\n", - "R82 VDD.n282 VDD.n281 8.85536\n", - "R83 VDD.n300 VDD.n299 8.85536\n", - "R84 VDD.n299 VDD.n298 8.85536\n", - "R85 VDD.n317 VDD.n316 8.85536\n", - "R86 VDD.n316 VDD.n315 8.85536\n", - "R87 VDD.n232 VDD.n231 8.85536\n", - "R88 VDD.n231 VDD.n230 8.85536\n", - "R89 VDD.n244 VDD.n243 8.85536\n", - "R90 VDD.n364 VDD.n363 8.85536\n", - "R91 VDD.n352 VDD.n351 8.85536\n", - "R92 VDD.n351 VDD.n350 8.85536\n", - "R93 VDD.n267 VDD.t47 5.50293\n", - "R94 VDD.n35 VDD.n34 3.03483\n", - "R95 VDD.n29 VDD.n28 3.03311\n", - "R96 VDD.n88 VDD.n87 3.03311\n", - "R97 VDD.n102 VDD.n101 3.03311\n", - "R98 VDD.n124 VDD.n123 3.03311\n", - "R99 VDD.n138 VDD.n137 3.03311\n", - "R100 VDD.n174 VDD.n173 3.03311\n", - "R101 VDD.n189 VDD.n188 3.03311\n", - "R102 VDD.n20 VDD.n19 3.03311\n", - "R103 VDD.n54 VDD.n53 3.03311\n", - "R104 VDD.n70 VDD.n69 3.03311\n", - "R105 VDD.n158 VDD.n157 3.03311\n", - "R106 VDD.n218 VDD.n217 3.03311\n", - "R107 VDD.n365 VDD.n364 3.03311\n", - "R108 VDD.n245 VDD.n244 3.03311\n", - "R109 VDD.n204 VDD.n203 3.03311\n", - "R110 VDD.n270 VDD.n269 3.03311\n", - "R111 VDD.n284 VDD.n283 3.03311\n", - "R112 VDD.n301 VDD.n300 3.03311\n", - "R113 VDD.n318 VDD.n317 3.03311\n", - "R114 VDD.n337 VDD.n336 3.03311\n", - "R115 VDD.n233 VDD.n232 3.03311\n", - "R116 VDD.n353 VDD.n352 3.03311\n", - "R117 VDD.n242 VDD.t37 1.83498\n", - "R118 VDD.n58 VDD.n57 1.7055\n", - "R119 VDD.n74 VDD.n73 1.7055\n", - "R120 VDD.n162 VDD.n161 1.7055\n", - "R121 VDD.n193 VDD.n192 1.7055\n", - "R122 VDD.n178 VDD.n177 1.7055\n", - "R123 VDD.n145 VDD.n144 1.7055\n", - "R124 VDD.n128 VDD.n127 1.7055\n", - "R125 VDD.n110 VDD.n109 1.7055\n", - "R126 VDD.n92 VDD.n91 1.7055\n", - "R127 VDD.n358 VDD.n357 1.7055\n", - "R128 VDD.n342 VDD.n341 1.7055\n", - "R129 VDD.n325 VDD.n324 1.7055\n", - "R130 VDD.n308 VDD.n307 1.7055\n", - "R131 VDD.n290 VDD.n289 1.7055\n", - "R132 VDD.n274 VDD.n273 1.7055\n", - "R133 VDD.n372 VDD.n371 1.7055\n", - "R134 VDD.n56 VDD.n55 1.35607\n", - "R135 VDD.n72 VDD.n71 1.35607\n", - "R136 VDD.n160 VDD.n159 1.35607\n", - "R137 VDD.n191 VDD.n190 1.35607\n", - "R138 VDD.n176 VDD.n175 1.35607\n", - "R139 VDD.n142 VDD.n141 1.35607\n", - "R140 VDD.n126 VDD.n125 1.35607\n", - "R141 VDD.n107 VDD.n106 1.35607\n", - "R142 VDD.n90 VDD.n89 1.35607\n", - "R143 VDD.n37 VDD.n36 1.14764\n", - "R144 VDD.n248 VDD.n247 1.04225\n", - "R145 VDD.n370 VDD.n369 1.04225\n", - "R146 VDD.n236 VDD.n235 1.04225\n", - "R147 VDD.n221 VDD.n220 1.04225\n", - "R148 VDD.n208 VDD.n207 1.04225\n", - "R149 VDD.n272 VDD.n271 1.04225\n", - "R150 VDD.n287 VDD.n286 1.04225\n", - "R151 VDD.n306 VDD.n305 1.04225\n", - "R152 VDD.n322 VDD.n321 1.04225\n", - "R153 VDD.n340 VDD.n339 1.04225\n", - "R154 VDD.n356 VDD.n355 1.04225\n", - "R155 VDD.n250 VDD.n249 0.861312\n", - "R156 VDD.n36 VDD.n35 0.850734\n", - "R157 VDD.n374 VDD.n194 0.731708\n", - "R158 VDD.n83 VDD.n82 0.479026\n", - "R159 VDD.n104 VDD.n103 0.479026\n", - "R160 VDD.n119 VDD.n118 0.479026\n", - "R161 VDD.n31 VDD.n14 0.436881\n", - "R162 VDD.n185 VDD.n184 0.436881\n", - "R163 VDD.n367 VDD.n366 0.436881\n", - "R164 VDD.n303 VDD.n302 0.436881\n", - "R165 VDD.n228 VDD.n227 0.436881\n", - "R166 VDD.n374 VDD.n373 0.43282\n", - "R167 VDD.n16 VDD.n15 0.225109\n", - "R168 VDD.n24 VDD.n23 0.213391\n", - "R169 VDD.n229 VDD.n228 0.182141\n", - "R170 VDD.n32 VDD.n31 0.145031\n", - "R171 VDD.n368 VDD.n367 0.141125\n", - "R172 VDD.n84 VDD.n83 0.139172\n", - "R173 VDD.n186 VDD.n185 0.123547\n", - "R174 VDD.n196 VDD.n195 0.117957\n", - "R175 VDD.n210 VDD.n209 0.115802\n", - "R176 VDD.n223 VDD.n222 0.115802\n", - "R177 VDD.n12 VDD.n11 0.113847\n", - "R178 VDD.n6 VDD.n5 0.10961\n", - "R179 VDD.n238 VDD.n237 0.0996379\n", - "R180 VDD.n105 VDD.n104 0.0981562\n", - "R181 VDD.n304 VDD.n303 0.0883906\n", - "R182 VDD.n31 VDD.n30 0.078625\n", - "R183 VDD.n120 VDD.n119 0.0610469\n", - "R184 VDD.n260 VDD.n259 0.0539828\n", - "R185 VDD.n344 VDD.n343 0.0531724\n", - "R186 VDD.n310 VDD.n309 0.0531724\n", - "R187 VDD.n147 VDD.n146 0.0530763\n", - "R188 VDD.n44 VDD.n43 0.0530763\n", - "R189 VDD.n257 VDD.n256 0.0523621\n", - "R190 VDD.n254 VDD.n253 0.0523621\n", - "R191 VDD.n112 VDD.n111 0.0522797\n", - "R192 VDD.n38 VDD.n37 0.0522797\n", - "R193 VDD.n360 VDD.n359 0.0515517\n", - "R194 VDD.n292 VDD.n291 0.0515517\n", - "R195 VDD.n180 VDD.n179 0.0514831\n", - "R196 VDD.n76 VDD.n75 0.0514831\n", - "R197 VDD.n327 VDD.n326 0.0507414\n", - "R198 VDD.n276 VDD.n275 0.0507414\n", - "R199 VDD.n164 VDD.n163 0.0506864\n", - "R200 VDD.n130 VDD.n129 0.0506864\n", - "R201 VDD.n94 VDD.n93 0.0506864\n", - "R202 VDD.n60 VDD.n59 0.0506864\n", - "R203 VDD.n41 VDD.n40 0.0498898\n", - "R204 VDD.n251 VDD.n250 0.0462845\n", - "R205 VDD.n35 VDD.n32 0.0427461\n", - "R206 VDD.n189 VDD.n186 0.0415156\n", - "R207 VDD.n175 VDD.n169 0.0415156\n", - "R208 VDD.n174 VDD.n170 0.0415156\n", - "R209 VDD.n138 VDD.n134 0.0415156\n", - "R210 VDD.n125 VDD.n117 0.0415156\n", - "R211 VDD.n124 VDD.n120 0.0415156\n", - "R212 VDD.n102 VDD.n98 0.0415156\n", - "R213 VDD.n106 VDD.n105 0.0415156\n", - "R214 VDD.n89 VDD.n81 0.0415156\n", - "R215 VDD.n88 VDD.n84 0.0415156\n", - "R216 VDD.n71 VDD.n65 0.0415156\n", - "R217 VDD.n70 VDD.n66 0.0415156\n", - "R218 VDD.n20 VDD.n16 0.0415156\n", - "R219 VDD.n22 VDD.n21 0.0415156\n", - "R220 VDD.n318 VDD.n314 0.0415156\n", - "R221 VDD.n284 VDD.n280 0.0415156\n", - "R222 VDD.n286 VDD.n285 0.0415156\n", - "R223 VDD.n204 VDD.n200 0.0415156\n", - "R224 VDD.n218 VDD.n214 0.0415156\n", - "R225 VDD.n220 VDD.n219 0.0415156\n", - "R226 VDD.n233 VDD.n229 0.0415156\n", - "R227 VDD.n235 VDD.n234 0.0415156\n", - "R228 VDD.n245 VDD.n241 0.0415156\n", - "R229 VDD.n247 VDD.n246 0.0415156\n", - "R230 VDD.n159 VDD.n153 0.0395625\n", - "R231 VDD.n158 VDD.n154 0.0395625\n", - "R232 VDD.n25 VDD.n24 0.0395625\n", - "R233 VDD.n30 VDD.n29 0.0395625\n", - "R234 VDD.n353 VDD.n349 0.0395625\n", - "R235 VDD.n355 VDD.n354 0.0395625\n", - "R236 VDD.n301 VDD.n297 0.0395625\n", - "R237 VDD.n305 VDD.n304 0.0395625\n", - "R238 VDD.n271 VDD.n265 0.0395625\n", - "R239 VDD.n270 VDD.n266 0.0395625\n", - "R240 VDD.n369 VDD.n368 0.0376094\n", - "R241 VDD.n337 VDD.n333 0.0376094\n", - "R242 VDD.n339 VDD.n338 0.0376094\n", - "R243 VDD.n321 VDD.n320 0.0376094\n", - "R244 VDD.n55 VDD.n50 0.0337031\n", - "R245 VDD.n206 VDD.n205 0.03175\n", - "R246 VDD.n265 VDD.n264 0.0297969\n", - "R247 VDD.n140 VDD.n139 0.0278438\n", - "R248 VDD.n153 VDD.n152 0.0258906\n", - "R249 VDD.n322 VDD.n313 0.0231293\n", - "R250 VDD.n287 VDD.n279 0.0231293\n", - "R251 VDD.n209 VDD.n208 0.0231293\n", - "R252 VDD.n222 VDD.n221 0.0231293\n", - "R253 VDD.n237 VDD.n236 0.0231293\n", - "R254 VDD.n240 VDD.n239 0.0231293\n", - "R255 VDD.n183 VDD.n182 0.0227458\n", - "R256 VDD.n168 VDD.n167 0.0227458\n", - "R257 VDD.n142 VDD.n133 0.0227458\n", - "R258 VDD.n116 VDD.n115 0.0227458\n", - "R259 VDD.n107 VDD.n97 0.0227458\n", - "R260 VDD.n80 VDD.n79 0.0227458\n", - "R261 VDD.n64 VDD.n63 0.0227458\n", - "R262 VDD.n5 VDD.n4 0.0227458\n", - "R263 VDD.n347 VDD.n346 0.0220517\n", - "R264 VDD.n356 VDD.n348 0.0220517\n", - "R265 VDD.n324 VDD.n312 0.0220517\n", - "R266 VDD.n295 VDD.n294 0.0220517\n", - "R267 VDD.n306 VDD.n296 0.0220517\n", - "R268 VDD.n289 VDD.n278 0.0220517\n", - "R269 VDD.n198 VDD.n197 0.0220517\n", - "R270 VDD.n212 VDD.n211 0.0220517\n", - "R271 VDD.n225 VDD.n224 0.0220517\n", - "R272 VDD.n36 VDD.n13 0.0218329\n", - "R273 VDD.n151 VDD.n150 0.0216864\n", - "R274 VDD.n144 VDD.n132 0.0216864\n", - "R275 VDD.n109 VDD.n96 0.0216864\n", - "R276 VDD.n48 VDD.n47 0.0216864\n", - "R277 VDD.n2 VDD.n1 0.0216864\n", - "R278 VDD.n11 VDD.n10 0.0216864\n", - "R279 VDD.n370 VDD.n362 0.0209741\n", - "R280 VDD.n330 VDD.n329 0.0209741\n", - "R281 VDD.n340 VDD.n331 0.0209741\n", - "R282 VDD.n192 VDD.n181 0.0206271\n", - "R283 VDD.n177 VDD.n166 0.0206271\n", - "R284 VDD.n127 VDD.n114 0.0206271\n", - "R285 VDD.n91 VDD.n78 0.0206271\n", - "R286 VDD.n73 VDD.n62 0.0206271\n", - "R287 VDD.n273 VDD.n262 0.0198966\n", - "R288 VDD.n161 VDD.n149 0.0195678\n", - "R289 VDD.n57 VDD.n46 0.0195678\n", - "R290 VDD.n8 VDD.n7 0.0195678\n", - "R291 VDD VDD.n374 0.0161119\n", - "R292 VDD.n371 VDD.n361 0.0144047\n", - "R293 VDD.n141 VDD.n140 0.0141719\n", - "R294 VDD.n373 VDD.n372 0.0110345\n", - "R295 VDD.n359 VDD.n358 0.0110345\n", - "R296 VDD.n343 VDD.n342 0.0110345\n", - "R297 VDD.n326 VDD.n325 0.0110345\n", - "R298 VDD.n309 VDD.n308 0.0110345\n", - "R299 VDD.n291 VDD.n290 0.0110345\n", - "R300 VDD.n275 VDD.n274 0.0110345\n", - "R301 VDD.n259 VDD.n258 0.0110345\n", - "R302 VDD.n256 VDD.n255 0.0110345\n", - "R303 VDD.n253 VDD.n252 0.0110345\n", - "R304 VDD.n194 VDD.n193 0.0108559\n", - "R305 VDD.n179 VDD.n178 0.0108559\n", - "R306 VDD.n163 VDD.n162 0.0108559\n", - "R307 VDD.n146 VDD.n145 0.0108559\n", - "R308 VDD.n129 VDD.n128 0.0108559\n", - "R309 VDD.n111 VDD.n110 0.0108559\n", - "R310 VDD.n93 VDD.n92 0.0108559\n", - "R311 VDD.n75 VDD.n74 0.0108559\n", - "R312 VDD.n59 VDD.n58 0.0108559\n", - "R313 VDD.n43 VDD.n42 0.0108559\n", - "R314 VDD.n40 VDD.n39 0.0108559\n", - "R315 VDD.n369 VDD.n365 0.0102656\n", - "R316 VDD.n333 VDD.n332 0.0102656\n", - "R317 VDD.n339 VDD.n337 0.0102656\n", - "R318 VDD.n207 VDD.n206 0.0102656\n", - "R319 VDD.n262 VDD.n261 0.00912069\n", - "R320 VDD.n149 VDD.n148 0.00897458\n", - "R321 VDD.n46 VDD.n45 0.00897458\n", - "R322 VDD.n7 VDD.n6 0.00897458\n", - "R323 VDD.n166 VDD.n165 0.00791525\n", - "R324 VDD.n114 VDD.n113 0.00791525\n", - "R325 VDD.n78 VDD.n77 0.00791525\n", - "R326 VDD.n62 VDD.n61 0.00791525\n", - "R327 VDD.n13 VDD.n12 0.00791525\n", - "R328 VDD.n312 VDD.n311 0.00696552\n", - "R329 VDD.n278 VDD.n277 0.00696552\n", - "R330 VDD.n197 VDD.n196 0.00696552\n", - "R331 VDD.n211 VDD.n210 0.00696552\n", - "R332 VDD.n224 VDD.n223 0.00696552\n", - "R333 VDD.n132 VDD.n131 0.00685593\n", - "R334 VDD.n96 VDD.n95 0.00685593\n", - "R335 VDD.n1 VDD.n0 0.00685593\n", - "R336 VDD.n249 VDD.n248 0.00660795\n", - "R337 VDD.n159 VDD.n158 0.00635938\n", - "R338 VDD.n50 VDD.n49 0.00635938\n", - "R339 VDD.n55 VDD.n54 0.00635938\n", - "R340 VDD.n29 VDD.n25 0.00635938\n", - "R341 VDD.n355 VDD.n353 0.00635938\n", - "R342 VDD.n305 VDD.n301 0.00635938\n", - "R343 VDD.n271 VDD.n270 0.00635938\n", - "R344 VDD.n346 VDD.n345 0.00588793\n", - "R345 VDD.n294 VDD.n293 0.00588793\n", - "R346 VDD.n239 VDD.n238 0.00588793\n", - "R347 VDD.n329 VDD.n328 0.00481034\n", - "R348 VDD.n23 VDD.n22 0.00440625\n", - "R349 VDD.n320 VDD.n319 0.00440625\n", - "R350 VDD.n341 VDD.n330 0.00373276\n", - "R351 VDD.n272 VDD.n263 0.00373276\n", - "R352 VDD.n160 VDD.n151 0.00367797\n", - "R353 VDD.n56 VDD.n48 0.00367797\n", - "R354 VDD.n10 VDD.n9 0.00367797\n", - "R355 VDD.n371 VDD.n370 0.00265517\n", - "R356 VDD.n357 VDD.n356 0.00265517\n", - "R357 VDD.n341 VDD.n340 0.00265517\n", - "R358 VDD.n307 VDD.n306 0.00265517\n", - "R359 VDD.n273 VDD.n272 0.00265517\n", - "R360 VDD.n192 VDD.n191 0.00261864\n", - "R361 VDD.n177 VDD.n176 0.00261864\n", - "R362 VDD.n161 VDD.n160 0.00261864\n", - "R363 VDD.n127 VDD.n126 0.00261864\n", - "R364 VDD.n91 VDD.n90 0.00261864\n", - "R365 VDD.n73 VDD.n72 0.00261864\n", - "R366 VDD.n57 VDD.n56 0.00261864\n", - "R367 VDD.n9 VDD.n8 0.00261864\n", - "R368 VDD.n190 VDD.n189 0.00245312\n", - "R369 VDD.n175 VDD.n174 0.00245312\n", - "R370 VDD.n141 VDD.n138 0.00245312\n", - "R371 VDD.n125 VDD.n124 0.00245312\n", - "R372 VDD.n106 VDD.n102 0.00245312\n", - "R373 VDD.n89 VDD.n88 0.00245312\n", - "R374 VDD.n71 VDD.n70 0.00245312\n", - "R375 VDD.n21 VDD.n20 0.00245312\n", - "R376 VDD.n321 VDD.n318 0.00245312\n", - "R377 VDD.n286 VDD.n284 0.00245312\n", - "R378 VDD.n207 VDD.n204 0.00245312\n", - "R379 VDD.n220 VDD.n218 0.00245312\n", - "R380 VDD.n235 VDD.n233 0.00245312\n", - "R381 VDD.n247 VDD.n245 0.00245312\n", - "R382 VDD.n357 VDD.n347 0.00157759\n", - "R383 VDD.n324 VDD.n323 0.00157759\n", - "R384 VDD.n323 VDD.n322 0.00157759\n", - "R385 VDD.n307 VDD.n295 0.00157759\n", - "R386 VDD.n289 VDD.n288 0.00157759\n", - "R387 VDD.n288 VDD.n287 0.00157759\n", - "R388 VDD.n199 VDD.n198 0.00157759\n", - "R389 VDD.n208 VDD.n199 0.00157759\n", - "R390 VDD.n213 VDD.n212 0.00157759\n", - "R391 VDD.n221 VDD.n213 0.00157759\n", - "R392 VDD.n226 VDD.n225 0.00157759\n", - "R393 VDD.n236 VDD.n226 0.00157759\n", - "R394 VDD.n248 VDD.n240 0.00157759\n", - "R395 VDD.n191 VDD.n183 0.00155932\n", - "R396 VDD.n176 VDD.n168 0.00155932\n", - "R397 VDD.n144 VDD.n143 0.00155932\n", - "R398 VDD.n143 VDD.n142 0.00155932\n", - "R399 VDD.n126 VDD.n116 0.00155932\n", - "R400 VDD.n109 VDD.n108 0.00155932\n", - "R401 VDD.n108 VDD.n107 0.00155932\n", - "R402 VDD.n90 VDD.n80 0.00155932\n", - "R403 VDD.n72 VDD.n64 0.00155932\n", - "R404 VDD.n3 VDD.n2 0.00155932\n", - "R405 VDD.n4 VDD.n3 0.00155932\n", - "R406 VDD.n372 VDD.n360 0.00131035\n", - "R407 VDD.n358 VDD.n344 0.00131035\n", - "R408 VDD.n342 VDD.n327 0.00131035\n", - "R409 VDD.n325 VDD.n310 0.00131035\n", - "R410 VDD.n308 VDD.n292 0.00131035\n", - "R411 VDD.n290 VDD.n276 0.00131035\n", - "R412 VDD.n274 VDD.n260 0.00131035\n", - "R413 VDD.n258 VDD.n257 0.00131035\n", - "R414 VDD.n255 VDD.n254 0.00131035\n", - "R415 VDD.n252 VDD.n251 0.00131035\n", - "R416 VDD.n193 VDD.n180 0.00129661\n", - "R417 VDD.n178 VDD.n164 0.00129661\n", - "R418 VDD.n162 VDD.n147 0.00129661\n", - "R419 VDD.n145 VDD.n130 0.00129661\n", - "R420 VDD.n128 VDD.n112 0.00129661\n", - "R421 VDD.n110 VDD.n94 0.00129661\n", - "R422 VDD.n92 VDD.n76 0.00129661\n", - "R423 VDD.n74 VDD.n60 0.00129661\n", - "R424 VDD.n58 VDD.n44 0.00129661\n", - "R425 VDD.n42 VDD.n41 0.00129661\n", - "R426 VDD.n39 VDD.n38 0.00129661\n", - "R427 ready.n0 ready.t1 42.3194\n", - "R428 ready.n0 ready.t0 34.4226\n", - "R429 ready ready.n0 14.5094\n", - "R430 VSS.n109 VSS.t60 179.739\n", - "R431 VSS.n104 VSS.t10 179.739\n", - "R432 VSS.n121 VSS.t12 175.16\n", - "R433 VSS.n81 VSS.t55 172.549\n", - "R434 VSS.n67 VSS.t39 172.549\n", - "R435 VSS.n72 VSS.t61 165.359\n", - "R436 VSS.n67 VSS.t53 165.359\n", - "R437 VSS.n91 VSS.t32 165.359\n", - "R438 VSS.n115 VSS.t14 161.147\n", - "R439 VSS.n91 VSS.t22 150.981\n", - "R440 VSS.n114 VSS.t65 140.127\n", - "R441 VSS.n34 VSS.t5 129.412\n", - "R442 VSS.n87 VSS.t7 122.222\n", - "R443 VSS.n98 VSS.t49 107.844\n", - "R444 VSS.n42 VSS.t59 107.844\n", - "R445 VSS.t8 VSS.t29 100.654\n", - "R446 VSS.n62 VSS.t24 93.4646\n", - "R447 VSS.n38 VSS.t45 93.4646\n", - "R448 VSS.n162 VSS.t1 91.0833\n", - "R449 VSS.n33 VSS.t6 83.725\n", - "R450 VSS.n72 VSS.t8 79.0855\n", - "R451 VSS.n58 VSS.t20 79.0855\n", - "R452 VSS.t45 VSS.t62 79.0855\n", - "R453 VSS.t50 VSS.t38 79.0708\n", - "R454 VSS.n97 VSS.n96 79.0622\n", - "R455 VSS.n86 VSS.n85 79.0622\n", - "R456 VSS.n166 VSS.t58 77.0706\n", - "R457 VSS.n120 VSS.t36 70.0642\n", - "R458 VSS.n53 VSS.t26 64.7064\n", - "R459 VSS.n108 VSS.t50 57.5168\n", - "R460 VSS.t24 VSS.t52 57.5168\n", - "R461 VSS.t20 VSS.t4 57.5168\n", - "R462 VSS.t26 VSS.t54 57.5168\n", - "R463 VSS.t34 VSS.t28 56.0515\n", - "R464 VSS.t30 VSS.t0 56.0515\n", - "R465 VSS.n125 VSS.t30 56.0515\n", - "R466 VSS.t36 VSS.t57 56.0515\n", - "R467 VSS.t54 VSS.t46 50.3273\n", - "R468 VSS.n19 VSS.t25 43.3862\n", - "R469 VSS.n147 VSS.t37 43.3862\n", - "R470 VSS.n71 VSS.t40 43.3862\n", - "R471 VSS.n113 VSS.t15 43.3862\n", - "R472 VSS.t49 VSS.t18 43.1378\n", - "R473 VSS.t7 VSS.t2 43.1378\n", - "R474 VSS.n12 VSS.t21 43.044\n", - "R475 VSS.n12 VSS.t27 43.044\n", - "R476 VSS.n138 VSS.t35 43.044\n", - "R477 VSS.n138 VSS.t31 43.044\n", - "R478 VSS.n8 VSS.t42 43.044\n", - "R479 VSS.n8 VSS.t44 43.044\n", - "R480 VSS.n3 VSS.t17 43.044\n", - "R481 VSS.n3 VSS.t13 43.044\n", - "R482 VSS.n131 VSS.t34 42.0387\n", - "R483 VSS.n143 VSS.t51 41.8559\n", - "R484 VSS.n15 VSS.t9 41.843\n", - "R485 VSS.n80 VSS.t56 41.7956\n", - "R486 VSS.n103 VSS.t11 41.7956\n", - "R487 VSS.n51 VSS.t47 41.7882\n", - "R488 VSS.t22 VSS.t63 28.7587\n", - "R489 VSS.n47 VSS.n46 28.7587\n", - "R490 VSS.t57 VSS.t16 28.026\n", - "R491 VSS.n7 VSS.t33 20.7148\n", - "R492 VSS.n7 VSS.t23 20.7148\n", - "R493 VSS.n96 VSS.t19 19.8005\n", - "R494 VSS.n96 VSS.t48 19.8005\n", - "R495 VSS.n85 VSS.t64 19.8005\n", - "R496 VSS.n85 VSS.t3 19.8005\n", - "R497 VSS.n140 VSS.n139 9.15497\n", - "R498 VSS.n145 VSS.n144 9.15497\n", - "R499 VSS.n137 VSS.n136 9.15497\n", - "R500 VSS.n150 VSS.n149 9.15497\n", - "R501 VSS.n14 VSS.n13 9.15497\n", - "R502 VSS.n17 VSS.n16 9.15497\n", - "R503 VSS.n21 VSS.n20 9.15497\n", - "R504 VSS.n24 VSS.n23 9.15497\n", - "R505 VSS.n10 VSS.n9 9.15497\n", - "R506 VSS.n142 VSS.n141 9.15497\n", - "R507 VSS.n33 VSS.n32 9.15497\n", - "R508 VSS.n49 VSS.n48 9.15497\n", - "R509 VSS.n48 VSS.n47 9.15497\n", - "R510 VSS.n44 VSS.n43 9.15497\n", - "R511 VSS.n43 VSS.n42 9.15497\n", - "R512 VSS.n109 VSS.n108 7.19004\n", - "R513 VSS.t53 VSS.t41 7.19004\n", - "R514 VSS.t52 VSS.t43 7.19004\n", - "R515 VSS.n132 VSS.n131 7.00687\n", - "R516 VSS.n126 VSS.n125 7.00687\n", - "R517 VSS.n121 VSS.n120 7.00687\n", - "R518 VSS.n115 VSS.n114 7.00687\n", - "R519 VSS.n25 VSS.n24 4.6505\n", - "R520 VSS.n15 VSS.n14 4.6505\n", - "R521 VSS.n148 VSS.n140 4.6505\n", - "R522 VSS.n146 VSS.n145 4.6505\n", - "R523 VSS.n151 VSS.n150 4.6505\n", - "R524 VSS.n18 VSS.n17 4.6505\n", - "R525 VSS.n22 VSS.n21 4.6505\n", - "R526 VSS.n143 VSS.n142 4.6505\n", - "R527 VSS.n50 VSS.n49 4.6505\n", - "R528 VSS.n45 VSS.n44 4.6505\n", - "R529 VSS.n6 VSS.n5 4.57773\n", - "R530 VSS.n5 VSS.n4 4.57773\n", - "R531 VSS.n36 VSS.n35 4.57773\n", - "R532 VSS.n35 VSS.n34 4.57773\n", - "R533 VSS.n40 VSS.n39 4.57773\n", - "R534 VSS.n39 VSS.n38 4.57773\n", - "R535 VSS.n83 VSS.n82 4.57773\n", - "R536 VSS.n82 VSS.n81 4.57773\n", - "R537 VSS.n78 VSS.n77 4.57773\n", - "R538 VSS.n77 VSS.n76 4.57773\n", - "R539 VSS.n74 VSS.n73 4.57773\n", - "R540 VSS.n73 VSS.n72 4.57773\n", - "R541 VSS.n69 VSS.n68 4.57773\n", - "R542 VSS.n68 VSS.n67 4.57773\n", - "R543 VSS.n64 VSS.n63 4.57773\n", - "R544 VSS.n63 VSS.n62 4.57773\n", - "R545 VSS.n60 VSS.n59 4.57773\n", - "R546 VSS.n59 VSS.n58 4.57773\n", - "R547 VSS.n55 VSS.n54 4.57773\n", - "R548 VSS.n54 VSS.n53 4.57773\n", - "R549 VSS.n100 VSS.n99 4.57773\n", - "R550 VSS.n99 VSS.n98 4.57773\n", - "R551 VSS.n93 VSS.n92 4.57773\n", - "R552 VSS.n92 VSS.n91 4.57773\n", - "R553 VSS.n89 VSS.n88 4.57773\n", - "R554 VSS.n88 VSS.n87 4.57773\n", - "R555 VSS.n2 VSS.n1 4.57773\n", - "R556 VSS.n1 VSS.n0 4.57773\n", - "R557 VSS.n168 VSS.n167 4.57773\n", - "R558 VSS.n167 VSS.n166 4.57773\n", - "R559 VSS.n164 VSS.n163 4.57773\n", - "R560 VSS.n163 VSS.n162 4.57773\n", - "R561 VSS.n134 VSS.n133 4.57773\n", - "R562 VSS.n133 VSS.n132 4.57773\n", - "R563 VSS.n128 VSS.n127 4.57773\n", - "R564 VSS.n127 VSS.n126 4.57773\n", - "R565 VSS.n123 VSS.n122 4.57773\n", - "R566 VSS.n122 VSS.n121 4.57773\n", - "R567 VSS.n117 VSS.n116 4.57773\n", - "R568 VSS.n116 VSS.n115 4.57773\n", - "R569 VSS.n111 VSS.n110 4.57773\n", - "R570 VSS.n110 VSS.n109 4.57773\n", - "R571 VSS.n106 VSS.n105 4.57773\n", - "R572 VSS.n105 VSS.n104 4.57773\n", - "R573 VSS.n155 VSS.n137 3.03433\n", - "R574 VSS.n11 VSS.n10 3.03311\n", - "R575 VSS.n170 VSS.n2 2.34742\n", - "R576 VSS.n41 VSS.n40 2.3255\n", - "R577 VSS.n84 VSS.n83 2.3255\n", - "R578 VSS.n79 VSS.n78 2.3255\n", - "R579 VSS.n75 VSS.n74 2.3255\n", - "R580 VSS.n70 VSS.n69 2.3255\n", - "R581 VSS.n65 VSS.n64 2.3255\n", - "R582 VSS.n61 VSS.n60 2.3255\n", - "R583 VSS.n101 VSS.n100 2.3255\n", - "R584 VSS.n94 VSS.n93 2.3255\n", - "R585 VSS.n90 VSS.n89 2.3255\n", - "R586 VSS.n102 VSS.n6 2.3255\n", - "R587 VSS.n169 VSS.n168 2.3255\n", - "R588 VSS.n165 VSS.n164 2.3255\n", - "R589 VSS.n129 VSS.n128 2.3255\n", - "R590 VSS.n124 VSS.n123 2.3255\n", - "R591 VSS.n118 VSS.n117 2.3255\n", - "R592 VSS.n112 VSS.n111 2.3255\n", - "R593 VSS.n107 VSS.n106 2.3255\n", - "R594 VSS.n160 VSS.n159 2.2505\n", - "R595 VSS.n30 VSS.n28 2.24128\n", - "R596 VSS.n31 VSS.n30 1.93674\n", - "R597 VSS.n158 VSS.n157 1.93674\n", - "R598 VSS.n56 VSS.n55 1.83603\n", - "R599 VSS.n135 VSS.n134 1.83603\n", - "R600 VSS.n156 VSS.n155 1.51031\n", - "R601 VSS.n41 VSS.n37 1.22368\n", - "R602 VSS.n37 VSS.n33 1.18692\n", - "R603 VSS.n57 VSS.n31 1.16137\n", - "R604 VSS.n37 VSS.n36 0.585126\n", - "R605 VSS.n95 VSS.n7 0.433079\n", - "R606 VSS.n26 VSS.n12 0.342742\n", - "R607 VSS.n152 VSS.n138 0.342742\n", - "R608 VSS.n66 VSS.n8 0.342742\n", - "R609 VSS.n119 VSS.n3 0.342742\n", - "R610 VSS.n100 VSS.n97 0.340323\n", - "R611 VSS VSS.n170 0.231462\n", - "R612 VSS.n18 VSS.n15 0.216017\n", - "R613 VSS.n25 VSS.n22 0.216017\n", - "R614 VSS.n151 VSS.n148 0.216017\n", - "R615 VSS.n146 VSS.n143 0.216017\n", - "R616 VSS.n19 VSS.n18 0.168603\n", - "R617 VSS.n147 VSS.n146 0.155672\n", - "R618 VSS.n26 VSS.n25 0.151362\n", - "R619 VSS.n152 VSS.n151 0.138431\n", - "R620 VSS.n89 VSS.n86 0.113774\n", - "R621 VSS.n148 VSS.n147 0.0608448\n", - "R622 VSS.n94 VSS.n90 0.0558097\n", - "R623 VSS.n101 VSS.n95 0.0547035\n", - "R624 VSS.n45 VSS.n41 0.0535047\n", - "R625 VSS.n102 VSS.n101 0.0521284\n", - "R626 VSS.n90 VSS.n84 0.0512449\n", - "R627 VSS.n22 VSS.n19 0.0479138\n", - "R628 VSS.n154 VSS.n153 0.0457586\n", - "R629 VSS.n79 VSS.n75 0.0410844\n", - "R630 VSS.n65 VSS.n61 0.0410844\n", - "R631 VSS.n169 VSS.n165 0.0410844\n", - "R632 VSS.n129 VSS.n124 0.0410844\n", - "R633 VSS.n112 VSS.n107 0.0410844\n", - "R634 VSS.n27 VSS.n26 0.0406606\n", - "R635 VSS.n61 VSS.n57 0.0405313\n", - "R636 VSS.n119 VSS.n118 0.0402727\n", - "R637 VSS.n80 VSS.n79 0.039461\n", - "R638 VSS.n71 VSS.n70 0.039461\n", - "R639 VSS.n70 VSS.n66 0.039461\n", - "R640 VSS.n118 VSS.n113 0.0386493\n", - "R641 VSS.n107 VSS.n103 0.0386493\n", - "R642 VSS.n130 VSS.n129 0.0373384\n", - "R643 VSS.n159 VSS.n158 0.0356562\n", - "R644 VSS.n165 VSS.n161 0.0321558\n", - "R645 VSS.n153 VSS.n152 0.0306724\n", - "R646 VSS.n52 VSS.n51 0.0293149\n", - "R647 VSS.n30 VSS.n29 0.0263062\n", - "R648 VSS.n157 VSS.n156 0.0263062\n", - "R649 VSS.n28 VSS.n27 0.0236139\n", - "R650 VSS.n170 VSS.n169 0.0191688\n", - "R651 VSS.n56 VSS.n52 0.00902273\n", - "R652 VSS.n161 VSS.n160 0.00902273\n", - "R653 VSS.n135 VSS.n130 0.00523804\n", - "R654 VSS.n57 VSS.n56 0.00403904\n", - "R655 VSS.n51 VSS.n50 0.00293507\n", - "R656 VSS.n113 VSS.n112 0.00293507\n", - "R657 VSS.n103 VSS.n102 0.00293507\n", - "R658 VSS.n28 VSS.n11 0.00265517\n", - "R659 VSS.n155 VSS.n154 0.00243786\n", - "R660 VSS.n84 VSS.n80 0.00212338\n", - "R661 VSS.n75 VSS.n71 0.00212338\n", - "R662 VSS.n66 VSS.n65 0.00212338\n", - "R663 VSS.n95 VSS.n94 0.00160619\n", - "R664 VSS.n50 VSS.n45 0.00131169\n", - "R665 VSS.n124 VSS.n119 0.00131169\n", - "R666 VSS.n160 VSS.n135 0.000905844\n", - "R667 comp_outn.n0 comp_outn.t5 43.1877\n", - "R668 comp_outn.n1 comp_outn.t3 43.044\n", - "R669 comp_outn.n1 comp_outn.t4 43.044\n", - "R670 comp_outn comp_outn.t2 38.7789\n", - "R671 comp_outn.n4 comp_outn.t0 38.6969\n", - "R672 comp_outn.n4 comp_outn.t1 38.6969\n", - "R673 comp_outn.n2 comp_outn 1.15859\n", - "R674 comp_outn comp_outn.n4 0.984675\n", - "R675 comp_outn.n0 comp_outn 0.932565\n", - "R676 comp_outn.n5 comp_outn.n3 0.596088\n", - "R677 comp_outn.n5 comp_outn 0.438\n", - "R678 comp_outn.n2 comp_outn.n1 0.247153\n", - "R679 comp_outn comp_outn.n6 0.206382\n", - "R680 comp_outn.n3 comp_outn 0.15592\n", - "R681 comp_outn.n6 comp_outn 0.152674\n", - "R682 comp_outn.n6 comp_outn.n5 0.107118\n", - "R683 comp_outn.n2 comp_outn.n0 0.103441\n", - "R684 comp_outn.n5 comp_outn 0.063\n", - "R685 comp_outn.n3 comp_outn.n2 0.0193053\n", - "R686 cdac_vn.n0 cdac_vn.t6 350.253\n", - "R687 cdac_vn.n0 cdac_vn.t2 196.013\n", - "R688 cdac_vn.n1 cdac_vn.t0 196.013\n", - "R689 cdac_vn.n2 cdac_vn.t4 196.013\n", - "R690 cdac_vn.n3 cdac_vn.t3 196.013\n", - "R691 cdac_vn.n4 cdac_vn.t1 196.013\n", - "R692 cdac_vn.n5 cdac_vn.t7 196.013\n", - "R693 cdac_vn.n6 cdac_vn.t5 196.013\n", - "R694 cdac_vn.n6 cdac_vn.n5 154.24\n", - "R695 cdac_vn.n5 cdac_vn.n4 154.24\n", - "R696 cdac_vn.n4 cdac_vn.n3 154.24\n", - "R697 cdac_vn.n3 cdac_vn.n2 154.24\n", - "R698 cdac_vn.n2 cdac_vn.n1 154.24\n", - "R699 cdac_vn.n1 cdac_vn.n0 154.24\n", - "R700 cdac_vn cdac_vn.n6 65.4199\n", - "R701 cdac_vp.n0 cdac_vp.t1 350.253\n", - "R702 cdac_vp.n6 cdac_vp.t3 196.013\n", - "R703 cdac_vp.n5 cdac_vp.t2 196.013\n", - "R704 cdac_vp.n4 cdac_vp.t6 196.013\n", - "R705 cdac_vp.n3 cdac_vp.t4 196.013\n", - "R706 cdac_vp.n2 cdac_vp.t0 196.013\n", - "R707 cdac_vp.n1 cdac_vp.t7 196.013\n", - "R708 cdac_vp.n0 cdac_vp.t5 196.013\n", - "R709 cdac_vp.n1 cdac_vp.n0 154.24\n", - "R710 cdac_vp.n2 cdac_vp.n1 154.24\n", - "R711 cdac_vp.n3 cdac_vp.n2 154.24\n", - "R712 cdac_vp.n4 cdac_vp.n3 154.24\n", - "R713 cdac_vp.n5 cdac_vp.n4 154.24\n", - "R714 cdac_vp.n6 cdac_vp.n5 154.24\n", - "R715 cdac_vp cdac_vp.n6 61.3876\n", - "R716 comp_outp.n1 comp_outp.t5 43.3421\n", - "R717 comp_outp.n0 comp_outp.t3 43.044\n", - "R718 comp_outp.n0 comp_outp.t4 43.044\n", - "R719 comp_outp.n3 comp_outp.t2 39.1234\n", - "R720 comp_outp.n2 comp_outp.t0 38.6969\n", - "R721 comp_outp.n2 comp_outp.t1 38.6969\n", - "R722 comp_outp comp_outp.n4 14.0184\n", - "R723 comp_outp.n3 comp_outp.n2 1.09812\n", - "R724 comp_outp.n1 comp_outp.n0 1.00398\n", - "R725 comp_outp.n4 comp_outp.n3 0.449029\n", - "R726 comp_outp.n4 comp_outp.n1 0.294618\n", - "R727 clk.n4 clk.t4 356.68\n", - "R728 clk.n3 clk.t5 356.68\n", - "R729 clk.n1 clk.t1 269.921\n", - "R730 clk.n0 clk.t0 269.921\n", - "R731 clk.n4 clk.t2 202.44\n", - "R732 clk.n3 clk.t7 202.44\n", - "R733 clk.n1 clk.t6 195.721\n", - "R734 clk.n0 clk.t3 195.721\n", - "R735 clk.n5 clk.n4 41.3896\n", - "R736 clk.n5 clk.n3 41.3896\n", - "R737 clk.n2 clk.n0 38.0628\n", - "R738 clk.n2 clk.n1 38.0536\n", - "R739 clk.n6 clk.n5 12.3898\n", - "R740 clk clk.n6 8.69013\n", - "R741 clk.n6 clk.n2 3.40229\n", - "C0 a_1566_n378# a_582_n700# 0.00889f\n", - "C1 a_1566_n378# a_476_n1721# 0.117f\n", - "C2 a_564_n1721# a_564_n1266# 0.161f\n", - "C3 a_1566_n378# a_852_n296# 0.011f\n", - "C4 a_582_n700# VDD 0.0192f\n", - "C5 VDD a_476_n1721# 0.799f\n", - "C6 P a_1716_n1348# 9.22e-19\n", - "C7 cdac_vp a_564_n1266# 8.1e-19\n", - "C8 a_852_n296# VDD 0.78f\n", - "C9 a_1026_n1747# RS_n 7.1e-19\n", - "C10 P RS_p 8.56e-20\n", - "C11 a_1716_n1348# a_1026_n1747# 2.23e-21\n", - "C12 P Q 0.00291f\n", - "C13 a_1026_n1747# RS_p 0.144f\n", - "C14 a_1950_n1721# a_1026_n1747# 1.46e-19\n", - "C15 a_482_n1818# comp_outp 0.00346f\n", - "C16 P ready 1.69e-19\n", - "C17 a_582_n700# cdac_vn 0.426f\n", - "C18 cdac_vn a_476_n1721# 0.037f\n", - "C19 a_852_n296# cdac_vn 0.0563f\n", - "C20 cdac_vp a_1248_n288# 0.0187f\n", - "C21 a_1566_n378# comp_outp 6.13e-21\n", - "C22 ready a_1026_n1747# 0.0565f\n", - "C23 VDD comp_outp 0.671f\n", - "C24 clk a_582_n700# 0.0956f\n", - "C25 clk a_476_n1721# 0.459f\n", - "C26 a_564_n1721# cdac_vp 0.00295f\n", - "C27 clk a_852_n296# 0.0265f\n", - "C28 a_1566_n378# a_482_n1818# 0.0257f\n", - "C29 a_582_n700# RS_n 1.88e-19\n", - "C30 a_476_n1721# RS_n 0.00191f\n", - "C31 a_852_n296# RS_n 0.0212f\n", - "C32 VDD a_482_n1818# 1.48f\n", - "C33 a_582_n700# a_1716_n1348# 0.0758f\n", - "C34 a_1716_n1348# a_476_n1721# 0.0571f\n", - "C35 a_852_n296# a_1716_n1348# 0.215f\n", - "C36 a_582_n700# RS_p 2.41e-19\n", - "C37 a_476_n1721# RS_p 0.00222f\n", - "C38 cdac_vn comp_outp 0.0118f\n", - "C39 a_582_n700# Q 1.45f\n", - "C40 a_476_n1721# Q 0.00932f\n", - "C41 a_1566_n378# VDD 0.8f\n", - "C42 a_582_n700# a_1950_n1721# 5.87e-19\n", - "C43 a_852_n296# RS_p 0.158f\n", - "C44 a_1950_n1721# a_476_n1721# 5.72e-19\n", - "C45 a_852_n296# Q 9.24e-19\n", - "C46 a_1026_n1747# a_564_n1266# 1.23e-20\n", - "C47 clk comp_outp 0.00305f\n", - "C48 a_582_n700# ready 1.98e-19\n", - "C49 ready a_476_n1721# 0.0403f\n", - "C50 cdac_vn a_482_n1818# 0.0389f\n", - "C51 a_852_n296# ready 5.98e-19\n", - "C52 a_476_n1721# comp_outn 1.55e-19\n", - "C53 comp_outp RS_n 0.0437f\n", - "C54 a_1566_n378# cdac_vn 0.00873f\n", - "C55 a_1716_n1348# comp_outp 0.0993f\n", - "C56 P a_1248_n288# 0.133f\n", - "C57 clk a_482_n1818# 0.171f\n", - "C58 cdac_vn VDD 0.19f\n", - "C59 comp_outp RS_p 0.0759f\n", - "C60 comp_outp Q 7.56e-19\n", - "C61 a_1950_n1721# comp_outp 0.0559f\n", - "C62 a_482_n1818# RS_n 3.41e-20\n", - "C63 a_1566_n378# clk 0.525f\n", - "C64 cdac_vp P 0.224f\n", - "C65 a_1716_n1348# a_482_n1818# 0.197f\n", - "C66 clk VDD 0.772f\n", - "C67 a_564_n1721# a_1026_n1747# 0.0214f\n", - "C68 cdac_vp a_1026_n1747# 0.00718f\n", - "C69 a_1566_n378# RS_n 1.34e-19\n", - "C70 a_482_n1818# RS_p 4.35e-20\n", - "C71 ready comp_outp 1.69f\n", - "C72 a_482_n1818# Q 0.0247f\n", - "C73 a_476_n1721# a_564_n1266# 0.0214f\n", - "C74 a_1950_n1721# a_482_n1818# 1.15e-20\n", - "C75 a_1566_n378# a_1716_n1348# 0.135f\n", - "C76 VDD RS_n 0.581f\n", - "C77 a_852_n296# a_564_n1266# 1.58e-21\n", - "C78 comp_outp comp_outn 0.053f\n", - "C79 a_1716_n1348# VDD 0.786f\n", - "C80 a_1566_n378# RS_p 4.77e-20\n", - "C81 a_1566_n378# Q 0.155f\n", - "C82 VDD RS_p 0.536f\n", - "C83 VDD Q 0.368f\n", - "C84 ready a_482_n1818# 2.42e-20\n", - "C85 a_1950_n1721# VDD 0.767f\n", - "C86 clk cdac_vn 0.0494f\n", - "C87 a_1566_n378# ready 6.39e-21\n", - "C88 a_582_n700# a_1248_n288# 0.00749f\n", - "C89 cdac_vn RS_n 0.00684f\n", - "C90 a_476_n1721# a_1248_n288# 0.11f\n", - "C91 a_852_n296# a_1248_n288# 0.134f\n", - "C92 ready VDD 0.614f\n", - "C93 cdac_vn a_1716_n1348# 0.0947f\n", - "C94 VDD comp_outn 0.608f\n", - "C95 a_564_n1721# a_582_n700# 3.54e-19\n", - "C96 a_564_n1721# a_476_n1721# 0.386f\n", - "C97 cdac_vn RS_p 0.00693f\n", - "C98 a_564_n1721# a_852_n296# 0.00167f\n", - "C99 cdac_vn Q 0.216f\n", - "C100 cdac_vn a_1950_n1721# 0.0166f\n", - "C101 clk RS_n 0.00117f\n", - "C102 cdac_vp a_582_n700# 0.265f\n", - "C103 cdac_vp a_476_n1721# 0.484f\n", - "C104 cdac_vp a_852_n296# 0.087f\n", - "C105 clk a_1716_n1348# 0.113f\n", - "C106 a_482_n1818# a_564_n1266# 0.0164f\n", - "C107 clk RS_p 0.00116f\n", - "C108 clk Q 0.114f\n", - "C109 a_1716_n1348# RS_n 0.133f\n", - "C110 cdac_vn ready 0.00514f\n", - "C111 P a_1026_n1747# 3.42e-19\n", - "C112 cdac_vn comp_outn 0.00606f\n", - "C113 RS_n RS_p 0.314f\n", - "C114 comp_outp a_1248_n288# 4.23e-21\n", - "C115 RS_n Q 6.73e-20\n", - "C116 a_1950_n1721# RS_n 0.147f\n", - "C117 a_1716_n1348# RS_p 0.0744f\n", - "C118 VDD a_564_n1266# 5.28e-20\n", - "C119 a_1716_n1348# Q 0.141f\n", - "C120 a_1950_n1721# a_1716_n1348# 0.011f\n", - "C121 clk ready 2.93e-20\n", - "C122 a_564_n1721# comp_outp 0.00536f\n", - "C123 a_1950_n1721# RS_p 1.26e-19\n", - "C124 a_1950_n1721# Q 3.44e-19\n", - "C125 cdac_vp comp_outp 0.00146f\n", - "C126 ready RS_n 0.0795f\n", - "C127 a_482_n1818# a_1248_n288# 0.0534f\n", - "C128 RS_n comp_outn 1.64e-19\n", - "C129 a_1716_n1348# comp_outn 0.00481f\n", - "C130 a_564_n1721# a_482_n1818# 0.201f\n", - "C131 a_1566_n378# a_1248_n288# 0.406f\n", - "C132 ready RS_p 0.0658f\n", - "C133 cdac_vn a_564_n1266# 0.00183f\n", - "C134 ready a_1950_n1721# 0.0553f\n", - "C135 cdac_vp a_482_n1818# 0.207f\n", - "C136 RS_p comp_outn 8.63e-21\n", - "C137 VDD a_1248_n288# 0.851f\n", - "C138 a_1950_n1721# comp_outn 0.116f\n", - "C139 a_582_n700# P 1.45f\n", - "C140 P a_476_n1721# 0.0817f\n", - "C141 P a_852_n296# 0.142f\n", - "C142 a_1566_n378# cdac_vp 0.016f\n", - "C143 a_564_n1721# VDD 0.156f\n", - "C144 cdac_vp VDD 0.0194f\n", - "C145 a_582_n700# a_1026_n1747# 5.9e-19\n", - "C146 a_476_n1721# a_1026_n1747# 0.00774f\n", - "C147 ready comp_outn 0.0692f\n", - "C148 a_852_n296# a_1026_n1747# 0.0111f\n", - "C149 cdac_vn a_1248_n288# 9.58e-19\n", - "C150 a_564_n1266# RS_p 1.21e-21\n", - "C151 a_564_n1721# cdac_vn 0.00596f\n", - "C152 clk a_1248_n288# 0.602f\n", - "C153 cdac_vp cdac_vn 0.63f\n", - "C154 P comp_outp 1.61e-19\n", - "C155 comp_outp a_1026_n1747# 0.17f\n", - "C156 a_1716_n1348# a_1248_n288# 0.00907f\n", - "C157 cdac_vp clk 0.517f\n", - "C158 a_564_n1721# RS_n 3.53e-20\n", - "C159 a_582_n700# a_476_n1721# 0.0604f\n", - "C160 P a_482_n1818# 0.0143f\n", - "C161 a_1248_n288# RS_p 2.46e-19\n", - "C162 Q a_1248_n288# 0.195f\n", - "C163 a_582_n700# a_852_n296# 0.0763f\n", - "C164 a_852_n296# a_476_n1721# 0.309f\n", - "C165 a_564_n1721# a_1716_n1348# 1.33e-20\n", - "C166 cdac_vp RS_n 4.37e-20\n", - "C167 cdac_vp a_1716_n1348# 0.0393f\n", - "C168 a_482_n1818# a_1026_n1747# 2.77e-19\n", - "C169 a_564_n1721# RS_p 0.00175f\n", - "C170 a_1566_n378# P 0.194f\n", - "C171 a_564_n1721# a_1950_n1721# 3.46e-21\n", - "C172 P VDD 0.369f\n", - "C173 cdac_vp RS_p 4.07e-20\n", - "C174 cdac_vp Q 0.0612f\n", - "C175 ready a_1248_n288# 3.55e-21\n", - "C176 VDD a_1026_n1747# 0.762f\n", - "C177 a_564_n1721# ready 0.0708f\n", - "C178 cdac_vp ready 9.23e-19\n", - "C179 a_564_n1721# comp_outn 8.24e-22\n", - "C180 a_582_n700# comp_outp 0.00262f\n", - "C181 a_476_n1721# comp_outp 0.0165f\n", - "C182 a_852_n296# comp_outp 0.105f\n", - "C183 P cdac_vn 0.0279f\n", - "C184 cdac_vn a_1026_n1747# 0.0095f\n", - "C185 a_582_n700# a_482_n1818# 0.0121f\n", - "C186 a_482_n1818# a_476_n1721# 1.63f\n", - "C187 clk P 0.0966f\n", - "C188 a_852_n296# a_482_n1818# 0.042f\n", - ".ends\n", - "\n" - ] - } - ], - "source": [ - "cat hgu_comp_flat_RC.spice" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 838 - }, - "id": "DOpkvmZ2qBAM", - "outputId": "e5a77b9b-7e6d-4cb0-f615-04e34b64943e" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - ".title HGU_Comparator\n", - ".include /content/hgu_goss/hgu/spice/hgu_comp_flat_RC.spice\n", - ".lib /usr/local/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice tt\n", - "X1 ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q X Y hgu_comp\n", - "V1 VDD VSS 1.8\n", - "V2 ready VSS 1.8\n", - "V3 VSS 0 0\n", - "V4 Vbias 0 0.9\n", - "C1 comp_outp VSS 0.005pF\n", - "C2 comp_outn VSS 0.005pF\n", - "Vcdac_vp cdac_vp Vbias PWL(0ns 0V 30ns -0.002V)\n", - "Vcdac_vn cdac_vn Vbias PWL(0ns 0V 30ns 0.002V)\n", - "Vclk clk 0 DC 0V PULSE(0V 1.8V 1ns 1ps 1ps 1ns 4ns)\n", - "\n", - "done\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - } - ], - "source": [ - "## Importing the SPICE file of an externally designed component for simulation\n", - "\n", - "from PySpice.Spice.Netlist import Circuit, SubCircuit, SubCircuitFactory\n", - "from PySpice.Unit import *\n", - "import matplotlib.pyplot as plt\n", - "\n", - "circuit = Circuit('HGU_Comparator')\n", - "circuit.lib(f'{CONDA_PREFIX}/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice', 'tt')\n", - "circuit.include('hgu_comp_flat_RC.spice')\n", - "\n", - "# circuit.X(1, 'hgu_comp', 'cdac_vn', 'cdac_vp', 'VSS', 'VDD', 'clk', 'ready', 'comp_outp', 'comp_outn')\n", - "circuit.X(1, 'hgu_comp', 'ready', 'cdac_vn', 'comp_outp', 'comp_outn', 'cdac_vp', 'clk', 'VDD', 'VSS', 'P', 'Q', 'X', 'Y')\n", - "\n", - "# Define the voltage sources\n", - "circuit.V(1, 'VDD', 'VSS', 1.8)\n", - "circuit.V(2, 'ready', 'VSS', 1.8)\n", - "circuit.V(3, 'VSS', 0, 0)\n", - "circuit.V(4, 'Vbias', 0, 0.9)\n", - "\n", - "circuit.C(1, 'comp_outp', 'VSS', 0.005@u_pF) # 5 fF capacitor\n", - "circuit.C(2, 'comp_outn', 'VSS', 0.005@u_pF) # 5 fF capacitor\n", - "\n", - "# # pulse input source\n", - "# circuit.PulseVoltageSource('cdac_vp', 'cdac_vp','Vbias',\n", - "# initial_value=0@u_V, pulsed_value=0.007@u_pV,\n", - "# rise_time=10@u_ps, fall_time=10@u_ps,\n", - "# pulse_width=4@u_ns, period=8@u_ns, delay_time=4@u_ns)\n", - "# circuit.PulseVoltageSource('cdac_vn', 'cdac_vn','Vbias',\n", - "# initial_value=0@u_V, pulsed_value=0.007@u_pV,\n", - "# rise_time=10@u_ps, fall_time=10@u_ps,\n", - "# pulse_width=4@u_ns, period=8@u_ns, delay_time=0@u_ns)\n", - "\n", - "### liner input source\n", - "circuit.PieceWiseLinearVoltageSource(\n", - " 'cdac_vp', 'cdac_vp','Vbias',\n", - " values=[(0@u_ns, 0@u_V), (30@u_ns, -0.002@u_V)],\n", - ")\n", - "circuit.PieceWiseLinearVoltageSource(\n", - " 'cdac_vn', 'cdac_vn','Vbias',\n", - " values=[(0@u_ns, 0@u_V), (30@u_ns, 0.002@u_V)],\n", - ")\n", - "\n", - "circuit.PulseVoltageSource('clk', 'clk', 0,\n", - " initial_value=0@u_V, pulsed_value=1.8@u_V,\n", - " rise_time=1@u_ps, fall_time=1@u_ps,\n", - " pulse_width=1@u_ns, period=4@u_ns, delay_time=1@u_ns)\n", - "\n", - "print(str(circuit))\n", - "\n", - "# Run transient simulation\n", - "simulator = circuit.simulator(temperature=25, nominal_temperature=25)\n", - "analysis = simulator.transient(start_time=1@u_ns, step_time=1@u_ps, end_time=30@u_ns)\n", - "\n", - "print ('done')\n", - "\n", - "# Plot the output\n", - "plt.figure(figsize=(10, 6))\n", - "plt.plot(analysis.time, analysis.cdac_vp + 6@u_V, label='cdac_vp + 6@u_V')\n", - "plt.plot(analysis.time, analysis.cdac_vn + 6@u_V, label='cdac_vn + 6@u_V')\n", - "plt.plot(analysis.time, analysis.comp_outp + 4@u_V, label='comp_outp + 4@u_V')\n", - "plt.plot(analysis.time, analysis.comp_outn + 4@u_V, label='comp_outn + 4@u_V')\n", - "plt.plot(analysis.time, analysis.P + 2@u_V, label='P + 2@u_V')\n", - "plt.plot(analysis.time, analysis.Q + 2@u_V, label='Q + 2@u_V')\n", - "plt.plot(analysis.time, analysis.X + 2@u_V, label='X + 2@u_V')\n", - "plt.plot(analysis.time, analysis.Y + 2@u_V, label='Y + 2@u_V')\n", - "plt.plot(analysis.time, analysis.clk, label='clk')\n", - "plt.title('Comparator Output')\n", - "plt.xlabel('Time [s]')\n", - "plt.ylabel('Voltage [V]')\n", - "plt.legend(loc='upper right')\n", - "plt.grid(True)\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "ABRCfNLl-GPI" - }, - "source": [ - "## Accuracy Measurement" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "yLqcjfjq6dMj" - }, - "outputs": [], - "source": [ - "def find_indices(input_list, target_value):\n", - " \"\"\"\n", - " Find the indices of a target value in a list.\n", - "\n", - " Parameters:\n", - " input_list (list): The list to search.\n", - " target_value: The value to find in the list.\n", - "\n", - " Returns:\n", - " list: A list of indices where the target value is found. If not found, returns an empty list.\n", - " \"\"\"\n", - " indices = [index for index, value in enumerate(input_list) if value == target_value]\n", - " return indices" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 509 - }, - "id": "t4_3A2r66b-0", - "outputId": "04c4ce04-2e26-49ce-a7e4-219af1b0617a" - }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "acc_n: 0.00019482666666670312 V\n", - "acc_p: 0.002877226666666788 V\n" - ] - } - ], - "source": [ - "### Code to plot only the desired results\n", - "\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "import matplotlib.ticker as ticker\n", - "import matplotlib\n", - "from matplotlib import pyplot as plt\n", - "from matplotlib.pyplot import figure\n", - "from matplotlib.lines import Line2D\n", - "from matplotlib import cm\n", - "\n", - "##Track changes in a variable called 'output' (e.g., voltage output) from simulation results\n", - "comp_outp_voltage = analysis['comp_outp'].data\n", - "comp_outn_voltage = analysis['comp_outn'].data\n", - "ready_voltage = analysis['ready'].data\n", - "time = analysis.time # simualtion time\n", - "\n", - "threshold = 0.001 ## For example, save data only when the change exceeds 0.001V\n", - "\n", - "## Calculate the difference in output values and select points where the change exceeds the threshold\n", - "comp_outp_filtered_time = []\n", - "comp_outp_filtered_output = []\n", - "for i in range(1, len(comp_outp_voltage)):\n", - " # Calulate difference\n", - " if abs(comp_outp_voltage[i] - comp_outp_voltage[i - 1]) > threshold:\n", - " comp_outp_filtered_time.append(time[i])\n", - " comp_outp_filtered_output.append(comp_outp_voltage[i] + 4)\n", - "\n", - "comp_outn_filtered_time = []\n", - "comp_outn_filtered_output = []\n", - "for i in range(1, len(comp_outn_voltage)):\n", - " # Calulate difference\n", - " if abs(comp_outn_voltage[i] - comp_outn_voltage[i - 1]) > threshold:\n", - " comp_outn_filtered_time.append(time[i])\n", - " comp_outn_filtered_output.append(comp_outn_voltage[i] + 2)\n", - "\n", - "ready_filtered_time = []\n", - "ready_filtered_output = []\n", - "for i in range(1, len(ready_voltage)):\n", - " # Calculate difference\n", - " if abs(ready_voltage[i] - ready_voltage[i - 1]) > threshold:\n", - " ready_filtered_time.append(time[i])\n", - " ready_filtered_output.append(ready_voltage[i])\n", - "\n", - "# Ploting fittered data\n", - "plt.scatter(comp_outp_filtered_time, comp_outp_filtered_output, label=\"comp_outp\")\n", - "plt.scatter(comp_outn_filtered_time, comp_outn_filtered_output, label=\"comp_outn\")\n", - "# plt.scatter(ready_filtered_time, ready_filtered_output, label=\"ready\")\n", - "plt.xlabel('Time (s)')\n", - "plt.ylabel('Voltage (V)')\n", - "plt.title('Filtered Output (Voltage Change > 0.001V)')\n", - "plt.legend()\n", - "plt.grid(True)\n", - "plt.show()\n", - "\n", - "# if(len(comp_outn_filtered_time)>0):\n", - "# index = int(comp_outn_filtered_time[int(len(comp_outn_filtered_time)/2)].value)\n", - "# print(\"acc: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))\n", - "# if(len(comp_outp_filtered_time)>0):\n", - "# index = int(comp_outp_filtered_time[int(len(comp_outp_filtered_time)/2)].value)\n", - "# print(\"acc: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))\n", - "\n", - "if(len(comp_outn_filtered_time)>0):\n", - " meas_time_n = (comp_outn_filtered_time[int(len(comp_outn_filtered_time)/2)].value)\n", - " index = find_indices(analysis.time, meas_time_n)[0]\n", - " print(\"acc_n: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))\n", - "if(len(comp_outp_filtered_time)>0):\n", - " meas_time_p = (comp_outp_filtered_time[int(len(comp_outp_filtered_time)/2)].value)\n", - " index = find_indices(analysis.time, meas_time_p)[0]\n", - " print(\"acc_p: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "whCFlvFi-L17" - }, - "source": [ - "## Transition delay and transition time measurement" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "id": "uAya2R9PH8R7" - }, - "outputs": [], - "source": [ - "def meas_trans_time(start_time, time_list, signal_A_list, signal_B_list, voltage_A, voltage_B, trans_A_percent, trans_B_percent):\n", - " \"\"\"\n", - " Measure the transition time between two signals reaching specific percentages of their target voltages.\n", - "\n", - " Parameters:\n", - " start_time (list): Time points corresponding to signal values.\n", - " signal_A_list (list): Voltage values for signal A.\n", - " signal_B_list (list): Voltage values for signal B.\n", - " voltage_A (float): Target voltage for signal A.\n", - " voltage_B (float): Target voltage for signal B.\n", - " trans_A_percent (float): Percentage of voltage_A for signal A transition point.\n", - " trans_B_percent (float): Percentage of voltage_B for signal B transition point.\n", - "\n", - " Returns:\n", - " float: The time difference between signal A and signal B reaching their respective percentages.\n", - " \"\"\"\n", - "\n", - " start_time_index = (find_indices(time_list, start_time))[0]\n", - "\n", - " # Calculate target voltages based on percentages\n", - " target_A = voltage_A * (trans_A_percent / 100)\n", - " target_B = voltage_B * (trans_B_percent / 100)\n", - "\n", - " indexA = 0\n", - " indexB = 0\n", - "\n", - " # Find the time when signal A reaches the target voltage\n", - " time_A = signal_A_list[-1]\n", - " for t in range(start_time_index, len(signal_A_list)-1):\n", - " if (signal_A_list[t] - target_A) * (signal_A_list[t+1] - target_A) < 0:\n", - " time_A = time_list[t]\n", - " indexA = t\n", - " break\n", - " else:\n", - " if len(signal_A_list) <= t+1:\n", - " raise ValueError(\"Transition point not found for one or both signals.\")\n", - "\n", - " # Find the time when signal A reaches the target voltage\n", - " time_B = signal_B_list[-1]\n", - " for t in range(start_time_index, len(signal_B_list)-1):\n", - " if (signal_B_list[t] - target_B) * (signal_B_list[t+1] - target_B) < 0:\n", - " time_B = time_list[t]\n", - " indexB = t\n", - " break\n", - " else:\n", - " if len(signal_B_list) <= t+1:\n", - " raise ValueError(\"Transition point not found for one or both signals.\")\n", - "\n", - " # Calculate and return the time difference\n", - " if time_A is not None and time_B is not None:\n", - " return abs(time_B - time_A), time_A, signal_A_list[indexA], time_B, signal_B_list[indexB]\n", - " else:\n", - " raise ValueError(\"Transition points not found for one or both signals.\")\n", - "\n", - "# Rising Time and Falling Time calculation fuction\n", - "def calculate_transition_times(time, signal, low_percentage=10, high_percentage=90, voltage=1.8):\n", - " \"\"\"\n", - " Calculates the rising and falling times for a signal.\n", - " Works for signals with both rising and falling transitions.\n", - "\n", - " :param time: List of time points (UnitValue or float)\n", - " :param signal: List of signal values (UnitValue or float)\n", - " :param low_percentage: The lower percentage for rising/falling time (default: 10%)\n", - " :param high_percentage: The higher percentage for rising/falling time (default: 90%)\n", - " :return: List of rising times and falling times\n", - " \"\"\"\n", - " signal = np.array(signal)\n", - " time = np.array(time)\n", - "\n", - " # Find min and max signal values\n", - " min_val = np.min(signal)\n", - " max_val = np.max(signal)\n", - "\n", - " # Calculate the low and high threshold values\n", - " low_threshold = min_val + (max_val - min_val) * (low_percentage / 100)\n", - " high_threshold = min_val + (max_val - min_val) * (high_percentage / 100)\n", - "\n", - " rising_times = []\n", - " falling_times = []\n", - "\n", - " # Rising time: Find transitions from low_threshold to high_threshold\n", - " rising_indices = np.where((signal[:-1] < low_threshold) & (signal[1:] >= low_threshold))[0]\n", - " for start_index in rising_indices:\n", - " end_index = np.where((signal[start_index:] >= high_threshold))[0]\n", - " if len(end_index) > 0:\n", - " rising_time = time[start_index + end_index[0]] - time[start_index]\n", - " rising_times.append(rising_time)\n", - "\n", - " # Falling time: Find transitions from high_threshold to low_threshold\n", - " falling_indices = np.where((signal[:-1] > high_threshold) & (signal[1:] <= high_threshold))[0]\n", - " for start_index in falling_indices:\n", - " end_index = np.where((signal[start_index:] <= low_threshold))[0]\n", - " if len(end_index) > 0:\n", - " falling_time = time[start_index + end_index[0]] - time[start_index]\n", - " falling_times.append(falling_time)\n", - "\n", - " return rising_times, falling_times" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 1000 - }, - "id": "947e0oFq6h45", - "outputId": "5f5a322b-016b-44aa-f68b-a829f32f1e35" - }, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "time interval: 0.10000000000003068 ps\n", - "1.0000000000003067e-13 s\n", - "\r\n", - "========= Transition Delay =========\n", - "Transition_n Delay: 0.6479000000007327 ns\n", - "Transition_p Delay: 0.597900000000676 ns\n", - "\n", - "========= Transition Time =========\n", - "CLK Rising Time: [1.0000000000001e-12, 9.000000000006897e-13, 9.999999999994796e-13, 9.000000000006897e-13, 9.999999999978252e-13, 9.00000000002344e-13, 9.000000000056527e-13, 9.00000000002344e-13]\n", - "CLK Falling Time: [8.999999999998625e-13, 9.000000000006897e-13, 9.999999999994796e-13, 9.999999999994796e-13, 9.00000000002344e-13, 9.00000000002344e-13, 9.00000000002344e-13]\n", - "P Rising Time: []\n", - "P Falling Time: [4.800000000005443e-11]\n", - "N Rising Time: [5.800000000006577e-11]\n", - "N Falling Time: [4.30000000000043e-11]\n", - "\n", - "========= Plot =========\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
" - ], - "image/png": 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pS5rTjhw5ssw+pk2bRlFREVlZWaSkpFBQUEBsbGyZOK5m9PaSBOxy0zSVLL/WZO1qhIWFYTabS5XVqlULoEwf9RtFuUQf2xEjRpCXl8fixYuB4ibzJ06ccDWBT0lJIT8/v9zPuW7dujidzqvq/1yer776ikaNGmE0GvH39ycwMJDly5eTlZXlWufkyZOEhobi4eFRatuYmJhS748cOYKiKDz//PNlrqUXX3wRKHs9XqykefWVrpGLGY1GAgMDS5X5+vqWSVyXLVtG69atMRqN+Pn5ERgYyJQpU0qdZ4mLb0aVt8/k5GQKCgrKnD+U/UwOHz6MoijExsaW+Uz2799/2c/jUry8vHjggQdYt24d//d//0d2djaffvopJ0+evOx2JpPpkiPpFxYWlmluXt72RUVF5W5bsvxynnjiCQBWr15dqrzkOp89ezYAp0+fZsOGDQwdOrTM2BZw4feovLEBhBCisqtcw+8KIUQl5nQ6Abj77rvL7T8MxbWCF/vrF+qSffzvf/+75JRnnp6e5X5JvxZ169YF4M8//7zkOidPniQ7O5t69eq5yi71hdzhcJT7Rf6fuNyx/gk/Pz9UKtUlaz579+6Nt7c3s2fPZvjw4cyePdtV43gjzZo1i1GjRtGvXz+eeuopgoKC0Gg0vP766xw9evSa91dyLT355JOXbG1RXoJbok6dOkBxf/0OHTpc1TGv5hrYsGEDffv25fbbb+eTTz4hNDQUnU7H9OnTXQni1ezzUjdbLsfpdKJSqfjxxx/L3a+np+c173Pr1q18+eWXzJ07l8zMTFq1asXYsWNdv2OXEhoaisPhIDk5maCgIFe51WolLS2tVCuBS21fXsuIs2fPAlxx+/DwcKC4BcbFmjdvTp06dZgzZw7//e9/rzgLQsnvUUBAwGWPJ4QQlZEk60IIUQGVl0gGBgZisVhwOBx/u6a+pLmvl5fXZfcRGBiIyWQqd2CrgwcPXvE4tWrVolatWixatIj333+/3Nrzr7/+GihOXkv4+vqWOwjXyZMnSzUJv1ItW2JiInl5eaVq1w8dOgTgGh29pHntX49XXo3ltdTqabVaoqOjOX78eLnLDQYDgwYN4uuvvyYpKYnvv/+ezp07ExISAhR/9h4eHuV+zgcOHECtVrsSofJcKtZ58+YRFRXFggULSq1TUgteIiIigrVr15Kfn1+qdv3IkSOl1iv5eeh0ur91Pfbp04fXX3+dWbNmXXWyfjXmz5+P0Whk5cqVpZpxT58+/W/tLygoCKPRWOb8oexnEh0djaIo1KxZ09WS4+9ITk5m5syZTJ8+nb179+Lv78+oUaMYO3YsDRo0uKp9lNyM27ZtGz179nSVb9u2DafTecmbdRdvv3btWrKzs0sNMlcywOGVti/pRvDXlhBQXLv+/PPP8+effzJ79mxiY2NdMzz8Vcnv0ZVuTgghRGUkzeCFEKICMpvNZZJIjUbDwIEDmT9/Pnv27CmzTUpKyhX327x5c6Kjo3n77bfLnWKpZB8ajYb4+HgWLVrEqVOnXMv3799fZiTzS3nhhRfIyMjgwQcfLFNbvX37dt58800aNGhQatqu6OhoNm3aVKr57rJly8o0+y5Jwi81urbdbi81zZzVauWzzz4jMDCQ5s2bu44F8Msvv7jWczgcZUYWLzleeU2oL6VNmzZs27btkstHjBiBzWbjgQceICUlpVStokaj4Y477mDx4sWlmuwnJSUxe/Zs2rdvf8kR9i8Xa0lN78U1xps3b+b3338vtV58fDw2m43PP//cVeZ0Ovn4449LrRcUFERcXByfffaZq7b1Yle6Htu0aUP37t2ZNm1auaOqW61W1/ze10Kj0aBSqUpdcydOnCj3GFe7v65du7Jo0SISExNd5UeOHOHHH38ste6AAQPQaDRMmjSpTM28oiilRpgvT0JCAv369aNatWo89dRThIaGMnfuXBITE3nvvfeuOlEH6Ny5M35+fkyZMqVU+ZQpU/Dw8KBXr16ustTUVA4cOEB+fr6rbNCgQWV+H4qKipg+fTqtWrVy3TDKzs4u0xJHURReeeUVgHJbXZRc7y+88AK7du26ZK06FP+t8Pb2pn79+ld76kIIUWlIzboQQlRAzZs3Z/Xq1bz77ruEhYVRs2ZNWrVqxRtvvMHatWtp1aoV999/P/Xq1SM9PZ0dO3awevXqMk1O/0qtVjNt2jR69OhB/fr1GT16NNWqVePMmTOsXbsWLy8vli5dChTPk75ixQo6dOjAQw89hN1u58MPP6R+/fqXbd5eYsSIEWzdupX333+fffv2MWLECHx9fdmxYwdffvkl/v7+zJs3D51O59rmvvvuY968eXTv3p0hQ4Zw9OhRZs2aVWoAMChOtH18fPj000+xWCyYzWZatWrl6qMfFhbGm2++yYkTJ6hVqxbffvstu3btYurUqa7j1a9fn9atW/Pss8+Snp6On58fc+fOLXdu6+bNm/Ptt9/y73//mxYtWuDp6UmfPn0uee533nknM2fO5NChQ+XWsHbs2JHq1auzePFi1/zTF3vllVdYtWoV7du356GHHkKr1fLZZ59RVFTEW2+9ddnP/VKx9u7dmwULFtC/f3969erF8ePH+fTTT6lXr16pGzf9+vWjZcuWPPHEExw5coQ6deqwZMkS17V1ca38xx9/TPv27WnYsCH3338/UVFRJCUl8fvvv3P69Gn++OOPy8b69ddfc8cddzBgwAD69OlDly5dMJvNHD58mLlz53L27Nly51q/nF69evHuu+/SvXt3hg8fTnJyMh9//DExMTFXdd2WZ+LEifz000+0a9eO8ePH43A4+Oijj2jQoEGpKcyio6N55ZVXePbZZzlx4gT9+vXDYrFw/PhxFi5cyLhx4y57A+Lo0aPs2LGDZ599ljFjxrhagfwdJpOJl19+mQkTJjB48GDi4+PZsGEDs2bN4tVXX8XPz8+17kcffcSkSZNYu3YtcXFxALRq1YrBgwfz7LPPkpycTExMDF999RUnTpzgiy++cG27Y8cOhg0bxrBhw4iJiaGgoICFCxfy22+/MW7cuHKnMKxZsyZt27Z1jdtwuWR91apV9OnTR/qsCyGqJjeMQC+EEJVWyXRgW7duLXf51U7dduDAAeX22293Tdt08XRmSUlJyoQJE5Tw8HBFp9MpISEhSpcuXZSpU6e61imZ0uv7778vN46dO3cqAwYMUPz9/RWDwaBEREQoQ4YMUdasWVNqvfXr1yvNmzdX9Hq9EhUVpXz66aflxns5ixYtUrp166b4+voqBoNBiYmJUZ544gklJSWl3PXfeecdpVq1aorBYFDatWunbNu2rczUbYqiKIsXL1bq1avnmj6r5DPt2LGjUr9+fWXbtm1KmzZtFKPRqERERCgfffRRmWMdPXpU6dq1q2IwGJTg4GDlv//9r7Jq1aoy06Hl5uYqw4cPV3x8fBTgitO4FRUVKQEBAcrLL798yXWeeuqpcqe3KrFjxw4lPj5e8fT0VDw8PJROnTopGzduLLVOeVO3XSpWp9OpvPbaa0pERIRiMBiUpk2bKsuWLVNGjhxZ5nxSUlKU4cOHKxaLRfH29lZGjRql/PbbbwqgzJ07t8xneO+99yohISGKTqdTqlWrpvTu3VuZN2/eZT+jEvn5+crbb7+ttGjRQvH09FT0er0SGxurPPLII6WmVBs5cqRiNpvLbF/e9fjFF18osbGxisFgUOrUqaNMnz693PUAZcKECWX2Wd4UgmvWrFGaNm2q6PV6JTo6Wpk2bZryxBNPKEajscz28+fPV9q3b6+YzWbFbDYrderUUSZMmOCamu9yn4XD4bjsOtdq6tSpSu3atV1xv/fee6WmbVSUC5/hxdeRoihKQUGB8uSTTyohISGKwWBQWrRooaxYsaLUOseOHVMGDx6sREZGKkajUfHw8FCaN2+ufPrpp2WOc7GPP/5YAZSWLVtecp39+/crgLJ69eprP3EhhKgEVIryN0ZQEUIIISqouLg4UlNTy+0qcDO9/PLLTJ8+ncOHD1/3wfHcYdGiRfTv359ff/2Vdu3auTucCqFfv37s3bu33LEdxD/3+OOP88svv7B9+3apWRdCVEnSZ10IIYS4Af71r3+Rm5vL3Llz3R3KNfvrHNwOh4MPP/wQLy+vcps1VwV//UwOHz7MDz/84Go2Lq6vtLQ0pk2bxiuvvCKJuhCiypI+60IIIcQN4Onp+bfm1a4IHnnkEQoKCmjTpg1FRUUsWLCAjRs38tprr11xfu3KKioqilGjRhEVFcXJkyeZMmUKer2e//znP+4OrVLy9/cvdxBMIYSoSiRZF0IIIUQpnTt35p133mHZsmUUFhYSExPDhx9+yMMPP+zu0Nyme/fuzJkzh3PnzmEwGGjTpg2vvfYasbGx7g5NCCFEJSV91oUQQgghhBBCiApG+qwLIYQQQgghhBAVjCTrQgghhBBCCCFEBXNL91l3Op0kJiZisVhkpFAhhBBCCCGEEDecoijk5OQQFhaGWn3j6r9v6WQ9MTGR8PBwd4chhBBCCCGEEKKKSUhIoHr16jds/7d0sm6xWAA4fvw4fn5+bo5GiBvDZrPx008/cccdd6DT6dwdjhA3hFznoiqQ61xUBXKdi6ogPT2dmjVruvLRG+WWTtZLmr5bLBa8vLzcHI0QN4bNZsPDwwMvLy/5pycqLbnORVUg17moCuQ6F1WBzWYDuOFdsWWAOSGEEEIIIYQQooKRZF0IIYQQQgghhKhgJFkXQgghhBBCCCEqGEnWhRBCCCGEEEKICkaSdSGEEEIIIYQQooKRZF0IIYQQQgghhKhgJFkXQgghhBBCCCEqGEnWhRBCCCGEEEKICkaSdSGEEEIIIYQQooKRZF0IIYQQQgghhKhgJFkXQgghhBBCCCEqGEnWhRBCCCGEEEKICkaSdSGEEEIIIYQQooKRZF0IIYQQQgghhKhgKk2y7sjNo+jYcRy5ee4ORQghhBBCCCGE+Ee07g7genAWFHB0yBAcZxJBpcIQE42xXj20IaFog4PQhYSg8fFFbTaj8TSjNptRmUyo9HpUKpW7wxdCCCGEEEIIIUqpFMl60nez0ZxJLH6jKBQdPkLR4SNXta1Kr0dlNKIy6FHrDcXvL3qoDXrUZk/UXhY0Xt5ovL1QWy681nh5ofYqftZ4eaHS62/gmQohhBBCCCGEqAoqRbKe8c0sAoBPeqnZEa2i9hmFaqngl6PgnwO+OQqehWCygqkI9I4L2ypWK4rVCoCj/N1fE7WnJ9qAALSBgWgDi581Je8DAl3lGh8fVOpK0wtBCCGEEEIIIcR1VCmSdWN2IWg03PXwR0wKbcyu5F0cyzpGUl4Sx/LPkZSXRLY1m1xbLrnWXLDb0dtBd/6hP//Q2UHnAK1Dcb3W24sTfHMhmIsUzIXgWVj83qNQcb02FxXH4szNxZqbi/XEicsHrdWi9fc/n8SXTe51gYFoAorL1AbDDf8MhRBCCCGEEEJUHJUiWQco0kKrGu3RaXR0rtGZznQudz1FUShyFFHkKKLQXojVYXW9L3IUYXVasTqspcpzrDlkW7PJKsrilDWb7KLi19nWbLKsWWQXZYPTiUcReOWDb66CTx745oJPnoJPLvjkgu/5114FgN2OPSkJe1LSFc9N7eVVOqn/S3Jf8l7t7S198IUQQgghhBCiEqg0yXqBUYVOo7vieiqVCqPWiFFrxNvgfV2O7VSc5NpyySrMIq0wjZSCFJLzk0ktSCU5P5lj+SmkFBQ/soqy0DgUvP+azOddSPJ9Lkr2dQ5wZmdjzc7GevTo5c9Np0MTGHChub0rqQ9EFxKMNiQEbVBQcRN8SeqFEEIIIYQQosKqNMl6kcF9/b/VKjVeei+89F6Ee4Vfdt0iRxEpJcn7+efk/GRS8lPYc74suSCZHGsOKMXN7ksSeN8ySX1xsu+bW9w0X7HZsCeexZ549rIxqAwGtCHB6IKKE3hdcBDa4JDisuDg4tcB/qg0muv5MQkhhBBCCCGEuEqVJ1k33RqnYtAYqG6pTnVL9cuuV2gvdCX0yQXJpOanklxQnNQfuijZz7HlAKC1X0jgfV1N7xV888A3B/xyISBHhSXfiVJUhO3kKWwnT106AI2muEY+OBhtcPD5RD4EbXBwcS39+XK1jH4vhBBCCCGEENfdrZHhXgW7qXIljUatkXBLOOGWy9fU59vySS1IvZDY5ye7HkfOD66XnJ+MXbEDoLOr8M0B/5zi0fL9ci6Mmu+XC4E5KrxznagdDuznzmE/d+7SB1ep0AYHow8PR1cjHH2NCPQ1wtGF10BfIxyNl9f1/EiEEEIIIYQQosqoNMm6w6NqjpjuofOghq4GNbxqXHIdp+IkrSCNpPwkkvKSOHc+iT+Xf44zeUnsyE8iKT8Ju7M4oVc5VfjkUSqR93cl9hCYq8Y3x4nOplxI6LduLXNcTUAAhtgYDLGxGGJjMcbGoo+JReNpvmGfhxBCCCGEEEJUBpUmWXeaje4OocJSq9QEegQS6BFIg4AG5a7jVJykF6aXSeaT8ooT+d1550ol9ChqLAUQkgHBGQrBmRCSoRCWqSYkU4Ul144jNZX81FTyf99U6lj6qChMjRphatwIY8NGGGvXQqW78uCAQgghhBBCCFFVVJhk/Y033uDZZ5/lscceY/Lkyde+A7PHdY+pKlGr1ASYAggwBVCf+uWu41ScZBRmcC7vHAm5CZzOOU1CTgIJOQn8lpNAUl4SCgoAxiIN1dIgPFUhPEUhIlVNzVQ1lmwb1mPHsB47RtaiRUDxgHfGhg0wt2qNuW0bTA0bopK+8EIIIYQQQogqrEIk61u3buWzzz6jUaNGf3sfKrM0rb7R1Co1/iZ//E3+1A8om9AXOYo4k3OG49nHOZZ5jCOZRziWdYzfs45T5CgCFLzyNESfVYhNVKh1Tk3sWTDlF1GwbTsF27aT+vHHqDw88LitOebWbfCM64ghKurmn6wQQgghhBBCuJHbk/Xc3FxGjBjB559/ziuvvHLZdYuKiigqKnK9z87Odr12Jm/n6NS7qXHPFNBKk3h3UKMm3BxOuDmc20Nvd5U7nA5O555mX/o+9qXtY1/6PpZmHKDAXgCKQmi6hnqnFBqfVNHolAqPvHzyftlA3i8bSH7rLXSREZg7dcLcqRPGRo2q3JRyNput1LMQlZFc56IqkOtcVAVynYuq4GZd3ypFUZSbcqRLGDlyJH5+frz33nvExcXRpEmTSzaDnzhxIpMmTSpTviUmlrTOVrqHZrDbeBvH6jwMKvfNuy6uzKk4SXGmcMp+iuP24xyzHyNXyUWlKNRIhgYnFZodV1HvhBON88IlajebyatXj+wmjSmIigK1/JyFEEIIIYQQN09+fj7Dhw8nKysLrxs4A5Zba9bnzp3Ljh072FrOSOLlefbZZ/n3v//tep+dnU14ePHUZgadA4CGhdvwz/mRwLs+ApXq+gctbghFUTiVc4ptydvYcm4L66v/zvKWuZiK1DQ5ptDyMDQ/psKYl4f31q14b92KJigIS4/uWHr1Ql+nDqpK+vO22WysWrWKbt26oZOB+EQlJde5qArkOhdVgVznoipIS0u7KcdxW7KekJDAY489xqpVqzAar67ZusFgwGAof4o2o1ZhatD/MTbpVcKOfkvyD0EE9bt8s3pRscT4xxDjH8PQukOxOW3sSt7FuoR1/BL4C+/XPYHGoVDvlJp2B1S0PajCmJxM5ldfk/nV1+ijo/Hudyc+/fqhDQx096ncEDqdTv7piUpPrnNRFch1LqoCuc5FZXazrm23tSHevn07ycnJNGvWDK1Wi1arZf369XzwwQdotVocDsc17c+hMzBy3L+Z7vsoAEG7PiRlwX/Ava38xd+kU+toEdKCp1o8xdL+S1nabykPt3gcW/N6fNpDxZiHFf43QM3mOhrsWjXWo0dJeeddDsd1IuHhh8lZtw7Fbnf3aQghhBBCCCHE3+K2mvUuXbqwe/fuUmWjR4+mTp06PP3002iucRAxh8GCQavhrgef58sPchmT/wWBf35GSs45Aoe8Dybf6xm+uMkivSO5r+F93NfwPo5lHWPl8ZX84PcD79Q+gakQWh9UE79bS1SCldzVa8hdvQZtcDDeA/rjO2QIutBQd5+CEEIIIYQQQlw1tyXrFouFBg0alCozm834+/uXKb8aKlNA8X6NOgY9+iZTpngzLvM9Ao8vJved9Wg6/RdTi3tAL/Ox3+qivKMY32Q8DzZ+kAPpB1h8dDHLvJextnEW1VM0dP7DSed9GjySkkib8ilpUz/H0qULvnePwKNFi0rbt10IIYQQQghRebh96rbrwaECtSXM9d7LqGP0w//HJ7MiiT/+JrXsZ2DVfyj4+WXyat6BT+2OaKs1hsDaoDO5MXLxT6hUKur616Wuf13+3fzfrE1Yy8IjC5kZuJHZcU5aHFbTc5eG2ids5Pz0Ezk//YShVi187x6Bd+/eqD3kxo0QQgghhBCiYqpQyfq6dev+1nb5RjB6VS9VZtRpeGT0SH4/2I2PF75H7/xFRJCM6ch8ODLftV6ezo8iUwhOrzC0vuGYgmIwhNWDareB8cYNwy+uL71GT3xkPPGR8ZzLO8fCwwv53vI9z9dNITxZQ4/tCnF7gUOHOPfCiyS//Q4+AwfiO2IE+urV3B2+EEIIIYQQQpRSoZL1v6tQD54+YeUua1M7jNZPv8Wvh55g0S9L8Ez8nfqO/dRWJeCrysVsS8dsS4fsfXD6wnZOVKRZ6qKudQd+rYaiCqp7k85G/FMh5hDGNxnPfY3u4+dTPzP3wFymBm3jmziFTn+q6bVLg396NunTp5P+1Vd4dY/Hb8xYTA3quzt0IYQQQgghhAAqSbJuNSiY/MMvuVylUtGhdggdao9DUe7neGoem89lc/rMaQrSEnBknkaTexaPgkRCHGdpoDpBhDqZwJx9sH0fbJ/MWZ+meMU9jrlRX1C7bRB9cQ10ap2rtv1wxmHmHpjLUstSlrfIp+lRNX13aKh3zEb2Dz+S/cOPeLRsif/YMZg7dEAlP2MhhBBCCCGEG1WKZN1uUPAKqnFV66pUKqICPYkK9ISGYUDLUstzCm0cOJfDhsOHyN+/iqjUtcSpdhKauRMWjSRlRU2Mvd/A0qD7DTgTcaPE+sbyfJvnebz54yw5uoSZXjOZGHuGiCQNd26Btvud5G/ZQv6WLehjovEfPQavPr1R6/XuDl0IIYQQQghRBVWK6kOnTsEvJOK67Mti1NEi0o+7u7Vm3KPP0/K/K1nSeSVzDIPJVkwEFh7HMu8uTnw6BEdW4nU5prh5LHoLI+qOYHn/5bwb9y4+DZrwQR8VEx5Us7SliiKjBuuRo5x97jmOdulK6tTPcWRluTtsIYQQQgghRBVTKZJ1hx4s3n43ZN9eRh0DOrZk6DOfs2vQbyww3IlDURF5biVFk5uRsGIyOJ035NjixtGoNXSL6MasnrOY2WMmzRrewTdddYwbDzM7qcn20mJPSSHl3Xc50qkzyW+/jT0lxd1hCyGEEEIIIaqIStIM/safhkql4vaG0djrzWD5TyuJ3Px/NFKO4LHpRY4eXEXE2K/Revrf8DjE9dckqAlNgpqQkJ3ArP2zWOi5kB9a5NNun5oBWzWEJeWTNu0L0r+eiffAAfiPHYu+evUr71gIIYQQQggh/qZKUrN+8/oVazVq+vboQei/NrAg+DGKFB3RGb+S8W5rUvb/dtPiENdfuFc4z7Z6llWDVvFwi8fZ2yKQx0c7eWOQmmPVtShWK5lz5nI0vjuJTz9N0ZEj7g5ZCCGEEEIIUUlVjmTdw3TTjxno7cGA8S/xe6c5nFRCCHQm4/NtHw4u/h8oyk2PR1w/3gZv7mt4HysGruD/Wj9PUtNwnrlbYeJwNXuitOBwkLV4Ccd69+H0I49QsHu3u0MWQgghhBBCVDKVIllXmX3cduy4uG4wbh2/6tuhw0Htna+w+/P7UBw2t8Ukrg+j1shdde5iWf9lvH77G1gb1+Klu+CZURq21tYAkLNqNScGD+HUmLHkbd6CIjdqhBBCCCGEENdBpUjWtT5Bbj1+RLVQWj61lBVhE3AqKhomzuPguz0ozMlwa1zi+tCqtfSO6s38vvP5sPOHWBo14X8DVPzrfg3rG6pxqlXkbdzIqZEjOTlsODlr10rSLoQQQgghhPhHKkWybg6+ujnWbyS9TkP3ca/xS7P3yFcM1MnbSvLk20k9fcjdoYnrRK1SExcex8weM/ky/ksiG7Xn495qHnlAzcpmKuxaNQW7dnF6/EMc79efrOXLURwOd4cthBBCCCGEuAVVimS9dd8H3B2CS9ydoznc8zuS8aWG4xTKtHgSDmx3d1jiOlKpVLQIacGn3T7l297f0rRxPF/Gaxk/XsXi1iqsBjVFBw+S+MSTHOvZi8z581GsVneHLYQQQgghhLiFVIqp24wmT3eHUErjVnEkBK/i+FcDqKmcInNuXw73mUVs807uDk1cZ/X86/FO3DucyDrB9L3T+dZrCYta2+i+XU2f7So4eZKzz/0fKR9/jP/YsfgMHIjaaHR32EIIIYQQQohyKIpCgb2AHGsOubZccqw5pV7n2nJJSk26KbFUimS9IgqPjCXtoVUc+KwvdewH0S25iz9yPqVx3AB3hyZugEjvSCa1ncT4xuP5au9XzPOcx/IWBXTbpabfFhWWxLMkvfwKqVM+xX/0KHzuGorG0+zusIUQQgghhKiUSpLurKIssqxZZBZlFr++6JFZlEmWNYvsouwLy61Z2J32y+7bUXBzurpKsn4D+QeGYHzsJ3Z/1J+GRTuou/Y+NuVm0Lr3WHeHJm6QEHMIT7d8mvsb3c83+79hjuccVjTLpvOfavpvVuGXmkry/94mdern+N1zD353j0Dj4+PusIUQQgghhKjwCuwFZBRmkF6YTnphOmkFaa7XpcoL08gozMDm/PszdGlUGix6C546z+JnvafrtbpQzSu8ch3PrHySrN9gZosPtf/1Azs/HkrTnHW03PoE63PS6TjsKXeHJm4gP6MfjzR9hNH1R/PtwW/52vI1q5uk0WGvmoGbVASnZZH60Uekf/klvsOH4TdqFNqAAHeHLYQQQgghxE1jd9pdSXZaYVqZpDu9IL3UsgJ7wTUfQ6vW4mPwwVvvjbeh+OFj8HG99jZ4460vXeal98KkNaFSqcrdZ1pamiTrlYXeaKLxY/PZ8ekYmqUupuPBV1jzZS6dR0+85AUgKgdPvSdjG45lRN0RLDyykOle03m0QSKtD6gZtElFeFI+adO+IH3mLHwGDcJ/7Bh0YWHuDlsIIYQQQoi/zeqwklKQQkp+CqkFqa7XKQXFj9T84rKMwgwUrm3KY51ah7/JH1+DL34mP/yN/vgZ/VwPX6Mv/kZ/fI2++Bh8Lpt0V3SSrN8kaq2WZhO+Yuf0x2l6agZdTk1m1dR8utz/Fmr1rXnxiKtn1BoZVmcYg2oN4odjPzDNZxpP1D1O8yNqBm2E6MQiMr75hozvvsP7zr4E3H8/+ogId4cthBBCCCFEKTanjeT8ZBJzEzmXd47E3ETO5p3lbN5ZkvOTSSlIIaso66r3p1ap8TX4upJsP6MffqayyXfJe7POfMsm39dKkvWbSaWi6ejJ/PmNB42OfEK3s1NZ+UkhXR6cjFarcXd04ibQqXXcGXMnvaN683PCz3zu/znPxuyj4Qk1A3+HeidtZM2bT9aChXj16IH/A+PQ1Kzp7rCFEEIIIUQV4VScJOUlcTLnJKeyT5GYm0hi3oXEPKUgBafivOJ+dGodgaZAAjwCCDIFEWAKINAjsLjs/OsAUwC+Bl80asmFyiPJ+s2mUtHo7tfZ+72J+nvfIT71a1Z+WEjcw1Mw6OTHUVVo1Bq6RXSja42ubEzcyOe7P2dize3UOq1iwEYnzY46yV6+nOzlyzF36oShfj13hyyEEEIIISoJp+LkXN45TmYXJ+Sncs4/sk9xOuc0Vqf1stvr1DpCzaGEeoYSag4lzBxGiDmEYHMwQaYgAj0C8dJ7VZka8BtFskM3qT/4BQ7qTdTe+QrxWd/x0+Qi2j86DQ+D3t2hiZtIpVLRrlo72lVrx46kHUzbPY03qm8g8pxC/9+dtD6okLd2LRFr13Jm+w6CHhqPR4sW7g5bCCGEEELcAhxOB4m5iRzNOsrRzPOPrKMczzp+2cHatGot1T2rE24Jp7qlenEy7hlCmDmMMM8w/Ix+qFXqm3gmVZMk625U+86nOKI3EbXp/7gjbzGrJhfR8uGv8DYb3R2acINmwc34JPgT9qft54s9XzA55CfCUp30+91J+70KBb//zsnff8fUvDkBD4zD3KGD3K0UQgghhBAAZBRmsD99PwfSD3Ao4xDHMo9xLOsYRY6ictfXqrWEW8KJsEQQ7hVODUsNanjVoIalBiHmELRqSRXdTX4CbhbT42FOGEyE//IE3QpW8PP7Q2n08DcEeJndHZpwk7r+dXm749scb3Kc6Xum81ngUr7rYOPOTU46/wkF27eTMO4BjPXq4f/gA1i6dkWlljubQgghhBBVgaIoJOYlciDtgCs535++n+T85HLX16v1RPlEEeUdRbRPNNHe0UT7RFPdUl0S8gpOfjoVQGTnsZzWmwhZ/TCdrWtZ/8EgYsfPJczf292hCTeq6V2Tl9q9xH317+OVH19hVq+dzG9XQJ/NTu7YBezbx5lHH0MfE03AuHF49eyJSiu/0kIIIYQQlUlGYQa7U3fzR8of/JnyJ/vS9pFtzS533QivCOr41aG2b21ifGKI9ommmmc1GcDtFiXf7CuI6u2Hk2Qw4rv8fjraN/LrxwOxjvuWyBB/d4cm3CzUHEovj1683Pllvj38LXP85rCwbQ49tzrpuR04cpTE/zxNyocf4X/ffXj374daL2MfCCGEEELcauxOO4cyDvFnyp/Fj9Q/OZl9ssx6WrWWGJ8Y6vjVoY5fHer61aW2X23MOmmdW5lIsl6BBLcYQKrOiGXRSNo7t7Lps/4Ujfme2uHB7g5NVAB+Rj8ebfYooxuM5tuD3zLTbyZLWqXRfYdC761gSUjg3IsvkvrJJ/iPGY3P4MGoPTzcHbYQQgghhLiEAnsBf6T8wbZz29iWtI19afvKHfitpndNGgU0olFgIxoGNCTGJwadRueGiMXNJMl6BRPQpCeZ+m9xfjeM1sofbP2iH3/c8x2No8PdHZqoICx6C/c1vI8RdUew4PACZvjP4IfbztJll5o7tyj4JiWR9PobpH76GX4jR+I7Yjgai8XdYQshhBBCVHn5tnx2pexyJee7U3djd9pLrWPRWWgY2JBGgY1oHNiYhgEN8TZI99iqSJL1CsinXmdyRywgb/YgWij72PV1fzYP/Y5WdaPcHZqoQExaEyPqjmBIrSEsO7aMLwO+5Kdmx+m4W6H/JoWgjAxSJk8m7Ysv8B0xHL+RI9H6+ro7bCGEEEKIKsPhdLAvbR8bEzeyMXEjf6b8iV0pnZwHeQTRIqQFtwXfRtOgptT0rinToglAkvUKyzO2HQUjl5LzdT+aOA+zd25/1vebS8emdd0dmqhgdBod/WP70ze6L6tPrWZa0DQebbyfdnsVBmxSqJaaQ9qnn5H+1df43nUXfqNHowsOcnfYQgghhBCV0rm8c67kfNPZTWQVZZVaHmIOoUVwC24LuY0WwS2obqku0/GKckmyXoGZIm+jaMwPZE/vQ33HCQ4uHMyKom/o3rqxu0MTFZBGrSE+Mp47Iu7g1zO/8nnI5/y7wQ5aHlQYsFGhZlIB6TNmkPHNN3gPHID/ffehr17d3WELIYQQQtzSHE4Hf6T8wbqEdaw/vZ5jWcdKLbfoLLQKbUWbsDa0CWtDdU9JzsXVkWS9gjNUb4R63EoyP+9FbXsCuh/uYmHh1/SPa+nu0EQFpVKp6FC9Ax2qd2B70nY+r/Y5T9f+lSbHFAZsdFLntI3Mud+S+f08vLp3x/++sRjrSosNIYQQQoirlWvNZWPiRtYlrGPDmQ1kFmW6lqlVahoENKBdWDvahrWlQUADmc9c/C1y1dwCdMF18HpwFZmfdSfKdhbtz8OZXTSd4fEd3B2aqOCaBzenebfm7E3byxe7v+DFqFXUSVAY8JuTxiccZC9fTvby5ZjbtcP/vrF4tG4td3qFEEIIIcqRWpDKmpNrWHNqDVuTtpYaGM6it9ChWgfiwuNoG9ZWBoQT14Uk67cIdUAU3hNWkzGlBzWKThO38V6+KJzKmL5dJbkSV1Tfvz7vxr3LsaxjfL33a96KXEK1RCt3bnLS5oBC3m+/kffbbxjr18f/vrFYunVDpZU/D0IIIYSo2lLyU1h9ajU/nfiJ7UnbUVBcyyK8IuhYvSNx4XE0CWqCTi1TqYnrS76N30JUPjXwnbCa9E97EJZ/nD477uOTwo8ZP7gXarUk7OLKoryjmNh2Ig83fZjZ+2czvca3zE7OovcWJ13+UGDvXs7869/owsPxGz0KnwEDUBuN7g5bCCGEEOKmSc5PZtXJVfx04id2Ju8slaA38G9A14iudK7RmZreNd0YpagKJFm/1XiF4vfQKtI/60VQzkGG7nuQybMm8+iIAWg1MsWDuDoBpgAebfYo9zW8j4VHFjKz+kzmtT9N9+1Oum9XsCQkkPTSy6R+9DG+d4/Ad9gwmfZNCCGEEJVWjjWH1SdXs/zYcrac21IqQW8U0Ig7Iu+ga0RXqnlWc2OUoqqRZP1W5BmI3/gVpE/tg3/mHsYefYS3pxfyr1HDMGg17o5O3EI8dB6MqDuCu2rfxepTq5kRPoMlrfYQ96dCny1OgtLTSf3gQ9I+n4bP4EH4jxyJrpr8kxJCCCHErc/msPHrmV9Zfnw56xLWUeQoci1rHNiYOyLuoFtEN0I9Q90XpKjSJFm/VXn44ffgD2R83g/ftB1MSHiSt6YW8sR9o/DQy49VXButWkv3yO7ER8SzLWkbM6Jm8Giz9bTZr9B3s5OaSQVkfD2TjG9m49WzJ/5jx2CsU8fdYQshhBBCXBNFUdiTuofFRxez4sSKUnOgR3lH0TuqNz2jekoNuqgQJKu7lRm98R23lMwvB+GT9DtPJP2X/31SxL8eHIeXUQa4ENdOpVLRIqQFLUJacCTjCF/X+pr/a7CUOses3LlJodEJB9lLl5K9dCkebVrjP3o05vbtUamlC4YQQgghKq6MwgyWHVvGgsMLOJJ5xFUeaAqkR80e9I7qTR2/OjJws6hQJFm/1Rk88blvIVkzhuJ9Zh3PZLzI6x8X8cgDE/D3NLg7OnELi/GN4aV2L/FI00eYfWA279f+loBT2fTd5KT1AYX83zeR//sm9NHR+I0aiXffvqgNcs0JIYQQomJwOB1sOruJBYcX8HPCz66p1owaI10jutI3ui8tQ1qiUUs3UlExSbJeGehMeI/+juxZ9+B1YiX/zX6FVz8qYvz4fxHiLSN5i38m0COQx5o9xv0N72fx0cV8U+sbvkk4QY9tTrrsUuDoUc49/wIp703Gd/hwfIcNRevv7+6whRBCCFFFnck9w6Iji1h0ZBHn8s65yuv512Ng7EB61OyBRW9xY4RCXB1J1isLrQGve74hd+5YPA8v5vmCt3j1oyLufeApagaY3R2dqAQ8dB4MqzOMu2rfxYbTG5hZeybz2m+i8x8KPbc6CUxPJ/Wjj0ibOhXvO+/Eb9RIDNHR7g5bCCGEEFWAU3Hy65lfmb1/NhsTN7pGc/fSe9E7qjcDYgdQ26+2m6MU4tpIsl6ZaHR4DptO3rzxmPd9y/PWybz+cS69x/wfjcN93B2dqCTUKjUdwzvSMbwjB9MP8k39b3ii5TKa7iuizxYnMWetZH7/PZnff4/59g74jx6NR+vW0gdMCCGEENddjjWHRUcWMefAHBJyElzlrUNbMyB2AJ1rdMagkW564tYkyXplo9ZgHvQpBUs8MO2aznPK57z/eTaZI16hY+0gd0cnKpnafrV5qd1LPNbsMb479B3vNJ1LwJE0em9x0uKQQt4vG8j7ZQOGOnWK+7X37IlKr3d32EIIIYS4xR3LPMbsA7NZcnQJBfYCACw6CwNiB3BXnbsIt4S7OUIh/jlJ1isjtRrTne9hNfuj/+1tHlN/y/RZ2WT0/x/9mskfLnH9+Zv8Gd94PGMbjGXFiRXMbDyTWUf303Ork05/KnDgAGefeZbkd97Fb8RwfIYMQevn5+6whRBCCHELcTgdbDizgdn7Z/P72d9d5dHe0QyvO5zeUb3x0Hm4MUIhri9J1isrlQp9t+exm/3R/vQsozU/Mn9hDtOy3+W+OOmvI24MvUZP3+i+9Inqw7akbcxqNIuHDv1Ml11Oemxz4peSQsrk90n5ZArefXrjd889Ml+7EEIIIS4r25rNwsMLmXtgLqdzTwOgQkVceBwj6o6gZUhL6W4nKiVJ1is5bduHcHr4waKHGKj5ldVrHuCN7Hf5T++mqNXyR03cGBfP155wWwKzm83m6XYLafRHDj22OYk5ZyVr/gKy5i/Ao0ULfO+5G0vnzqi08idJCCGEEMWOZh5l9v7ZLD229EJTd72FgbEDuav2XVS3VHdzhELcWPLNuApQNxkKHr7Y595DV3Zi2Tae53L+x6S72qPXqt0dnqjkwr3Cebrl0zzS9BGWtVzGl+1no9p7hJ7bzs/XvnUr+Vu3og0Nxe/uEfgMHIjGx8fdYQshhBDCDRxOB7+c/oVvDnzD5rObXeUxPjEMrzucXjV7SVN3UWVIsl5V1IpHO3Ix1pmDaWU/gOXgw/z7yzd5c2Q3zAa5DMSN56HzYEjtIQyuNZhtrbcxp90cZu9ZQ5cdNrruVPA6e5bk/71N8ocf4nNnP/zuHoEhNtbdYQshhBDiJsgqynKN6n4m9wxQPANNp/BOjKg7gtuCb5Om7qLKkSytKolog/6+H7HO6Ee9wpM8efoxHv/0VV4f25cAT5nSQtwcFzeRP9fiHN+1/Y7n9s2j7s40em51EplcROa335L57bd4tG6N37334tnxdlQajbtDF0IIIcR1diTjCLMPzGbZsWWupu7eBm8GxA5gaO2hhHmGuTlCIdxHkvWqJqQh+nGrKJrel8icBF5Nf5KnPs5l0n13UcNfmhSJmyvEHMKjzR7lwcYP8lPbn5i1fza2HX/Sc1vx1G/5mzaRv2kT2urV8b/nbrwHDEBjsbg7bCGEEEL8Aw6ng3Wn1zFn/xw2n7vQ1L2Wby2G1xlOz6iemLQmN0YoRMUgyXpV5BeFYdxqimb0IyhtP5Pz/8u/PsnjX6PvoWF1b3dHJ6ogvUZP76je9I7qzd5We5lzYA6zdy2n89Yiuvyh4Hn6NEmvv0HSe+/h0/dOfIcPk1HkhRBCiFtMVlEWCw4v4NuD35Zq6t6lRheG1RkmTd2F+AtJ1qsqSwiG+37EOnMI3olb+Ng+iX9/lsXAYffRtV6wu6MTVVj9gPq80v4VMm57ggUdF/DS7rlEb0mkxzYnNVKLyPzuOzK/+w5jkyb4jRiOJT4etV7v7rCFEEIIcQmHMg4xe/9slh9bTqGjEChu6j4odhB31b6LUM9QN0coRMUkyXpVZvJFP2ox9m/vwXR0NR+p/8cL36SR2PtR7m0T6e7oRBXna/RlbMOxjKo/it9u/43vD3xH8qb1dNvuoNVBhcJdu0jctQvVa6/iN/gufO8agq5aNXeHLYQQQgjA7rSz/uR6Zh+YzdZzW13ltX1rM6LuCHrU7IFRa3RjhEJUfJKsV3V6D7TD5+Jc8hiaP77hVd0XfLg8jZdT/8N/e9VDI3OxCzfTqDXcXv12bq9+O+fanGP+4fm8sP17Gm9KoesuJ/4ZWaRNnUrqtM/x7NgRv+EjMLdri0ot0xIKIYQQN1tmUSYbCjfw0ZKPOJd/DgCNSkPnGp0ZUXcEzYKaSVN3Ia6SJOsCNDrU/T5G8amOav2bPKJdxPwtaTyS8RzvDG2JSS+jcIuKIcQcwoQmE3ig0QOs77aeb/Z/h3X9b9yxw0mjEwp5a9eRt3Yd6uphBAy/G58B/WXOdiGEEOImOJB+gLkH5rLs2DKKHEUA+Bh8GFSruKl7iDnEzREKceuRZF0UU6lQdfoveFfHufRxBmo2EHT4SUZ/NpEPR91OoEWmdhMVh1atpUuNLnSp0YXTbU8z//B85m/8jpabMojbrWA+nUjyW2+RNPk9vHv1wm/4CEwNG7g7bCGEEKJSsTlsrD61mjkH5rAzeaerPFQTygMtHqB3TG8MGvkOKcTfJcm6KK3ZvagtoTi+vZcO7CEg5d/c//ELvD2mOzFBMmWWqHiqW6rzWLPHeKjxQ/zc+2em/TkX49otxG93EplsI3vhIrIXLkJdN5agoXfj1asXGk+zu8MWQgghbllJeUl8f+h75h2aR1phGgBalZauEV0ZHDOYxK2J9IrqhU6jc3OkQtzaJFkXZcV2QzPmB+yzBlM3/xQfFzzNw59k8dQ9/WgbHeDu6IQol06jIz4ynvjIeE50PMG8g98zd/182m7Kps0BBd3+w5x78UUSX38V79698b9rGMYG9aXfnBBCCHEVFEVhW9I25hyYw8+nfsahOAAINAUyuNZgBtUaRKBHIDabjbOqs26OVojKQZJ1Ub6wpmjvX41j5kCqpR/hK+V5xk/PJLH/UAY1r+7u6IS4rEjvSJ5s+RTW5o/xc8LPfLHzOzxWb6bLTifV0q3kzFtAzrwFKLVqEjr8Xrx690bj6enusIUQQogKJ9+Wz7Jjy5hzYA5HMo+4ypsHN2donaF0qdEFnVpq0IW4ESRZF5fmG4nmvlU4Z9+F1+ktfKl5nafmZ3A46W7+072OjBQvKjy9Rk/3yO50j+xOYrdEFh9exPzV39J0UwqtDijoDx3n3MRJnHn9NSw9uhM0bATGRo2ktl0IIUSVdyD9APMOzWP5seXk2nIBMGlN9I7qzdA6Q6nlW8vNEQpR+UmyLi7Pww/1yCUo8+/HcGApH+g/4r3fzjIu6UEmD2uKxSh3UsWtIcwzjPFNH8LZ5EE2n93MvJ3f4ljxM5122KieZiN/0VJOLFqKI6o6ocNH4tO3LxovL3eHLYQQQtw0ebY8fjz+I/MPzWdP2h5XeYRXBENrD6VvTF+89PK/UYibpUok6w6HA5vN5u4wbmEq6PsZBNSHXd8wni2sTrbx8PRRvNivGWG+JncHWIZOp0OjkSnnRFlqlZo2YW1oE9aGrK5ZLDu6lB9XfUOtDSdpc0BBf+w0ya+8ytm33sQY34Ww4SMxNWkite1CCCEqJUVR2Ju2l3mH5vHj8R/Jt+cDF2ZeGRg7kFahrVCr1G6OVIiqp1In64qicO7cOTIzM90dSuVQrR8EdoX8DKJR+BcqTp04SnaqEYO24iXGPj4+hISESJIlLsnb4M2IenczvO4I9t29j2W75pKzdDkdthVQI9WObelKTi5dSVF4IMGDhxHYfxDawEB3hy2EEEL8Y9nWbJYfW878Q/M5mHHQVR7pFcnA2IH0jemLn9HPjREKISp1sl6SqAcFBeHh4SFJ2/VizUPJPI0KB1ZFyxn88LV44uOhd3dkQPFNmvz8fJKTkwEIDQ11c0SiolOpVNT3r0/9Li9T0PG/rD6xim9Wz6Lamj202a9gSEgh890PSJ/8IfaWjYgYPhrvuE6o9BXjmhdCCCGuhs1p4/fE31lydAlrT63F6rQCoFfr6RbZjUGxg2ge3Fy+MwtRQVTaZN3hcLgSdX9/f3eHU7kYjWAyo6QfxeiwYlZSOJWvwqnWEeptrBB/4E2m4qb5ycnJBAUFSZN4cdVMWhN9YvrSJ6YvZ+8+y4975nNmyXc03JxC7TMK+k1/cHbT45y0GDH2vIOI4WMx1pZBdoQQQlRMiqJwIP0AS44u4YfjP5BemO5aFuMTw6Bag+gd1Rtvg7cboxRClKfSJuslfdQ9PDzcHEklpTOiCqiNknEMjTWPSM6RmGfjuM2PGn4eaDXu79dU8rO32WySrIu/JdQzlDGtH0ZpNYHdqbv5acNMHMtX03pXIb45hTi/XcLxb5eQFx1KyOBhhPYfgsZbvuwIIYRwv7O5Z1lxYgVLji4pNeWan9GPnjV70je6L3X86lSIShYhRPkqbbJeQv4A3UAaLSr/GMhMQFWQTjXSSLNaOZIcSA1/Mx56915e8rMX14tKpaJRYCMaDfgf1jut/HJyLRuXziDw5z9pdtiJ+ehZct54l4y3J1PUrjFRw8fi2z4OldwkEkIIcRMl5yfz04mfWHFiBX+k/OEq16v1xIXHcWfMnbQJayPzogtxi6j0ybq4wVRq8KkBWgNKzln8VTkYnTZOpgQR7GPBzyx9ekXlotfo6RoVT9fH4kl/IJ2f/pjP2QVzqfN7IpHJTrTrd5K0/mGOexvhjg7UHno/5noN5OaREEKIGyKtII1VJ1ex4sQKdiTtQEEBQIWK5sHN6VGzB/GR8dLMXYhbkCTr4p9TqcASgkpnQsk4gZlCopUznMwIpsDmRai3EbUkKqIS8jP6MbTV/dDqfo5kHGH9munYl/1E0125WLIK4ftVJHy/iqxq3nj07kHtu+7DEFbN3WELIYS4xSXmJrI2YS0/n/qZbUnbcCpO17LGgY3pUbMH3SK6EeQR5MYohRD/lCTr4voxehf3Y08/ht5RRDRnOZ1r45jVhxp+Hui17u/HLsSNEuMbQ8ygV1EGvsIfidv5fckX6Ff9TsODRXifyYLP5nJk6lwy6oQS0H8gMf3uQevl5e6whRBC3AIUReFQxiF+TviZtafWsj99f6nl9f3r0z2yO/GR8YR6yiw4QlQWkj1VQKNGjUKlUqFSqdDr9cTExPDSSy9ht9tvyPHS09N55JFHqF27NiaTiRo1avDoo4+SlZVV7vr79u1j/Pjx1K1bF39/f2JjYxk5ciS///578cBzgbXA4IVapVBDnYK3LYkjyTlkF9quKa5HHnmEunXrlrvs1KlTaDQalixZcs3nK8SNpFKpaFLtNsaMn8LQedvIX/Ahv49sxv4IDWoF/PefRXntI/a1bc36UX04tGQ2itXq7rCFEEJUMEWOIjae2cibW96kx4IeDFo6iE92fcL+9P2oVWqaBzfnqdue4scBPzK391xGNRgliboQlYzUrFdQ3bt3Z/r06RQVFfHDDz8wYcIEdDodzz777FVtr1KpOH78OJGRkVdcNzExkcTERN5++23q1avHyZMnefDBB0lMTGTevHml1n3jjTd49dVXGT58OG+//TYRERFkZmayZs0a+vbty3333cfrr78OflGQcxZykwhUZeOhFHEqNZg8iwchXlc3vdvYsWP56KOP2LhxI23bti21bMaMGQQFBdGzZ8+r+jyEcAetWkub2l1p82xXCp8qZOPOxZyaP5tqvx6meqpC0KYjODa9zM4XXiWjVS2q3TmEWl0Hopb524UQokpKyE5gw5kN/HrmV7ae20qho9C1zKAx0CasDZ3DO9MxvCN+Rj83RiqEuBmqVLKuKAoFNsdNP65Jp7nmwaUMBgMhISEAjB8/noULF7JkyZKrTtavRYMGDZg/f77rfXR0NK+++ip33303drsdrbb4Mvn444+ZNm0a27dvp1at0vNKt2/fnoceeoj4+HgCAgJ44oknwCuMiW9+wKJFC9m1ai4xnCEhJ4jnP/iAWV9M4cSJE5eNq0mTJjRr1owvv/yyVLKuKAozZsxg5MiRrtiEqOiMWiOdW9wFLe4iuyibjetmkbF4MRFbTuGb68S0/gDK+pfYYXqFjNbFiXudLoNQ62TEXiGEqKwK7AVsO7eNX8/8yq9nfuVUzqlSy4NMQbSv3p4O1TrQNqwtHjqZkliIqqRKZToFNgf1Xlh504+776X4fzyNmclkIi0t7TpFdGVZWVl4eXm5kuHU1FReeOEF1q1bR61atVi4cCHPP/886enpjBkzhs2bN/PCCy8wZ84c2rRpw7hx47BYLKAzgtYIWhM6ewE1OYvemYfN4SS7wIaX6fKJyNixY3nmmWd4//33MZvNAKxbt47jx48zZsyYG/45CHEjeBm86B7/EMQ/RHZBJlt++oqM5csJ356Ad54T89oDsPYltplfIaN1bardOYR6nQehlptTQghxS7M5bOxJ28OWs1vYcm4Lu5J3YXVe6AqlVWlpGtyU9tXa0y6sHbV8a8lsIkJUYfLNr4JTFIU1a9awcuVKHnnkkZtyzNTUVF5++WXGjRvnKlu4cCGdOnWiYcOGHD16lGHDhvHOO+/Qrl07PvroI9auXctzzz1H7dq1qV+/Pr/99hvdu3cv3lilgoBakFU8H7sX+WhxkJCWg4+niVAvI2p1+f+Ihg8fzhNPPMH333/PqFGjAJg+fTrt27cvU7svxK3Iy+RD1zsfgzsfI7cgi20rvib9h6VU35aAJc+JZc1+WDOJrZ4vk9IqhoCefWnadRgGg9SuCCFERedwOtifvp8t57aw5ewWdiTvoMBeUGqdEHMI7au1p3219rQKaYWn3tNN0QohKpoqlaybdBr2vRTvluNeq2XLluHp6YnNZsPpdDJ8+HAmTpx4yfV79OjBhg0bSpXVr1/fdTc2IiKCvXv3XvG42dnZ9OrVi3r16pU63u7du11N0VeuXMntt9/OhAkTAPjkk0+YM2eOa93Q0FAyMjJK71itBt8I0JtRUKFCIVZ1moTcII4U2Qn39cCkL/s5+fj4MGDAAL788ktGjRpFdnY28+fP5+OPP77iuQhxq/E0eRPX/xHo/wh5+VlsX/EVGcuXEbY9Aa9cJ15rDsGat/nT9A6JjcPw7NKZJr1H4e8b5u7QhRBCAFaHlX1p+9iVvIvtSdvZnrSdHFtOqXV8DD60CGlBy5CWtAxpSU3vmlJ7LoQoV5VK1lUq1T9ujn6zdOrUiSlTpqDX6wkLC7ti3+xp06ZRUHDhTm1sbCw//PAD1aoVz+msu4p+rzk5OXTv3h2LxcLChQtLbWO32zGZTABYrVZXk3QAvV6P/vyAWE6nk127dvHUU08BoFarURTlwkHMAdj1PoAKvcpBlOosyXYfjqb4EuJlwt9TX+Yf1tixY+nSpQtHjhxh7dq1aDQaBg8efMXzEeJWZvbw5vYBj8KARyksyGXXD1+R8cNyAnaexDPfSa1NZ2DTTE6/OZPf6vig7tCaunfeS1REE/nSJ4QQN0lmYSa7UnaxM3knu5J3sSd1T6lm7QAWnYXmIc1dyXmsbyxqlUzIJIS4slsjc62CzGYzMTExV71+SVJ+sYiIiKsaDR6Ka9Tj4+MxGAwsWbIEo9FYanlMTAy7d+8GigeTe+6559i0aRMtWrRgypQpZGZmkp2dzRNPPEG1atVo0aIFAIGBgZw7dw5FUVwJxK49+0CjAw8/VPnpBKsy8VQKSMgKIrvQSHXf0nOyd+rUiZo1azJ9+nTWrl3L0KFDS90sEKKyM5o8aT1wAgycgNNmY//6hZxevgDLpn34ZtiI3ZMJe1ZQ+OkKltUwkNuqDiFdetKs9Z14G7zdHb4QQlQKDqeDY1nH2JO6x5WgH886XmY9X4MvjYMa0yyoGS1DWlLHrw4a9bW3shRCCEnWBdnZ2dxxxx3k5+cza9YssrOzyc7OBoqTbY1GQ9++fWnTpg2vvPIKt912G8888wwdOnRAURR69uxJ8+bNGTp0KEOGDGHhwoWufcfFxZGSksJbb73FoEGDWLFiBT/++CNeXl7gEwEGL5TMBMwUEcsZzhQFcDjJQaiPEV8PvWu++TFjxvDuu++SkZHBe++9566PSgi3U+t01O86hPpdh6AoCmd2/cahJbNQ/7qd4IRcYk4Wwck/4Ls/+NPrdRLqBaJr15I63QZTr8Zt8oVRCCGugqIonMk9w57UPexJ3cPu1N3sT99fpr85QKRXJE2DmtI0qClNgpoQ6RUpLZyEENeFJOuCHTt2sHnzZoAytfklc7XHxMQwePBghg0b5hoJ/sknnyQnJ4egoCCSk5Px8fFxNYcvUbduXT755BNee+01Xn75ZQYOHMiTTz7J1KlTi1cw+aLSeUDGSTS2PGqokslU8jiTEUBWgZ1qPib0WjWjRo3ixRdfpH79+rRq1eqmfC5CVHQqlYrqTdtTvWl7ALJPHuXAkpnkb/gVv32JBGQrBGxKgU3Lsb+3nKXhWrKbxeAT15mGrXoT6S1fKIUQQlEUEvMSOZB+gAPpB1wJemZRZpl1PbQe1POvR8PAhjQNLE7OfY2+Nz9oIUSVoFJKdSi+uaZMmcKUKRfm265fvz4vvPACPXr0uKrts7Oz8fb2JjU1FX9//1LLCgsLOX78ODVr1izTpFv8PVarlcGDB3P48GHXz8nb25vMzEwWLFjAu+++y4oVK6hevfq171xRIOccSu45VIBN0XBGCSBPZS5Vy34tKss1YLPZ+OGHH+jZs+dVjT0gBICzsJCEX1ZwatVitJv/xCc5v9TydE84EmXE2qQ2ge0706TxHUR4RbgteZfrXFQFcp27n81h42jWUQ6kH+Bg+kHX818HgQPQqrXU9q1Ng4AGxQ//BtT0riktlK5ArnNRFaSlpREQEOCa7vpGcWvNevXq1XnjjTeIjY1FURS++uor7rzzTnbu3En9+vXdGZooh16vZ9GiRXz11Ve8+eabDBs2DL1ej9PppEOHDnzwwQd/L1GH4undvEJRGb0h8yQ6eyGRqiTSFU/OZviTmW+jmo8Jw98YWV+IqkhtNBJxRz8i7ugHQP6J4xxZ8R1Z69fhvecUfrlOWv5ZCH/+AV//wUnv9/g5yoStcW2C2nemYf1ORPlEySBIQohbkqIopBSkcCTzCEcyjnAw4yAH0w9yNOsodqe9zPpatZYYnxhq+daivn99GgY0pJZfLQwagxuiF0KIYm5N1vv06VPq/auvvsqUKVPYtGmTJOsVlEqlYtSoUYwaNYrc3FzS09MJDAx0jRR/rTw9LzWXqMIPMz/g9lbN8KSAM0UBHEp2EGQxEGgxoJamu0JcE4/ImjR68Gl48GmcRUVkbdvMqXXLyd+yFcvhcwRlKQTtLICdu2DGLhJ83mV1TT0F9SPxbt6S2AYdaBTUWAasE0JUKBcn5Uczj154ZB0lx1q2thzAordQx68OtX1rU8evDnX86hDlHYVOI7XAQoiKpcL0WXc4HHz//ffk5eXRpk2bctcpKiqiqKjI9b5kEDSbzYbNZiu1rs1mQ1EUnE4nTqfzxgVehXl4eODh4QHwtz/jHTt2XHJZ9SAflKIU9A4rNVVJZCpmErNLatmNeJQzL/vFnE4niqJgs9nQaG7dGvmSa/uv17gQf5tajWfLNtRrWfy31pmfT872rST88iNFW7dhOZ5MSCaE7LTCzkMw6xDZplksqaYiOdoPTYN6hNzWnvphTYn2jr4uX3DlOhdVgVznf5/NYeN07mlO5ZziVM4pTmSf4FjWMY5lHSu3CTuARqUh3BJOTa+a1PKtRW3f2tTyrUWoR2jZLj9OsDnl53I9yHUuqoKbdX27tc86wO7du2nTpg2FhYV4enoye/ZsevbsWe66EydOZNKkSWXKZ8+e7UoaS2i1WkJCQggPDy8z6Jm4hShOjLYMDPZsVIBdUXMWPzIUC2Yt+OhBc4lWularlYSEBM6dO4fdXrbJmxCifOrCQgzHj8KRvRhOncTvTDpaR+l/FXY1nAyCI9XUJFf3obBaNYxBUYTowgjRhGBQSdNRIcS1cSpOspQs0hxppDpTSXOkkeYsfp3hzECh/K+satT4qf0I0gQRpA4qftYEEaAOQKuqMPVSQohKJD8/n+HDh9/wPutuT9atViunTp0iKyuLefPmMW3aNNavX0+9evXKrFtezXp4eDhnz54td4C5hIQEIiMjb+nBxcR5tgJUWQmozk+ZkqsYOa0E4FDrCbIY8DPr+WvD+MLCQk6cOEF4ePgtfQ3YbDZWrVpFt27dZKAW4RaK1UrRgQNkbNtE6raNqPYcxJiRV2a9Qh2cCIbjwWqyawagq1uboLrNifaLJco7ilBz6CX7wMt1LqoCuc4h25rNmdwzJOYmcibvjOt1Yl7xo8hRdMltTVoTEZYIalhqUMNSg2jvaGp61yTSKxK9RipmKgq5zkVVkJaWRmhoaOUeYA6KBy0rmS6sefPmbN26lffff5/PPvuszLoGgwGDoWxtjU6nK/PHwOFwoFKpUKvVqNUyQNItz2CGwNqQlwzZ5/BUFVJLdYYUxZukLB8y8myE+RjxNF64DtRqNSqVqtzr41ZUWc5D3IJ0OvTNm2Np3pwaD0xAURTsZ8+Sv3MXqVt/JWf3H2iPnMJYZKfOaahz2gnbk4FkrNoNnAyEJSEqzgbrcdSshmetulSrXpcYnxiifKKo5lntokPJdS4qv8p6nSuKQo4th3N55ziXd47TOac5k3vmwiPnzCWbrJfQqrXFybhXDSK9IonwinA9Ak2BMt3kLaSyXudCADft2nZ7sv5XTqezVO25EC4qFXgGg9EHshJQF+UQrMrEV5XLWbsfx1IdeJt0hHob0Wtv3T7qQlR0KpUKXVgY3mFhePcq7rakOBxYT5ygcN8+MnZtJ3vPTlSHTqAvsBJ7FmLPKkARcAw4RqZ5OacCVWwNgHPBemwRIWRYPDmy6wiR3pHU8CquOQv0CJQR6YWoABRFIduazbm8cyTlJ7mek/KSOJd/jqS8JJLykyg43wLucvyMflT3rE41z2pUs1QrfvasRnVLdULNoWjVFe7rqRBCuIVb/xo+++yz9OjRgxo1apCTk8Ps2bNZt24dK1eudGdYoqLTGsAvGgqzIPsMeoeVCHUyOYqJxAJ/DhbaCfQ0YNG5tYeHEFWKSqPBEB2NIToa7/MzfShOJ7ZTpyjct4/8ffvIOrgH6+EjaM+l4ZMHPnkKjU5AcRJ/EoB0z72c9YNNfioW+qlIDdBD9VDMEdGE+dUgzDOMUHOo69lL7yU1bUL8Aw6ng4yiDNIK0kgtSC31SCtII7UwlZT8lKtOxAG8Dd6EeISUSsZLkvMwzzA8dB5X3okQQgj3JuvJycnce++9nD17Fm9vbxo1asTKlSvp1q2bO8MStwKVCkw+YLBAbjLkJmFRFVBLdZpUxZvkHB9SnU4Ki+zYHTIbgBDuoFKr0UdGoo+MxKtnT0LOlzvz8ig6epSiw0coOHSQ7AN7sB05iiYtC79c8MuF+qcUQAEKgeM4VcdJ9oazfir+8IHVPiqSvSHH3wNNWCg+gdUIs1QjxBxCkEcQAaYAgkxBBHoESkIvqhSn4iTHmkNmUSYZhRlkFmUWPwozySjKIL0w/UIiXpBKemE6DsVx1fv3NfgSbA4m2COYEHMIwR7BBJuDCfEIIdgcTJBHECbt35vOVQghRGluTda/+OILdx5eVAZqDXiFgocfZJ1BVZRFoCoLX1Uupx0WzuVbue/rbYztWJuudYPkC7sQFYDabMbUqBGmRo3wAUIpHpBoxbx5xNWujfP06eIm9SeOk3/sCI6TCagLioqnk8ssaTFT8pwLHKZAf5hkb0jxVnHEGzaeT+ZTvVTkeusxBATibw50JfKBpkACTAH4Gf3wNfria/DFx+iDp85T/k6ICsGpOMmz5ZFjzSHHmkO2Ndv1OqsoqzgZL8pwJeElz1lFWdeUfAOoUOFr9CXAFOB6+Jv8CTBeeF9yI8yovXUHbBVCiFuNdAqqoBISEnjxxRdZsWIFqamphIaG0q9fP1544YUyI99fTwsWLGDKlCns2rWLoqIi6tevz8SJE4mPjy+zrs1mY/r06Xz33Xfs378fh8NBVFQUAwYM4KGHHioznd7flZSURPXq1Zk5cyZDhw4ts3zs2LHs3LmzeM72wmzIOo3WUUSIKoNsVSYhmXu4/+tsWkb682zPOjSt4Xtd4hJCXF9ODw+MDRuia9asVLmiKNhTUrCeOIH1xAlsp89gO3OGotOnKDp9GtIyMFkhIgUiUv6azAMUYFefItPzFOmekG5RkW6BExbV+ffFZRme4DDqXIm7r8EXX6MvPgYffI2+WHQWLHoLXnovPPWeWPTF7y06C556T+lnK4Di67XAXkC+PZ98Wz55tjzybHnk2/PJLsxmW9E2Mg5kUOAscCXfFz9KkvJcWy5O5e+3DDPrzMXX7kXXc8nzxUl5gCkAX6OvXL9CCFEByV/mCujYsWO0adOGWrVqMWfOHGrWrMnevXt56qmn+PHHH9m0aRN+fn5Xta+JEydy4sQJZsyYcVXr//LLL3Tr1o3XXnsNHx8fpk+fTp8+fdi8eTNNmzYtFeOdd96JWq1m/PjxNGrUCE9PTw4cOMD06dP5+OOPWblyJbVq1fo7H0EpwcHB9OrViy+//LJMsp6Xl8d3333HG2+8UVxg9AJDHchLhfSz6LDzhu5zBut9ePXkMPp/kk7PhiE8FV+HmgHmfxybEOLGU6lU6IKC0AUFYW7ZssxyZ2EhtsSz2M6cxnamOJG3nj5dnNSfO4cjNRWtUyEgGwKy4UIiX3Zci0KdgyzzWbI8zpJlVpHtAZlmOOmhItMM2WbIPF+eawLlolp4k9Z0IZnXeeKp98RD64FJa8JDV/z810fJcpPuL++1JvQaPTq1Tmr6ryOn4qTQXkiRo4giR5HrdaGjkCJ78XN5ZSXrXryswFZAnv18Im47n5jbi19faj5wlx1XH7NOrcNL74WXwct1g8hL51V8I+kvSXjJjSUfg49MZSaEEJVA1UrWFQVs+Tf/uDqP4j7WV2nChAno9Xp++uknTKbifl81atSgadOmREdH89xzzzFlypQbEurkyZNLvX/ttddYvHgxS5cudSXrWVlZxMfHM2zYMCZNmlTqi2SjRo0YMmQIn3/+OXfccQc7d+7E17e4JlulUrFw4UL69evnWt/Hx4fJkyczatSoy8Y1duxY+vXrx6lTp6hRo4ar/Pvvv8dutzNixIgLK6vU4BkEKg9IzQe1jnbq3Swz7GGBowNv7x5M171JDGhajUe7xBLuJwPdCHErUxuNGKJqYoiqWe5yxW7HnpqKPSkJW1IS9qRk7MkXvU5KwpacjJKfj9EGxkwIzoTSyXzZ5MuhhhyTilyjQo4Jck255BpzyTWdJdekItcIOSZINEGuUUWuqfh9kY5r+p+gV+vRa/Su5F2v0WPQGFyv9Rp9qXX0aj1qlRqtWotapUaj0lx4rdagUZ1/XPz6L+9VKpXrb7uK0s9AmWUXK1mmKApOxYlDcaAoCg7FgVNxuh4OxYGCgsN5vhwnDuf5MsWB01lc5lSc2Bw2bE4bdqcdm9N24XGZcrtidy0vedid9qv+3K8HD60HZp0Zs87suhmTm55LZLVIPPWeeBm88NJ7uVptuJLxknK9BYOm7JS1Qgghqoaqlazb8uG1sJt/3P8mgv7qanHT09NZuXIlr776qitRLxESEsKIESP49ttv+eSTT25KbYvT6SQnJ6dUTf4bb7xB8+bNeemll8jMzGTChAmsWbOGqKgohg4dyo8//siPP/7IL7/8wuTJk5k0adI/jqNnz54EBwczY8YMXnjhBVf59OnTGTBgAD4+PmU30miLB6EbMQ82vIp6z3wGaX6hr3YTX9ji+XR7HxbtOsOQ28J5uHMMod4yII4QlZFKq0UXEoIuJIRL/ZYrioIzLw9Hejr21DQc6WnYU9Owp6fhSE3Dnp6OIzUVe3o69rQ0nFlZaJzFI9r75Ln2cvEeLxmPQ6OiyKyjwKSh0KCmwAB5BoVcvUKO3kG2zkG+XiHfCPkGyDcUkm8ookAP+UZIN4BNK7Xt/5RWrcWkMWHQGjBoDBg1Rgza888aAwat4bLLPXSlE/GS1yUJulFrLDPtoM1m44cffqBnu54y/7QQQogrqlrJ+i3g8OHDKIpC3bp1y11et25dMjIySElJISgo6IbH8/bbb5Obm8uQIUNcZTNnzmTFihUAPPHEExw/fpzFixeTnJzMuHHjqF27NgCjRo3iueeeuy7JukajYeTIkcyYMYPnn38elUrF0aNH2bBhA6tWrbr8xt7VYNCX0HoC/PR/6E9tZLx2KSN1a/jU2pMvN3fn++2nGd6yBg91iibIIoPnCFHVqFQqNJ6eaDw90V/UeudSFKsVe0YGjvR0HFlZODKzzj9nFj9nZZ4vy8SZlYU9s/g9Nhsah4JHthWP7L8fr6LTophNOD0MODyMOEx67AYtdqP2/LMOu0GLzagpfjZosBo02PRqbIbimwRWvRqrQU2hDqw6cJyv2S6pAQcuNOe+6N5DSdnFTb0VRSmzTI3aVUuvUWlQq9Sux+XKy3utU+vQaXTo1Dq0am3x+5LX58v/uqy89fUavSvZ1qg1f/8HIIQQQtwEVStZ13kU13K747jXqOSLz6Xo9eX3RduwYQM9evRwvbdarSiKwrx581xln332Welm45cwe/ZsJk2axOLFi103BtLT08nJyaFBgwYALF26lEWLFtGqVSsAHn74YVfyHBoaSkZGxhWPc7XGjBnDG2+8wdq1a+ncuTPTp08nMjKSzp07X90OqjeH0T/AwR9h7at4JO3h37p53K9fyUfW3ny18Q7mbj3FyDaRPNAxGj+z9PcTQpRPpdejCw5GFxx81dsoioJSUFCc0Gdm4sjOwZmXiyMnB2dOLs7cHBy5uRde5+TizClZp+R1cTW+ymZHlZmDOjPn+vwjV6lQe3hceJjNqD08UJkvKjNd9NrD5HqtMplQe5jLlKtNJlSX+F8lhBBCiCurWsm6SnXVzdHdJSYmBpVKxf79++nfv3+Z5fv37ycwMLD8Zt/Abbfdxq5du1zvP/jgA86cOcObb77pKgu+ii+Xc+fO5b777uP777+na9eurnK73Y7ReKHm2Wq1YjZf+Ew9PT1dr3fs2EFMTIzrvUqlKnMTwmazXTGWErGxsXTo0IHp06cTFxfH119/zf33339t3QFUKqjTE2p1h32LYO1rWNIO86xuDg8aVjC5qC/Tf+nMrE0nGd2uJmPb18RXknYhxHWgUqlQnU9kdWF/r0uW4nDgzM/HmXM+mc/NwZGTg5KfX1xe8sj76/u80u/PP5T88+O4nO8GUHIz4LrR6VyJe6mbASYTarNH8edhKlt+4SaAx/kbAX+5CSBNyIUQQlQBVStZvwX4+/vTrVs3PvnkE/71r3+V6rd+7tw5vvnmGyZMmHDJ7U0mU6kE2c/Pj+zs7FJlVzJnzhzGjBnD3Llz6dWrV6llAQEBWK1WkpKSCA4Opn379rz11ltMmzaN9PR0Pv/8cwICAti4cSPPPfccX375pWvbwMBAzp4963p/+PBh8vOvbcC/sWPHMn78ePr27cuZM2euODDdJanV0GAA1O0Lu7+Dda/jm3mKSbqvmGD4gXeK+vHp2g58+dtx7mkdwdgONaV5vBDC7VQaDRqLBY3FwvVIVxWnE6Wg4NIJfd758pJ1Ci4k+c68/Avl+aVfU3Ij1mbDmZWFMyvrOkR7ger8TQDVX28AlNT2l0ruL9UioKQVwUU3AbTytUgIIUTFIf+VKqCPPvqItm3bEh8fzyuvvFJq6rZatWqVGmDteps9ezYjR47k/fffp1WrVpw7dw4ovgng7e2NWq2mb9++fPLJJ0yaNIn333+fPn364Onpibe3NyNHjmTy5MmMGTOG999/ny5durj23blzZz766CPatGmDw+Hg6aefvuYBdgYPHsyjjz7KAw88wB133EF4ePg/O2GNFpoMhwaDYNcsWP8/gnISeVP3OY8ZlvFeUR+++KU9MzaeYFjLGoy7PYowHxmITghROajUalRmM2qzGQIDr9t+Fav1ogS/4EJNf0H+Ra0A/pro552/EVD+DQBnfj7Yi0dzV2w2HFlZcL1vAuj1xYm7xYLa4onG04Lay1L8bLGgsXiitngVP3ueX8fLC7WnJxpL8Tpqg4zeLoQQ4vqQZL0Cio2NZevWrUycOJEhQ4aQnJyMoigMGDCAmTNn4uFx46Yamzp1Kna7nQkTJpSqwS8Z3A3ghRdeoGXLlrRu3ZoePXqwb98+zp07h6+vL06nk+eee46AgIAy+37nnXcYPXo0HTp0ICwsjPfff5/t27dfU3weHh4MHTqUqVOnMmbMmH90rqVo9XDbGGg8HLZ9Cb++S1jeWf6nm8pThkW8X9Sb2Rs78s3mkwxqHs74jtHU8Jcp34QQojwqvR6NXo/G2/u67lexWssm8nkXavyd+fkXtRT4a81/PkreJW4COByu/TusVhyZmX87RpVeX5zYe3qi9vZG4+ONxscHjbcPKosF7zNnyAH0/gHF5eeXq83mmzLLixBCiFuHSrnSSGYVWHZ2Nt7e3qSmpuLv719qWWFhIcePH6dmzZql+ljfql588UXeffddVq1aRevWrd0dDj/99BNDhw7l7rvv5v7776d+/foA7N69m7fffpvAwEDeffddt8b4j64Ba15x0v7bB5CXDECaOoAPi3oyx9EZu9rAnU3CeCguhpggzyvs7J9xTfXTU6b6EZWXXOfCXRRFQbHZcOblFSf6eXnnB/TLLjUugDMnF0dOdvEAgDnnBwPMzj4/KGAOztzcfxaIVovG+3xi7+Pjeq3190Pj5482wB+Nnx/agAC0fn5ofH2l2b6okOTvuagK0tLSCAgIICsrCy8vrxt2HPkrf4uYNGkSkZGRbNq0iZYtW6JWq6+80Q10xx13sH37dl566SU6dOhA7vkvKUFBQYwcOZJnn33WrfH9Y3oztH0EWtwHO76GXyfjn5PIRN3XPG5YysdFPfhmR1cW7jxD9/ohPNAxmibhPu6OWgghxDVSqVTFteF6Pfj6/u39KA5Hcf/+kkQ+J+fCtH7nZwCwZWRw5sABgkwmnFkXpvtTiorAbseRloYjLe1qA0fj61uczPufT+AD/NH6+aMNCkIbHIQuOBhtcDBqT0+ptRdCiFuQJOu3kNGjR7s7hFJq1qzJ9OnT+eKLL0hKSkKtVl/VSPPlee2113jttdfKXdahQwd+/PHHfxLq36czQasHoPko2DkLfp2MT9YpntPN5lHDMqYUdWfmnjv4cc85Wkf58UDHaOJqBcqXIiGEqGJUGg0aLy80Xl6XHPzPZrOx7YcfaPqXGkdnQYErcb/wKH5vT0/DkZqGPT0dR1oq9rR0HBkZoCg40tNxpKfD4SOXj83DA11gINrzybsuOAht0EWvg4PRBgZKTb0QQlQw8ldZ/GNqtZrQ0NB/tI8HH3yQIUOGlLvs4hHx3UZrgBZjodm98Mdc2PAOlozj/Ef3HY8YlvO1rTPTjnVn9LF06oRYeLBjNL0ahaLTuLcFhBBCiIpPbTKhNpnQhYRc1fqK3V6cyJ+vibeffzjS0rCnpmFPTsaenIQtKRlndjZKfj7Wkyexnjx56Z1qNOhCQtBVq4YuLKz0c/Vq6IKDZco8IYS4ySRZFxWCn58ffn5+7g7jyjQ6aHYPNB4Ge+bDhncwpR7kAc1SxmpXsMjZgY+TevH4tzn8b+VB7utQk7tahOOhl181IYQQ14dKqy3uu17OYK5/5SwowJ6cjC0pCXtSSRJf8joZe1IStpQUsNmwnTmD7cyZ8nekVhfXxFcLQ189HH1kBPoaNdBFRKCPiETjab7OZymEEEIyCCH+Do0WGt8FDQfD4ZXw62S0CZsYpPqZgYa1rFW15P2sXkxaWsD7aw5zb5tIRraJwN9TpvQRQghx86hNJvQREegjIi65juJ0Yk9JLU7WExNdSfvFrxWrFfvZs9jPnqVgW9mZXDQBAa7j6GvUKE7mz79X38BZbIQQojKTZF2If0Kthto9ih+nNsGvk1Ed+pHOymY6GzazU92AyYW9+GCNlam/HGVQ8+qMaVeTqMAbO4K8EEIIcbVUajW64CB0wUHQrGmZ5YrTiSMtDVtiItbTp7ElJGA9Udys3nrqVPHAeKmpFKSmUlDOlKy6atUwxMSgj4nGEBOLISYaQ1QUarPUxgshxOVIsi7E9VKjNQyfC8n7i6d82/0dTZ17+Eq/h2Oamkwu6MmcTa2ZtekUXeoEMbZDTdpE+ctgdEIIISo0lVqNNjAQbWAgpsaNyyx35ORgPXkK68kTWE+exHbypCuZd2RmXmhev359qe10YWHoY2MwxMRgrFMHY9266CMjZaA7IYQ4T/4aCnG9BdWF/lOg83OwaQpsn0GU9Tgf6D/mRc33fFbUlbkHOrHmQDJ1Q70Y274mfRqHYtBq3B25EEIIcc00FgumBvUxNahfZpk9I4Oiw4exHj1K0eEjFB09StGRI66aeltiInnrf3GtrzIYMNSqVZy816uLoU4djLVqSS28EKJKkmRdiBvFuzrEvwq3Pwlbp8Hmz/DPS+a/2tk8oV/It/Y4Pj93B09+n82bKw5wb+sIRrSOwM+sd3fkQgghxHWh9fVF27Il5pYtS5XbMzKwHjlC0ZEjFB46RNGBgxQePIiSn0/h7t0U7t59YWWVCn1EBMaGDTE1bIipcSMMdeui1sv/SyFE5SbJuhA3mskXbn8K2jwCu7+HTZ9gSN7HveofucewgnWqlnycG887qwr5aO0RBjSrztj2kcQEWdwduRBCCHFDaH190bZogUeLFq4yxenEduoUhfv3U7j/AIUH9lO0/wD2lBSsJ05gPXGC7KVLAVDpdBjq1sXUqBGmxo0wNWyILiJCupYJISoVmQS6gnE4HLRt25YBAwaUKs/KyiI8PJznnnvuhhzXZrPx9NNP07BhQ8xmM2FhYdx7770kJiaWu/6pU6d48sknady4MQEBAURFRTFo0CBWrFhxXeN655138PX1pbCwsMyy/Px8vLy8+OCDD67rMW8YnbF42rfxG+GehRDTFRUKnZTNzDO8xCrzROKdv/L9lmN0ffcXRk3fwq+HU1EUxd2RCyGEEDecSq1GHxmJV48eBP37X9SYOpXYDb8Q++sGwj+fSsAjD2PueDsaHx8Um43CP/8kY9YsEp/6D0e79+Bw6zYkPPAgadOmUbBrF4rV6u5TEkKIf0Rq1isYjUbDjBkzaNKkCd988w0jRowA4JFHHsHPz48XX3zxqvcVGRnJjBkziIuLu+K6+fn57Nixg+eff57GjRuTkZHBY489Rt++fdm2bVupdWfOnMmECRPo1asXEydOJCoqisLCQjZs2MC4ceOIi4tj+vTpaDT/vA/2Pffcw7PPPsuCBQsYPnx4qWXz5s3DarVy9913/+Pj3FQqFUR3Ln4kH4BNn8Cf3xJrP8wH+sNM1AQytagrsw924u6DKcQGmWliVhFnteOt07k7eiGEEOKm0gYE4NmhA54dOgCgKAq2hAQK/txNwZ9/UPjHnxTu348jK4vc9evJPT+QncpkwtSkMR633YbHbS0wNW6E2mh056kIIcQ1USm3cLVddnY23t7epKam4u/vX2pZYWEhx48fp2bNmhjP/2FWFIUCe8FNj9OkNV1zs6wPPviAiRMnsnfvXrZs2cLgwYPZunUrjcsZhfVSriVZL8/WrVtp2bIlJ0+epEaNGgAsXbqU+++/n0WLFtG6desy2+Tl5TFw4EBiY2P58MMPAZgxYwaPP/44mZmZrvUWLVpE//79r6rWeODAgWRlZbF69epS5XFxcYSEhDB37txytyvvGqiw8lJh25ew5XPISwbAqjbxveN2PrfewQklFItRy5Dbwrm3TQQR/jLQjqhcbDYbP/zwAz179kQnN6VEJSXX+Y2jWK0UHjxIwY4d5G/bRv7WbTgu+t4BgE6HqUEDPFq0wNy2DaZmzaTf+w0g17moCtLS0ggICCArKwsvL68bdpwqVbNeYC+g1exWN/24m4dvxkPncU3bPPLIIyxcuJB77rmH3bt388ILL1xTon49ZGVloVKp8PHxAcBqtfLwww8zY8YMWrduza+//srjjz9OQkIC/fv3Jz8/n/j4eL755htq1arF448/TnR09D+OY+zYsfTu3ZuTJ08SEREBwLFjx/jll19YuXLlP95/hWAOgI7/gXaPwe55sOkT9El7GKFayQjDSn6jEZ9b4/nyVytf/nacTrWDGNk2kg4xAajV0j9PCCFE1abS64sHn2vYEL+RI1GcTqzHjpG/dSv5W7eRv20b9uRkCnbupGDnTtKmTkVlNJ5P3NtibtsWQ61Y6fMuhKhQqlSyfitRqVRMmTKFunXr0rBhQ5555pmbevzCwkKefvpphg0b5rpbtH79egIDA+nevTuZmZnceeedPPzww/Tv35958+bxxhtv0LlzZ/z9/enZsyerVq26Lsl6fHw8YWFhTJ8+nYkTJwLFtfXh4eF06dLlH++/QtEaoOkIaDIcjq+HTVNQDq2kHX/STv8nSdowphZ05vsDHfn5QDJRAWbubRPBwObVsRjl7rUQQggBxf3fDTHFc7j7Dhvmajqfv3UbeZs3kff77zhSUsnbsIG8DRsA0AQG4Nm2LeYOt+PZoT0ab283n4UQoqqrUsm6SWti8/DNbjnu3/Hll1/i4eHB8ePHOX36NJGRkZdd/8EHH2TWrFmu9/n5+fTo0aNU3/Hc3NwrHtdmszFkyBAURWHKlCmu8t27d9O2bVsANm7ciL+/P5MmTQKgSZMmfPvtt651Q0NDycjIuKrzvBKNRsPIkSOZMWMGL774Ioqi8NVXXzF69GjU6ko6RqJKBVFxEBWHPfkQJ79/nuic3wkuTOR53SyeNsxjkaM909K6MXFpHm//dIiBzapxb9tIogM93R29EEIIUaGoVCr0NWqgr1EDn4EDUBSFokOHydu4kbyNG8nfuhVHSipZi5eQtXgJaDR4NG2KZ6c4POPi0EdFSa27EOKmq1LJukqluubm6O6yceNG3nvvPX766SdeeeUVxo4dy+rVqy/7j+Kll17iySefdL2Pi4vjzTffpFWrq2/6X5Konzx5kp9//rlUHwy73Y7JVHzjwWq1YjaX7jft6XkhSdyxYwcPPPAAAGq1ukzfdJvNdtUxAYwZM4bXX3+dn3/+GafTSUJCAqNHj76mfdyyfGuyt/pwIrp+hm7/QtgyFX3yPoaoVjPEsJqdmoZ8WtCFWb8356vfT9IhNoCRbSLpVCcIjTSRF0IIIcpQqVQYa9fCWLsW/qNH4bRaKdixg7zffiN33XqKDh8u7vu+bRvJ/3sbXXg4nnFxWDp3wqNFC1TaKvUVWgjhJvKXpgLKz89n1KhRjB8/nk6dOlGzZk0aNmzIp59+yvjx4y+5XVBQEEFBQa73Wq2WatWqERMTc1XHLUnUDx8+zNq1a8sM2hcTE8O6desAaNGiBQcOHGDx4sX06dOHpUuX8scff1BQUMD//vc/EhIS6Nu3LwCBgYHk5OSQl5fnSvB37dp1DZ8IREdH07FjR7788ksURaFr166u/utVht4Mt42G5qPgxK+wZSocWE5Tx24+0+8mTRPEtKLOzD0cx32HU6nmY2JYy3CGtAgnyFLBB9gTQggh3Eit12Nu3Rpz69YEPfEE1tNnyF2/jtx168nftAlbQgIZM2eSMXMmGh8fPLt0xis+HnPr1qhkkDohxA0iyXoF9Oyzz6IoCm+88QZQPKr722+/zZNPPkmPHj2u2Bz+77DZbAwaNIgdO3awbNkyHA4H586dA8DPzw+9Xk/Xrl25//77OXToELVq1eLjjz9m2LBhWK1WWrRoQXx8PI899hg9evRgzZo1GAwGAFq1aoWHhwf//e9/efTRR9m8eTMzZsy45hjHjh3L/fffD/C3tq80VCqo2aH4kXUatn4BO77CPz+Zp7VzeUK3gB+VNnyZ1Zm3f8pn8urDxNcPYUTrGrSJ8pdmfEIIIcQV6KtXw2/ECPxGjMCZl0fepk3krF1L7s9rcaSnkzV/AVnzF6C2WLB07oTljjswt2snU8MJIa6rKjV1261g/fr1dOnShXXr1tG+fftSy+Lj47Hb7VdsDl/iWqZuO3HiBDVr1ix32dq1a137eOutt5g9ezZr1qzB398fq9VKWloaoaGhpKWl4eHh4Woqf7FFixbx1FNPcebMGbp06ULfvn0ZN27cVU3dVqKgoIDQ0FA0Gg2JiYmumwGXcqteA391VVOg2Aph7wLY/Bmc3eUqPq6NYlpBHIsc7cjDRHSgmRGtigek8zbJgHSi4pCpfkRVINf5rU+x28nftp2cn34ie9VPOFJSXcvUHh54du2Cd5++mNu0rrJN5eU6F1XBzZq6TZJ1cU0UReGhhx5i2bJlvPDCC/Tr14/AwEDy8vJYsWIFL7/8MtOmTeO2225zd6iV5hq4pn96igKnt8H26bBnPtgLAShSm1jkaMdX1s7sUyIx6tT0bRzGiFYRNA73ufEnIcQVyJc7URXIdV65KE4n/9/efYdHUe1/HH/PtvRCAgkBAqEZIyCggCJNigUEfyjWawmCBQXUi6Ki0rzXK3IFUUGuBcGGWOFaUC+igCBNOtIEg4CUUFNJstmd3x+bLAkESCB183k9zzw7c6Z9Jzks+c45c+b4mjWexP37/5Gb1yMRwFqzJqG9ehLWpw/+zZtXq15tqudSHeg961Ip5b9SrmfPnowfP55BgwZhs9nIzc2lTZs2PPvss5UiUa+2DANi23qma56HtR/Br+/gd/h3bjV+4Fa/H9hsjWda1pV8+evlfPLrHlrUDePOy+tzfcu6BDisZz+HiIiIYFgsBF56KYGXXkrUk09yfN06Ur/6mtS5c3EdOsTR997n6Hvv44iLI/T6PoT16YMjNraiwxaRKsRH33slZe36669n8eLFpKens337do4dO8by5cu56aabSnysZs2aERwcXOT04YcflkH01URADWj/EAxZCYlfQ7MbwWInwbWVl+xvsDpwKKPt75O5dxNPfr6Bdv/6gTFf/sa2A2kVHbmIiEiVYlgsBLZuTe1RI2n68yLqTX2d0F69MPz8yNm5k0OvvsaOq67mz3vuIeWbb3BnZ1d0yCJSBahlXc5LQEAAsed5l3ju3LmnfZVbdHT0eR1bKDwgXXoyrPkAVk0n8Ngu7rF+yz3Wb1ltac47WV358Je2zPhlJ5fUD+e2dvXpfXEMgQ59TYiIiBSXYbcT0rUrIV274krPIO2HeaR++SUZS5eRmTdZw8II/b/rCb/pJvwvuKCiQxaRSkp/hUuFq3avYKtIwVHQaRh0eBR2/Ai/ToNt33GJeyOXODaSag1nVk5HZu2+kid2HeO5rzZxfas63NY2lhZ1w6rVM3ciIiLnyxocRHjfvoT37UvOnr9I+eILjn3xBbn793u7yQe0bEn4zTcR2qsXlsDAig5ZRCoRJesi1ZHFAk17eKaUPbD6PVj1LqHp+7nf+jX3W79mvSWBd7O6MHt5O2Yu38VFMaHc1i6W/2tVVyPJi4iIlJCjXl1qPTyUmoMfImPJEo59+hlpP/3E8XXrOL5uHQfG/5vwG2+kxh1/07PtIgLomXURCasHXZ+Gv2+EWz+EC64Fw8LF7s1McPyHNYFDeMHxDrb9axj13420e/4Hhn28lhVJR0r06j0REREBw2oluHNn6r32Kk0X/ETU8Mexx8biTk3lyIwZ7Lj6GnYPepD0xUv0/6xINaeWdRHxsNohobdnSt0La2fCmvfxP7qT2y0/cLvfD/xhieO97M7MXtORL9b8RaNaQdzWNpZ+l9QjMvjM770XERGRwmw1axI5cCAR99xD+qJFHP3gQzIWLyZ9wQLSFyzA0bAhNe64g7C+fbEGB1V0uCJSztSyLiKnCq0DnR+HoWsg8StocQtY/Wjk3skY+3v8GjCEKX6TiTm8jBfmbuLyF+bz0Ier+GlrMrkud0VHLyIiUqUYFgshV15J/bffotHcudS44w4sgYHkJCVx4J//ZHvXriRPmEjuwYMVHaqIlCO1rIvI6Vks0LCzZ+o1HjZ8Bqvfxb5/A9cZv3Cd4xcOWKJ5P7szn23ozNwN+4kO9eOG1vW46dJ6NIkKrugrEBERqVL8GjWk9shnqfX3R0mZ81+OfvABOTt3cvittzgyYwZhffsSMeAe/Bo2rOhQRaSMqWVdRIonoAa0uw8GLYb7F0KbgeAXRrT7AI/bP+UX/0f4yP9FLkv/kRkLN9Fj4kJueH0JHy7/k5TjRb+aT0RERIpmDQ4m4s47aDT3G+pNfo2Ali0xnU6Offopf/S6jj1DH+b4unUVHaaIlCEl65WIaZr06NGDa6655pR1r7/+OuHh4ezZs6dUz3nkyBGGDh1KfHw8AQEB1K9fn4cffpiUlJQit9+0aRMPPvggCQkJREZG0rRpUxITE1m6dGmpxjV06FASEhKKXLdr1y6sVitffvllqZ5TSqBOK+g9ER7bAje8AQ06YsFNe9bxqmMKawIG86L9LWy7l/HM7A20ff4Hhn60hkXbDuJya7AcERGR4jIsFkJ69KDBrI9o8OEHBHftCqZJ2rx57Lz1Nv688y4yfvlFg9GJ+KASJevHjh1j+vTpDBgwgO7du9O+fXuuv/56Ro8ezS+//FJWMVYbhmEwffp0li9fzhtvvOEtT0pK4oknnuC1116jXr16xTrOzp07i3XOvXv3snfvXl566SU2btzIjBkz+O677xg4cOAp244bN47LLrsMt9vNSy+9xMKFC5k+fTqNGjXi+uuvZ8SIEcW+1rMZOHAgW7ZsKbJezZgxg6ioKHr16lVq55Nz5AiElrfBPd/Aw2ugy1MQ3oAAM5NbrT/xqd9z/BL4GA+an7Jm/VrufmcFHcb9yPjvtvDHwfSKjl5ERKTKMAyDwEsvJXbq6zT6+ivCbrwR7HYyf/2VXQMG8uff7tAI8iI+xjCL8S967969jBo1ig8//JA6derQrl076tSpQ0BAAEeOHGHjxo2sWrWKBg0aMHr0aG699dbyiJ3U1FTCwsI4dOgQkZGRhdZlZWWRlJREw4YN8ff3Bzwt1+bx4+USW0FGQACGYRR7+3fffZchQ4awfv164uLi6N69O+Hh4XzxxRfFO59hkJSURFxc3DnF++mnn3LnnXeSkZGBzeYZ1mDKlCm8/PLLzJ07lwsuuOCUfQ4ePMg111zDHXfcwWOPPQbAmDFjmDNnDmvXrvVuN2nSJCZNmlSsmwmXXnoprVu35u233/aWmaZJ48aNueWWWxg3btwZ9y+qDlRFTqeTuXPn0qtXL+z2KvB+c7cbdi2FdTPht/9CTpp31SoS+NjZkbmuy0gnkEsb1ODmS+tx3cUxhPhXgWuTMlPl6rnIOVA9l9LmPHCAw9OmcezjTzCzswEIaNmSmkOGENSxQ4n+/iy1mFTPpRo4fPgwNWvWJCUlhdDQ0DI7T7EGmGvdujWJiYmsWrWKiy66qMhtjh8/zpw5c5g0aRK7d+/m8ccfL9VAS4N5/DhbL7m03M8bv3oVRmBgsbdPTExk9uzZDBgwgBtvvJGNGzfy22+/lWGEheVXuvxE/dChQ4waNYoFCxZwwQUXMHv2bEaOHMmRI0cYMGAAy5cvZ9SoUXz00Ue0b9+e+++/n5CQkPOOY+DAgTz11FO88sorBAV5XleyYMECkpKSGDBgwHkfX8qIxQJxHTxTz3/Dlq89r4H7YwGXsplL7Zv5h+M9vsu9lM92d+bpP5sz5qvfuOqi2tzQug6dmtbCbtUTOiIiImdjj46m9tNPE3nvvRyZNo2jsz7m+Lp17L7vPvxbXkytwYMJ6tSpQpJ2ETl/xfqLeNOmTYwfP/60iTpAQEAAt99+O0uXLuWee+4ptQCrqzfffJONGzfy6KOP8uabb1KrVq1yOe+hQ4f4xz/+wf333+8tmz17Nl27dqVFixbs2LGD22+/nQcffJC5c+eyf/9+fvrpJ1wuF/Hx8TRr1owlS5aUSix/+9vfcDqdfPrpp96y6dOn07FjxyJb96UScgTCxbfA3XPg779B99FQ8wL8zGz+z/oL7zvGsTzgER4xP2Tb+mUMmPErl/1rPqP/u5E1u46qK5+IiEgx2KOiiB4xgsbz/kdEYiKGvz9Z69az+/4H+PO228lYsaKiQxSRc1CslvXIyEi+/vprevXqhcVy9vz+5C7plYUREED86lUVct6SioqK4oEHHmDOnDn07dv3jNv27NmTn3/+uVBZs2bNvHdRGzRoUKyW+dTUVK677jouuugixowZ4y3fsGEDV1xxBQDff/89nTt3ZvDgwYBn4LuPPvrIu21MTAxHjx4tziWeVXh4ODfeeCPvvPMO/fv3JzU1lc8//5wpU6aUyvGlnIXVhU7DoOPf4a/Vnm7yGz6jVtZhHrR9xYO2r/id+nyRdQVfLm3Pu0v/JC4ykL6t69K3VV3iagZV9BWIiIhUap6k/Ski7x3I4WnvcHTWLI6vW8euuxMJ6tSJqL8/iv8ZGt9EpHIp9nvW+/btS3R0NP379+eee+6hSZMmZRlXmTAMo0Td0SuazWbzdkU/k7fffpvjBZ7Fb9q0KXPnzqVu3boAxXpeKC0tjWuvvZaQkBBmz55daJ/c3FwC8m445OTkeLukAzgcDhwOBwBut5u1a9cyfPhwACwWyykto05nyV7hNXDgQLp378727dv56aefsFqt3HzzzSU6hlQyhgH1LvVM1/wLtn0H6z+B3/9HU9cunrTv4kn7LH41L2TOsfa8+8NlTPrhd1rXD+eG1nW5rkUMkcF+FX0VIiIilZatVi2in3qSiAH3cPg//+HoJ5+S8fPPJP38M6G9elHrkYdxNGhQ0WGKyFkU+8HQpKQkHnjgAWbNmkV8fDxdunTh/fffL5QkSsWoW7cuTZo08U7gaU3PX25wli/j1NRUrr76ahwOB19++eUpg7E1adKEDRs2ANCxY0f+97//sWzZMlwuF5MnT+bYsWOkpqby2GOPUbduXdq2bQtArVq12L9/f6GEveBgc8XRtWtXGjZsyPTp05k+fTq33XZboZsFUsXZ/OCi/4PbPoTHt0GfVyGuE2DQxtjCP+3TWek/mHfs/yZ2zzeM++8qLvvXfAbOWMlX6/ZyPMdV0VcgIiJSadmjoqg9ahSN535DaO/eAKTOncuO63qzb8wYnAeSKzhCETmTYifrsbGxjBo1ih07dvDDDz8QFxfHgw8+SExMDIMGDWLlypVlGaeUkfxEPSMjg2nTppGamsr+/fvZv38/LpcnEbr++uv59NNPOXLkCG3atOGpp56iU6dO+Pn58b///Y9LL72U2267jaNHjzJ79mzvsa+88koOHjzI+PHj2bFjB1OmTOHbb78tUXyGYTBgwACmTp3K0qVLi3ylnPiIgBpwaSL0/xqGbYKr/wkxLbHhopt1Da86prDa/0EmWF/Dve17/v7RSto+/wOPfbKOBVuTcbrcFX0FIiIilZKjfn3qvvRvGs7+gqAunSE3l2OzPmbHNdeQPGEirpSUig5RRIpwTkMud+3alXfffZd9+/bx73//mw0bNnD55ZfTsmXL0o5Pytjq1atZvnw5GzZsoEmTJsTExHin3bt3A56W9Ztvvpnbb7+dzMxMRo4cSWpqKnv37uXLL79k7ty5HDt2jBkzZhAeHu49dkJCAq+//jpTpkyhZcuWrFix4pzeEtC/f39SUlJo1qwZl112WWldulRmoXXgiqHwwCIYvBI6PwE1GuKPZ2C66Y5/86v/YJ5yvcGuNT9wz/TltHv+B56evYFfdhzC5dbAdCIiIifzT0ig/htv0OCD9wm45BLMrCwOv/UW26+6msNvv407K6uiQxSRAor1nvUz+eOPP3jnnXeYOnUqqampJX4m+XyU9D3rcu5ycnK4+eab+f333xk1ahQ9e/YkLCyMY8eO8cUXXzBx4kS+++476tWrV9GhevlKHdD7SvOYpmdgug2fwMYvIONE171kIvg6tx3fuC5jtdmUmiEBXNcihj4tY2gdWwOLRa+sqexUz6U6UD2XysQ0TdIXLODgy5PI3rYNAFt0NDWHDCb8hhswijFuUlFUz6U6qFTvWT/Z8ePH+fTTT3nnnXf4+eefadiwIcOGDaN///6lHJ5UFg6Hgzlz5vDuu+/y4osvcvvtt+NwOHC73XTq1IlXX321UiXq4oMKDkx39fOwcxGs/xS2fE1U9hEG2L5jgO07DhDB18cv45ull/HuL02oEx7EdRfH0OfiOjSvG6p3zYqIiOB51DCka1eCO3cm9euvOfjKqzj37mX/yFEcmT6DWn9/lJAePfT/pkgFKlGyvmzZMt555x0++eQTcnJyuPHGG/nhhx/o2rVrWcUnlYhhGPTv35/+/fuTnp7OkSNHqFWrlnek+JIKDg4+7bpvv/2WTp06nWuo4uusNmjczTPlToIdP8Jvc2DLN0TnHGGg7VsG2r5lnxnJ1+mXMffny3hzURPiIoPofXEd+rSsQ3ztkIq+ChERkQpnWK2E/d//EdKzJ8c++ohDU/9Dzh9/8NfQhwlo2ZKoxx8jMG/wYBEpX8VO1i+66CK2bt1K69ateeGFF/jb3/5GWFhYWcYmlVhwcPAZk+3iONPI8PmvnRM5K5sfxPf0TM6svMR9NmydS0zOYe6zzeU+21z+MmvyTcplfLPgMib/1JimUSH0vrgOPVvUpmlUsFoORESkWrM4HEQkJhJ2440cfucdjsx4l+Pr1vHnXXcT1KUzUcOG4R8fX9FhilQrxU7We/TowUcffaRB5KTU5L9mTqTU2P3hwl6eyZkFO+bnJe7fUjfnEPfbvuF+2zfsMWvy/ZG2fD+/Da/8EE9crRB6Nq9Nz+YxNKujrvIiIlJ9WUNCiHrkEWrcfjuHpk7l2KefkbFwEUmLfibs+j7UHPowjnpqVBEpD8VO1l999dWyjENEpHTZ/eHC6zyT8zhs/8HTVX7rt9RzHvJ2lT9shvK/o5fy/cI2vPVTc6IjQrm2WW2ubR5D69hwDU4nIiLVkj0qipjRo4lMTCT5lVdI+/Y7Uv77Jalzv6XG324nctAgbDVqVHSYIj6tWK9uu/baa1m2bNlZt0tLS+PFF19kypQp5x2YiEipsQdAQh+4aRo8sQNumwktbwf/cCKNVG63/cQMx79Z7TeIJ9JeZO+Sj7h76nyuGPcjo/+7kaU7Dut1cCIiUi054uKo9/LLxH36KYGXX47pdHLk3ffY0b0HyRMmkHvkSEWHKOKzitWyfvPNN9OvXz/CwsLo06cPbdq0oU6dOvj7+3P06FE2bdrE4sWLmTt3Ltdddx3//ve/yzpuEZFzYw840eLucsKfS2DzV7DlG4LT9tHHuow+1mVkm3YWH2/Odyva8tDSS7AE1eTqZtFc06w27RtH4mezVvSViIiIlJuAFs2pP/0dMpb8QvLECWRv2szht97myAcfUuPWW4kYcA/2qKiKDlPEpxQrWR84cCB33nknn376KR9//DFvvvkmKSkpgGeE8IsuuohrrrmGlStXkpCQUKYBi4iUGqsdGl3pmXr+G/auhs1fwuav8Tuyg+7WNXS3rsFlN1jpvJAfVl3Ccytbc8AeS5f4WvRIiKbbhVGEBzoq+kpERETKnGEYBHfsQFCHK0j/6ScOvT6VrI0bOTJjBkdnziT85psJTby7osMU8RnFfmbdz8+PO++8kzvvvBOAlJQUjh8/TmRkJHa7vcwCFBEpFxYL1GvjmXqMhYNbPC3um7/Cun89l1s2c7llM8/yIX+4a/Pj5tZ8+tsljOBCWjWoxVUXRdMjIZq4mkEVfSUiIiJlyjAMQrp1I7hrVzIWL+bQlNc5vnYtRz/8kKOzZhHTrBlZdetib9OmokMVqdJK9J71gsLCwvTqtnK2c+dOGjZsyJo1a2jVqhULFiyga9euHD16lPDw8IoOT8R3GAZEJXimLk/A0T9h67ew7TvMnYtpxH4aWb7lXr4l1Qxg0Z6WzP+zNVO+aUlkVB1v4t4qNhyrBqgTEREfZRgGwZ06EdSxI5nLlnHojTfJXLaMkPXr2XPnXfi3vJjIxERCrr4aw3bOaYdItaV/NSIiZ1OjAVw+CC4fhJGdBjt+gm3fwbbvCc08RG/rMnpbl+EyDVYfa8pPP7dm1MKWHAhoQuf4aLrE16Jz01rUCFJ3eRER8T2GYRDUvj1B7duTvnEjG18YR9j69WStW89fwx7DVrs24TfeSNiNN+q1byIloGRdRKQk/ELgous9k9vtec5967ew7XusBzbQ1thGW8s2nuBjDrpCWbyxBQvXteB582LqxcZxZXwUV8bXonmdML0WTkREfI5ffDwHbrmZli+9RPpnn3H0o4/I3b+fQ6+/zqGpUwlq357wm/oR3KMHFoduYoucSbVK1k3TJDfHXe7ntTksGEbx/yh3u9289NJLvPnmm+zevZvo6GgeeOAB7rjjjjPul5mZSb9+/UhNTeWbb75R13iRslbwOffuIyFlj6fF/fd5mEk/U8uZyg3WJdxgXQLA5v31WbS3BePnX8wfAS24/IK6dImvRccmNYkM9qvgixERESk9tpqR1Bo6hMj77yNt3g8c+/wzMpcuI+OXX8j45ResYWGEXteLkGuvJfDSSzGsesuKyMmqVbKem+PmzUcWlvt573+lC3a/4n8BjRgxgrfeeouXX36Zjh07sm/fPrZs2XLGfY4dO8Z1111HcHAw8+bNIzAw8HzDFpGSCqsHbe+Ftvdi5ObAnhWwfT7s+BFz3zoSLLtIsOziAb4hK9fO8o0JLFrfgjfczTCjmnFF0yg6NImkXcNIgv2q1deziIj4KIufH2G9ryOs93Xk7N7NsS++IOWL2eQeOMDRmR9xdOZH2GrVIuSaawjteS0BrVtjWCwVHbZIpXBOfw0eO3aMzz77jB07djB8+HAiIiJYvXo10dHR1K2r51DOR1paGq+88gqTJ08mMTERgMaNG9OxY0d27txZ5D779+/n1ltvpWnTpsycOROHuhSJVDybA+I6eqYeozEyDsEfCzyJ+44f8U/bRxfrerpY1wOQciyQFcsTWLL0Ql6hGX51L+byptF0aBxJ6/o1cNj0h4uIiFRtjthYoh55hFpDhpDxy1JSv/2WtB9+IPfgQY5+8AFHP/gAW1QUwVdeSXCXzgRdfjmWIL1lRaqvEifr69evp0ePHoSFhbFz507uu+8+IiIi+OKLL9i1axfvvfdeWcRZKmwOC/e/0qVCzltcmzdvJjs7m+7duxd7n6uuuop27drx8ccfY1UXIpHKKagmtLgJWtyEYZqeV8Pt+BF2/Ij7z6WEOTO4yrqKq6yrAEg9EMjKffH8sCCBlyzNCKh/CZc2rEXbhjVoHVuDAIf+rYuISNVkWK0Ed+pIcKeOmGNGk7F0Kanffkfa/PnkJidz7JNPOPbJJxh2O4Ft2xDUuTPBHTviaNy4RI+WilR1JU7Whw0bRv/+/Rk/fjwhISHe8l69evG3v/2tVIMrbYZhlKg7ekUICAgo8T7XXXcdn3/+OZs2baJFixZlEJWIlKqCr4ZrPxiLKxf2rYM/F8POxbj/XEpoThrdrWvobl0DQMYeP9bvasyaBU1412zK8dptuLBxQ9rGRdCmQQ2NNC8iIlWS4XAQ3KULwV264M7JIXP5ctIXLiJ94UKcu3eT8ctSMn5ZSjIvYo2MJLBdW4LatSOwXTscjRopeRefVuJkfeXKlbzxxhunlNetW5f9+/eXSlDVWdOmTQkICGD+/Pnce++9xdpn3LhxBAcH0717dxYsWMBFF11UxlGKSKmy2qDepZ6pwyOe5H3/evhzCebOxbh3/kJQTirtrZtozybPPodh58Fo1ixtwsvuJhwKuYjA+i1p1qA2LWPDuSgmFH975b45KSIiUpDF4SC4UyeCO3XCfOZpcnbuJH3hQjIWLSJz1Wpchw+T9u13pH37HQDWmjUJaNmSgIsvJuDiFvg3b461QGOiSFVX4mTdz8+P1NTUU8q3bdtGrVq1SiWo6szf358nn3ySJ554AofDQYcOHTh48CC//fbbGbvGv/TSS7hcLrp168aCBQu48MILyzFqESlVVhvUvQTqXoJxxVCsbhcc2ga7V2DuXkHun8uxH/2dOMsB4jjgGW0+C1xbDbZvqctGsyFzaUh6RDOC6rcmvn4dLqoTStPoYPxsSuBFRKTyMwwDv4YN8WvYkMj+/XHn5JC1fj0ZK1aQuWIlx9eswXXoEOnz55M+f37+TjgaNSKgRQv8L25BQPPm+DVpgkUDL0sVVeJk/frrr+e5557jk08+ATz/kHbt2sWTTz5Jv379Sj3A6mjkyJHYbDZGjRrF3r17iYmJYdCgQWfd7+WXXy6UsF9wwQXlEK2IlDmL1dtt3rg0ETvA8WPw16+w51ecu1Zg7l2HI+sQ8cYe4tkD/Awp4F5vsGtdFL+b9VhELKkhjbFENyOyQTMurFeThJhQItSFXkREKjmLw0FgmzYEtmkDD+FJ3jdu5Pj69WStX8/x9Rtw7tlDzo4d5OzYQcqcOZ4dDQNH/fr4XXABfvHx+MVfgH98PPZ69TTqvFR6hmmaZkl2SElJ4aabbuLXX38lLS2NOnXqsH//ftq3b8/cuXMJKscRG1NTUwkLC+PQoUNERkYWWpeVlUVSUhINGzbE39+/3GKSysNX6oDT6WTu3Ln06tULu91e0eFIZWWakLYf9q3D3LuGrF1rYN9aArIOFLl5rmlhp1mbbWY9dtsakBnaBFutJoTVi6dBndo0iQqmTph/uT0LqHou1YHquVQHFVnPc48cyUveN3g+t27BdfBQkdsaAQE44uLwaxiHI64hjoYNccTF4WjYEGuwRqCXMzt8+DA1a9YkJSWF0NDQMjtPiVvWw8LCmDdvHosXL2b9+vWkp6dzySWX0KNHj7KIT0REisMwIDQGQmMw4q/FO1Rl+kFI3oSZvJnMvzbi3Pcb/sd+xz83jSbGXpqwF8wVkIJn2g4HzVD+NGuzwoghPbA+7ohG2Gs1JjjmAurWjiY2IpBawX4a1EdERCoVW0QEIVdeSciVV3rLcg8fJnvbNrK2biV76zayt20j+/ffMY8fJ3vzZrI3bz71OLVqeRN3R/1Y7PXqYa9bF3vdulhr1ND/f1Juzuk96wAdO3akY8eOpRmLiIiUtuBaENwFo1EXvO0Epglp+yB5M859v5G+ewPuQ9vxT9tJkPMItYxUahmptGEbHAf+ypvWQqoZyF9mTX4zapLqVxtnUF0Ir09AzfqE1G5ERHQsMeGBRAQ59MeMiEhV5XZDThpkpZxhSvV8OjMgNxtysyA3G6vzOFceOYjtz7HgdhZx8AL/N1jtYPMHmx9Y/TyfNn+wOcAWAH4h4Bfs+XSE5C0XKPMLBf9wCAj3HKsItshIbO3bE9S+vbfMzM0lZ9ducnbuJCcpiZydSWQnJZGz809chw6Re/AguQcPkrly5anRBwbiqFsHe526hZJ4e9262OvEKJmXUlXiZP3VV18tstwwDPz9/WnSpAmdO3fW+75FRCorw4DQOhBaB3uT7tQouC4rFY78Qe6hHaTs2cLxA9uxHP2DkMxdhOQeIdTIJNTYRQK7IAfPdBRI8uyeY1pJpgbrCCfNFslxv1rkBkZhhNbGLzwG/4i6BNesR42adagZGqj3xYuIlBW3y5NMHz8KWcc8Y51kHfMse+cLfB4/diIRz04FSvSkrJcFCAPIOv9LKBFHMATU8CTuATXykvgahcvyJsM/HL+IGvjVbQtdr/T8v5jHlZrqSeJ37iQ7KQnnnr9w/vUXzj17yE1OxszMJPv37WT/vr3IMAy7HVt0NLboaOzRUdiiCszXro0tKhp7VC0Mh8aLkbMrcbL+8ssvc/DgQTIzM6lRw/Mn3tGjRwkMDCQ4OJjk5GQaNWrETz/9RGxsbKkHLCIiZcg/FOq0wlanFZEXn7QuOx1S/8J55E9S9iWReTCJ3CO7sKX/RdDxvYTnHsJhuKjHIepxCFzbIRPPdNIjgy7T4DBh/EkYGdYwjtvDsbn8WPTXj1iCa2EPqYlfaBT+YbUIDI8iOCKasJAQvY5ORKoHtwty0iE7zfPdm53mSaCz0zxTToGyrNQCCXd+Yp4C2SnnH4fV4Ul6/cNOM4V6WrxtDm8LeS42VqxeT7srOmHzC6RQS3rBGwCm6Wl5z82C3BxvyzyubM+nM7PAtad5Wvrz5wv9TPLeUpWT7plSdpfsGi32Qgm+NaAGAQHhBATUgIvD4bJGEHAJBNTAbQkiNzWXnCMZOA+m4Nx3AOeePTj/+oucv/7CdegQptPpKduzh+Nn+tHWqIE1MgJbZE1skZFYa0Zii4jEVjMSa2Skp0dAZCTWmjWx+PmV7JrEZ5Q4Wf/Xv/7Fm2++ydtvv03jxo0B2L59Ow888AD3338/HTp04LbbbuPvf/87n332WakHLCIiFcQvGGrFY68VT834Ita7ciFtH86UfaQk7yb90F9kH9uLO3U/lowD+GclE5J7mDB3ClbDTRTHiOIYuIHsvGMk501FOG46SCaQTCOI49Zgsm3BOO0huOxhmP4hGP5hWAJqYA0MxxYYij0oAr+gMAKCQgkIDiUoOAyHf2ChFhQRkfPicnqSypxMz+eZ5k+3Ljvt1CQ8J730YrQHeZLR/O7i3hbnk8vyyv1CTyTj9pIP0Gs6nRzc7sas3x7KY4A5V64nYT9+9ESvAe/80QK9CYpY73Z6poyDnuksLIAjbwI8rfn1wqGp5+dp2mNx5gSQm+0gN9OCM8MkN9VJ7rFMnEfTyT2cQu6hI5hOJ66jR3EdPUrO9h1nP29QkCeZrxGBNTwca1iY5zM8DEtYGLbwcCxhYVjDwk+UBwWpO74PKHGy/uyzz/L55597E3WAJk2a8NJLL9GvXz/++OMPxo8fr9e4iYhUN1YbhMdiD4+lZoN21Dzddm4XZnoymUf+IvXwATKPJZN5dD/7d26hZpAFa9ZRHNlHCHAeI9idSpiZig0XAUYOAeQAx8CFZ8o+3UmK5jINjhv+ZBn+ZBsB5FgCcFoDcFoDybUG4LIF4rYH4bYHYtgDMOz+WOwBWBz+WB0B2BwB2PwCsfkF4PALxBEQiJ9/IA6/QOz+gVjt/nmtS/6gVwKJlD63y5Mgu3LAnVtg3ulJ2tx5y/nzudknnqd2FWi99X6ebt3JLb0Ft88G53FPol3kM9mlyGLzJM9+wXmfBZ7bdhR4bvtMSbjNx7tbW20QGOGZSsI0ISej8GMChZL7Myxn5fVayG/NT90DePoQFErmAYLypronTuvKsZCbZcOVG0SuK5Bcpx+uHAe5WRZyj4Mr001uhhNXWjZmrht3RgbujAycf+4q/vXZbJ6kPj+xDwnBEhKCJTjIMx98mvmQEM/NgZAQDNs5D28mpaTEv4F9+/aRm5t7Snlubi779+8HoE6dOqSlpZ31WC+88AJffPEFW7ZsISAggCuuuIIXX3yR+PiimmxERMQnWKwYoTEEhcYQFOcpcjqd/DF3Ls2LetWPaWJmHSMj5QjpKYc5nnqE42lHyU4/Sm7mMdzHj2FmpWBkp2LLScMvNw0/dzpBrnT8zOMEmFkEGp6s3mqYBHOcYPM4mEc9rfqn/pdWKnKwkZs/GTZceZPbsOEy7LgNG26LHbfFhmmxYxp2TKsdM2/ZbbGDxYZpcXj+GLU6MC02DKsDLDYMqxWLxQYWKxarFcNiw2qxYlhtWCwWT5nVitVqw2KxeT6tJ7Y18vez2rBYPMcyrBYsFs/2FqsVLFYwrGBY8nokGAXm8Xwalrxy48TnKWWWwuvh1LLiHOeMzvB87VnfUnuW9cXZ3zTBdOfNu09azpuc2fg5UzyvWbTZzr79adefx/amCabLk/S6c0/Mm+68z7zyU8oKbu8usF/+9ieXFdzvpGO48lozXc7izbtz8xJw59l/VxXFsHhasB2BYA84dd4ekLecNznyyuyBhRNwbyKe92nzU2+gsmIYeTdBgoESPrp7yngAJyf3xwov5z+ukJ3m+b/KLxebX8GBX4rmeVLAIDfLgivLSm6OBXe2BVeOBVeOgcs7b8GVY/OWm7lAbi6uw4dxHT58Tj8eAMPfv3BCHxSEJSAAS0AARmAAlsBALAGBnrLAQCyBARgBBcoDA7zrjEDPdoaf3iZTEiVO1rt27coDDzzA22+/TevWrQFYs2YNDz74IN26dQNgw4YNNGzY8KzHWrhwIYMHD6Zt27bk5uby9NNPc/XVV7Np06ZyfV+7iIhUYoaBEVCD4IAaBNdufPbti5DrdJKRkUZmRhrH01PIykglOzOVnOPp5B5Pw8zOwMxJh5xMDGeGZ8rNwuLKwpKbjcWdjdWdjdWVjc3MwW5mYzed+JnZOHDihxN/crAZbu85HeTiyL8TYFJpcwwpP3bgWoCNFRyITzE8z1VbPTe3sNo9y/nzNn/Pcv6I47YCI44XKvc/yzrHiV4zVseJRNse4Em8rY5yS6pN08Rtgstt4jY9k2ce3G4TV16Z241n3n3SNgX3cXuWT2x36nHNvDKXaWKaJq6845p5673b5O3jdOayYZ/BwaV/YlisefGeOLeZF+eJ5YJxUfT2BcpM80Tc7rzvVcPw3M7zfBqeT8NTP7z3B09eD96k8dRyz7r8bawWsBoGFovh/bTklVuMGlgtEVjzyix+BtYA8tYb3nLPp6crvd3MweFKx5GbjiM3A3tuGvbcDGzONGy56did6dic6VidaVid6VhzUrE60/HPSceSm4nhzMTizMTILfqpeM/9rbwkPi+hd+dYcOUauHMsuHMNXDkGbqcFt9PAlffpdlpwOQ1Ml6dnmJmVhSsrC9ehc0/4T2EYWPxsGHYbht2OYbdhcdgxHHYMhwPDz4Fhd2Dx8/Mk9n5+GH7+GH5+WPz8MewOsNkwrDbPp80OVpunF4DNcyMaqwXD6rkBjcWKYfPcfDasFsi7kY1hAYuBYbEUnrd4biSfmLdgWIxT5nNSSmFMiGIocbI+bdo07rrrLi699FJv60dubi7du3dn2rRpAAQHBzNhwoSzHuu7774rtDxjxgyioqJYtWoVnTt3LmloIiIiRbLZ7YSFRxAWXsJuksXgdLnJznWTmusmJycHZ9ZxnDkZOLOPk5uTTa4zh1xnNi5nDi5nNq5cJ7nObNy5ObidObhdTty5OZi5nnlcORh5rY+G24nF7WlZtLg95RbT6VlvujHyWiwN3OB2YzFdGHnLhunCMN0YphsLnnmL6cbAs2zFjRUTC26suL2fVtxYjALzuLFgYngnCsx7li2489q9Ty2zGLpLcTKX6fkpuU/6SboLfHLS8snbFSozz7ztycsuLN7JjQWXWWA+r3Z4Po0CZRZcpvWk7TzzuSeXmQWPYxTaJxcbTqzkmlac+fPkz9vINT3Lnp4pBdaZtrz5wtubhsWbUFnyEi6KStzytjntPCcnaEUldTkYRo63o4Vpmp77cCaYmHmfeeUF5/O3yZunqHUF9qeo41GMDh6VihV2bq3oIKoQG54x9MNKtJcFNwFkE4inB1kQWQSQTZCRRYAtmyBbFkFB2QQZ2QRbsgnMWxdkZBGIZ9nfyPHecA4gBz+ycbhysDmdWJ2uQkm8O9fAnWvBzM2fN3C7PJ9mruVEWW5+Wf42FkxX3l0T08Sd5YQsJ5xxCL7KLd3lKpfzlDhZr127NvPmzWPLli1s27YNgPj4+EJd17t27XpOwaTk3aGIiCj6j6ns7Gyys088oJia6hn90el04nQWfmbI6XTm3Xlz43a7kerH7XZjmiZOp7NKv0owv26fXMdFfElVr+d+FvBzGODwg2A/ILyiQzorb6uYeWLenddqlt+KlV2g9cvb2laote7EOpd5ogXuRKtc3nqXG7fp9uzjdmOa7rxWPTeY7rzkJv/TBLcbt+npjmB6t8lrzSMvaTE9TzHkt7zlt86Z4GltK9hSx4n98mMmb7v8xOrEvqcmV56WRwr1OPeel7zWSMBtGp7jY/EMq2AaeXF7EmWX2+TQkSNERERiGEaB43vORf55OU0id8q8Z4MT11YwqSuY7BXcr+Bxi04g3QW25+T9T/rZFHU8ioynjBT4ObjyC8TTguttCT4xn1/ubQU2wGoxPK3HeS3F+fOeBkQjbz156/O35UTrsmFgseSdwzAwMElOPkCd2rWxWi3e8xiGcdI8RS4bxoljnX7diRsuQIG6eqb6feq/CU5aPl09dpkFei3k90DImz/x3Xnq96X3O9B9omdAoe3zjuly530P5x+zwPkK9VwoUOY5loUMAsggoHDVL6V/BobNjZ/NiX9ADv7k4Gd4knrP5MxL9D3zfoan3IETBy4cOLEbudjzepk5TCd+uTk4XE78XE4crlzs7lzseZ82twu7y4XV7caa92lxub2fhtvEcIHpNrzfgZgGJ570Mbzf0eR993K6cjOvPL9u5P+8Cqz31qu87QqWYxpYcssnvzRM0yylX+f5cbvdXH/99Rw7dozFixcXuc2YMWMYO3bsKeUzZ84kMDCwUJnNZqN27drExsbi0HsMq4QaNWrwwQcfcN1115XK8XJycti9ezf79+8vcpwFERERKT/eGwwUbEGmUEJfkvUFywrNFzgfJy2fbv3J5zvT+rze1RQcSaFQV+uzrPdud3LZycc4zTZGgf0tecv53asLduOW6iH/RqP3ZmR+WRHzBbc5Zf6UMqPw8c6wf/45TPJviBZ9Ds964/TrCxzPfdLx8m/KWfL6CFnw9Baz5PU1sub3BTI9vcEseHqWneghlt/HJ6+3WN6+YGLkHRdO9EOy5GXxRt6xgLzzer4YsrOO8/zzE0hJSSE0NLTMfr/nlKzv2bOHL7/8kl27dpGTk1No3cSJE88pkAcffJBvv/2WxYsXU69evSK3KaplPTY2ln379hEZGVlo26ysLHbv3k1cXBz+/iV/7YSUP6vVyueff07fvn1L5XhZWVns3LmT2NjYKl0HnE4n8+bN46qrrjp14C0RH6F6LtWB6rlUB6rnUh0cPnyYmJiYMk/WS9wNfv78+Vx//fU0atSILVu20Lx5c3bu3IlpmlxyySXnFMSQIUP4+uuvWbRo0WkTdQA/Pz/8/PxOKbfb7ad8GbhcLk+3GYsFS97rc0zTJDe7hO/5KQW2Eo566Ha7eemll3jzzTfZvXs30dHRPPDAAzzzzDNs2LCBRx55hKVLlxIYGEi/fv2YOHEiwcHBAPTv359jx47Rrl07XnnlFbKzsxk2bBhPP/00I0aMYNq0aQQGBvKPf/yDe+65B4CdO3fSsGFDPvroI1599VVWr15NkyZNmDJlCl26dClWzAsXLmT48OGsW7eOiIgIEhMT+ec//4kt75UPcXFxPProozz66KPefVq1akXfvn0ZM2YMcXFxAN5X/jVo0ICdO3cyZswY5syZw2OPPcbIkSM5evQoPXv25K233iIkJOSMMVksFgzDKLJ+VEW+ch0iZ6J6LtWB6rlUB6rn4svKq26XOFkfMWIEjz/+OGPHjiUkJITPP/+cqKgo7rjjDq699toSHcs0TYYOHcrs2bNZsGBBsUaQPx+52dm8mnhTmZ6jKA+/+xn2ErTsjhgxgrfeeouXX36Zjh07sm/fPrZs2UJGRgbXXHMN7du3Z+XKlSQnJ3PvvfcyZMgQZsyY4d3/xx9/pF69eixatIglS5YwcOBAfvnlFzp37szy5cv5+OOPeeCBB7jqqqsK3RwZPnw4kyZN4qKLLmLixIn06dOHpKSkU3otnOyvv/6iV69e9O/fn/fee48tW7Zw33334e/vz5gxY4p1zStXriQqKorp06dz7bXXFnrGfMeOHcyZM4evv/6ao0ePcssttzBu3Dief/75Yv9MRUREREREqhJLSXfYvHkzd999N+B5Lvz48eMEBwfz3HPP8eKLL5boWIMHD+aDDz5g5syZhISEsH//fvbv38/x41V3ZMDzlZaWxiuvvML48eNJTEykcePGdOzYkXvvvZeZM2eSlZXFe++9R/PmzenWrRuTJ0/m/fff58CBA95jRERE8OqrrxIfH8+AAQOIj48nMzOTp59+mqZNmzJixAgcDscpYwMMGTKEfv36kZCQwNSpUwkLC/OO8H8mr7/+OrGxsUyePJkLL7yQvn37MnbsWCZMmFDswf1q1aoFQHh4OLVr1/Yug6enwYwZM2jevDmdOnXirrvuYv78+cU6roiIiIiISFVU4pb1oKAg73PqMTEx7Nixg2bNmgFw6NChEh1r6tSpAFx55ZWFyqdPn07//v1LGtpZ2fz8ePjdz0r9uMU5b3Ft3ryZ7OxsunfvXuS6li1bFnoHfYcOHXC73WzdupXo6GgAmjVr5u36DxAdHU3z5s29y1arlcjISJKTkwsdv3379idittlo06YNmzdvLlbM7du3L9TVv0OHDqSnp7Nnzx7q169fjCs/vbi4uEJd3mNiYk6JXURERERExJeUOFm//PLLWbx4MQkJCfTq1YvHHnuMDRs28MUXX3D55ZeX6FjlPRC9YRgl6o5eEQICAs77GCc/Q5H/3PbJZeX5SjuLxXLK77u4r2iq6NhFRERERETKW4m7wU+cOJHLLrsMgLFjx9K9e3c+/vhj4uLiitVlWs6sadOmBAQEFNnNOyEhgXXr1pGRkeEtW7JkCRaLpdB77s/VsmXLvPO5ubmsWrWKhISEs+6XkJDA0qVLCyXjS5YsISQkxPtMfK1atdi3b593fWpqKklJSYWOY7fbcblc53sZIiIiIiIiVV6JW9YbNWrknQ8KCuI///lPqQZU3fn7+/Pkk0/yxBNP4HA46NChAwcPHuS3337jjjvuYPTo0SQmJjJmzBgOHjzI0KFDueuuu7xd4M/HlClTaNq0KQkJCbz88sscPXqUAQMGnHW/hx56iEmTJjF06FCGDBnC1q1bGT16NMOGDfN2x+/WrRszZsygT58+hIeHM2rUqEKDyIGnu/v8+fPp0KEDfn5+1KhR47yvSUREREREpCoqcct6o0aNOHz48Cnlx44dK5TIy7kbOXIkjz32GKNGjSIhIYFbb72V5ORkAgMD+f777zly5Aht27blpptuonv37kyePLlUzjtu3DjGjRtHy5YtWbx4MV9++SU1a9Y8635169Zl7ty5rFixgpYtWzJo0CAGDhzIs88+691mxIgRdOnShd69e3PdddfRt29fGjduXOg4EyZMYN68ecTGxtK6detSuSYREREREZGqyDBL+OC4xWJh//79REVFFSo/cOAA9evXJ7sc32OemppKWFgYhw4dOuX1YllZWSQlJdGwYUP8K/lz6hUt/z3ra9asoVWrVhUdTqnxlTrgdDqZO3cuvXr10vtKxWepnkt1oHou1YHquVQHhw8fpmbNmqSkpBAaGlpm5yl2N/gvv/zSO//9998TFhbmXXa5XMyfP5+4uLhSDU5ERERERESkOip2st63b1/AMxJ3YmJioXV2u524uDgmTJhQqsFJ5TBo0CA++OCDItfdeeedGrdARERERESklBU7Wc9/VVbDhg1ZuXJlsZ5llqohLi7ujK/Re+6553j88ceLXFeW3T5ERERERESqqxKPBn/y67bE90VFRZ0yRoGIiIiIiIiUnWIl66+++mqxD/jwww+fczAiIiIiIiIiUsxk/eWXXy7WwQzDqJBk3ZWWg8uejSXEgWEY5X5+ERERERERqbxM0wSXienO+3S5wW1iuk6Ue+bdmC4TM9cNuW7MXDdmrpn36Zkyjhwtl5hL/Oq2yiT/1W2bHv2WEL8gTMAFuA1whlrI7hJIgzr18bM5Tn+QArl91fpBVLWbEuX/083OzWHX3l1YF2RiSa+cv93i/BZNwJXrwmqzVrnfuvi+0qqTqudSEYwK+K/B5XJhtVrL/8RSKvT9dHYm4Ha5sJylnpvF/GEW95/pqdsZRa8/y3nPdr6SfG0UuW0R5y/pV9HZtz/1JGfc5zzyoZJsXzCq/O9fI+8oRsFtTAovF9w3b51R4MxG3vGMQvOmd97CiXWlJS07g4sm9aw8r24rSn6eX9Gt2W7TxDRNDMPwXJAJFrdJDp5fiuVMO1fOHK4Yqmzg5cZiev6BBrlNbK4q/vMyLFDVr0HkbFTPpTowLOBWPRcfVynqeUWfX6oCt2l6bjABppn3iaf6uvI+3Zi48ta58fypkpbjLpf4zilZf++99/j3v//N77//DsAFF1zA8OHDueuuu0o1uOL6PjWXAEcuV915IVYAlxu36YSAdAi2YzqKaFmvDv9+Tar3LeAcE/xtuNrUBlclbsU4y+/I7XLx++/badq0yVnvUvueSlSBK1EovsjtdrFt2+9ccEFTLJbzqOf6PRVNj4hVCm6Xi63bthJ/QXzR3+f6NVUN+vd0Ri6Xi61bthAfH39qL5LT/f1dsKPvabc5zQYl2f6s2xYRT7HOdYbE4qxN9Wfe4Kw9gIra/5y6B5jnv+/Z9jeMAk3cBeYN40RPi/xtCm1fsIwT/wYLllsM72Ra8tYVKPO04BZcNvKa3E/8ezaA4v4F4nfsKLxezI3PQ4mT9YkTJzJy5EiGDBlChw4dAFi8eDGDBg3i0KFD/P3vfy/1IM8m/y5Hw8tqY7V72tGzsrJISkrCEezAz9+v3GOSimdmmdgCbNTtUg9/f/+KDuecOZ1ONrh+I/aaBtjt9ooOR6RMOJ1ONjg3EntVfdVz8VlOp5MNORuI7RGrei4+y+l0sjFrPfW7q56L7zp8uHxu2pU4WX/ttdeYOnUqd999t7fs+uuvp1mzZowZM6ZCknWvM/Z3l8rOMAxmz55N3759KzoUERERERGRClXi9Hbfvn1cccUVp5RfccUV7Nu3r1SCOlcWdUsSERERERERH1DiZL1JkyZ88sknp5R//PHHNG3atFSCOleG5czJummauHNc5T6VdMB9t9vN+PHjadKkCX5+ftSvX5/nn38egA0bNtCtWzcCAgKIjIzk/vvvJz093btv//796du3L//617+Ijo4mPDyc5557jtzcXIYPH05ERAT16tVj+vTp3n127tyJYRjMmjWLK664An9/f5o3b87ChQuLHfPChQtp164dfn5+xMTE8NRTT5Gbm+tdHxcXx6RJkwrt06pVK8aMGeNdD3DDDTdgGIZ3ecyYMbRq1Yo33niD2NhYAgMDueWWW0hJSSnBT1RERERERKRqKXE3+LFjx3LrrbeyaNEi7zPrS5YsYf78+UUm8eXlbIk6gOl0s3fUL+UQTWF1nrsCw1H8AZNGjBjBW2+9xcsvv0zHjh3Zt28fW7ZsISMjg2uuuYb27duzcuVKkpOTuffeexkyZAgzZszw7v/jjz9Sr149Fi1axJIlSxg4cCC//PILnTt3Zvny5Xz88cc88MADXHXVVdSrV8+73/Dhw5k0aRIXXXQREydOpE+fPiQlJREZGXnGeP/66y969epF//79ee+999iyZQv33Xcf/v7+3mT8bFauXElUVBTTp0/n2muvLTQgyfbt2/nkk0/46quvSE1NZeDAgTz00EN8+OGHxf6ZioiIiIiIVCXFblnfuHEjAP369WP58uXUrFmTOXPmMGfOHGrWrMmKFSu44YYbyizQszF85Hn1tLQ0XnnlFcaPH09iYiKNGzemY8eO3HvvvcycOZOsrCzee+89mjdvTrdu3Zg8eTLvv/8+Bw4c8B4jIiKCV199lfj4eAYMGEB8fDyZmZk8/fTTNG3alBEjRuBwOFi8eHGhcw8ZMoR+/fqRkJDA1KlTCQsLY9q0aWeN+fXXXyc2NpbJkydz4YUX0rdvX8aOHcuECRNwu4v3WoNatWoBEB4eTu3atb3LgPeaW7VqRefOnXnttdeYNWsW+/fvL9axRUREREREqppit6xffPHFtG3blnvvvZfbbruNDz74oCzjKrHiPK9u2C3Uee7U5+3LmmEv/p2EzZs3k52dTffu3Ytc17JlS4KCgrxlHTp0wO12s3XrVqKjowFo1qwZFsuJc0ZHR9O8eXPvstVqJTIykuTk5ELHb9++vXfeZrPRpk0bNm/eXKyY27dvj1Hgd9ChQwfS09PZs2cP9evXL8aVn179+vWpW7duoTjzr7l27drndWwREREREZHKqNhZ5MKFC2nWrBmPPfYYMTEx9O/fn59//rksYyuR4nSDNwwDi8Na7pNRgoHvAgICzufHAHDKazIMwyiyrLit3qXBYrGc8uy+0+kst/OLiIiIiIhUJcVO1jt16sQ777zDvn37eO2110hKSqJLly5ccMEFvPjiixXeJbk4yXpV0LRpUwICApg/f/4p6xISEli3bh0ZGRnesiVLlmCxWIiPjz/vcy9btsw7n5uby6pVq0hISDjrfgkJCSxdurRQMr5kyRJCQkK8z8TXqlWr0NsCUlNTSUpKKnQcu92Oy+U65fi7du1i7969heIsrWsWERERERGpjEr8pHdQUBD33HMPCxcuZNu2bdx8881MmTKF+vXrc/3115dFjMXiK8+s+/v78+STT/LEE0/w3nvvsWPHDpYtW8a0adO444478Pf3JzExkY0bN/LTTz8xdOhQ7rrrLm8X+PMxZcoUZs+ezZYtWxg8eDBHjx5lwIABZ93voYceYvfu3QwdOpQtW7bw3//+l9GjRzNs2DBvd/xu3brx/vvv8/PPP7NhwwYSExMLDSIHnhHh58+fz/79+zl69Gihn0liYiLr1q3j559/5uGHH+aWW25RF3gREREREfFZJR4NvqAmTZrw9NNP06BBA0aMGME333xTWnGVmMVHWtYBRo4cic1mY9SoUezdu5eYmBgGDRpEYGAg33//PY888ght27YlMDCQfv36MXHixFI577hx4xg3bhxr166lSZMmfPnll9SsWfOs+9WtW5e5c+cyfPhwWrZsSUREBAMHDuTZZ5/1bjNixAiSkpLo3bs3YWFh/OMf/zilZX3ChAkMGzaMt956i7p167Jz507AU89uvPFGevXqxZEjR+jduzevv/56qVyziIiIiIhIZXTOyfqiRYt45513+Pzzz7FYLNxyyy0MHDiwNGMrmRI8F17ZWSwWnnnmGZ555plT1rVo0YIff/zxtPsWfIVbvgULFpxSlp8IF5SQkMDy5ctLEqpXly5dWLFixWnXh4aGMmvWrEJliYmJhZb79OlDnz59itz/wQcf5MEHHzyn2ERERERERKqaEiXre/fuZcaMGcyYMYPt27dzxRVX8Oqrr3LLLbcUGqG8IvhQw7qIiIiIiIhUc8V+0rtnz540aNCA1157jRtuuIHNmzezePFi7rnnngpP1MF3BpirjAYNGkRwcHCR06BBgyo6PBEREREREZ9T7JZ1u93OZ599Ru/evU8ZGKwyULJ+7uLi4k55rVpBzz33HI8//niR60JDQ8sqLADGjBnDmDFjyvQcIiIiIiIilU2xk/Uvv/yyLOM4b0rWy05UVBRRUVEVHYaIiIiIiEi14SMvPPOt0eBFRERERESkevOZZN2HBoMXERERERGRas53knW1rIuIiIiIiIiPULIuIiIiIiIiUsn4TrKuXF1ERERERER8hM8k69VhgLmdO3diGAZr164FYMGCBRiGwbFjxyo0LhERERERESldPpOsqxu8iIiIiIiI+Ipiv2e9sjPKsB+8y22yIukIyWlZRIX4065hBFbdHBAREREREZEy4jvJehn1Efhu4z7GfrWJfSlZ3rKYMH9G97mIa5vHlMk53W43L730Em+++Sa7d+8mOjqaBx54gDvuuOOM+2VmZtKvXz9SU1P55ptvCA8PL5P4REREREREpGz5TDf4snhm/buN+3jwg9WFEnWA/SlZPPjBar7buK/UzwkwYsQIxo0bx8iRI9m0aRMzZ84kOjr6jPscO3aMq666Crfbzbx585Soi4iIiIiIVGE+k6yX9jPrLrfJ2K82YRaxLr9s7FebcLmL2uLcpaWl8corrzB+/HgSExNp3LgxHTt25N577z3tPvv376dLly7ExMTw1VdfERgYWKoxiYiIiIiISPlSsn4aK5KOnNKiXpAJ7EvJYkXSkVI97+bNm8nOzqZ79+7F3ueqq66iSZMmfPzxxzgcjlKNR0RERERERMqf7yTrpTzAXHLa6RP1c9muuAICAkq8z3XXXceiRYvYtGlTqcYiIiIiIiIiFcNnknVLKV9JVIh/qW5XXE2bNiUgIID58+cXe59x48aRmJhI9+7dlbCLiIiIiIj4AJ8ZDZ5Sbllv1zCCmDB/9qdkFfncugHUDvO8xq00+fv78+STT/LEE0/gcDjo0KEDBw8e5Lfffjtj1/iXXnoJl8tFt27dWLBgARdeeGGpxiUiIiIiIiLlx2eS9dIeDd5qMRjd5yIe/GA1BhRK2PPPNLrPRWXyvvWRI0dis9kYNWoUe/fuJSYmhkGDBp11v5dffrlQwn7BBReUemwiIiIiIiJS9nwmWS+L96xf2zyGqXdecsp71muX8XvWLRYLzzzzDM8888wp60zzxG2DK6+8stAywKuvvsqrr75aJnGJiIiIiIhI+fChZL30W7jBk7BfdVFtViQdITkti6gQT9f3smhRFxEREREREQFfStZL+Zn1gqwWg/aNI8vs+CIiIiIiIiIF+dBo8GrpFhEREREREd/gM8l6WTyzLiIiIiIiIlIRfCbFLatn1kVERERERETKm5J1ERERERERkUrGZ5J1SxkOMCciIiIiIiJSnnwmWVeuLiIiIiIiIr7Cd5J1dYMXERERERERH6FkXURERERERKSSUbIulYZhGMyZM6eiwxAREREREalwtooOoLRYyvK2g9sFf/4C6QcgOBoaXAEWaxmeUERERERERKoz32lZL6sR5jZ9CZOaw7u94fOBns9JzT3lZcTtdjN+/HiaNGmCn58f9evX5/nnnwdgw4YNdOvWjYCAACIjI7n//vtJT0/37tu/f3/69u3Lv/71L6KjowkPD+e5554jNzeX4cOHExERQb169Zg+fbp3n507d2IYBrNmzeKKK67A39+f5s2bs3DhwmLHvHDhQtq1a4efnx8xMTE89dRT5ObmetfHxcUxadKkQvu0atWKMWPGeNcD3HDDDRiG4V0eM2YMrVq14v333ycuLo6wsDBuu+020tLSSvATFRERERERqVp8J1kvi27wm76ET+6G1L2Fy1P3ecrLKGEfMWIE48aNY+TIkWzatImZM2cSHR1NRkYG11xzDTVq1GDlypV8+umn/PDDDwwZMqTQ/j/++CN79+5l0aJFTJw4kdGjR9O7d29q1KjB8uXLGTRoEA888AB79uwptN/w4cN57LHHWLNmDe3bt6dPnz4cPnz4rPH+9ddf9OrVi7Zt27Ju3TqmTp3KtGnT+Oc//1nsa165ciUA06dPZ9++fd5lgB07djBnzhy+/vprvv76axYuXMi4ceOKfWwREREREZGqRsn66bhd8N2TgFnEyryy757ybFeK0tLSeOWVVxg/fjyJiYk0btyYjh07cu+99zJz5kyysrJ47733aN68Od26dWPy5Mm8//77HDhwwHuMiIgIXn31VeLj4xkwYADx8fFkZmby9NNP07RpU0aMGIHD4WDx4sWFzj1kyBD69etHQkICU6dOJSwsjGnTpp015tdff53Y2FgmT57MhRdeSN++fRk7diwTJkzA7XYX67pr1aoFQHh4OLVr1/Yug6enwYwZM2jevDmdOnXirrvuYv78+cU6roiIiIiISFXkM8l6qT+z/ucvp7aoF2JC6l+e7UrR5s2byc7Opnv37kWua9myJUFBQd6yDh064Ha72bp1q7esWbNmWAr8QKKjo2nRooV32Wq1EhkZSXJycqHjt2/f3jtvs9lo06YNmzdvLlbM7du3L/QoQocOHUhPTz+l9f5cxMXFERIS4l2OiYk5JXYRERERERFf4jPJeqm3rKcfOPs2JdmumAICAs77GHa7vdCyYRhFlhW31bs0WCwWTLNwLwWn01msfSs6dhERERERkfLmO8l6aQ8wFxxdutsVU9OmTQkICCiym3dCQgLr1q0jIyPDW7ZkyRIsFgvx8fHnfe5ly5Z553Nzc1m1ahUJCQln3S8hIYGlS5cWSsaXLFlCSEgI9erVAzzd3Pft2+ddn5qaSlJSUqHj2O12XK7SfaxARERERESkKlKyfjoNroDQOsDpjmtAaF3PdqXI39+fJ598kieeeIL33nuPHTt2sGzZMqZNm8Ydd9yBv78/iYmJbNy4kZ9++omhQ4dy1113ER19/jcNpkyZwuzZs9myZQuDBw/m6NGjDBgw4Kz7PfTQQ+zevZuhQ4eyZcsW/vvf/zJ69GiGDRvm7Y7frVs33n//fX7++Wc2bNhAYmIiVmvh19/FxcUxf/589u/fz9GjR8/7ekRERERERKoq30nWS/tKLFa49sX8o598Ns/HtePK5H3rI0eO5LHHHmPUqFEkJCRw6623kpycTGBgIN9//z1Hjhyhbdu23HTTTXTv3p3JkyeXynnHjRvHuHHjaNmyJYsXL+bLL7+kZs2aZ92vbt26zJ07lxUrVtCyZUsGDRrEwIEDefbZZ73bjBgxgi5dutC7d2+uu+46+vbtS+PGjQsdZ8KECcybN4/Y2Fhat25dKtckIiIiIiJSFRnmyQ8SVyGpqamEhYXx73u+5Ko7W9GyW6x3XVZWFklJSTRs2BB/f/9zP8mmLz2jwhccbC60ridRv+j684i+8ti5cycNGzZkzZo1tGrVqqLDKTWlVgcqmNPpZO7cufTq1euU5/dFfIXquVQHqudSHaieS3Vw+PBhatasSUpKCqGhoWV2HluZHbmcWcriPevgScgvvM4z6nv6Ac8z6g2uKJMWdRERERERERHwqW7wZZSsgycxb9gJWtzk+axmifqgQYMIDg4ucho0aFBFhyciIiIiIuJzfKZlvbTHl6tO4uLiTnmtWkHPPfccjz/+eJHryrLbh4iIiIiISHXlO8l6WbasV3NRUVFERUVVdBgiIiIiIiLVhs90gy+zZ9ZFREREREREypnPJOvqBi8iIiIiIiK+wneSdbWsi4iIiIiIiI9Qsi4iIiIiIiJSyfhOsq5+8CIiIiIiIuIjfCZZ1wBzIiIiIiIi4it8Jlk3fOZKqi/DMJgzZ05FhyEiIiIiIlLh9J71YnC5XaxOXs3BzIPUCqzFJVGXYLVYy+x8IiIiIiIiUr35THt0WSXrP/z5A9d8fg0Dvh/Akz8/yYDvB3DN59fww58/lMn5ANxuN+PHj6dJkyb4+flRv359nn/+eQA2bNhAt27dCAgIIDIykvvvv5/09HTvvv3796dv377861//Ijo6mvDwcJ577jlyc3MZPnw4ERER1KtXj+nTp3v32blzJ4ZhMGvWLK644gr8/f1p3rw5CxcuLHbMCxcupF27dvj5+RETE8NTTz1Fbm6ud31cXByTJk0qtE+rVq0YM2aMdz3ADTfcgGEY3uUxY8bQqlUr3njjDWJjYwkMDOSWW24hJSWlBD9RERERERGRqqVCk/VFixbRp08f6tSpc95doC1lMMDcD3/+wLAFwziQeaBQeXJmMsMWDCuzhH3EiBGMGzeOkSNHsmnTJmbOnEl0dDQZGRlcc8011KhRg5UrV/Lpp5/yww8/MGTIkEL7//jjj+zdu5dFixYxceJERo8eTe/evalRowbLly9n0KBBPPDAA+zZs6fQfsOHD+exxx5jzZo1tG/fnj59+nD48OGzxvvXX3/Rq1cv2rZty7p165g6dSrTpk3jn//8Z7GveeXKlQBMnz6dffv2eZcBtm/fzieffMJXX33Fd999x5o1a3jooYeKfWwREREREZGqpkKT9YyMDFq2bMmUKVPO+1il/cy6y+1i3IpxmJinrMsve3HFi7jcrlI9b1paGq+88grjx48nMTGRxo0b07FjR+69915mzpxJVlYW7733Hs2bN6dbt25MnjyZ999/nwMHTtxQiIiI4NVXXyU+Pp4BAwYQHx9PZmYmTz/9NE2bNmXEiBE4HA4WL15c6NxDhgyhX79+JCQkMHXqVMLCwpg2bdpZY3799deJjY1l8uTJXHjhhfTt25exY8cyYcIE3G53sa67Vq1aAISHh1O7dm3vMuC95latWtG5c2dee+01Zs2axf79+4t1bBERERERkaqmQp9Z79mzJz179iyVY5X2q9tWJ68+pUW9IBOT/Zn7WZ28mra125baeTdv3kx2djbdu3cvcl3Lli0JCgrylnXo0AG3283WrVuJjo4GoFmzZlgsJ+5eREdH07x5c++y1WolMjKS5OTkQsdv3769d95ms9GmTRs2b95crJjbt29f6HfQoUMH0tPT2bNnD/Xr1y/GlZ9e/fr1qVu3bqE486+5du3a53VsERERERGRyqhKDTCXnZ1Ndna2dzk1NdU773K7cDqd3mWn04lpmrjd7mK37haUnJF89o3ytjuX45+On58fQJFxm6bpXZcvfz5/e9M0sdlshbYxDKPIMpfLVeg8J5/TNE3vz/BMitru5GNaLJZTjl/wd1Rwv5NjONs1n07+z8PpdGK1Vt0BAfPrdcH6LeJrVM+lOlA9l+pA9Vyqg/Kq31UqWX/hhRcYO3ZskeuWLV+K37YTiZvNZqN27dqkp6eTk5NT4nMFmoHF3q7gTYPzFR0dTUBAAN988w133313oXVxcXHMmDGDffv2eVvX582bh8VioU6dOqSmpuJ0OsnNzS0UU25uLjk5OYXK3G43WVlZpKamegeoW7hwIa1atfLu8+uvv3Lfffed9foaNWrEV199RUpKird1ff78+YSEhBAaGkpqaioRERHs3LnTe6zU1FSSkpLIzs72ltntdtLT0wudLzs7m127drF161ZiYmIAzzP5Ba/5dHJycjh+/DiLFi0qNNhdVTVv3ryKDkGkzKmeS3Wgei7Vgeq5+LLMzMxyOU+VStZHjBjBsGHDvMupqanExsYC0KHDFUTFhXrXZWVlsXv3boKDg/H39y/xuToGdyR6TTTJmclFPrduYBAVGEXHuI6l+hq30NBQnnjiCcaMGUNoaCgdOnTg4MGD/PbbbwwcOJAXX3yRhx9+mNGjR3Pw4EFGjBjBnXfeSZMmTQBPwmuz2QgNPfGzsNlsOByOQmUWiwV/f39CQ0MJDg4G4J133qF58+YkJCQwadIkUlJSePDBBwvtV5RHH32U//znPzz77LMMHjyYrVu38uKLL/L3v/+d8PBwAHr06MG7775Lv379CA8PZ/To0VitVvz8/LzHj4uLY+nSpfTo0QM/Pz9q1KiBn58f/v7+DB06lH//+9+kpqby9NNPc/PNN9O0adMzxpWVlUVAQACdO3c+pzpQWTidTubNm8dVV12F3W6v6HBEyoTquVQHqudSHaieS3VQnEG4S0OVStb9/Py83cRPZnfYC30huFwuDMPAYrEUen67uCwWC0+1e4phC4ZhYBRK2A08rcdPtXsKu630v4RGjRqF3W5nzJgx7N27l5iYGAYNGkRwcDDff/89jzzyCJdddhmBgYH069ePiRMneq/RMAzvdRd0prL88nHjxjF+/HjWrl1LkyZN+PLLL4mKijprvLGxscydO5fhw4fTunVrIiIiGDhwICNHjvQe++mnn2bnzp1cf/31hIWF8Y9//MP7yrj8bSZMmMCwYcN4++23qVu3rnd9kyZN6NevH7179+bIkSP07t2bqVOnnvX3arFYMAwDu93uE/9Z+Mp1iJyJ6rlUB6rnUh2onosvK6+6XaWS9TMp7QHmAHo06MHEKycybsW4QoPNRQdG82S7J+nRoEepnxM8SeYzzzzDM888c8q6Fi1a8OOPP5523xkzZpxStmDBglPKdu7ceUpZQkICy5cvL0moXl26dGHFihWnXR8aGsqsWbMKlSUmJhZa7tOnD3369Cly/wcffJAHH3zwnGITERERERGpaio0WU9PT2f79u3e5aSkJNauXUtERESJRxA3LKWfrIMnYe8a25XVyas5mHmQWoG1uCTqklLt+i4iIiIiIiJSUIUm67/++itdu3b1Luc/j56YmFhkC/GZlPZ71guyWqyl+nq2qmbQoEF88MEHRa678847+c9//lPOEYmIiIiIiPi2Ck3Wr7zySu+ruc6XpYxa1quDuLi4M/4ennvuOR5//PEi151t8LnzNWbMGMaMGVOm5xAREREREals9My6nFVUVFSxBpoTERERERGR0lGGncfL1+m6wZdWy71UPfrdi4iIiIhIVeU7yfpJLev5w+mX1wvrpfLJ/93rtSEiIiIiIlLV+E43+JOeWbdarYSHh5OcnAxAYGCguspXE6ZpkpmZSXJyMuHh4VitGrlfRERERESqFp9J1osaYK527doA3oRdqpfw8HBvHRAREREREalKfCZZL+o964ZhEBMTQ1RUFE6nswKikopit9vVoi4iIiIiIlWWDyXrp19ntVqVuImIiIiIiEiV4bMDzImIiIiIiIhUVT6TrBf1zLqIiIiIiIhIVeQzyXpRz6yLiIiIiIiIVEU+lKxXdAQiIiIiIiIipcNnUlw9sy4iIiIiIiK+wneSdXWDFxERERERER/hO8m6cnURERERERHxET6RrBuGusGLiIiIiIiI7/CNZF1d4EVERERERMSHKFkXERERERERqWR8I1lXri4iIiIiIiI+xEeSdWXrIiIiIiIi4jt8Ilm3qBu8iIiIiIiI+BCfSNZRri4iIiIiIiI+xCeSdbWsi4iIiIiIiC/xiWRdz6yLiIiIiIiIL/GNZN0nrkJERERERETEwyfSXL1nXURERERERHyJknURERERERGRSsYnknWLnlkXERERERERH+ITybqPXIWIiIiIiIgI4CNprkaDFxEREREREV+iZF1ERERERESkkvGJZD09x8nSHYdxuc2KDkVERERERETkvPlEsr435Ti3v7WMji/+yHcb91V0OCIiIiIiIiLnxSeSdTOvF/z+lCwe/GC1EnYRERERERGp0nwjWT/pc+xXm9QlXkRERERERKosn0jW3QXmTWBfShYrko5UVDgiIiIiIiIi58UnkvWi2tCT07LKPQ4RERERERGR0uCzyXpUiH+5xyEiIiIiIiJSGmwVHUBpMAu8Zt0Aaof5065hRIXFIyIiIiIiInI+fKJlPf+Z9fycfXSfi7BajNNtLiIiIiIiIlKp+UbLet5n7TB/Rve5iGubx1RoPCIiIiIiIiLnwyeS9fjoEP6W2Ip2DSPUoi4iIiIiIiJVnk8k69Fh/rRvHFnRYYiIiIiIiIiUCp94Zt3wiasQERERERER8fCJNNcw1PVdREREREREfIdPJOvoOXURERERERHxIT6RrBtK1kVERERERMSH+ESyrlxdREREREREfIlPJOtqWRcRERERERFfomRdREREREREpJLxkWS9oiMQERERERERKT0+keYaqGVdREREREREfIdvJOvqBi8iIiIiIiI+xDeSdeXqIiIiIiIi4kN8Ilm3qGVdREREREREfIhPJOvqBi8iIiIiIiK+xDeSdfWDFxERERERER/iG8m6T1yFiIiIiIiIiIdPpLlK1kVERERERMSX+ESaqwHmRERERERExJf4RLKOcnURERERERHxIT6RrGuAOREREREREfElvpGsqxu8iIiIiIiI+BDfSNaVq4uIiIiIiIgP8Y1kXS3rIiIiIiIi4kN8I1lX07qIiIiIiIj4EJ9I1i0+cRUiIiIiIiIiHj6R5qobvIiIiIiIiPgSJesiIiIiIiIilYxvJOt6Zl1ERERERER8iI8k6xUdgYiIiIiIiEjp8Y1kXd3gRURERERExIf4SLJe0RGIiIiIiIiIlB6fSHMt6gcvIiIiIiIiPsQnknUNMCciIiIiIiK+xDeSdT2zLiIiIiIiIj7EJ5J1H7kKEREREREREcBH0lx1gxcRERERERFf4hPJukXd4EVERERERMSH+ESyrle3iYiIiIiIiC/xiTRX3eBFRERERETEl/hGsq5u8CIiIiIiIuJDKkWyPmXKFOLi4vD39+eyyy5jxYoVJdpf3eBFRERERETEl1R4mvvxxx8zbNgwRo8ezerVq2nZsiXXXHMNycnJxT6GusGLiIiIiIiILzFM0zQrMoDLLruMtm3bMnnyZADcbjexsbEMHTqUp5566oz7pqamEhYWxvSnnyIiMoTA0HCsNhsWmw2LxQJK4quPiq3GZcrldrNjxw4aN2qExWqt6HDKlg//HvNV8FdupeV2ufgjKYlGDRtWiXpeLX6P1eEaASi/63S53CQlJdGwYUOs1vJrL6kWv8pqcJFmOdbV8+F2udm5cydxcXFYSlrPq8Ylnpdq8f9HNfhFpmVkcMPDw0lJSSE0NLTMzmMrsyMXQ05ODqtWrWLEiBHeMovFQo8ePVi6dOkp22dnZ5Odne1dTk1NBeCvzas5bLeXfcAiFWjVpnUVHYJImVu9eX1FhyBS5tZu3VjRIYiUuXXbfqvoEETKTJbTWS7nqdBk/dChQ7hcLqKjowuVR0dHs2XLllO2f+GFFxg7duwp5ZGtLyPA4YcrJxvcbky3q5rctRIpTI+EVBP6PYsvU/2uFgyq6e+5ml529VMNf9HV7JKPZ2XD7P+V+XkqNFkvqREjRjBs2DDvcmpqKrGxsfS97yEiIyMrMDKRsuN0Opk3bx5XXXUVdvUgER+lei7Vgeq5VAeq51IdHD58mCH/+neZn6dCk/WaNWtitVo5cOBAofIDBw5Qu3btU7b38/PDz8/vlHK73a4vA/F5qudSHaieS3Wgei7Vgeq5+LLyqtsVOhq8w+Hg0ksvZf78+d4yt9vN/Pnzad++fQVGJiIiIiIiIlJxKrwb/LBhw0hMTKRNmza0a9eOSZMmkZGRwT333FPRoYmIiIiIiIhUiApP1m+99VYOHjzIqFGj2L9/P61ateK77747ZdA5ERERERERkeqiwpN1gCFDhjBkyJCKDkNERERERESkUqjQZ9ZFRERERERE5FRK1kVEREREREQqGSXrIiIiIiIiIpWMknURERERERGRSkbJuoiIiIiIiEglo2RdREREREREpJJRsi4iIiIiIiJSyShZFxEREREREalklKyLiIiIiIiIVDJK1kVEREREREQqGSXrIiIiIiIiIpWMknURERERERGRSkbJuoiIiIiIiEglo2RdREREREREpJKxVXQA58M0TQDS0tKw2+0VHI1I2XA6nWRmZpKamqp6Lj5L9VyqA9VzqQ5Uz6U6SEtLA07ko2WlSifrhw8fBqBhw4YVHImIiIiIiIhUJ4cPHyYsLKzMjl+lk/WIiAgAdu3aVaY/JJGKlJqaSmxsLLt37yY0NLSiwxEpE6rnUh2onkt1oHou1UFKSgr169f35qNlpUon6xaL55H7sLAwfRmIzwsNDVU9F5+nei7Vgeq5VAeq51Id5OejZXb8Mj26iIiIiIiIiJSYknURERERERGRSqZKJ+t+fn6MHj0aPz+/ig5FpMyonkt1oHou1YHquVQHqudSHZRXPTfMsh5vXkRERERERERKpEq3rIuIiIiIiIj4IiXrIiIiIiIiIpWMknURERERERGRSkbJuoiIiIiIiEglU2mS9RdeeIG2bdsSEhJCVFQUffv2ZevWrWfc57fffqNfv37ExcVhGAaTJk0qcrspU6YQFxeHv78/l112GStWrCiDKxA5u7Kq54sWLaJPnz7UqVMHwzCYM2dO2VyASDGUVT0/l+OKlJWyqudTp07l4osvJjQ0lNDQUNq3b8+3335bRlchcmZl+fd5vnHjxmEYBo8++mjpBS5SAmVVz8eMGYNhGIWmCy+8sESxVZpkfeHChQwePJhly5Yxb948nE4nV199NRkZGafdJzMzk0aNGjFu3Dhq165d5DYff/wxw4YNY/To0axevZqWLVtyzTXXkJycXFaXInJaZVXPMzIyaNmyJVOmTCmr0EWKrazq+bkcV6SslFU9r1evHuPGjWPVqlX8+uuvdOvWjf/7v//jt99+K6tLETmtsqrn+VauXMkbb7zBxRdfXNqhixRbWdbzZs2asW/fPu+0ePHikgVnVlLJyckmYC5cuLBY2zdo0MB8+eWXTylv166dOXjwYO+yy+Uy69SpY77wwgulFarIOSutel4QYM6ePfv8gxMpJWVRz8/luCJlqazquWmaZo0aNcy33377PKITKR2lWc/T0tLMpk2bmvPmzTO7dOliPvLII6UXqMh5KK16Pnr0aLNly5bnFUulaVk/WUpKCgARERHnfIycnBxWrVpFjx49vGUWi4UePXqwdOnS845R5HyVRj0XqezKqp7r349UJmVRH10uF7NmzSIjI4P27duX2nFFzlVp1vPBgwdz3XXXFfo7XaQyKM16/vvvv1OnTh0aNWrEHXfcwa5du0q0v+28IygDbrebRx99lA4dOtC8efNzPs6hQ4dwuVxER0cXKo+OjmbLli3nG6bIeSmtei5SmZVVPde/H6lMSrs+btiwgfbt25OVlUVwcDCzZ8/moosuKoVIRc5dadbzWbNmsXr1alauXFlK0YmUjtKs55dddhkzZswgPj6effv2MXbsWDp16sTGjRsJCQkp1jEqZbI+ePBgNm7cWPI+/SJViOq5VAdlVc/170cqk9Kuj/Hx8axdu5aUlBQ+++wzEhMTWbhwoRJ2qVClVc93797NI488wrx58/D39y+l6ERKR2l+n/fs2dM7f/HFF3PZZZfRoEEDPvnkEwYOHFisY1S6ZH3IkCF8/fXXLFq0iHr16p3XsWrWrInVauXAgQOFyg8cOHDWAS9EylJp1nORyqqs6rn+/UhlUhb10eFw0KRJEwAuvfRSVq5cySuvvMIbb7xRKscXKanSrOerVq0iOTmZSy65xFvmcrlYtGgRkydPJjs7G6vVer4hi5RYWf99ER4ezgUXXMD27duLvU+leWbdNE2GDBnC7Nmz+fHHH2nYsOF5H9PhcHDppZcyf/58b5nb7Wb+/Pl69ksqRFnUc5HKpqzquf79SGVSnvXR7XaTnZ1dZscXOZ2yqOfdu3dnw4YNrF271ju1adOGO+64g7Vr1ypRl3JXXt/n6enp7Nixg5iYmGLvU2la1gcPHszMmTP573//S0hICPv37wcgLCyMgIAAAO6++27q1q3LCy+8AHgGkNu0aZN3/q+//mLt2rUEBwd770gPGzaMxMRE2rRpQ7t27Zg0aRIZGRncc889FXCVUt2VVT1PT08vdJcuKSmJtWvXEhERQf369cvzEkXKrJ4X57gi5aWs6vmIESPo2bMn9evXJy0tjZkzZ7JgwQK+//77CrhKqe7Kop6HhISc8ixwUFAQkZGRGoNEKkRZfZ8//vjj9OnThwYNGrB3715Gjx6N1Wrl9ttvL35w5zWWfCkCipymT5/u3aZLly5mYmKidzkpKanIfbp06VLo2K+99ppZv3590+FwmO3atTOXLVtWPhclcpKyquc//fRTkdsUPI5IeSmrel6c44qUl7Kq5wMGDDAbNGhgOhwOs1atWmb37t3N//3vf+V3YSIFlOXf5wXp1W1Skcqqnt96661mTEyM6XA4zLp165q33nqruX379hLFZuQFKCIiIiIiIiKVRKV5Zl1EREREREREPJSsi4iIiIiIiFQyStZFREREREREKhkl6yIiIiIiIiKVjJJ1ERERERERkUpGybqIiIiIiIhIJaNkXURERERERKSSUbIuIiIiIiIildqiRYvo06cPderUwTAM5syZU6bnc7lcjBw5koYNGxIQEEDjxo35xz/+gWmaZXregpSsi4iIVCH9+/enb9++FXb+u+66i3/961/F2va2225jwoQJZRyRiIhUBxkZGbRs2ZIpU6aUy/lefPFFpk6dyuTJk9m8eTMvvvgi48eP57XXXiuX8wMYZnneGhAREZHTMgzjjOtHjx7N3//+d0zTJDw8vHyCKmDdunV069aNP//8k+Dg4LNuv3HjRjp37kxSUhJhYWHlEKGIiFQHhmEwe/bsQjevs7OzeeaZZ/joo484duwYzZs358UXX+TKK688p3P07t2b6Ohopk2b5i3r168fAQEBfPDBB+d5BcWjlnUREZFKYt++fd5p0qRJhIaGFip7/PHHCQsLq5BEHeC1117j5ptvLlaiDtC8eXMaN25cbn/UiIhI9TVkyBCWLl3KrFmzWL9+PTfffDPXXnstv//++zkd74orrmD+/Pls27YN8NywXrx4MT179izNsM9IybqIiEglUbt2be8UFhaGYRiFyoKDg0/pBn/llVcydOhQHn30UWrUqEF0dDRvvfUWGRkZ3HPPPYSEhNCkSRO+/fbbQufauHEjPXv2JDg4mOjoaO666y4OHTp02thcLhefffYZffr0KVT++uuv07RpU/z9/YmOjuamm24qtL5Pnz7MmjXr/H84IiIip7Fr1y6mT5/Op59+SqdOnWjcuDGPP/44HTt2ZPr06ed0zKeeeorbbruNCy+8ELvdTuvWrXn00Ue54447Sjn601OyLiIiUsW9++671KxZkxUrVjB06FAefPBBbr75Zq644gpWr17N1VdfzV133UVmZiYAx44do1u3brRu3Zpff/2V7777jgMHDnDLLbec9hzr168nJSWFNm3aeMt+/fVXHn74YZ577jm2bt3Kd999R+fOnQvt165dO1asWEF2dnbZXLyIiFR7GzZswOVyccEFFxAcHOydFi5cyI4dOwDYsmULhmGccXrqqae8x/zkk0/48MMPmTlzJqtXr+bdd9/lpZde4t133y2367KV25lERESkTLRs2ZJnn30WgBEjRjBu3Dhq1qzJfffdB8CoUaOYOnUq69ev5/LLL2fy5Mm0bt260EBx77zzDrGxsWzbto0LLrjglHP8+eefWK1WoqKivGW7du0iKCiI3r17ExISQoMGDWjdunWh/erUqUNOTg779++nQYMGZXH5IiJSzaWnp2O1Wlm1ahVWq7XQuvxHtxo1asTmzZvPeJzIyEjv/PDhw72t6wAtWrTgzz//5IUXXiAxMbGUr6BoStZFRESquIsvvtg7b7VaiYyMpEWLFt6y6OhoAJKTkwHPc3c//fRTkc+e79ixo8hk/fjx4/j5+RUaBO+qq66iQYMGNGrUiGuvvZZrr72WG264gcDAQO82AQEBAN5WfRERkdLWunVrXC4XycnJdOrUqchtHA4HF154YbGPmZmZicVSuCO61WrF7XafV6wloWRdRESkirPb7YWWDcMoVJafYOf/gZGenk6fPn148cUXTzlWTExMkeeoWbMmmZmZ5OTk4HA4AAgJCWH16tUsWLCA//3vf4waNYoxY8awcuVK7yB4R44cAaBWrVrnd5EiIlKtpaens337du9yUlISa9euJSIiggsuuIA77riDu+++mwkTJtC6dWsOHjzI/Pnzufjii7nuuutKfL4+ffrw/PPPU79+fZo1a8aaNWuYOHEiAwYMKM3LOiMl6yIiItXMJZdcwueff05cXBw2W/H+FGjVqhUAmzZt8s4D2Gw2evToQY8ePRg9ejTh4eH8+OOP3HjjjYBnILt69epRs2bN0r4MERGpRn799Ve6du3qXR42bBgAiYmJzJgxg+nTp/PPf/6Txx57jL/++ouaNWty+eWX07t373M632uvvcbIkSN56KGHSE5Opk6dOjzwwAOMGjWqVK6nOJSsi4iIVDODBw/mrbfe4vbbb+eJJ54gIiKC7du3M2vWLN5+++1TnvcDT8v4JZdcwuLFi73J+tdff80ff/xB586dqVGjBnPnzsXtdhMfH+/d7+eff+bqq68ur0sTEREfdeWVV2Ka5mnX2+12xo4dy9ixY0vlfCEhIUyaNIlJkyaVyvHOhUaDFxERqWbq1KnDkiVLcLlcXH311bRo0YJHH32U8PDwU57PK+jee+/lww8/9C6Hh4fzxRdf0K1bNxISEvjPf/7DRx99RLNmzQDIyspizpw53oHuREREpPgM80y3J0RERETyHD9+nPj4eD7++GPat29/1u2nTp3K7Nmz+d///lcO0YmIiPgWtayLiIhIsQQEBPDee+9x6NChYm1vt9t57bXXyjgqERER36SWdREREREREZFKRi3rIiIiIiIiIpWMknURERERERGRSkbJuoiIiIiIiEglo2RdREREREREpJJRsi4iIiIiIiJSyShZFxEREREREalklKyLiIiIiIiIVDJK1kVEREREREQqGSXrIiIiIiIiIpXM/wP0WpI8dvSpzAAAAABJRU5ErkJggg==\n" 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\n" - }, - "metadata": {} - } - ], - "source": [ - "print(f\"time interval: {(analysis.time[1]-analysis.time[0]) * 1@u_ps}\")\n", - "print(analysis.time[1]-analysis.time[0])\n", - "\n", - "start_time = 20@u_ns\n", - "time_diff = (start_time - 1@u_ns)\n", - "index_diff = time_diff / (analysis.time[1] - analysis.time[0])\n", - "index = round(index_diff.value / 10 + (index_diff/10000*3)) # index 오차 보정\n", - "temp_time = analysis.time[index]\n", - "\n", - "print(f\"\\r\\n========= Transition Delay =========\")\n", - "\n", - "transition_time, signalA_time, signalA_val, signalB_time, signalB_val = meas_trans_time(temp_time, analysis.time, analysis['clk'].data, analysis['comp_outn'].data, 1.8, 1.8, 50, 50)\n", - "print(f\"Transition_n Delay: {transition_time * 1@u_ns}\")\n", - "\n", - "transition_time_2, signalA_time_2, signalA_val_2, signalC_time, signalC_val = meas_trans_time(temp_time, analysis.time, analysis['clk'].data, analysis['comp_outp'].data, 1.8, 1.8, 50, 50)\n", - "print(f\"Transition_p Delay: {transition_time_2 * 1@u_ns}\")\n", - "\n", - "print(f\"\\r\\n========= Transition Time =========\")\n", - "\n", - "rising_time, falling_time = calculate_transition_times(analysis.time, analysis['clk'].data)\n", - "print(f\"CLK Rising Time: {rising_time}\")\n", - "print(f\"CLK Falling Time: {falling_time}\")\n", - "\n", - "rising_time, falling_time = calculate_transition_times(analysis.time, analysis['comp_outp'].data)\n", - "print(f\"P Rising Time: {rising_time}\")\n", - "print(f\"P Falling Time: {falling_time}\")\n", - "\n", - "rising_time, falling_time = calculate_transition_times(analysis.time, analysis['comp_outn'].data)\n", - "print(f\"N Rising Time: {rising_time}\")\n", - "print(f\"N Falling Time: {falling_time}\")\n", - "\n", - "print(f\"\\r\\n========= Plot =========\")\n", - "\n", - "plt.figure(figsize=(12, 12))\n", - "\n", - "plt.subplot(2, 1, 1)\n", - "\n", - "plt.plot(analysis.time, analysis.P + 2@u_V, label='P + 2@u_V')\n", - "plt.plot(analysis.time, analysis.Q + 2@u_V, label='Q + 2@u_V')\n", - "plt.plot(analysis.time, analysis.X + 2@u_V, label='X + 2@u_V')\n", - "plt.plot(analysis.time, analysis.Y + 2@u_V, label='Y + 2@u_V')\n", - "plt.plot(analysis.time, analysis.clk, label=\"clk\")\n", - "plt.plot(analysis.time, analysis.comp_outn, label=\"comp_outn\")\n", - "plt.plot(analysis.time, analysis.comp_outp, label=\"comp_outp\")\n", - "plt.scatter(signalA_time, signalA_val, label=\"clk\")\n", - "plt.scatter(signalB_time, signalB_val, label=\"comp_outn\")\n", - "plt.scatter(signalC_time, signalC_val, label=\"comp_outp\")\n", - "# plt.scatter(ready_filtered_time, ready_filtered_output, label=\"ready\")\n", - "plt.xlim(21e-9, 21.5e-9)\n", - "plt.xlabel('Time (s)')\n", - "plt.ylabel('Voltage (V)')\n", - "plt.title('Filtered Output (Voltage Change > 0.05V)')\n", - "plt.legend()\n", - "plt.grid(True)\n", - "plt.show()\n", - "\n", - "##############\n", - "\n", - "import matplotlib.patches as patches\n", - "\n", - "plt.figure(figsize=(12, 12))\n", - "plt.subplot(2, 1, 2)\n", - "\n", - "red_box = patches.Rectangle((21e-9, -0.5e-9), 0.5e-9, 4,linewidth=2, edgecolor='red', facecolor='none')\n", - "\n", - "plt.gca().add_patch(red_box)\n", - "\n", - "plt.plot(analysis.time, analysis.P + 2@u_V, label='P + 2@u_V')\n", - "plt.plot(analysis.time, analysis.Q + 2@u_V, label='Q + 2@u_V')\n", - "plt.plot(analysis.time, analysis.X + 2@u_V, label='X + 2@u_V')\n", - "plt.plot(analysis.time, analysis.Y + 2@u_V, label='Y + 2@u_V')\n", - "\n", - "plt.plot(analysis.time, analysis.clk, label=\"clk\")\n", - "plt.plot(analysis.time, analysis.comp_outn, label=\"comp_outn\")\n", - "plt.plot(analysis.time, analysis.comp_outp, label=\"comp_outp\")\n", - "plt.scatter(signalA_time, signalA_val, label=\"clk\")\n", - "plt.scatter(signalB_time, signalB_val, label=\"comp_outn\")\n", - "plt.scatter(signalC_time, signalC_val, label=\"comp_outp\")\n", - "# plt.scatter(ready_filtered_time, ready_filtered_output, label=\"ready\")\n", - "if signalA_time <= signalB_time:\n", - " plt.xlim((signalA_time-1@u_ns).value, (signalB_time+1@u_ns).value)\n", - "else:\n", - " plt.xlim((signalA_time-1@u_ns).value, (signalB_time+1@u_ns).value)\n", - "plt.xlabel('Time (s)')\n", - "plt.ylabel('Voltage (V)')\n", - "plt.title('Filtered Output (Voltage Change > 0.05V)')\n", - "plt.legend()\n", - "plt.grid(True)\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "LMJsKB_fxEHY" - }, - "source": [ - "# Results" - ] - }, - { - "cell_type": "code", - "source": [ - "## Importing the SPICE file of an externally designed component for simulation\n", - "\n", - "from PySpice.Spice.Netlist import Circuit, SubCircuit, SubCircuitFactory\n", - "from PySpice.Unit import *\n", - "import matplotlib.pyplot as plt\n", - "\n", - "for loop_index in range(1,4):\n", - " circuit = Circuit('HGU_Comparator')\n", - " if loop_index == 1:\n", - " print(\"\\r\\n========== ff, 1.98V ==========\")\n", - " circuit.lib(f'{CONDA_PREFIX}/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice', 'ff')\n", - " opVoltage = 1.98\n", - " opTemp = 0\n", - " elif loop_index == 2:\n", - " print(\"\\r\\n========== tt, 1.80V ==========\")\n", - " circuit.lib(f'{CONDA_PREFIX}/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice', 'tt')\n", - " opVoltage = 1.8\n", - " opTemp = 25\n", - " elif loop_index == 3:\n", - " print(\"\\r\\n========== ss, 1.62V ==========\")\n", - " circuit.lib(f'{CONDA_PREFIX}/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice', 'ss')\n", - " opVoltage = 1.62\n", - " opTemp = 100\n", - "\n", - " circuit.include('hgu_comp_flat_RC.spice')\n", - "\n", - " circuit.X(1, 'hgu_comp', 'ready', 'cdac_vn', 'comp_outp', 'comp_outn', 'cdac_vp', 'clk', 'VDD', 'VSS', 'P', 'Q', 'X', 'Y')\n", - "\n", - " # Define the voltage sources\n", - " circuit.V(1, 'VDD', 'VSS', opVoltage)\n", - " circuit.V(2, 'VSS', 0, 0)\n", - "\n", - " circuit.C(1, 'comp_outp', 'VSS', 0.005@u_pF) # 5 fF capacitor\n", - " circuit.C(2, 'comp_outn', 'VSS', 0.005@u_pF) # 5 fF capacitor\n", - "\n", - " circuit.PulseVoltageSource('clk', 'clk', 0,\n", - " initial_value=0@u_V, pulsed_value=(opVoltage * 1@u_V),\n", - " rise_time=100@u_ps, fall_time=100@u_ps,\n", - " pulse_width=5@u_ns, period=20@u_ns, delay_time=0@u_ps)\n", - "\n", - " # pulse input source # initial_value != 0 => err\n", - " circuit.V(3, 'Vbiasp', 0, opVoltage/2 + 0.0035)\n", - " circuit.V(4, 'Vbiasn', 0, opVoltage/2 - 0.0035)\n", - " circuit.PulseVoltageSource('cdac_vp', 'cdac_vp','Vbiasp',\n", - " initial_value=0@u_V, pulsed_value=-0.007@u_V,\n", - " rise_time=5@u_ps, fall_time=5@u_ps,\n", - " pulse_width=25@u_ns, period=50@u_ns, delay_time=0@u_ns)\n", - " circuit.PulseVoltageSource('cdac_vn', 'cdac_vn','Vbiasn',\n", - " initial_value=0@u_V, pulsed_value=0.007@u_V,\n", - " rise_time=5@u_ps, fall_time=5@u_ps,\n", - " pulse_width=25@u_ns, period=50@u_ns, delay_time=0@u_ns)\n", - "\n", - " print(str(circuit))\n", - "\n", - " # Run transient simulation\n", - " simulator = circuit.simulator(temperature=opTemp, nominal_temperature=25)\n", - " analysis = simulator.transient(start_time=1@u_ps, step_time=1@u_ps, end_time=150@u_ns)\n", - "\n", - " print ('done')\n", - "\n", - " # Plot the output\n", - " plt.figure(figsize=(10, 6))\n", - " plt.subplot(3, 1, loop_index)\n", - " plt.plot(analysis.time, ((analysis.cdac_vp-(opVoltage/2*1@u_V))*500) + 8@u_V, label='cdac_vp + 6@u_V, *500')\n", - " plt.plot(analysis.time, ((analysis.cdac_vn-(opVoltage/2*1@u_V))*500) + 8@u_V, label='cdac_vn + 6@u_V, *500')\n", - " plt.plot(analysis.time, analysis.comp_outp + 4@u_V, label='comp_outp + 4@u_V')\n", - " plt.plot(analysis.time, analysis.comp_outn + 4@u_V, label='comp_outn + 4@u_V')\n", - " plt.plot(analysis.time, analysis.P + 2@u_V, label='P + 2@u_V')\n", - " plt.plot(analysis.time, analysis.Q + 2@u_V, label='Q + 2@u_V')\n", - " plt.plot(analysis.time, analysis.X + 2@u_V, label='X + 2@u_V')\n", - " plt.plot(analysis.time, analysis.Y + 2@u_V, label='Y + 2@u_V')\n", - " plt.plot(analysis.time, analysis.clk, label='clk')\n", - " plt.plot(analysis.time, analysis.cdac_vp - analysis.cdac_vn - 2@u_V, label='comp')\n", - " plt.title('Comparator Output')\n", - " plt.xlabel('Time [s]')\n", - " plt.ylabel('Voltage [V]')\n", - " plt.legend(loc='upper right')\n", - " plt.grid(True)\n", - " plt.show()\n", - "\n", - " #####################\n", - "\n", - " start_time = 20@u_ns\n", - " time_diff = (start_time - 1@u_ns)\n", - " index_diff = time_diff / (analysis.time[1] - analysis.time[0])\n", - " index = round(index_diff.value / 10 + (index_diff/10000*3))\n", - " temp_time = start_time #analysis.time[index]\n", - "\n", - " print(f\"========= Transition Delay =========\")\n", - "\n", - " transition_time, signalA_time, signalA_val, signalB_time, signalB_val = meas_trans_time(temp_time, analysis.time, analysis['clk'].data, analysis['comp_outn'].data, opVoltage, opVoltage, 50, 50)\n", - " print(f\"Transition_n Delay: {transition_time * 1@u_ns}\")\n", - "\n", - " transition_time_2, signalA_time_2, signalA_val_2, signalC_time, signalC_val = meas_trans_time(temp_time, analysis.time, analysis['clk'].data, analysis['comp_outp'].data, opVoltage, opVoltage, 50, 50)\n", - " print(f\"Transition_p Delay: {transition_time_2 * 1@u_ns}\")\n", - "\n", - " print(f\"========= Transition Time =========\")\n", - "\n", - " import numpy as np\n", - " import matplotlib.pyplot as plt\n", - " import matplotlib.ticker as ticker\n", - " import matplotlib\n", - " from matplotlib import pyplot as plt\n", - " from matplotlib.pyplot import figure\n", - " from matplotlib.lines import Line2D\n", - " from matplotlib import cm\n", - "\n", - " rising_time, falling_time = calculate_transition_times(analysis.time, analysis['clk'].data, 20, 80, opVoltage)\n", - " print(f\"CLK Rising Time: {rising_time}\")\n", - " print(f\"CLK Falling Time: {falling_time}\")\n", - "\n", - " rising_time, falling_time = calculate_transition_times(analysis.time, analysis['comp_outp'].data, 10, 90, opVoltage)\n", - " print(f\"P Rising Time: {rising_time}\")\n", - " print(f\"P Falling Time: {falling_time}\")\n", - "\n", - " rising_time, falling_time = calculate_transition_times(analysis.time, analysis['comp_outn'].data, 10, 90, opVoltage)\n", - " print(f\"N Rising Time: {rising_time}\")\n", - " print(f\"N Falling Time: {falling_time}\")\n", - "\n", - " ###################\n", - "\n", - " ##Track changes in a variable called 'output' (e.g., voltage output) from simulation results\n", - " comp_outp_voltage = analysis['comp_outp'].data\n", - " comp_outn_voltage = analysis['comp_outn'].data\n", - " ready_voltage = analysis['ready'].data\n", - " time = analysis.time # simualtion time\n", - "\n", - " threshold = 0.001 ## For example, save data only when the change exceeds 0.001V\n", - "\n", - " ## Calculate the difference in output values and select points where the change exceeds the threshold\n", - " comp_outp_filtered_time = []\n", - " comp_outp_filtered_output = []\n", - " for i in range(1, len(comp_outp_voltage)):\n", - " # Calulate difference\n", - " if abs(comp_outp_voltage[i] - comp_outp_voltage[i - 1]) > threshold:\n", - " comp_outp_filtered_time.append(time[i])\n", - " comp_outp_filtered_output.append(comp_outp_voltage[i] + 4)\n", - "\n", - " comp_outn_filtered_time = []\n", - " comp_outn_filtered_output = []\n", - " for i in range(1, len(comp_outn_voltage)):\n", - " # Calulate difference\n", - " if abs(comp_outn_voltage[i] - comp_outn_voltage[i - 1]) > threshold:\n", - " comp_outn_filtered_time.append(time[i])\n", - " comp_outn_filtered_output.append(comp_outn_voltage[i] + 2)\n", - "\n", - " ready_filtered_time = []\n", - " ready_filtered_output = []\n", - " for i in range(1, len(ready_voltage)):\n", - " # Calculate difference\n", - " if abs(ready_voltage[i] - ready_voltage[i - 1]) > threshold:\n", - " ready_filtered_time.append(time[i])\n", - " ready_filtered_output.append(ready_voltage[i])\n", - "\n", - " # Ploting fittered data\n", - " plt.scatter(comp_outp_filtered_time, comp_outp_filtered_output, label=\"comp_outp\")\n", - " plt.scatter(comp_outn_filtered_time, comp_outn_filtered_output, label=\"comp_outn\")\n", - " # plt.scatter(ready_filtered_time, ready_filtered_output, label=\"ready\")\n", - " plt.xlabel('Time (s)')\n", - " plt.ylabel('Voltage (V)')\n", - " plt.title('Filtered Output (Voltage Change > 0.001V)')\n", - " plt.legend()\n", - " plt.grid(True)\n", - " plt.show()\n", - "\n", - " if(len(comp_outn_filtered_time)>0):\n", - " meas_time_n = (comp_outn_filtered_time[int(len(comp_outn_filtered_time)/2)].value)\n", - " index = find_indices(analysis.time, meas_time_n)[0]\n", - " print(\"meas_time_n: \", meas_time_n)\n", - " print(\"acc_n: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))\n", - " if(len(comp_outp_filtered_time)>0):\n", - " meas_time_p = (comp_outp_filtered_time[int(len(comp_outp_filtered_time)/2)].value)\n", - " index = find_indices(analysis.time, meas_time_p)[0]\n", - " print(\"meas_time_p: \", meas_time_p)\n", - " print(\"acc_p: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))" - ], - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 1000 - }, - "id": "WORdlnqveqOD", - "outputId": "516a1597-f0d3-472c-d21c-b77887e1837c" - }, - "execution_count": null, - "outputs": [ - { - "output_type": "stream", - "name": "stdout", - "text": [ - "\r\n", - "========== ff, 1.98V ==========\n", - ".title HGU_Comparator\n", - ".include /content/hgu_goss/hgu/spice/hgu_comp_flat_RC.spice\n", - ".lib /usr/local/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice ff\n", - "X1 ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q X Y hgu_comp\n", - "V1 VDD VSS 1.98\n", - "V2 VSS 0 0\n", - "C1 comp_outp VSS 0.005pF\n", - "C2 comp_outn VSS 0.005pF\n", - "Vclk clk 0 DC 0V PULSE(0V 1.98V 0ps 100ps 100ps 5ns 20ns)\n", - "V3 Vbiasp 0 0.9934999999999999\n", - "V4 Vbiasn 0 0.9865\n", - "Vcdac_vp cdac_vp Vbiasp DC 0V PULSE(0V -0.007V 0ns 5ps 5ps 25ns 50ns)\n", - "Vcdac_vn cdac_vn Vbiasn DC 0V PULSE(0V 0.007V 0ns 5ps 5ps 25ns 50ns)\n", - "\n", - "done\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "========= Transition Delay =========\n", - "Transition_n Delay: 20.25300000000017 ns\n", - "Transition_p Delay: 20.293000000000216 ns\n", - "========= Transition Time =========\n", - "CLK Rising Time: [6.100000000000001e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", - "CLK Falling Time: [6.100000000001871e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", - "P Rising Time: [4.900000000005556e-11, 4.900000000005556e-11, 4.900000000005556e-11]\n", - "P Falling Time: [3.2999999999999886e-11, 3.900000000004422e-11, 4.000000000004536e-11]\n", - "N Rising Time: [3.900000000004422e-11, 4.000000000004536e-11]\n", - "N Falling Time: [3.100000000003515e-11, 3.100000000003515e-11, 3.100000000003515e-11]\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "meas_time_n: 8.028850000000021e-08\n", - "acc_n: 0.006999999999999895 V\n", - "meas_time_p: 8.030350000000023e-08\n", - "acc_p: 0.006999999999999895 V\n", - "\n", - "========== tt, 1.80V ==========\n", - ".title HGU_Comparator\n", - ".include /content/hgu_goss/hgu/spice/hgu_comp_flat_RC.spice\n", - ".lib /usr/local/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice tt\n", - "X1 ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q X Y hgu_comp\n", - "V1 VDD VSS 1.8\n", - "V2 VSS 0 0\n", - "C1 comp_outp VSS 0.005pF\n", - "C2 comp_outn VSS 0.005pF\n", - "Vclk clk 0 DC 0V PULSE(0V 1.8V 0ps 100ps 100ps 5ns 20ns)\n", - "V3 Vbiasp 0 0.9035\n", - "V4 Vbiasn 0 0.8965000000000001\n", - "Vcdac_vp cdac_vp Vbiasp DC 0V PULSE(0V -0.007V 0ns 5ps 5ps 25ns 50ns)\n", - "Vcdac_vn cdac_vn Vbiasn DC 0V PULSE(0V 0.007V 0ns 5ps 5ps 25ns 50ns)\n", - "\n", - "done\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "========= Transition Delay =========\n", - "Transition_n Delay: 20.450000000000394 ns\n", - "Transition_p Delay: 20.51100000000046 ns\n", - "========= Transition Time =========\n", - "CLK Rising Time: [6.100000000000001e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", - "CLK Falling Time: [6.100000000001871e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", - "P Rising Time: [7.000000000007937e-11, 7.000000000007937e-11, 7.000000000007937e-11]\n", - "P Falling Time: [4.599999999999984e-11, 5.7000000000064633e-11, 5.60000000000635e-11]\n", - "N Rising Time: [5.7000000000064633e-11, 5.7000000000064633e-11]\n", - "N Falling Time: [4.400000000004989e-11, 4.400000000004989e-11, 4.400000000004989e-11]\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "meas_time_n: 8.048050000000043e-08\n", - "acc_n: 0.007000000000000006 V\n", - "meas_time_p: 8.050750000000046e-08\n", - "acc_p: 0.007000000000000006 V\n", - "\n", - "========== ss, 1.62V ==========\n", - ".title HGU_Comparator\n", - ".include /content/hgu_goss/hgu/spice/hgu_comp_flat_RC.spice\n", - ".lib /usr/local/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice ss\n", - "X1 ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q X Y hgu_comp\n", - "V1 VDD VSS 1.62\n", - "V2 VSS 0 0\n", - "C1 comp_outp VSS 0.005pF\n", - "C2 comp_outn VSS 0.005pF\n", - "Vclk clk 0 DC 0V PULSE(0V 1.62V 0ps 100ps 100ps 5ns 20ns)\n", - "V3 Vbiasp 0 0.8135\n", - "V4 Vbiasn 0 0.8065000000000001\n", - "Vcdac_vp cdac_vp Vbiasp DC 0V PULSE(0V -0.007V 0ns 5ps 5ps 25ns 50ns)\n", - "Vcdac_vn cdac_vn Vbiasn DC 0V PULSE(0V 0.007V 0ns 5ps 5ps 25ns 50ns)\n", - "\n", - "done\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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hYWGF5vOqJ6koEhISSExMpEuXLra0sLAwWrRowW+//eaykWSdYhcaGnpLGEmBgYGEhoaKxl2KCL17B6F37yD07h2E3r2D0Lt3EHr3DkLv7qW4ZTi3rJGUmJgIQHR0tEN6dHS07ZgzcnJyyMnJsX1PTU0FLA3LaDR6QFLXsdbvbTn+awi9ewehd+8g9O4dhN69g9C7dxB69w5C7+7BVf3dskbSjfLaa68xY8aMAuk//PADgYGBXpCoIJs3b/a2CP9JhN69g9C7dxB69w5C795B6N07CL17B6H3myMzM9OlfLeskRQTEwPApUuXiI2NtaVfunSJJk2aFHrepEmTGD9+vO27dd5h165dvT7dznThb859/zZx1aoUGU1D4F4UReH06dNUq1bN7XpXFJW/Lxv4JbQXaX4V3Fp2WcdsztO7RlO22nvVtH20V/dQJTLA26KUGE+297KMwaSw9wr8GtmPHE2w28svy+29LFP32hZqJv/GbbVFey9NPPmeSc8x8ed1f36Luh9VumW7qV6hrL9nqkcF8WCzwgMllBbWWWbFccu2vurVqxMTE8OWLVtsRlFqaiq///47TzzxRKHn6fV69Hp9gXSdTuf1+ZuardOoffkXuOxVMf5zaIBa4BG9a4CmwF+m88w1DXZ/BWUeGS6e9bYQJWanfioVpeveFuOG8GR7L8sEAK2B/zuRw2fmezxUS9ls72WVYDLZr5+OVlJgt7eluTEUSYshMBqkstfhrQyYD/2D2c3l6rE8q+sulWefUsfNpfsCOo7+e8HbQtwQzeIi6X9HbPEZbxKdTodGoynyuCt41UhKT0/n+PHjtu8JCQns37+fyMhIqlatytNPP80rr7xC7dq1bSHAK1as6LCXUpkiJw0ApW4v5HI1vCzMfwezonDy5Elq1KiBxs0jXleP7CTq2p9U8DMwqpW4p/Z4Uu+eJMekELwnCwDljsHIAeHeFaiElFW9e5qr+78nKvMENUIVRjV2/7Mq9F76ZCZdRHtMAcB899gyp3eD7E9C6N0o2gCgbO3jqAImkxGtVud2yRVDBrJq5lE5jEd0t8YyiVsJk9GItowGbdDKEgkJCaVSV3h4ODExMTe1R6pXjaQ///yTjh072r5bp8kNGTKEZcuW8dxzz5GRkcHIkSNJTk6mTZs2bNy40eU9km45cqOtK00GIde/18vC/HdQjEYO5mwgrvO9aNz8YrmUPIOoa38SrNcw6d76bi27rGM0Gtmw4Tj3dqvjdS9uSUjJMiLtsXw2tXwKvwq1vCtQCfFkey/LJJ44RVTmCSqF+TPcA89qWW3vZZl/jmjgGCiqhNJ5eplq76qqcvHMGTRGI1WK2dDyVkRRFNLT0wkODna77IbLJ/Ejm3R9DMFhkW4tu6zjSb37CqqqkpmZyeXLlukU9kt2SopXjaQOHTpQ1DZNkiQxc+ZMZs6cWYpSeQ5JVayfvCqHwI3kjlDcxECF4BZDkkDC8l66JTaRE7gFVbU8pLIk7qqvUJafU5PJRGZmJhUrVrxlgkqVBEVRMBgM+Pv7u7+zrpPxVyUMfrqyOyjuITyqdx8iIMCynvjy5ctUqFChyKl3RSE07A3K4NxjgXOsNr5UJn+mBc6QsL+fwvr1GXJvpbCRfAfr06mWwefUbLas5PHz8/OyJAKBb2IdfLiZcOmit16a2HrUZe+FLnCOavUkeVkOgfuQJCnvfopn1WewdqQlYSX5DGXZSLJyM+slfB/xrApuHHc8W8JIKlXE6LSvYZ3CIzxJvoO9J8l6fwVlH5uRJJ5Vn0HcS99GvH0F3kYYSaWK8CT5HNYpPOLH2mdweDzFs+qDiHvqa5RlT5Kvc+rUKSRJYv/+/d4WRSAoMcJIKkWMJsscZKNZdKh9BtuaJIEvkbcgXDyrvkKeH1/cU19B3EtBWSEnJ4cpU6ZQrVo19Ho9cXFxLFmypEA+RVH48ssv6d27N1WrVqV8+fI0a9aM6dOnc+3aNbfJYzAYiIqK4vXXX3d6/OWXXyY6OrrE63k6dOhQIG369OmWaex2f/Xq1XPIk52dzZgxYyhXrhzBwcHcf//9XLp0ySHPmTNn6NmzJ4GBgVSoUIFnn30Wk8lUIvlKyi27mawvcvZ6BjWBS2k5xHlbGIFbEFN4fA+JvDVJYrqdL5G3gkXgG1jXl6l2z6yg7HOrewanT5/OqVOnWLZsmcvnDBgwgEuXLrF48WJq1arFxYsXURTFIc/Vq1fp378/Z8+eZcyYMTz77LNERkZy8uRJPv/8cxo0aMDatWtp1KjRTV+Dn58fjzzyCEuXLuWFF15wOKaqKsuWLWPw4MEubWfw66+/kpWVRZcuXWxpP/74I4GBgbRq1QqAhg0b8uOPP9qOa7WO5sczzzzD999/z+rVqwkLC2Ps2LHcd999/Prrr4Al0EnPnj2JiYlh586dXLx40SbfrFmzblgPxSE8SaVI3ui0ULuvcKu/zAUlxzLDLvdZFdPtfAYxoOF7WGNwiDtaeiiKwuzZs6lTpw7R0dHExcXx6quv2o7/8ccf3HHHHfj7+9OsWTP27dvncL7ZbCY+Pp7q1asTEBBA3bp1mTdvXoF6lqz8mrtatkOv1xMbG8vYsWOLle3hhx/mwQcfdEgzGo1ERUWxfPlywOLpGDt2LGPHjiUsLIyoqCheeumlIrejuVk2btzIzz//zIYNG+jSpQtxcXG0bNmS1q1b2/KYTCb69OlDzZo1OXz4MOPHj6ddu3Y0atSIPn36sHLlSpYsWcL999/PqVOnbOfFxcUxd+5ch/qaNGnC9OnTi5UrPj6eo0ePsmPHDof0n3/+mZMnTxIfH+/S9VWtWpUPP/yQ0aNHk5aWxujRo1m0aBFVqlSx5dFqtcTExNj+oqKibMdSUlJYvHgxc+bMoVOnTjRt2pSlS5eyc+dOdu3aBcAPP/zAwYMH+eyzz2jSpAk9evTg5ZdfZsGCBRgMBpfkvBFEb70UEeOYvoeYwuOb5AVu8LIgArchwub4HvaepLKOqqpkGkxe+SuJgTBp0iRef/11pkyZwq5du/jss8+Ijo4GID09nV69etGgQQP27NnD9OnTmThxosP5iqJQuXJlVq9ezcGDB5k6dSqTJ09m1apVtjyLPvmCMVPeYOiQRzhw4ADffvsttWoVv6n3oEGD+O6770hPT7elbdq0iczMTPr162dL++STT9Bqtfzxxx/MmzePOXPm8PHHH7usg5Ly7bff0qxZM2bPnk2lSpWoU6cOEydOJCsry5Zn8eLFSJLEokWLUBSFcePGUalSJZo0acKSJUto2LAhPXv2ZMSIEbzxxhtukatx48Y0b968wLS/pUuX0qpVqwJT4gqjSpUqNg/Q3r17CQ8PZ9WqVQ5G0rFjx6hYsSI1atRg0KBBnDlzxnZsz549GI1GB09UvXr1qFq1Kr/99hsAv/32G40bN7a1NYBu3bqRmprKv//+e0PX7wpiul0pkudJKvsvdIEVEQLc17BsJmtBeJJ8B+FJ8j186Tc1y2imwdRNXqn74MxuBPoV3x1MS0tj3rx5vPfeewwZMoTU1FRCQ0Np164dAJ9//jmKorB48WL8/f1p2LAh586d44knnrCVodPpmDFjhu179erV+e2331i1ahUDBgwA4I15C5kw8hHGPD6S4IgKADRv3rxY+bp160ZQUBDr1q3j0UcftcnUp08fQkJCbPmqVKnCO++8gyRJ1K1blwMHDvDOO+8wYsQIF7RVck6ePMmOHTvw9/dn3bp1XL16ldGjR3Pt2jWWLl0KwPLly5k0aRIajYZZs2bxww8/sGLFClRVZfTo0TaDasiQIbRp08ZtssXHxzNx4kTmz59PcHAwaWlprFmzhvnz57tcxvnz55kwYQIRERHceeedJCUlMXDgQN5++20qVapEixYtWLZsGXXr1uXixYvMmDGDtm3b8s8//xASEkJiYiJ+fn6Eh4c7lBsdHU1iYiIAiYmJDgaS9bj1mKcQnqRSRHiSfA/hSfI9LGuShCfJ1xDPqu9R9k2jssWhQ4fIycmhc+fOhR6/7bbb8Pf3t6W1bNmyQL4FCxbQtGlTypcvT3BwMIsWLbJ5Fi5fvszFxMt0bnNXieXTarUMGDCAFStWAJCRkcE333zDoEGDHPLdfffdDnvotGzZkmPHjtk2+M3PL7/8QnBwsO1v1qxZrFixwiHNWqczFEVBkiRWrFjBXXfdxb333sucOXP45JNPbMbPgQMHbOt3vvvuO6ZNm0aHDh3o2LEjL774oq2s2NhYkpOTS6ybwnjooYcwm802T96XX36JLMsFpi0WxalTp3jsscdYuHAhISEhLFy4kMcee8w2LbBHjx488MAD3HbbbXTr1o0NGzaQnJzs4D28VRGepFJExrJIzxdGvQQWxOi072HxJInJWb6H8Pr6Gr7kSQrQaTg4s5vX6nYpX0DATde1cuVKJk6cyNtvv03Lli0JCQnhzTff5Pfff3dLHYMGDaJ9+/ZcvnyZzZs3ExAQQPfu3W+qzGbNmjmEMJ8/fz7nz593mPaW38thT2xsLJUqVSIsLMyWVr9+fVRV5dy5c9SuXRuTyWS7doPBQFBQkC1vcHCw7fPevXupUaOG7bssywWmS5YkIl1oaCj9+/dn6dKlDB8+nKVLlzJgwACHOovDfm2VFfupc/kJDw+nTp06HD9+HICYmBgMBgPJyckO3qRLly4RExNjy/PHH384lGONfmfN4wmEJ8kLiIhZvoMqOl4+h4Tw+voiYkDD98gzkso+kiQR6Kf1yp/k4rTi2rVrExAQwJYtW5wer1+/Pn///TfZ2dm2NOvCeyu//vorrVq1YvTo0dxxxx3UqlWLEydO2I6HhIRQrUoltuz4gxu5s61ataJKlSp8+eWXrFixggceeKBAhDarQWYvY+3atdFonBuLAQEB1KpVy/YXGRlJSEiIQ5r9dL78tG7dmgsXLjislTp69CiyLFO5cmUAatWqxYEDBwBo06YN8+bNIykpiaSkJFtgi3///ZcxY8Ywbtw4Wznly5fn4sWLtu+pqakkJCS4oiob8fHx7Nixg/Xr17Nz506XAzY4Y9u2bcXmSU9P58SJE8TGxgLQtGlTdDqdQ7s6cuQIZ86csXkiW7ZsyYEDB7h8+bItz+bNmwkNDaVBgwY3LG9xCCOpFLG90MU6B59BFd1pn0OSJGQfWhAusCB8g76HL3mSygL+/v48//zzPPfccyxfvpyEhAR27drF4sWLAUt0OUmSGDFiBAcPHmTDhg289dZbDmXUrl2bP//8k02bNnH06FFeeukldu/e7ZBn8oSxvL3oMxZ++DHHjh1j7969vPvuuy7L+fDDD/PBBx+wefPmAlPtwLLfzvjx4zly5AhffPEF7777Lk899dQNaMR1ecqVK8ewYcM4ePAg27dv59lnn2X48OE271G/fv1YsGABYAkxbjAYKFeuHJUrV6ZFixacPn2a7t27M2bMGB5++GFb2Z06deLTTz/ll19+4cCBAwwZMqRQY68w2rVrR61atRg8eDD16tWzTftzFxMnTuTnn3/m1KlT7Ny5k379+qHRaHjooYcACAsLIz4+nvHjx7N161b27NnDsGHDaNmyJXfffTcAXbt2pUGDBjz66KP89ddfbNq0iRdffJExY8ag1+vdKq89wkgqRfK60+KF7iuIjpfvYX8vxbPqO+R58MWAhq8hntPS46WXXmLChAlMnz6dFi1a8NBDD9lG94ODg/nuu+84cOAAd9xxB1OmTCkQiW3UqFHcd999PPjgg7Ro0YJr164xevRohzyPDLiPudMn8NGSZTRs2JBevXpx7Ngxl2UcNGgQBw8epFKlSk6ngg0ePJisrCzuuusuxowZw1NPPcXIkSNvQBuuERwczObNm0lOTqZZs2YMGjSI3r17OwRHePrpp9myZQsff/wxUVFR7Nixg0uXLnHlyhVefvllEhMTOXv2bAE5J02aRPv27enVqxc9e/akb9++1KxZs0TySZLE8OHDSUpKYvjw4QWOnzp1CkmSXPISOePcuXM89NBD1K1blwEDBlCuXDl27dpF+fLlbXneeecdevXqxf3330+7du2IiYnhq6++sh3XaDSsX78ejUZDy5YteeSRRxg8eDAzZ868IZlcRaxJKkUkSQVVvNB9CTGFx/ewv5firvoOVg++ePv6Dr403a6sIMsyU6ZMYdKkSbbodrKcN95+9913O6zfARzWzOj1epYuXWqL6mbltddec/g+6tH+PDLySYIiCl/rUxjW9T6FodPpmDt3LgsXLixx2YBLexDlp169emzevLnQ4xEREXz33Xf07NmTbdu28eSTT3LnnXei1Wo5duwY7777LomJiaxcudLhvNDQ0AJpQ4YMKbF8kyZNYtKkSU6PJSQkEB4ezu23317icoEC8jnD39+fBQsW2LxpzqhWrRobNmy4IRluFOFJKkVk1Rq4QeAr2IwkSdxVX0F4knwTqydJDGj4DmJ2hsCXuOOOO9i/fz/lypWjd+/e6PV6dDodd999NyaTqURhud3Jhg0bmDx5MhEREV6p35sIT1IpIklYPEkicIPvYB2dFv0u30SsH/QdJId/BD5A3uMp7up/gRUrVjBq1Cinx6pVq+bRTUVLiwoVKjBv3jzmzp3LlStXMJlMxMTE2Lx1iqK4XJa79PXmm2+6XKevIYykUkUEbvA5cl36wpPkS9hNtxO31WcQkyh9EHEr/1P06dOHFi1aOD2WP4JdYdzouprSRpIkKlSocFNluENf/3WEkVSKWE0jRXiSfAaxJskHUUV32hcR0+18D7EmyTcp7H6GhIQUGWpb4IjQ180j1iSVInkhwL0siMBtiH2SfBH7n2hxZ30H8az6GiIEuK8jzF+BdxFGUikiW1/owkryGYTPwQdx8CSJZ9VXyAvXL55VX0EEbvBtxF0VeBthJJUiwpPke4jpdr6IMJJ8EfGs+h5iup2vIt67glsDl9YkRUZGlqhQSZLYu3cv1apVuyGhfBfhSfI1xGayPohYk+STiHvpi4jpdgKBwHO4ZCQlJyczd+5cwsLCis2rqiqjR4/GbDbftHC+hpga4HuI0WlfRHiSfBHxrPoeYk2SbyKeUMGtgsvR7QYOHOhyOMJx48bdsEC+TJIUjkGRUGSNt0URuAmxzsEHEWuSfBLxrPoeeQOPgluVU6dOUb16dfbt20eTJk28LY5AUCJcWpOkKEqJ4rWnpaVRo0aNGxbKV3k8+F1a5LxPZkhNb4sicBMiup0vIqbb+SLiWfVFhCdJUDZITk5mzJgxxMbGotfrqVOnDhs2bCiQz2g0smjRIrp06UKlSpWIiYmhVatWvPXWW2RmZrpNnkuXLqHT6Vi5cqXT4/Hx8dx5550lLrdDhw4F0oYOHYokSQ5/3bt3d8hz/fp1Bg0aRGhoKOHh4cTHx5Oenu6Q5++//6Zt27b4+/tTpUoVZs+eXWL5SorLgRvWr19fop1+BQWx7iErOl6+g9h7xQex9ySJ2+oziOl2vocI3CDwBkOHDmX69Oku5zcYDNxzzz2cOnWKNWvWcOTIET766CMqVarkkO/kyZPceeedLFiwgP79+7N69Wp++OEHnn76abZs2ULDhg05evSoW64hOjqanj17smTJkgLHMjIyWLVqFfHx8S6VtX79evbu3euQtnLlSgdZu3fvzsWLF21/X3zxhUP+QYMG8e+//7J582bWr1/P9u3bGTlypO14amoqXbt2pVq1auzZs4c333yT6dOns2jRopJcdolx2Ujq27cvVapUYcqUKRw/ftyTMvkstqkB4o3uM4gYHL6I3QMqiRvsK4jpdr6HWOdb+iiKwuzZs6lTpw7R0dHExcXx6quv2o7/8ccf3HHHHfj7+9OsWTP27dvncL7ZbCY+Pp7q1asTEBBA3bp1mTdvXoF6lqz8mmYt26PX64mNjWXs2LHFyvbwww/z4IMPOqQZjUaioqJYvnw5YPF0PPnkkzz33HNERkYSExNTIoPnRliyZAnXr1/n66+/pnXr1sTFxdG+fXtuv/12W56UlBS6detGv3792L9/P48//jitWrXitttuY8CAAfzf//0fkydPpnv37iQnJ9vOkySJr7/+2qG+8PBwli1bVqxc8fHxbNmyhTNnzjikr169GpPJxKBBg1y6vho1ajBp0iSmTZtGcnIyAwYMYOvWrURFRdny6PV6YmJibH8RERG2Y4cOHWLjxo18/PHHtGjRgjZt2vDuu++ycuVKLly4AMCKFSswGAwsWbKEhg0bMnDgQJ588knmzJnjkow3istGUkJCAqNGjWLlypXUrVuX9u3b8+mnn5KVleVJ+XyL3A6XKqwknyEvUqG4pz6D3fOpCCvYZxAdad9DsjN9yzyqCoYM7/yVoE8yadIkXn/9daZMmcKuXbv47LPPiI6OBiA9PZ1evXrRoEED9uzZw/Tp05k4caLD+YqiULlyZVavXs3BgweZOnUqkydPZtWqVbY8H3/yOWOmvMHwIY9w4MABvv32W2rVqlWsbIMGDeK7775zmKa1adMmMjMz6devny3tk08+ISgoiN9//53Zs2czc+ZMNm/e7LIOSsq3335Ly5YtGTNmDNHR0TRq1IhZs2Y5BDh7/fXXadq0KTNnziQlJYVBgwbZptrNnz+fHj16MGLECNq0acPChQvdIte9995LdHR0AYNq6dKl3HfffYSHh7tUToMGDdi0aRPHjh3jr7/+okuXLnz44YcOkbG3bdtGhQoVqFu3Lk888QTXrl2zHfvtt98IDw+nWbNmtrQuXbogyzK///67LU+7du3w8/Oz5enWrRtHjhwhKSnpBq7eNVwO3FClShWmTp3K1KlT2bp1K8uWLeOJJ55g3LhxDBw4kPj4eJo3b+4xQX0BWUy38z0ksc7BpxGeJB8i91kVt9Rn8KkhKmMmzKronbonXwC/oGKzpaWlMW/ePN577z2GDBlCamoqoaGhtGvXDoDPP/8cRVFYvHgx/v7+NGzYkHPnzvHEE0/YytDpdMyYMcP2vXr16vz222+sWrWKAQMGADB73vtMGPkIYx5/jICIWACX+pfdunUjKCiIdevW8eijj9pk6tOnDyEhIbZ8t912G9OmTQOgdu3avPfee2zZsoV77rmn2DpuhJMnT/LTTz8xaNAgNmzYwPHjxxk9ejRGo9Emx6effsrGjRsBmDBhAgkJCXzzzTdcvnyZkSNHUrduXQCGDBnC5MmT3SKXRqNhyJAhLFu2jJdeeglJkjhx4gS//PJLiYzGI0eO8PTTT9O8eXNuv/12fvzxR/bv38+rr75KREQE3bt357777qN69eqcOHGCyZMn06NHD3777Tc0Gg2JiYkF4h5otVoiIyNJTEwEIDExkerVqzvksRrniYmJDp4pd3JDm8l27NiRTz75hIsXL/Lmm29y4MAB7r77bgfXoaAgtjVJwpPkM9jGMcU99SHsAzeI++or5D2i4p76DuJeliaHDh0iJyeHzp07F3r8tttuw9/f35bWsmXLAvkWLFhA06ZNKV++PMHBwSxatMg25evy5ctcTLxM5zZ3lVg+rVbLgAEDWLFiBWBZW/PNN98UmDZ22223OXyPjY3l8uXLhZa7YsUKgoODbX8rVqxg1qxZDmm//PJLoedbg58tWrSIpk2b8uCDDzJlyhQ++OADwBK0IC0tjUaNGgHw3Xff8dZbb9GiRQt69+7tMNUwNjbWYbrdzTJ8+HASEhLYunUrYPEixcXF0alTJ5fLOHr0KK+++iozZ84kPDycVatW0bZtW65cuQJYomP36dOHxo0b07dvX9avX8/u3bvZtm2b267DU7jsSXJGSEgInTt35vTp0xw+fJiDBw+6Sy6fRMod9xKvdd/BFrhBEnfVZ3AI3CDcDr6C9VaKAQ1fwoei2+kCLR4db9XtAgEBATdd1cqVK5k4cSJvv/02LVu2JCQkhDfffNM2repm6xg0aBDt27fn8uXLbN68mYCAgAKR1HQ6ncN3SZKKDEzWp08fWrRoYfv+/PPPU6lSJZ588klbWv4gDPbExsai0+nQaPK2f6lfvz6JiYkYDAZMJpODYWkwGAgKyvPsBQcH2z7v3bvXwaMiSVKBgXej0VioLPmpXbs2bdu2ZenSpXTo0IHly5czYsQIpBK43Hv37l0g7aGHHio0f40aNYiKiuL48eN07tyZmJiYAkaqyWTi+vXrxMTEABATE8OlS5cc8li/W/N4ghsykrKysli9ejVLlizhl19+oXr16owfP56hQ4e6WTzfwtrmXvu/oyz8OcG7wvyHUFWVpCQNy879XqIH3xUaJV3lHqBy1hH42DOu+rKKRlVpm5yE5vK7ZWuOk2KyfRz3xX50dnOgywKebO9lma5XLOFza1zd6pFntcy29zJMaHYaYBnMGLCobLX3cv4SjzYKRL6WgUZnKv4Ej5LhUi45LBb/gAC+WPc9Ax4ZgtkEVw0ZWCc+lqtUnf3Ll/Pvmavoczv9327+GYAz1zMJvpzOhs3buKNZC7r2H2wr959DR8kxKRy/nA5IVK1SmS07/qB921ZwJa1EV9KqdhRVKsbw5eJ3+b8t23mg1z3oku36W8YsyEqCK3ZR4nLSIVt2TLMjBAgJs/uuU4nUq9QKszOs0s9CeoFTAWh9R30+/2o9yqXDyLJlAtfRvTuIjS6PX8opolQFQ042l/7dSXSFKNrcdQezZ77Ix++8yvXkFD76YAFRkRHs/H4lL02ZxEdzXka6dgyQKF8ukotH98OVhgAcO3nKEio8LbHQ68lP/AM9eeL56fTp0Izz588ztHc7l8/Nz7bVi4o+1y+Qc2lw7do1YmMtUylbtmxJcnIye/bsoWnTpgD89NNPKIpiM05btmzJlClTMBqNNiN38+bN1K1b12NT7aCERtKuXbtYsmQJq1atwmAwcN999/Hjjz/SsWNHT8nnU8SG+XPgfConr7r2QhK4E4lT6SkeKDYU9OCvZMK5P9xffhlGBiLB1d/fW47Lajj/JKaj3tisZC/jofZehqmpCQMdBBqve+RZLevtvSxi7cBcoBz7zpat9l4pRENOPX+yjWYk1dtGkovIWoY98RRvzHwJVdbSpFkLkq5f5fjRw9w38FG69L6POa/N5PlnxhA/5hkunDvDxwsskeuyjWYyDSZiq1Vn3erP2fzDJipVrcb6tV/y9/49VKpSjUyDRQ8Txz/Jc5NeokJUJD06tiYtI4Nfd//FuOEDXRLz4b7d+GDZ5xw9eYatqz8Eo91DqZrBbCyYppgc04pCMYFicDn/E4P+x3uLP+OpSdMZN2wgxxLOMGvuBzw5fCAYM5CBPve04/3Fy5gx8QnmTX+G3kOfJrj6HYSFBjOkfy/mfvw5w5+axLwZE+ja+g7LGjagU+tmvLf4U1reUQ+zWeH5V+eh02nBlOOyfA/c25Ynp2gZNXEqXdvfTZUKoa7rohjSMzKZMedD7r+3MzEVojhx4RrPvTKPWrVq0a1bN8DiVevevTsjRozggw8+wGg0MnbsWAYOHEjFipZ1eg8//DAzZswgPj6e559/nn/++Yd58+bxzjvvuEXOwnDZSGrQoAFHjhzhjjvu4LXXXuPhhx8mLCys+BMFNt64rxHVzJu5486maLSa4k8QuAWzycyevXto6gm9q3eyN7UxjcOy0MllZxSzNDCZzbaRIa2mbLX31Gwjh0xxfBAY621RSoxH23tZRr2Dg6kdqBeuIHvA41CW23tZ5mJKFtv/MfJ+8yZlqr1rFCORagoVwwPw0/sXf8Itwqszp1MuJIAP33mdxIsXiI6JZfhjI6hWLgjKBbHqq695ZtwYBvZoT9169Xll1msMfvhBYsP8qVYuiAlPjuHcsYO8MDYeSZLo/8CDjBj1OJs3bbKUAQwe+SSSrOW9BQuZ+PJcosqVo3+/PhBRvWjhchk0dASvzl9MtapVaN21n6NnV+sP/mGOZekCQR/scvnog8E/wuX8VSKqs+m7r3jmuSncds9AKlWM5amxo3l+wtOQ+66YOn0md7XrzN3t7qFHt3s4+NdeEhMvERERjqIoTJk6k6iocqhAekYGQUFBSMDbb7/DsMfH0va+EVSMjWHem6+xZ+hjEFTeZfkCI2DgA/ezaMknDI8fUeC8bdt30LF7bxIO/UVctaqu6SgXjX8Wfx8/zyfxE0lOTqFibCxdu3Xj5ZdfRq/X2/KtWLGCsWPH0rlzZ2RZ5v7772f+/Pm242FhYfzwww+MGTOGpk2bEhUVxdSpUx32UvIEkupiFIEnn3yS+Pj4MhecITU1lbCwMFJSUggNDfWqLEajkQ0bNnDvvfcWmBMr8BxC795B6N07CL17B6F371BW9Z6dnU1CQgLVq1d3WI9SVlAUxRbdzjqFTHBz/PDDDwwcOJBHHnmEESNG0LChZQrdgQMHeOuttyhfvjxvvfVWqet96dKlzJo1i4MHD/rMM+aqbeCyhufPn1/mDCSBQCAQCAQCgeBWp2vXruzZs4e0tDTatm2Ln58ffn5+9OjRg8qVK3t809vC2LBhA7NmzSpTBpK7cMlIuvPOO0u0WVObNm04f/78DQv1XyLblC1CggsEAoFAIBAUQf5Q3PZ/Vq9LWad69eosXbqU69evc/bsWc6fP8+FCxd47bXXSjwbKn+Ycvu/Hj16uFzO6tWreeCBB0p6KT6BS2uS9u/fz19//eWwe25x+XNycm5KMF/k9KFdpCce4eSBEFQJdiXu4vNDn/Nog0cYUOfBQs4qwoAqyrgq7FgR5xRprBV6yL0y3JB8RdmYqorJbEJ/7hzZ//6LSWPf5N0rX2HHbkyvRRy8FeQr0rC3HDOZTAQcP07m77+j1WrJOXqMa4sXEzFkMDkDumEwG+zOULH8T0VRFRRVsX1WUVHVvHTAIc+ha4fYf2U/99e+n9jgQtYQqXb15LtuFbXQY45FqE7Pc/js6XqcpOU/ZjQZOWE8we+JFr2bFBMnkk/QpmJrqmT4oxqMdoKq9gU4/ewgo0O1xZ/rUjkOOnBTma6U42b5TCYzgceOkbnzNzRaDVl79pK0ehXln3+O9HZNMNktzre29/ztXFEVVFUt8BxY27+Kyp+Jf3I67TQD6gwg3D8cp9xkOyyuzbmrvRdbzw209xxTDqdST9G1UmfKpSqoJjM4Ob/Ev08lfX8W85uZoyioRiNKTg5KUfV6khv5XbfmUFUkgwE1KwulhGv8Sl6t5UDPzp3Zs3On0xw6nQ5zhpujptyEftxBhdwNcM3p6bZqVVTk7GwUjQYVCXNqCkpaOrqqVTDpNQ6iDXtsGH3v6+v02fX39yczN/hD/mMAqTmpqKhE+EcguzF4kSzJ6DRlxyPl0pokWZadxmIvtFBJ4tixY9SoUeOmBbxZbqU1Sb83bUBohvAaCQQDJt3UFm2CkqKqvPJtMHUOlq0IYL7A1Qp6RsebvS3GfwqNWWXel8FUOH3rtnclNhbzi1OoWr48erGmR3CTpAfJXA659fuXwX7BVAutVip1uWNNkks9lYSEhBILV7ly5RKf4+tkB2iRzUbLprJS3giUJEmE+BV+k4ocoylqBKewYzdyTpHlFXFKYQfdLkPRI1lZWVmWTeryZbsl5LvV9VfoKUXp3DKokpaeRkhwCJIkkXPsGADZuYNIQbogNFJeNCpJkpCxDMjIkmwZvZKwfZYkCYncY1Le9xxzDufTz6OTdQTm2xRRVVWbnFZd2us0/zU4O+aQZv0sFZ//pupxkuZqPaqqkp6WTkhICJIscTL5JBEpJpuBJIeEINl3yuxlK/Fn59dUZspxtSyHc5znV4G0tFRCQkKRZJmcw4cBSNLkAFpC873jZUlGQiqyvVvzWNu7jEy6MZ1LmZcI0YUUWLjtzvbuqL+S5S9RPXZ53dHejyUdo/YFbAaSHBpa+LvKa+lAZARmWUbSah2fxxJR8t9kd6Ioil0b9K4sLlfsJnlKXox75FEBxWxG1miQACU7GwCzqgCSw2+qffn5ny373zJnx4yKEUVV0Mj5yrtJO0yWytaAgEtGUrVqpWP1+Tqttu5xiMKzO3E3wzcNp3pYdb7t+623xfNZymr0o7JOfr1nHzxIwn33k6kHjaTht4d+K1ObP5YV8uv9QvoFRr7fFQBN+Sjq/PKLlyX0TfLrPW3LFs6NGYsqQaXgSmy8f6O3RfRJ8ut9z6U9zH/XslGpf+PGVF+9yssSOsc6yq0X0e0EJSC/3o2XL2O6fBlJhRC/EKqGlixEt6BobumWPX36dMtosd1fvXr1vC2W2/DT+AE4rM0QCHwVKbcj4GeCAG2AMJBKCb1Gj1/uchi5DO3HUtaR/Cx7gOjMlvYuKB38Nf527V1fdGaBoIyT52kte16assAtvzCgYcOG/Pjjj7bvWu0tL7LL6GSLV8OoGL0siUDgeaydRquRJCgd/DR++Jly50j4+XlXmP8Qsn9uezdSYBqowHPoNDqbkSQJI0ng6+R68WRVGEme4Ja3OLRaLTExMd4WwyP4yZYOi0kxFZNTICj72DqNJggURlKp4afxQ2d9xeiFkVRaWDvowpNUuvjJee1dKoPT2ASCEmH1JAkjySPc8kbSsWPHqFixIv7+/rRs2ZLXXnuNqlULn3OZk5PjEH48NTUVsMxbNhq967Gx1m/9V1IsjdtgNnhdNl8mv94FpUN+vZvt5q0HoRf3w0MUaO8qtpF11U8r9O4hCrZ3y4JnPxP4y/5C7x6iwO+qKtnaO366W1bvRqPREtpdUVAUxdvilBhbePbcaxCUDgX0bmckSUjiXtihKJYtFYxGIxqNYwAKV98LN2QkJScns2bNGk6cOMGzzz5LZGQke/fuJTo6mkqVKt1IkU5p0aIFy5Yto27duly8eJEZM2bQtm1b/vnnH0Jy48fn57XXXmPGjBkF0n/44QcCA2+NKQ+bN28GIElJAiDbmM2GDRu8KdJ/AqveBaWLTe8mE3Vy00zXM0Wb9zD27d3fKAMK19LTOCj07lGsetddvUp1LEZS0uUk0d49jFXvaUqazUg6f/kKe29RvVtnyaSnp2MwlN11yWlpad4WodSIiIjgs88+o2fPnt4Wxab35PPnad25MxcuX+bAyQPoIwpOMf3xxx9ZsWIFe/bsISMjg5iYGDp16sTIkSOpUqWK22Rq1aoVLVq04J133ilwbOXKlTz11FMcPHiQcuXKua3OojAYDGRlZbF9+3ZMJscZW5mZmYWc5YhL+yTZ8/fff9OlSxfCwsI4deoUR44coUaNGrz44oucOXOG5cuXl6S4EpGcnEy1atWYM2cO8fHxTvM48yRVqVKFq1even2fJKPRyObNm7nnnnvQ6XRczbpK13VdkZD486E/xUJ2D5Ff74LSIb/eVVXl+O1NkFSVD19pwZv/+8jbIvokztr75EktGL4+C6l1c2p+sNjLEvom+fVuTEzk9D1dMWpgzYcP8FKLl7wtok+SX+9phjTee6oND+xQCX6gPzFTp3pbRKdkZ2dz9uxZ4uLiymR0O1VVSUtLs4Re/4/0XTQaDWvXrqVv375uLXfbtm0MHz6ckydPFps3v9779elDdkoKP+zYwYkLJ4iLjrPlzczMZOjQofz66688/vjjtGrVipiYGM6dO8e6detYvXo1H3/8Mf369XPLdcybN48ZM2Zw/vx5y5YrdnTp0oXIyEhWrSq9aJPZ2dmcOnWKKlWqON0nKSoqyj37JNkzfvx4hg4dyuzZsx28Offeey8PP/xwSYsrEeHh4dSpU4fjx48Xmkev16N3slhTp9PdMh1kqyyBisWzpaIiaSVbIAeBZ7iV2sB/CXu9qzoNksFECHpxLzyMvd4DzLlTDfR+Qu8exqp3KSjI8t0MQdpAoXcPY/tdlQLzAjcE3LrvGbPZbNn7SpbLVAhtRVF46623WLRoEWfPniU6OppRo0YxZcoUAA4cOMBTTz3Fb7/9RmBgIPfffz9z5swhODgYgKFDh5KcnMxdd93FvHnzyMnJYfz48UyePJlJkyaxePFiAgMDefnllxk2bBgAp06donr16nzxxRfMnz+fvXv3UqtWLRYsWED79u1dkvvnn3/m2Wef5a+//iIyMpIhQ4bwyiuv2IKBxcXF8fTTT/P000/bzmnSpAl9+/Zl+vTpxMXFAXD//fcDlq1xTp06xfTp0/n666954okneOWVV7h27Rq9evXio48+IiwszCXZrPfflXZgnU4nSRIffvghySkpvDB0KD/s2GHZY82ujGHDhpGVlcXRo0cd+uuNGzemR48ejBgxgt69e1OxYkVatmwJQIcOHWjSpAlz58615e/bty/h4eEsW7asSNkeffRRXnjhBdatW8cjjzxiS09ISGDbtm1s2LChVNu6LFv2l3PW93P1vVBiaXfv3s2oUaMKpFeqVInExMSSFlci0tPTOXHiBLGxsR6tp7Tw1+ZZtjmmnCJyCgS+gdnP8oMUpNyaHRdfxV+xvOoVv1t+GarPYB9+OhgRMKO08NP44Ze73KAstXdVVck0ZnrlryQTiiZNmsTrr7/OlClT2LVrF5999hnR0dEAZGRk0K1bNyIiIti9ezerV6/mxx9/ZOzYsQ5l/PTTT1y4cIHt27czZ84cpk2bRq9evYiIiOD333/n8ccfZ9SoUZw7d87hvGeffZYJEyawb98+WrZsSe/evbl27VqxMp8/f557772X5s2b89dff7Fw4UIWL17MK6+84vJ17969G4ClS5dy8eJF23eA48ePs2rVKr777js2btzIvn37GD16tMtl3wgHDx5k5syZLPvoY5vhYe/R27RpE/v27WPVqlUEBwczffp0qlWrRt26dfniiy8IDg6mefPmvPrqq7zwwgtukSkqKor//e9/LFmyxCF92bJlVK5cma5du7qlntKkxG8QvV5vC4Zgz9GjRylfvrxbhLIyceJEevfuTbVq1bhw4QLTpk1Do9Hw0EMPubUeb2GNbgeQY84hmGAvSiMQeB5FZ/FoCCOpdPE35RpJurLTaSzr2IefFu299JAlGb1ZBsyYdZpi898qZJmyaPF5C6/U/fvDv7sUpj4tLY158+bx3nvvMWTIENumpu3atQPg888/Jzs7m+XLlxOU60l977336N27N2+88YbNmIqMjGT+/PnIskzdunWZPXs2mZmZTJ48GcgzxHbs2MHAgQNt9Y8dO9bmyVm4cCEbN25k8eLFPPfcc0XK/f7771OlShXee+89236bFy5c4Pnnn2fq1KkueTes/dvw8PACEZet12xdk//uu+/Ss2dP3n77bY9EZ87JyWHQoEG8+eabVKtWlaO/7QQco9stX76cp59+mqCgID799FM++OADPv74Y6KiopgwYQIZGRkAPPLII4wePZqMjAzbPbsZ4uPj6dGjBwkJCVSvXh1VVfnkk08YMmRImfKYWimxxH369GHmzJl5kWQkiTNnzvD888/bGq+7OHfuHA899BB169ZlwIABlCtXjl27drndGPMWkiTZDKUcs/AkCXwfk87yyglURaexNAlQLJ1Fk+6/sXbgVkDSalFki74DVeFJKk38zZb3jPV9I3APhw4dIicnh86dOxd6/Pbbb3fobLdu3RpFUThy5IgtrWHDhg4d5ujoaBo3bmz7rtFoKFeuHJcvX3Yo3zolDCyBL5o1a8ahQ4dckrtly5YOnpbWrVuTnp5ewFt1I1StWtUhaFnLli0LXHN+goODbX89evTgzJkzDmmPP/54oefOnDmTevXqWaa02V2TvZF04MABWrVqBcB3333Hk08+Sa9evbj77ruZPXu2LZ9erycsLMyp8+NGuOeee6hcuTJLly4FYMuWLZw5c8Y2dbKsUeJhxbfffpv+/ftToUIFsrKyaN++PYmJibRs2ZJXX33VrcKtXLnSreXdiui1egwGgzCSBP8JrJ0W2xoZQalg1bdRGEmlikkn45djJlC091LF0t6NmLRlp70HaAP4/eHfvVa3S/kC3LPfV/71INZ1I/nTSjOctSzLBaYdejJ8/P79+22ff//9d55//nm2bdtmSysqmMD27ds5ePCgbT2VVe5qsdWYMmUKM2bMwGQy2e6XwWBwMFyt68MAzp49i8FgoEKFCsDN60GWZYYOHconn3zC9OnTWbp0KR07dqRGjRoul3ErUWIjKSwsjM2bN7Njxw7+/vtv0tPTufPOO+nSpYsn5PN59Bo9aaQJI0nwn8DaabF6NgSlg785d0+2MtRp9AVMWgm/HNHeSxurJymnDM0ulSTJpSlv3qR27doEBASwZcsWhg8fXuB4/fr1WbZsmcPUrV9//dU2re5m2bVrl21qn8lkYs+ePQXWOzmjfv36rF27FlVVbd6kX3/9lZCQECpXrgxYptNdvHjRdk5qaioJCQkO5eh0Osxmc4Hyz5w5w4ULF6hYsaJNzuKuuVatWrbP586dQ6vVOqQVxfLly9FoNMiyjGI08tv69Tw+dSo/bv2RBnUb2Mo/cOAA9evXp02bNnz00Uf079+fyMhImyfpzJkzDBkyhKefftq2j1B+PZjNZv755x86duzokmxgCRjxyiuv8NVXX7Fu3To+/vhjl8+91bhhX3SbNm0YPXo0zz33nDCQbgK9xjJvPduU7WVJBALPY8zttPiLkfVSRZ/baTSUoU6jL2C0DQoIxZcmeuuggK5EO5wIisHf35/nn3+e5557juXLl5OQkMCuXbtYvNiyrcCgQYPw9/dnyJAh/PPPP2zdupVx48bx6KOP2tYj3QwLFixg3bp1HD58mDFjxpCUlOTUWMvP6NGjOXv2LOPGjePw4cN88803TJs2jfHjx9um/XXq1IlPP/2UX375hQMHDjBkyJACG5DGxcWxZcsWEhMTSUpKctDLkCFD+Ouvv/jll1948sknGTBggEfWIwFUr16dRo0a0ahRIxo3bkxcrqHXoH4Dm0eoX79+vP/++4BlLVfNmjWpXLkyERERNq9Os2bN6NKlC1PtwuR36tSJ77//nu+//57Dhw/zxBNPkJycXGL5rPsw6fV67rvvPjdctXco8Zt7/vz5TtMlScLf359atWrRrl27Ao1L4ByrkXQi+QTl/B032FKw7BasoIAKiqqgotr+LexYqiGVY0nHaB7TnAj/CG9cVgEkJNsIjmT9z24ubYHjTo5JFHJcspXo8N2KyWTCqBrJMeegyIrt/NScVDKNmUXqGXDQd379276rKkk5SZxNO0uLmBaE6r27Jxc41zlQtG6LuifO8hRyXyQkTCYTBtVAlikLs2QZfcvWWDotIeeuYzh71loI2MoGhw/2/+YddPzH/lhh/9rLXeS/RchRyHm2GoqRw5t7iehNlrovm5I4m2rRu7O2bH0O7L8X1vYvZV4iMSORu2PvvmVGwItrs87eESV919iXXVx7N2gt7T3g7FXX23uBtuuB9p6v7BK3dxeeJW+2d9tmssarRbb3wto/asH8Z9POkmpIpWVsS3Sam19TaTKYMCkmDGYDstl9a6fsf/ucHCw+TzHHJ0+ZjEajYfr06Vy4cIHY2FhGjRqFoioEBASwfsN6xj8znubNmxMYGEjffn154603bAPBZsWMWTWTZcqyFJj7m2tUjGQaM3OTLP8ZzAaSspNIyrYYJK/MeoXXXnuNv/76i5q1arJ23VpCI0IxmIvejLd8THm++e4bJj0/iY8++ojIyEiGDhvKc5Oes5074bkJnDh5gl69ehEWFsa0GdM4mXASs2K25Xl99us89+xzfPTRR1SqVImjJ45iVszUrFWT//X9H/feey/Xr1/n3p73Mu/deRjNRge9F6Zbs2J5X5gUU7H6h3x9QfuyDUaU3I2JBz34IHPfeYcXJ09m5vTprFu9mqSkJDQaDaGhoYyKjyc2NtbynJpMWCc2Dn3kEfbv3cvgwYPRarU8/eSTdGjfHlVRbGW7wrAhQ9iyZQtPjBqFnyznnStJyLdoWH5nlHgz2erVq3PlyhUyMzOJiLB0wJOSkggMDCQ4OJjLly9To0YNtm7d6tadfG+U1NRUwsLCit0wqjQwGo1s2LCBe++91zb/dtCGQfx95W+vyiUQlBbPrjHT/JgY3QWK7ryW0ACz5ZUkVCwDAzqdznZMyd2d/YMeMj81EYvZS4s3lpiofsnbUtwiuHPAwS5fUe39lQdl/q5xa7b3WL9Ynq/1PBUqV0AWASaK5PyZ83Rr2o01P62hXuN63hbHgQWzF/DThp9Yu22t12Sokej8N/X0+fP87/HHqVapEuOHD6flHXfgp9NxLjGRJWvWsOPPP9m4ZEnp7l0UHIw+d88pT5OdnW2LsudsM1lXbIMSe5JmzZrFokWL+Pjjj6lZsyZgiRE/atQoRo4cSevWrRk4cCDPPPMMa9asKWnxPk12ehZpJ69y5UwiFWtaDMiRjUcyc9dM0g3pDnlVVMvGYFg2w5IkKe8zErIk20Yy7T9LSJhUE4kZlj2rXF2Q6Wmstrj9qJ31e+5H2+iRfV53EG4Ipe21u/kjYh+X/K84HAvQBtj0jISjzsnTu/WYVffg+F2SJLJN2VzMuGgr19vk17ntc57CHb7b3xd3UC4nglbXm7Mz8g+u6ZMB+L9mEtUuq5Q36JElDaiq5c8igNN/1SKOOZxf1sh/Lc6ylKS43H8zIqI5e/udxO3fgX9mmkOe5PIBBGo1tveL/XujsO+Ftf2k7CTSjeloZe0tsxF2kW0+33vGmt9dbb5KZiVuT2nAT+V3kKm1jJJ/d5fMI1sVIs3+eaPDRbRlmySivRddlN3n5Jg4LsXVpcaereiMeSPdigRp5QMJ1Molau/Ofm8lSeJc2jlUVLe92/Vava0e+6hkJaHItqu67zfUGf6KHr3Zj1RdWoFa7K/H+g5x+I6T74V4uey9RNb+jjfJr1Pr9UmS5PCO8RQBZn90qo5Ubd67PSkYQjNBk28FTbUqVfhl1SrmLl3KyBdf5FxiIlqNBr2fH706dWLhyy8ja0t3KrDk5ftXUkrsSapZsyZr166lSZMmDun79u3j/vvv5+TJk+zcuZP777/fYfGXt7iVPElbPv2eX07sRkbi2YnPEhDs/ikq5nQDkiwhB94anRZ3YT8dAlzr+Fjzbl6ynn0XD6JFw5iJY9H6aUnMSERFpU5EHbfIZ041IPnJyP6+s/bAVSPLaR5V5fsP1vLvtRMESnoef34Msiyz5ugaLmddZnzT8Wjlm9dVamoqer0evd2eNGpRHcuSGmC5/+a9JYvvvBZ4pRZVv5qnS9fKLkKO3M+rv9zEscwLRGiCGTXoPsvAyZUrqDnZBOcuer5ZTMnZyIE6ZD/fmlbtMIBTgsEcVVVZOWc5Z7ISifEvxyPjh6GisvjAYgJ1gYy8baRb5EtOTiY4ONgW1coqZ+4Htw04uNLObri9l+hZcpI3X/4ln35NoimJuMBoHnqgO6hgPH8e2V9PYPPmuAPTtSw0YXokrfs6eEWNcpcGhXX9iuvgW8+7mngFMwp6jR/h5S2zirLN2eg1ere821VVBZMKWonTp09TvXp19u3bV6DvCfD444/z2WefOS3nkUce4YMPPrhpeQpj+vTpfP311w7R6oriRvVuPfdK4mUUVAJ0/oSWC0NRFa5kXSFQF0i4PrzI869du0ZWVhYxMTEO75D8dZjNZjQaTYEps7/88gs9evQotPz09PRCj3kDr3iSLl68iMlkKpBuMplITLR4LypWrEhaWlqBPP91Tp48CYCCyt5Nu2h9fydUk4I51ZD34pfsRlWk3BEK8j7bBlkkKW8eee5eHOZUA5ff3YdZA5nNA1E05tzHTgJJBcnu9ym3POt3FRUU+45xbmqBHyvrwdwfO1VFsfvRUqyZrR1oJe9EVcmXz1awmu94XqfE1lGxZbN2WC0/ljb5lTyprXJZryHh/CmQwYSZhB2HubN7S4LUQJQMI6ZrWRSKVedyrq5t90BCkvOOma5mcXnBfpQAicw7A1BkM6oq5YZFsehezadzm+RK3vXm9QfsdZpP57Ysqq3Doar2OrGqVLE7xdqpw5ZfytWPrdNi1ZdqJ5ud7h3Kz20reXms56i598GSnnDlLMiQqeZw+o/jNG53JwNqDCAnJ4fUZMc9GZyt+yjuc2JiIitWrCAyIpKOTVpbPH527c1Bf86+O/tNsmuPgEM7tenT7mFw+nwoBTuPee3ULqPtOcnLZP9DqTrUZVe/LS+5bUVBNZtRFQVVVUjISAQJkszpXEw2Uf3OOugqVkHJNDlv7/bt2vqOsaZhn25JyzmVyrVl/6KU05LZWG9Zw2TNLNu/P3DxPQNqbsNxfM+o9hkc3zN2x0r0nlHz2rxNgmLeMw732F7AfOWcybL8/iVmXyP51FUq14njsbqPYTAYuH79ej6VF93GnaUdO3aMb7/9loqxFWlVvzmSkl9hdgp19r3AMbXAgRK3d9u7Q3UoP+8VnXcv7F/Pztu6rUDyFWene8u9t7Z3RTWTaEoC4FTmJTL1oURULIc2ujJqjrnY9o51Vl8R7T3z7yskf3UccyU9mbW1qMW1dzlPP/bv6Lx8ubMpNKAppyczLQNzjin/rchHPv3lO+Q0v/PTnedxUobT/HaJ5tzWkmM2gAIarYZANcDyfLsaujv/0hu7dq9kGDGn5KD6yURHlCcz2dIBz0rJKFDGpGefZ8yo0U6rCAkJITMlA8cW5/QCC+LkHZ7/y8QnJzDxyQmkX091dpqzQp3WX7B8J3dAtbQ+gCxjNmGEo5W1RAdEo6qq0765PWFhYYSFhQGWPruzdYPp6elkZGTgr/cnwM/fQYyGdRqw65ffCi0/KzXT2dU4IGtk9EHen2njKiU2kjp27MioUaP4+OOPueOOOwCLF+mJJ56gU6dOgGUTq+rVq7tX0jKOoigkm9Ns8QQvnD1P2s9nSf3pLGpOwZCSN8o1KY3/k/eRvdtz8f3LHHaDf+dPnqXG/8WQ/sv5gh3qmyBRSuYH418Y/ij6JfWfwk7vB/79h/2n/+XEiRNur+Z60nXWbv3O7eWWWex+984eTCDsBGTuveRap8BFTsmX2Zr+L+ZdpbePSVniz1272bj9R7dsVJmfCxcvsObiN24v1xc4u/c45h8SyT58vfjMJeCg5hy/XT2Kes19D1FwcLBlQ9OsDLKNZXsLEGNmDkoObu3LAGRKBjKNOVDMz6ouQE+5AH2hx5MzUtwq161CemoaWTnZTsOS3yzZOdlk5xSMuhwZXc5JbgtJ6cnFlqtVZSr4spG0ePFiHn30UZo2bWoLPmAymejcubMtDGRwcDBvv/22eyUt4yRdvIZOkW0dx6Rr10n5v1OWLxoJSWPtUVpHnrAbjsr3uQgOaM+QLVkMJK1qKTPfklgb+WcGF4YrMYoc5hEXIqOrsY6Ki+xSdFmSwyfryF2GbJnXfO3iFdLP5HZctLLFI+SsUOsosnW01uZxcV7rX9rTGCTLmzxP786lLO5OFJ2aP8+trXeTpJAjmTh66STkLmDX6XQOI1h5o9MFR6xdOQ7gr+psI5vuori74vS4mndMLZDP1Tvv7Ji1xGLqz8Xa3i8fPkemyTKtV9LJVre0Y5H5PJHFtXWAvdoEzJJF3yV7zxQuuS+0d4NkxiiZ2X/yX9tx+/ZeXBu3/1xUe9erWtuIsrso6q4U1dYLL6P02/uF344Taa5qye+m9q6iskd7AlWy5NPint9VnaqxtEHVMtHDOa625uJxX0l5KLmCG9Ky8Vdzp/i7HNXQqXvL/iiZ5Di+TPHMdRTEPbV4SlYFFSRIz8zzqhUWTbKEK2rsTiwtXd/alNhIiomJYfPmzRw+fJijR48CULduXYdNszp27Og+CX2EcpXK07pVa7av+Yi0qjVIlSzTAHSVgqkwpoljZ70YVPuXup3xZLqWxcUFPwNQMzCaR597ws1XUTb5ecV69m5bR0qlKja9BzQpT7mBJY+SYz89zTptyHQpk8uLtgLQKKoG/ccOdqf4ZZZNi1aTsftv/q6Ut26lf//+NGrUyC3lX7hwgT3v/cBtSnUS62bRYlh3t5Rb1vlmzhJOnzzA9agwW3sP6VCFsO5xJS7Lob3nvnOyT6Vw/bMtAHS+vQ1t+4l98gBWvbIA/cV09pXPm+L12GOP2TarvFmOHzlGwvI/qWeuRHr3YOp3uNMt5ZZ1PnvxTZLT0rka5mdr7+F9axJ8d8USl+WsvV/ac4qcjSZQFYY9MJRqjWq4RW7reokK0RW8sibpZrl69jxmwKyRbANUmkh/NDewHtqhI5/7MSctCzIAVaVC+Qpo/XxrnfWNcuX0OfxlPzI1ueHCJYkKFSq4bdudtKRUyDCjUyX8KoYia8pWoAV3c8Or6+rVq0e9erdWKMZbnfAK5VCyLfNWM6RszCiE1IkokYEEuSMGtlPyztXFBJGlZIFGR0SFm9+4zVcIiYrAmJ0CVCFNykJFxb9OxA2Vlad7CTSWj35VQjBgBDRExZb8h9lXCY6M4JoxhfJKHFdkS7uvX7++28qvWLEiRnMcGkkmrHLhUwD+awSFh5GdeQUIIy230+hfJ/yGynJo77nIVQJsXyvVFNOqrQSGhWE8dRF/NYBsyUh4eLjbDCSASpGV8DcnoqoqFerEuq3csk5gaBiXrp2EsGibkeRf2w3v91zSQ3OnwpkVYmq4736WdSRZA2YDoLXsLQXI+hvrqDt4QXI/muXcmQGqikbnOwGRbhZJo0E2q5Cran9/f7fuS6pDi4yEGdN/3kCCGzSSzp07x7fffsuZM2cw5Ntcas6cOW4RzBeJqBiFZDYhK6DIkCZlER3n3oh7au7LJjA42K3llmXCo8shG3NABaNkJhsjfpXcqx+r3kPCw9xablkmrEI5Mk2ptDTW4Tf9Udr06+zWl7liNKORLOUFlhPt3UpoVDkkg6WzmJo7KKCr6D79ZKTlLlBWVcLLC+PUSnBkJBdMqbQzNmVfwCm69erl1vKzrlkWRZtUA8Hh3t+s+lYhKCIc06FkINo2KKCJdJ9nJvV6MgCSquAXILwZVjQaDQajCdDaPEmSGzvVit06G29uTHyrIcsaFJOJIFVPjmwi2M19PWvQDU+GMS9LlNhI2rJlC3369KFGjRocPnyYRo0acerUKVRV5c47hfu/KEIiQ5GQ0RqNGPQ6UvU5+FV3b6dazfVKhXg53PmtRGSl8kiqisZsxqzVkFleRVvefeHXTSYT5G7GJoykPCJio8gwpVJBDeN/2c2pWLehW8s3pOUN0ARGifZuJTy6HJLREjHTLCmYawW6NTR9anLuImhFITAsyG3llnXCK0RxzJRKVSWKauYYKtWq5dbys5Is0b2MigFdGZye5SlCy0UiGyzenjQpC/+m5d3aqU5PsehdUlTRWbdD1mptUVLNqMghfm4t32wWQWGcIWs1KIYcglU/ArUBttgA7kI122IwurXcskqJzf5JkyYxceJEDhw4gL+/P2vXruXs2bO0b9+eBx54wBMy+gyyRoMkB6DkWMKjq20j3LrPiKIoIFvKC44QnUYrgWEhgAZyLCOxavtyJZ7iWBSZGXl7A4SVu7FpHr5IRGwUJtVIjtkyumtOdm8Ep+xkS7kmxUhgRIhbyy7LRFSKQkK1GEoAHd3r7Um5ZjGSJEXBz4f2BbtZwmOiyDRZdKNmm1Cy3RvpMjvJ8rthUo3Ism/tT3UzhFWIRDJZBgUUSUXTsYJby89IyzWSRJ/RAY1Wi3XPB1VSkYPd21lXcj0awix1RKPVoqgWL5tqcn+jVFVhnNpTYiPp0KFDDB5sWZiu1WrJysoiODiYmTNn8sYbb7hdQF9D0gbaRr2SslKLyV0ysrMybZ/DRWfdhiRJSJpAZKMlnGVyunvDgabbjayHRIrOuhWdXgtyIBmmZABM1wqGE70Zsq5bOi8m1Yh/oPBoWAmJCgckyxRTIDnNze09xdJZl1QV2Y2DDWWdyEqWQYFssyXilOm6e9u7ITV3UEAV2wzYE1ExyrLtkcEz7T0rw3I/hZHkiEandQgeZTK7t13m7bV067xjJEni66+/9qoM9kYSZoVjx44REhJCeHi40/yKovDll1/Su3dvqlatSvny5WnWrBnTp0/n2rVrTk6wepJKhsFgICoqitdff93p8Zdffpno6GiMxrK1PU2JjaSgoCDbOqTY2FiHfU+uXr3qPsl8FFkXgGyw/Hjm32DwZklNSrZ8UFVCy4W7teyyjqwNtI2sp6S490c05VoyYBlZ1we6d8pBWUfWBJFutOjb3Z3G7NzpRybFgOzGtU5lHY1GC3JAnpGUnOzW8jPT8qYfCfLwD/YHKYAMa3t386CAMd1yP83CSHIgrIJlQNBT7T0ry2KcyrdQZ/1WQGsNppDreXD3Xj3Kf8ijsWzZMjp06OBSXo1Oa9lAHBWj0cjDDz1M27Ztnea9evUqnTp1YvLkyXTs2JHPPvuMrVu3MnXqVA4fPkyDBg3YuXOn40k3+Fr38/PjkUceYenSpQWOqarKsmXLGDx4sNunB3qaEhtJd999Nzt27ADg3nvvZcKECbz66qsMHz6cu+++2+0C+hoavwDbiJdTK/4mSLlu9WiY8Q8ufGO1/yIW49QzP6JpuSPrKAoarYgGY4+sCyTdlASA6XpWMblLRk6qdSG76DTmR9YGIOUOZrndSEoXI+vOsHisg2zt3ezm9m7Kshhd7t4PrKyj0/uD5Ids9Ex7z8m2/G5oSt5d8kkURWH27NnUa1CfavUb0rzF3cybN89mJB04cIBOnToREBBAuXLlGDlyJOnpeVPShw4dSt++fZk1axbR0dGEh4czc+ZMTCYTzz77LJGRkVSuXJnPv/gCsOxndurUKSRJYuXKlbRq1Qp/f38aNWrEzz//7LLcP//8M3fddRd6vZ7Y2FheeOEFy3riXOLi4pg7d67DOU2aNGH69Om24wD9+vVDkiTb9+nTp9OkSRM+/fRT4uLiCAsLY+DAgaSlpZVQs65hNU4V1cy0N1+mbp06DBgwoEA+k8lEnz59qFmzJocPH2b8+PG0a9eORo0a0adPH1auXMmSJUvo168fJ0+etJ3XoMVtzP94AardmIC9HooiPj6eo0eP2mwEKz///DMnT54kPj7+xi7ai5T4qZ8zZw4tWrQAYMaMGXTu3Jkvv/ySuLg422aygsLRBATbPEkpKSludT2mXbeuFVDRiNCNDmgCQmyeJHf/iGakWuesi15jfjT6YDKMyYAHRtbTLOWZcP9u42UdjV+o50bWMy3GqRhZL4jGL4h0a3t3s+dUybL8Vlg38RXkIetCkTzU3g25g2ueXgemqipKZqZX/kqy4eikSZN4/fXXmTJlCj9v2sSC+fMoX748ZrOZjIwMunXrRkREBLt372b16tX8+OOPjB071qGMn376iQsXLrB9+3bmzJnDtGnT6NWrFxEREfz+++88/vjjPPv8c1y4cMFhb9pnn32WCRMmsG/fPlq2bEnv3r1dGmw+f/489957L82bN+evv/5i4cKFLF68mFdeecXl6969ezcAS5cu5eLFi7bvACdOnODrr79m/fr1rF+/np9//rnQaWc3iyRLIMn8tGMra7//mnffmuc03+LFi5EkiUWLFqEoCuPGjaNSpUo0adKEJUuW0LBhQ3r27MnIkSOZMWOGk4pKLlvjxo1p3rw5S5YscUhfunQprVq1KpPbBpV41W2NGnkbqQUFBfHBBx+4VSBfxz8ykowLJlAUkGWSkpKoUME9C03TU/PWCggc0UdEkpl0BLAYp4qiIMvuMSTFwt7C0YWFkp54DgCzmzuNpsxsQI9ZFUZSfnSh5ZCSrgDun16ak225j7KI9FUAbVA46VnJgPsHBZQci5GkiPGvAmgDyyEbLe3d7UZS7kCmVvZskBI1K4sjdzb1aB2FUXfvHqTA4iO+pqWlMW/ePN577z2GDBnClTPnqFYjjrtatsJsNrNq1Sqys7NZvnw5QUGWdaLvvfcevXv35o033iA62rJ/Y2RkJPPnz0eWZerWrcvs2bPJzMxk8uTJgMUQe+2119i9ezdV/9fXVv/YsWO5//77AVi4cCEbN25k8eLFPPfcc0XK/f7771OlShXee+89JEmiXr16XLhwgeeff56pU6e61BcoX748AOHh4cTExDgcUxSFZcuWERJiWZP86KOPsmXLFl599dViy70RkpLTeHziOJbNW0xIoPN10MuXL2fSpEloNBpmzZrFDz/8wIoVK1BVldGjR9umkQ4dOpTWrVsXOP9GIznGx8czceJE5s+fT3BwMGlpaaxZs4b58+ffUHnepsSv2xo1aji13JOTkx0MKIFz/KMjkQA5x/3rkjLTcqfBiLUCBfAvbxcBSVEc3P83i21kXRWdxvwERIWSbg3ckJSN6sa2ac60eAbFyHpB9JGRNk+SdVDAXWTnWKcfiXVg+dFHhHrMk4TRcg8VofYC+IWV85jn1GTONZLK2FoKT3Do0CFycnLo3LkzAJJGmxe4wWTi0KFD3H777TYDCaB169YoisKRI0dsaQ0bNnQwTKKjo2ncuLHtu0ajISIigqtXryJJeflatmxp+6zVamnWrBmHDh1ySe6WLVs6dPxbt25Neno6586dK4kKnBIXF2czkMCyXv/y5cuF5j9z5gzBwcG2v8cff5xffvnFIW3WrFmFnj9x8iTu79OXtne3RjU5f7cfOHCAVq1aAfDdd98xbdo0OnToQMeOHXnxxRcdZE1KSipYwA0aSQ899JDNYAb48ssvkWWZBx988IbK8zYlHho5deqU0wV6OTk5nD9/3i1C+TL+USEgBSIbslECAt26LikzM9dIEtNgChAYG4mEH5LRgOqnJykpiVA37SWVnbtWQEw/KkhATChXTWmYVTMaswZzSg7aCPfs8aLkWOaTK8JIKkBQxRiu/2MEVUFRIDU1tdDoRyXFaLIYpxqNCP+dn8CYEJJOJANgTspGNSvu22DT2hkSU6kLEBgTS+p5y/Sn1NRUzGaz2zauNpvNIIOf1rNBeaSAAOru3ePROoqq2xUC8uWTtToUY5ZlrySz2eVpe/kX70uS5DRNUZRS25tKluUC8ru6HKIw2QujYsWK7N+/3/b9q6++Yu3ataxYscKWFhkZWej5O37byaYfN/PeRx8CuVM1FQWtVsuiRYsYPnw4JpPJdr8MBoOD4Wq/Ae3evXupZbenmyzl6sEucmlJloWEhobSv39/li5dyvDhw1m6dCkDBgxw+6a3pYXLv3Lffvut7fOmTZsIC8vbNNNsNrNlyxbbQjZB4cgaiYDQmuQYLcaRO40kW2ddeDQKoPGT0QVWQzZkY/bTc+XKZapVq+aWsnNycqMfSaLzkh9dcAhIMpmmFEJ0keRcynSbkaQaLIM1ika09/zoI/XImvLIhhwUfQBXrlxxo5FkAgm0wkgqgD4yjGxzOibFiFbWYUrKRhflno2rJbNqWSfgJ94z+QmIjUQya8BsRtVouH79um161M1imc6rwc/Ps8GQJElyacqbN6lduzYBAQFs2bKF4cOHI+u0kKlC7qay9erV45NPPiEjI8PWKf/1119t0+puBHtP0q5du2jXrh1g8Vzt2bOnwHonZ9SvX5+1a9eiqnkbAv/666+EhIRQuXJlwDKd7uLFi7ZzUlNTSUhIcChHp9O5JYqfVqt1MEwqVKhAQECAQ1pRbPx+Pca0dEJ0kajAhl2bmT17Njt37qRSpUoA1KpViwMHDnDXXXfRpk0b5s2bZ9PdvHmWdUz//vsvTzzxBM8++6yt7KhyUSRevmTbS9KZHoojPj6eDh06sH79enbu3Mmbb75ZovNvJVx+2/bt25e+ffsiSRJDhgyxfe/bty8DBw5k8+bNvP32256U1WeoUOM2W6S1U0cOu63cnNwpfBrRWXdKVJXbkXMNmr9/3+W2cq0h8TVig8cCSLJMWHQsaUaLO//i7kT3FW7K3VBPGEkFkGQIiWpoa+8Hdv/utrLNufuh6Dw8sl4W0QQEodX72/YGu/av+wbB5NyBaclPGKf50QaAPrA2ssHS3g/t3+e2ss25oaj1/u4Z3CnL+Pv78/zzz/Pcc8+xfPlyTp05xd6//uWL3Eh09/Xrh7+/P0OGDOGff/5h69atjBs3jkcffdS2Hqmk2E/LW7BgAevWrePw4cOMGTOGpKQkhg8fXmwZo0eP5uzZs4wbN47Dhw/zzTffMG3aNMaPH28rv1OnTnz66af88ssvHDhwgCFDhhTwRsbFxbFlyxYSExOdT1ErJerWb0DdOrVoUK8Bjeo1IDY6FlmWadSoERERlpD4/fr1Y8GCBYAlAp/BYKBcuXJUrlyZFi1acPr0abp37864ceMYOnSorewOrdrx+Vcr2fnHrkL1UBzt2rWjVq1aDB48mHr16tmm/ZVFXH7bWl2H1atXZ/fu3URFRXlMKF+n9l0tSTi8BYDraen8umE7QcEhyFoNsiyj0cpotRokWYNGKyNrZDQaLbJGQralaXLTZTRaLRqNhuzchXjummbga9Rs0ZpzX+3AWA7OXrrMrk2/off3R9bItj9JkpC1MrKU+10jIUsSkkZGli1/kiwhayQkWYOskcgyZIMMOq2Ys+6MinXqcGn/KSoG1iTnQCIntprQBvih0Wkto4SShCRbdI8sIcmS7bNGq7XcA40GjU5G0uS2f52EbFRBBkmMrDul+p2dufrbPEyhkRw8dIQqW3aj89PZtWHLvxqNjOTQ3i3/Wt4rMlqtFo1Wg0anRavRYFRMgAa9XmwzkB9JkoitVYdLF08T5leeaz8dJ1NORqvTIfvp0Miypa1b9S/JSFrL+0WSJcu90WqQ5dx3jjYvj1bRgAY0AcI4zY8kQaUGXUlL+AJDQDC//forgZpItDptgfYua6zv97z3jqy1/o5KaLU6W3vXabUouWMwgWLDagBeeukltFot06dP58KFC0RXiObRQQ8BYDaZWLd2Hc+98BzNmzcnMCCQ//3vf7zx+htkZ2YBEmazGbPZTE5WDkiW5QGqomI2mzEYDJblAnbjXrLd9NLXX3+d119/nf3791OrVi2+/fZbl/qilSpVYsOGDTz77LPcfvvtREZGEh8f77A2Z9KkSSQkJNCrVy/CwsJ4+eWXC3hQ3n77bcaPH89HH31EpUqVOHXq1E3p8kaRZMtvoUkxoJP9MKVbBmpzMrJyl1tIjB75BE3vasYH7y8kflg8Wzf/xJUrVwgKDsbPz4+xT4whOiYGSQKz0Wy5F5LEc2PHc/rsafo/PKBQPRQrnyQxfPhwJk+ezKRJkzyggdJDUksS+7EMkpqaSlhYGCkpKW5bg3KjGI1GNmzYQKtmHVg583euR25F9UBHI8yk4ZlXXnJ7uWUVq96bNWzLV2/+zvXyO1A9YNCUlwMZM7XoKDv/Jax6rx4SwK+Ll9Gz8iiPTEk8G3qFlpPvc3u5ZRWr3uvFNmfTkp1cr/A3uCmSoz11ylXh4XFlb98LT2HVe5Qhg2PfbaNLxUc9Uk9izSyajejqkbLLIla9V/a/je3rfiIl5qxH6mnToDldBvR0W3nZ2dkkJCRQvXp1/Mugl0pRFFJTU9Gq/qSnpqLoPLNfXWhwCFevX6N69ers27ePJk2aeKSesoJV72RnoWYrBGkL79fu/+cv+g55gA6t2zFm2OPc0bgJWq2WYwnHeX/ph1y6cpnPF37i/OQIHX5BZa9d2lPUM+aqbeCSJ6kkofuefPJJl/P+VwmvEEiHhxqw84cLXM4+glmnzR05yR0+sV+oeAOLFsuXjyk+03+QCtVCaH1fA37feo6r5gTMWs0NR3BxILcDGlux0s2X5YPUadmWK6dO8Pf+X6mha0yAJrBAcBHr6KF1FKwkxlRwjRubxuHrxN0exZ1dbmffH+dI0l5G0RTW3p2Nk9m9iwp5RqrVquk2WX2J27v2JCXxAv8c/YM4fT30ckCBkC43094rNIpzp7g+Q4M2saRcasVff39Dml+qe9u7qlKrcX13iuszBIT6YTaFkJWdhCK7ccxdkkBV8Q8o2x11TxEUWY70a1fJMWahk/ROA1zc3ug2ft/0K2+8+yb3DX+Qq9evIcsyocEh9O99H3NmzHZatqqq6PyFxxpcNJLeeecdlwqTJEkYSS7SuENlGncYWmw+VVUtf4qCoiiYzSZUs4rJbEYxWdzWilnBbDJz8fx5Eo4cpdfD/T1/AWWUO7tV485uI1zKa9G9khu2WkUxK6iKgllRUM0KitmSdi7hFCePHaPHg8Kb4QyNVkvn4U+4nF9VVVuodlWxtH2LvhUUo6W9KyaFlITrZF5MpeF9TTwnfBlGliXa9K9Nm/5PF5vXqnMV1aJzVUVRzKhmFbPJjMlsxmw0YTaZOXHoMGmpKbTu0cHj11AW0QcGcu+4iS7ltbzbLfo2m82oJqveFRSTipp7D1SzQtLBy5hNZmq2rOPhKyibaP00dBpcn04Ub8zY2rvdn6KYLdO+TGZLmzcaMZsU/t27D61OR1x9scWJMyQJwsoHEEbxEfIKTFzKDfhg+6wCqKBCZkYGsiy7FHr98ccf57PPPnN67JFHHvHJ/Tw1Wi0RsRWLzVelcijvLV7IfGUBV65cwWQ0ERMTjSTLlvDtKqi5OldVMGUYkHUah2mOVlasWMGoUaOc1lOtWjX+/fffm76uWw2XjKSSzkcUFEUW2dnnMJl0WEevHEcAHL1JeSPuud9lCUkj4ZeXE9AAGiKia3DbXU2QPbzpXdkk86b0njth17ImQAPo8o7Vur0q9Zs1RpLEWrCCZNyE3nM/yxLIIOtA9s87xz8qEp2uhkP0I0EuUvrN612SQAtarfWHQgI03NmuMVptuIcvoGwiSWk3p3dt3ia92nznBEbHCL0XgiSl3oDepYLHNKDVgFYPeiRAS6tuLdDpwj1/EWUSE6pqRFGkYvK5MGPD5sSz5A0KDUbODYYUFxdXZHjxmTNnMnGi84EJby+z8Aw3pvfy5a1hxVXAbHvt2D8V+nB9oX2ZPn360KJFC6fH8odB9xVuqjdtbbSlFce+rJORcYyg4Kn8sfvmQ0gWRkBANe5u8X/IslhUbSU1dV+u3j23n05wcD3uav6tMJTsuJ60I1fvnlv2GBbWjGZNv/RY+WWRK1c2EhQ0zaN6L1euI01u/9hj5ZdFEhPXEhQ8jT92e66O6Og+NGro2syO/wrnzn9CUPBrHtV7pUqPUK/uDM9VUAYxGK4gy5fJyLhYfOYbxM+vPP7+xS8fqFChAhUqVPCYHLcSOYZEZPmaR/Wu10ej1xfUZ0hIiMOmuf8FbmgIdvny5TRu3JiAgAACAgK47bbb+PTTT90tm8+RnnEISTIDErLsjyzrc//8kGU/JMkPSdLl/mlz/zS5HW8Zh1HeQsjKOk12tucenrJIWvq/SJICyAX0btH5zes9Pf0wRmOy5y+mDJGe9g+SpAIaj+k9JeVPFMX1je7+C6SlH7ghvVt07prek5J+8/yFlDFS0/4CQJK0Qu+lSFrqfiC/3v2E3j2MWcnM/STlreWyrekq7K+EdZjT3SWuz6CYS6r3kmM2Z7hFVl+gxJ6kOXPm8NJLLzF27Fhat24NwI4dO3j88ce5evUqzzzzjNuF9BUUs2Ufo3KRHWnS5CO3lWv16P2y4y6MxusoSo7byvYFrPqoUKE3jRvNcVu5Vr1v3VY/1/Ut9G6PWbG094oVH6J+PfeNwlrWD2Sz7edGAChKNrLsm67+G8H6nqlaZSS1a7u2NsYVVFXFYLjCjl9boig5DhszCvLeM3Fxz1Cj+uNuK1dVVTIzT7Lr967iHeME63umVq1pVK3ysFvKtL7bU1P38+ee/ii5dQjsyN0/yt+/Mn5+4e4pMlfvZnM6mZmnUJ0G2fhvY9VRQEBVdDr3TCW0lmkypZCVdbbIqY3/NUpsJL377rssXLiQwYMH29L69OlDw4YNmT59ujCSisD6opVl90ZrsXZUNLI/RhA/pPmwdhrdPQXRqndZ1mM2CyMpP55s7/ZlWvT+35oCUBTWduiJ9q7RWBdnq6iqAUkS03qtWNu7xgPt3ap30VkvSF57d5/ebe92m97Fu70g7l9ukVdW7iQn1XNT5MsuVp24by1uAb0j9G6lxFq+ePGi091zW7VqxcWLYppXUSiKZcMvWfZMaEVZY/mRMJvFD6k9iuqZTqMVjdC7UzzZ3i2GkuV+ms2iA2OPWfHMoED+MoXeHbEaMJIH9a4oBlTRcXQgz0hy/3tGY3vHiHd7fvLaofsD51g77cKTVBDVA8apFWsQJPGOyaPErbtWrVqsWrWqQPqXX35J7dq13SKUr+KpkXUr1nLFaKMjSm5nzt0jvFaE3p0j2rt3UD0wsm5FknRYfzaE3h2xDgpoPGIk5fecCqx4yoMH9u8YofOCWA0YT0y5FZ6kQvGgcZp3L4VxaqXE0+1mzJjBgw8+yPbt221rkn799Ve2bNni1HgS5GEb8dJ4xqORN9ooXuj2KB4cWbeUK35IneHJzou1XBMporOeD7MH3zNWD56iZIn2ng9PDgrYv7sUJcdu2qPAU9NLIW+WgKoaUVWziF5qh9Xb4JktGERnvXBKwZMk9G7D5db9zz//AHD//ffz+++/ExUVxddff83XX39NVFQUf/zxB/369fOYoL6AJ6fBgN3UANFpdMATc9btEXp3jnVkXfLU9FIxKOAUW2fdQ+uFbNNLRXt3wOqx9oyRZInKBkLv+fGkkZTfOBXA0KFDkSSJ0NAGREXdSb16jZk5cyYmk8ltddhP+7p+/Trjxo2jbt26BAQEULVqVZ588klSUlKcnnvw4EGeeOIJ6tevT7ly5ahduzZDhgzht9/cG6Fw3Lhx1K/vfOPiM2fOoNFo+Pbbb91aJ3h2mqPNOBUePBsua/m2226jRYsWfPTRR9SpU4fPPvuMPXv2sGfPHj777DPuuOMOT8rpE3i6s25dk6SItQIOeHLOOuSN2Au9O+JpT5JV72K9gCN5HmtPTXO0tnehd3vyBsE8NShgfb8LvdvjWQ9eXpniPZNH9+7dOXpsG3v3rueZZ55m+vTpvPnmmy6fL0kSp06dKiqH7dP58+e4cOECb731Fv/88w/Lli1j48aNxMfHFzjr9ddfp0WLFiiKwltvvcXPP//M0qVLqVGjBn369GHSpEkluMqiiY+P5/Dhw+zcubPAsWXLllGhQgXuvfdet9UH+dcKedKTJIwkKy4bST///DMNGzZkwoQJxMbGMnToUH755RdPyuZzeHLEy75cMeLliLnU1sYIvduTF1VQ6L00Ee8Z7+DxQbBc40vo3RFPtndJkpEkq96FkWRFr9cTXSGSqlUr8vjjo+jSpYtbvSb2U/gaNWrI2rVr6d27NzVr1qRTp068+uqrfPfddw7eqwULFvDxxx+zZ88ePvzwQ3r27EmjRo1o06YN06ZN4+DBg2zatIm3337bds706dNp0qSJQ91z584lLi6uWBmbNGnCnXfeyZIlSxzSVVVl2bJlDBkyBK22xCtaiiFvGpxHpzmqqggDnovLWm7bti1Llizh4sWLvPvuuyQkJNC+fXvq1KnDG2+8QWJioifl9AlKY42GfT0CC54eWRd6d46nO+tWvYvpR46U3ntGdNbtKb33jNC7PWYPD8ZoNKUzKKCqKsYcs1f+St4hduysBwQEYDAY3KiNPC+Js0hrKSkphIaG2oyQq1evMnXqVNatW0edOnVYt24djRo1omLFirz44ovcc889HD58mC+++IJXX32VtLQ0t0gZHx/PqlWryMjI23x127ZtJCQkMHz4cLfUYU9peZJya3N7+WWREpu5QUFBDBs2jGHDhnH8+HGWLl3KggULeOmll+jevbtH5mD6Cp4MEQt5nVHRaXSktEbWhd4dKTWPhpgG44DH9S7WJDklzzj1sN5Fe7ehqpb9usDT75k0j+vdZFBY9NTPHq2jMEbOa49OX/KgFKqq8uOPW9i0aRPjxo1zmzySJIEkgaqSv7N+9epVXn75ZUaOHGlLW7duHR07dqRx48acOHGChx56iLfffpvWrVvz3nvvsXXrVqZMmULdunVp2LAhv/76K927d79pOR9++GEmTJjA6tWrGTp0KABLly6lTZs21KlT56bLL4gnIwo6lmvZLNxD1ZQhbspfV6tWLSZPnsyLL75ISEgI33//vbvk8kk8GSIW7NfGiB9Re0prbYzQuyPm0lqDJ0bWHfDU5slWhHHqHM9Pt7N6NITerdg/+yJ6aemxfv33VKzYggoVmtGzZy8efPBBpk+fXmj+Hj16EBwcbPsDaNiwoe17w4YNC5wjUXDPntTUVHr27EmDBg0c6jtw4IBt/85NmzbRrl07xowZQ5MmTXj//ffR6/PaRmxsLElJSTdz+TbCw8O57777bFPuUlNTWbt2rdP1Uu4gTxeeN5LEhrIWbnjC5Pbt21myZAlr165FlmUGDBjgsYaxYMEC3nzzTRITE7n99tt59913ueuuuzxSlycpvX1jxMvcHqs+POfBE3p3hq29ezzkveg02uNx41SsSSqAqppRVSMgOuulif2zr/FYoJLSmU6t9ZMZOa+9R+soqu6S0KFDe958czx+fn7Urt0eP7+ig5V8/PHHZGVl2b7Xrl2bDRs2UKlSJQB0Op2TsxzDgKelpdG9e3dCQkJYt26dwzkmk4mAAEtYfIPBQFBQkO2Yn5+fTT5FUdi/fz/PPvssALIsF5hqaDQai1eAHfHx8XTu3Jnjx4+zdetWNBoNDzzwQInKcB3PepIsHjw5N7qdmG4HJTSSLly4wLJly1i2bBnHjx+nVatWzJ8/nwEDBjg0Snfy5ZdfMn78eD744ANatGjB3Llz6datG0eOHKFChQoeqdNTeDJELNiv0RA/ovZYOxWe8uAJvTvHNrLuqVDUQu9OEWvBSp/S8GiIrQYKYtW7qsq2EOnuxromydN6lyTphqa8eYOgoEBq1qwKyC4FJ7AaQ/ZUq1atyAAJkiSjqhbvSWpqKt26dUOv1/Ptt9/i7+/Yh6pVqxYHDhwAoE2bNkyZMoVdu3bRvHlzFi5cSHJyMqmpqUyYMIFKlSrRvHlzAMqXL09iYmLu1DKL4bF//37XlJBLx44dqV69OkuXLmXr1q0MHDjQY/1hz3uSQEJCxflasP8iLg8f9OjRg2rVqvHuu+/Sr18/Dh06xI4dOxg2bJjHGgTAnDlzGDFiBMOGDaNBgwZ88MEHBAYGFogoUhYotRCx4kfUAc978IRHwxkeD0UtpjkWQFGMgBnw/Jok4dHIw369itjiofTI07szT4R7yJteKvReEE8uWrGUnZqaQteuXcnIyGDx4sWkpqaSmJhIYmIiZrPlXdenTx9Wr17N9evXadasGS+88AJt27ZFr9fzww8/0LRpUwYOHEhSUhLr1q2z1dChQweuXLnC7NmzOXHiBAsWLOD//u//SialJDF8+HAWLlzIb7/95rEZVRbU3P/3oN5twRuEkQQl8CTpdDrWrFlDr1690GhKZ7TDYDCwZ88eh9j2sizTpUsXt28MVhp4fp8ky8vcaEwmO/uikxyuu08Lj3bjLN31vCUrt6h0JzkLKdtstrj5Pd1pNBqShN7t8PhC9tznyGC8LvSei1nJtH329KCAwXDVQ3q/eZ2Vtt4Nhiu5xzQeCs1rr/fLPqL3kk3ncVZ2Vtap3GOeNJIsz1GO4ZITvd/4NeTkmFBVE4piQFFK0mac6b1EYtwUlqmlpeDRyH2O9uzZw++//w5YPEb2nDhxhLi4OGrUqEr//vcxcOCDfPXVaqZMeZ7x458kLS2NChUqcPnyZcLDw+2m3VnWh9etW5P33pvP66/P5uWXX+a++/oxYcIzfPTRYlseuysvIKNV748++hDTpk2jYcMGNGvWBLOHDOq8gSnPe5IUxYgklWzqoas1yLJnvL6ewGVJvRG17urVq5jNZqKjox3So6OjOXz4sNNzcnJyyMnJa6CpqamAZZ5pSeeauhtrp1FRNB6RRVWt4TB/5OrVH91eflnHU3on9wc68dLXJF762v3ll3HMZtlDz55F7+fPf8b58595oPyyjdkseUjvlo7G6dMfcPr0Bx4ovyyj89jvjJSr9xMn3+bEybeLyf1fQ+s5vefuk3T06AyOHp3htnJluSLhYdPIzFQxmcpOGLF3333O9llFQlVVFKVkXgerB6jo8yw6adEijpSUvwvJk0N6+hEAXn55FEOGTKBZs6Y899wo7rmnDWFhIZw7d5rvvtvCggXLWbt2IZUqxTiU8Mgj7XnkEce1YOPG9bWV6woREZCUtB+AjIyjLp93w6jckN5dw6L3rKwzHigbNNpgAvyreaTs/CiKYgmtbzQWcO64+r4oO+aci7z22mvMmFHwRfbDDz8QGBjoBYny8A+IQZJC+O23/aiq+xugJGUTEBiKJGUUnznvrJvMe7Pn30w+1/OazdXYvv0A8G8JynYNWVbwDwhBkjKLz2zjZnXhPV2WJK/JVIetW3eVsGzXkDU6AvyDQCrJdLv/iN6Nt/Hjj1tKUK7raDSB+AcEACXZF+W/oXej8S42b95cgnJdR6uNQO+vB0zF5s3jv6B3CZNH9R6N3t8P6zRW1yhebsugpjXfrWYkuSiPGui2PYcKSCD5IUlZuOqt8/Pz4/PP5/P5598wd+5S4uOfx89Ph6KotGx5J2+8MYlKlWI9Iqv7cE3vKkEe1LseSTLgqcANJqOJVEOqR8rOj8FgICsri+3btztsPAyQmelaf01Sb+FtdQ0GA4GBgaxZs4a+ffva0ocMGUJycjLffPNNgXOceZKqVKnC1atXCQ0NLQ2xC8VoNLJ582buueeeQqK5CDyB0Lt3EHr3DkLv3kHo3TuUVb1nZ2dz9uxZ4uLiCgQiKAuoqkpaWhohISG2oAe3Eunp6Vy/fp3y5cvbIt+VlKL6jN9//z1t27a9UfFumFtd77cS2dnZnDp1iipVqhR4xlJTU4mKirJtTFwYt7Qnyc/Pj6ZNm7JlyxabkaQoClu2bGHs2LFOz9Hr9Q4x8a3odLpb5gV6K8nyX0Lo3TsIvXsHoXfvIPTuHcqa3s1mM5IkIcsysuyZdWyexDrVy3oNtxqhoaE3PTBeVKS7SpUqeeW6b3W930rIsmyJGunk3eDqu+KWNpIAxo8fz5AhQ2jWrBl33XUXc+fOJSMjg2HDhnlbNIFAIBAIBAKBD5I/UITgv8ctbyQ9+OCDXLlyhalTp5KYmEiTJk3YuHFjgWAOAoFAIBAIBAKBQOAObnkjCWDs2LGFTq8TCAQCgUAgEAgEAnciJjQKBAKBQCAQCAQCgR3CSBIIBAKBQCAQCAQCO4SRJBAIBAKBQCAQCAR2CCNJIBAIBAKBQCAQCOwQRpJAIBAIBAKBwCXOnj1LfHw89evXx9/fn2rVqvHUU09x7do1j9b71Vdfcc8991C+fHlCQ0Np2bIlmzZtcprXaDSyaNEiunTpQqVKlYiJiaFVq1a89dZbZGZmuk2mS5cuodPpWLlypdPj8fHx3HnnnW6rT1C6CCNJIBAIBAKBQFAsJ0+epFmzZhw/fpyPP/6Yo0eP8sEHH7BlyxZatmzJ9evXXS5r+vTpDB061OX827dv55577mHDhg3s2bOHjh070rt3b/bt21dAxjvvvJMFCxbQv39/Vq9ezQ8//MDTTz/Nli1baNiwIUePHnW53qKIjo6mZ8+eLFmypMCxjIwMVq1aRXx8vFvqEpQ+ZSIEuEAgEAgEAoHAu4wZMwY/Pz82btyI0WgkNDSUuLg47rjjDmrWrMmUKVNYuHChR+qeO3euw/dZs2bxzTff8N1333HHHXcAkJKSQrdu3XjooYeYMWMGkiTZ8t92220MGDCAjz76iK5du7Jv3z4iIiIAkCSJdevW0bdvX1v+8PBw5s6dW6whFx8fT9++fTlz5gxVq1a1pa9evRqTycSgQYNu7sIFXkN4kgQCgUAgEAi8iKqqGLOzvfKnqqpLMl6/fp1NmzYxevRoAgICHI7FxMQwaNAgvvzyS5fLu1kURSEtLY3IyEhb2uuvv07Tpk2ZOXMmKSkpDBo0yDbVbv78+fTo0YMRI0bQtm3bAkbXjXLvvfcSHR3NsmXLHNKXLl3KfffdR3h4uFvqEZQ+wpMkEAgEAoFA4EVMOTnMH9LfK3U/+ckadP7+xeY7duwYqqpSv359p8fr169PUlISV65coUKFCu4WswBvvfUW6enpDBgwwJb26aefsnHjRgAmTJhAQkIC33zzDZcvX2bkyJHUrVsXgKFDhzJlyhRmzJhx03JoNBqGDBnCsmXLeOmll5AkiRMnTvDLL7+wefPmmy5f4D2EJ0kgEAgEAoFA4BLFeYr8/Pycpv/yyy8EBwfb/mbNmsWKFSsc0lasWOGSDJ9//jkzZsxg1apVNoPs+vXrpKWl0ahRIwC+++473nrrLVq0aEHv3r0ZO3as7fzY2FiSkpJcqssVhg8fTkJCAlu3bgUsXqS4uDg6derktjoEpY/wJAkEAoFAIBB4Ea1ez5OfrPFa3a5Qq1YtJEni0KFD/O9//ytw/NChQ5QvX77Q6WXNmjVj//79tu/z58/n/PnzvPHGG7a06OjoYuVYuXIljz32GKtXr6ZLly62dJPJhL+dR8xgMBAUFGT7HhwcbPu8d+9eatWqZfsuSVIB489oNBYri5XatWvTtm1bli5dSocOHVi+fDkjRoxwWBMlKHsII0kgEAgEAoHAi0iS5NKUN29Srlw57rnnHt5//32eeuoph2OJiYmsWLGCMWPGFHp+QECAg2ESGRlJamqqQ1pxfPHFFwwfPpyVK1fSs2dPh2NRUVEYDAYuXbpEdHQ0bdq0Yfbs2Xz88cdcv36djz76iKioKHbu3MmUKVMcItKVL1+eixcv2r4fO3asxKHC4+PjeeKJJ+jTpw/nz58vUeQ+wa2JmG4nEAgEAoFAICiW9957j5ycHHr06MGvv/7K2bNn2bhxI/fccw916tRh6tSpHqv7888/Z/Dgwbz99tu0aNGCxMREEhMTSUlJAUCWZfr06cP7778PwLx589i3bx/BwcE0btyYe+65h59//pnhw4czb948OnfubCu7U6dOvPfee+zbt48///yTxx9/HJ1OVyL5HnjgAXQ6HaNGjaJr165UqVLFfRcv8ArCk1SKnM02cEr2w6iooFjcuiqO7l1nM33zT//Nn8fpOflTnWQqrhznshQtr3NZ8pfhyjlFz3l2NiW6MFmMRiPJkoaLOUZ0Sj75b0i3jhgUBZOTjPmd7AW+O/HCFzxHKvK4s3Jcce4XlMWFeootw/G70WgiWdKQmGNEp7hWhrNyCspRMENxstzI9fhrZGS7VG89qy49U3afjSYzmUikmMzoHOS/AdmKvZ7io1iV5Fktqlx3PKs5ioI5X6JLbcOF9mQ2mbgka0nIykFrVG7oeXfluCeeVUueosu9VZ9Vk8mMCUr0u3ojbdJZuTfzrBpMZhRVxaRY/tyNkyfILeXG1azJzt9/5+UZMxg2fDhXr1xBVVX69uvH0uXL8QsMxKAoLpVlVlUUVS2QX8X5Pfrgw0WYTCbGjBnj4LF6ZPBgPlqyFIDnp7xI25Z3c2fzu+jWowd7D/xDYmIiERERKIrChBcmERUVBUC2Oa/eV2e/yaj44bRt25bYihV5a8477NmzB6OiOOQrClnvzwMPPsjijz7ikaFDXT6vJKiqigGJHEVFUt1fvqeRJfCTy45/RlJLK1ajl0hNTSUsLIyUlBRCQ0O9JkeK0UTvvcc4mpnjNRkEAoFAIBB4n8qyyqxQmQpVqiL5ubYm6Fbl/Vmv8NmCd/ng6++4rfld3haHnVt+5IXhQ+n54EDuGzKUmvUbAHDs339Y/u48IqKimDjrjWJKEXiCEK1MjcDSmVaanZ1NQkIC1atXd1irBq7bBsKTVIpU1uuEkeQmSjTKqVpGXyRJcjJqWfKRzvx5JCBAU/TIiGves/zfi/Z6OT/HhXoKJLrgISmmjMJGXRVFRZYll8pwmsdJuYKyxY14JJx7E27eqypLEv5y0e6PG/YGqmA0mdBptTfmYS9GDme5POW5F8+qoFDsflet30dPeZGK1ary9+4/aNSsGRo3eAoknD/jrtC2Sxe+3L6DD954jeE9upKZng5AZPny9Hl4EI+Nn4imDMdTsPZnyiJyGZNbeJJKEaPRyNoN/0eXrl3RafPsU2eN3aWORbEJLnYs8n+/gWlgN16OkzxufoiMRiMbNmzg3nvvLfEcY8GNU1p6v6EpoMV0HBVUsszOpkzd+s+qyWhk48aNdO/eHZ1OV6ae1bKMeM8Ujyee1WyjgfUbN3FPMb+rLj2XztI89KzmZGdz7tQp4pyMchdX9o3g7mdVURRSU1MJDQ1FvoWnTymKwqVLl5Bl2aXIec6YNWsWs2bNcnqsbdu2/N///d/NiFgiyorebwWEJ6kMEoBKmFaDTidULxC4A1c6QwVPKj6Dvoz+AMmyjBbLvG9dGb0GgW/ikWdVlgksg7+rqiwjSRJy7p/AM8iyTGxs7E2V8fjjjztsWGtPQEDATZUtuLUpO28UgUAgEAgEAoGgFImMjCQyMtLbYgi8gBhmFAgEAoFAIBAIBAI7fN6TZJ0DnZqa6mVJLHPWMzMzSU1NFXPWSxGhd+8g9O4dhN69g9C7dyirejcYDCiKgtlsxmw2e1ucEqOqKmazGUVRCqw1E3gOoXfXseopPT0dg8HgcMxqExSnQ583ktLS0gDEpl4CgUAgEAhuCapVq8YHH3xAVlaWt0URCHyWq1ev0rNnT06fPu30eFpaGmFhYYWe7/PR7RRF4cKFC4SEhHg9ElNqaipVqlTh7NmzXo+0919C6N07CL17B6F37yD07h3Kqt4NBgOXLl0iLi6uyOh2typms5m///6b2267DY1G421x/jMIvbtOdnY2p06dIjo6Gj8/P4djqqqSlpZGxYoVi4wS6POeJFmWqVy5srfFcCA0NLRMvcx9BaF37yD07h2E3r2D0Lt3KGt6z87O5sqVK2g0mjLd2S3r8pdVhN6LR6PRIMsywcHBTgciivIgWRGBGwQCgUAgEAgEAoHADmEkCQQCgUAgEAiKxGw206pVK+677z6H9JSUFKpUqcKUKVM8Uq/RaOT555+ncePGBAUFUbFiRQYPHsyFCxec5j9z5gwTJ07k9ttvJyoqiho1atC/f382btzoVrnefvttIiIiyM7OLnAsMzOT0NBQ5s+f79Y6BaWLMJJKEb1ez7Rp09Dr9d4W5T+F0Lt3EHr3DkLv3kHo3TsIvZceGo2GZcuWsXHjRj7//HMqVqyIJEmMGzeOyMhIpk2b5nJZcXFxbNu2zaW8mZmZ7N27l5deeom9e/fy1VdfceTIEfr06VMg76effkqjRo04f/4806dPZ8uWLXzxxRfcfffdjBw5ksGDB7stmuCjjz5KRkYGX331VYFja9aswWAw8Mgjj7ilLiuSJNn0LvA8Ph+4QSAQCAQCgeBWIjs7m4SEBKpXr17mAjfMnz+f6dOn8++///LHH3/wwAMPsHv3bm6//XaXy4iLi2PZsmV06NDhhmTYvXs3d911F6dPn6Zq1aoAfPfdd4wYMYKvv/6au+++u8A5GRkZ3H///dSuXZt3330XgGXLlvH000+TnJxsy/f111/Tr18/l0Js33///aSkpPDjjz86pHfo0IGYmBhWrlx5Q9cnuHnc8Yz5fOAGgUAgEAgEglsZVVVRjYpX6pZ0cok8E+PGjWPdunU8+uijHDhwgKlTp5bIQHIHKSkpSJJEeHg4YIkWOHbsWJYtW8bdd9/Njh07ePrppzl79iz9+vUjMzOTbt26sWLFCurUqcPTTz9NzZo1b1qO+Ph4evXqxenTp6lWrRoAJ0+eZPv27WzatOmmyxd4F2EkCQQCgUAgEHgR1ahwYepOr9RdcWYrJD/XI6VJksTChQupX78+jRs35oUXXvCgdAXJzs7m+eef56GHHrJFNPz5558pX7483bt3Jzk5mf/973+MHTuWfv36sWbNGl5//XU6depEuXLluPfee9m8ebNbjKRu3bpRsWJFli5dyvTp0wGLd6pKlSp07tz5pssXeBexJkkgEAgEAoFA4DJLliwhMDCQhIQEzp07V2z+xx9/nODgYNvfmTNn6NGjh0OaKxiNRgYMGICqqixcuNCWfuDAAVq1agXAzp07KVeuHDNmzKBJkya88sorVK9e3ZY3NjaWpKSkEl6xczQaDUOGDGHZsmWoqoqiKHzyyScMGzasyP13BGUD4UkSCAQCgUAg8CKSTqbizFZeq7sk7Ny5k3feeYcffviBV155hfj4eH788ccip+zNnDmTiRMn2r536NCBN954gxYtWrhcr9VAOn36ND/99JPDvlgmk4mAgADAMvUuKCjI4Vx7I2zv3r2MGjUKsOylmX/tkdFodFkmgOHDh/Paa6/x008/oSgKZ8+eZdiwYSUqQ3BrIsxcN7NgwQLbDtotWrTgjz/+KDL/6tWrqVevHv7+/jRu3JgNGzaUkqS+RUn0/tFHH9G2bVsiIiKIiIigS5cuxd4ngXNK2t6trFy5EkmS6Nu3r2cF9FFKqvfk5GTGjBlDbGwser2eOnXqiHfNDVBSvc+dO5e6desSEBBAlSpVeOaZZ5yGCxY4Z/v27fTu3dsWzevrr78u9pxt27Zx5513otfrqVWrFsuWLfO4nO5AkiRkP41X/vIbN2lpaRw7doy//vqLP//808HrkpmZydChQ3niiSfo2LEjixcv5o8//mDGjBns37+fvXv3cuj/27v7qKir/A/g72EGmAGJUZ4ELAQHldDSpDXE52cz2U4PlrkcSMtoTS1NSUPg5OqSuambDyefwLNr0bqKeVxS06QH11pJMRCkkEFQBEFDcAYYYO7vD39MM4I6Mw5M4Pt1zvcc5/u993s/36vjzGfu/d5vfj6uX79uck5vb2+oVCrDJpPJ4O/vb7LvTloSpF9++QVHjhyBh4eHyXGVSoWcnBwAwOOPP45z587h888/h16vx+eff44zZ86grq4OH3zwAUpLSw0r43l5eaG2thYajcZwruzsbIv+7vr06YNRo0Zhx44dSElJwfjx4w33J1niTv1+Nzdu3EBWVhbOnj1rcbt0B4JsJi0tTTg5OYkdO3aIs2fPildffVUolUpRUVHRZvnjx48LqVQqVq9eLfLy8kR8fLxwdHQUOTk5HRx552Zpv7/00kti48aN4vTp0yI/P1/ExMQId3d3cfHixQ6OvHOztN9bqNVq4e/vL0aMGCH++Mc/dkywXYil/d7Q0CDCwsLEk08+Kb777juhVqtFZmamyM7O7uDIOzdL+33Xrl3C2dlZ7Nq1S6jVanHo0CHh6+sr3nrrrQ6OvPPKyMgQ7777rti7d68AINLT0+9YvqioSLi4uIiFCxeKvLw88dFHHwmpVCoOHjzYMQFboK6uTuTl5Ym6ujp7h9JKdXW1uHjxorh27Zo4efKkuHbtmuHY/PnzhUqlEhqNxrBv1apVwtXVVZw9e1bU1dWJ0tJSkZWVZVLmVgEBAeLYsWNmxaPT6URkZKTo1auXyM7OFpcvXzZsDQ0NQgghrl+/Lnr06CEKCgqEEEJs375dKBQKIZVKxRNPPCEmT54sHB0dRWRkpCgtLTWc++rVq8LV1VXMnz9fFBYWil27dgk/Pz9h6dfjf/zjH0Iulwu5XC7S0tIsqtviTv1+J42NjeKnn34SBQUFIjc316q2uyJbvMeYJNnQH/7wBzF37lzD6+bmZuHn5yf++te/tll++vTpYurUqSb7hg4dKl577bV2jbOrsbTfb9XU1CTc3NzEzp072yvELsmafm9qahLDhg0T27ZtE9HR0UySrGBpv2/evFkEBQUJnU7XUSF2SZb2+9y5c8XYsWNN9i1cuFBERES0a5xdlTlJ0pIlS0RoaKjJvhdeeEFMmjSpHSOzzu85STJm/GU9MzNTSKVS8e2337YqN3HiRDF27Fih1+uFEELk5OSIS5cu3fa8liRJarVaAGhzMz7H+++/Lx599FFRVVUlhLj5A1FZWZkQQoiqqiqh1WrbPH96erpQqVRCoVCIp556SmzZssXiJEmr1Qp3d3fRo0cPUV9fb1HdtliSJBUWFoqLFy+KS5cuMUkyYov3GKfb2YhOp8OPP/6I8ePHG/Y5ODhg/PjxOHHiRJt1Tpw4YVIeuLlSyu3KU2vW9PuttFotGhsb0aNHj/YKs8uxtt/fe+89eHt7Y/bs2R0RZpdjTb/v378f4eHhmDt3Lnx8fDBgwACsWrXKZg9UvB9Y0+/Dhg3Djz/+aJiSV1RUhIyMDDz55JMdEvP9iJ+p7WvUqFFoamrC8OHDWx07dOgQjh49ColEYljAQCa7/W3vxcXFZj8jqXfv3jeXSG9jMz7H4sWLER4ejkGDBmHr1q24fv06fH19odFokJmZifDwcGRlZbU6/9NPP41ffvkFWq3W8KwlYeEjRBUKBaqrq3H16tUOfbBxVVUVdDod/Pz8OqzN+wkXbrCRqqoqNDc3w8fHx2S/j48Pzp0712ad8vLyNsuXl5e3W5xdjTX9fqu4uDj4+fm1+nCl27Om37/77jts377d4vne9Btr+r2oqAhfffUVZs6ciYyMDBQWFuLPf/4zGhsbkZiY2BFhd3rW9PtLL72EqqoqDB8+HEIINDU1ITY2FsuWLeuIkO9Lt/tMrampQV1dneHGfmpfFRUVaG5uRvfu3Tu03ZalyadMmYLVq1cjNjYWMpkMTU1NCAsLQ3x8PMLCwjo0pvZUX1+Pixcvon///hY954rMxySJ7mvJyclIS0tDZmZmp3vqeWdSW1uLqKgobN26FZ6envYO576i1+vh7e2NLVu2QCqVYsiQIbh06RI++OADJkntKDMzE6tWrcKmTZswdOhQFBYWYsGCBVixYgWWL19u7/CI2sXVq1dRVlYGlUoFR0dHu8QQGRmJyMhI1NXVoaqqCkqlEm5ubladKzQ0FBcuXGjz2Mcff4yZM2feS6hWE0KgqKgIfn5+/O7Sjpgk2YinpyekUikqKipM9ldUVKBnz55t1unZs6dF5ak1a/q9xZo1a5CcnIwjR47gkUceac8wuxxL+/38+fMoLi7GtGnTDPv0+ptPl5fJZCgoKLDJg/26Omv+vfv6+sLR0RFS6W8PiwwJCUF5eTl0Oh2cnJzaNeauwJp+X758OaKiovDKK68AAAYOHAiNRoM5c+bg3Xff5TNU2sHtPlMfeOABjiJ1gGvXruHChQsICgoyWZ7bXlpWlbwXGRkZt10S/NZRy47U3NwMrVaLkpISlJSUmBzLyspC3759fxd/B50d/5e2EScnJwwZMgRHjx417NPr9Th69CjCw8PbrBMeHm5SHgC+/PLL25an1qzpdwBYvXo1VqxYgYMHD3ap4feOYmm/9+/fHzk5OcjOzjZskZGRGDNmDLKzs+/5g+x+Yc2/94iICBQWFhqSUgD4+eef4evrywTJTNb0u1arbZUItSSqlt7vQObhZ6r9XL16FWq1GkFBQVAqlfYOx2YCAgJMlik33qwdnbIFqVSK0NBQk83LywtyuRyhoaGtnhNFVrrX1SPoN2lpacLZ2VmkpqaKvLw8MWfOHKFUKkV5ebkQQoioqCjxzjvvGMofP35cyGQysWbNGpGfny8SExO5BLgVLO335ORk4eTkJP7973+bLCVaW1trr0volCzt91txdTvrWNrvJSUlws3NTbzxxhuioKBAHDhwQHh7e4u//OUv9rqETsnSfk9MTBRubm7i008/FUVFReLw4cOiT58+Yvr06fa6hE6ntrZWnD59Wpw+fVoAEB9++KE4ffq0uHDhghBCiHfeeUdERUUZyrcsAb548WKRn58vNm7cyCXArdDU1CQ0Go3QaDTi5MmTory8XGg0GsOqbaWlpaKoqMhQvqqqSmRlZYmKigqh0+kMW2Njo70uoVOytN9vxdXtTNniPcbpdjb0wgsvoLKyEgkJCSgvL8egQYNw8OBBw5BsSUmJyS+Lw4YNwyeffIL4+HgsW7YMwcHB2LdvHwYMGGCvS+iULO33zZs3Q6fT4bnnnjM5T2JiIpKSkjoy9E7N0n4n27C03x988EEcOnQIb731Fh555BH4+/tjwYIFiIuLs9cldEqW9nt8fDwkEgni4+Nx6dIleHl5Ydq0aVi5cqW9LqHTycrKwpgxYwyvFy5cCACIjo5GamoqLl++bDLVKDAwEP/5z3/w1ltvYf369ejVqxe2bduGSZMmdXjsnZlWq0VBQYHhdWlpKQDAw8MDgYGBaGxshE6nMxyvqqqCEKLV1K+W8mQeS/ud2p9ECI77ExEREXWU+vp6qNVqBAYG8sZ7onZgi/cYf+YlIiIiIiIywiSJiIiIiIjICJMkIiIiIiIiI0ySiIiIiIiIjDBJIiIiIqI7EkJg/Pjxba4WuGnTJiiVSly8eNGmbV67dg3z5s1Dv379oFAo8NBDD2H+/Pm4fv16m+Xz8vLw+uuvIyQkBB4eHggODkZ0dDROnDhh07jmzZuHkJCQNo+VlJRAKpVi//79Nm2TOh6TJCIiIiK6I4lEgpSUFPzwww/4+OOPDfvVajWWLFmCjz76CL169TLrPMXFxWa1WVZWhrKyMqxZswa5ublITU3FwYMHMXv27FZlk5OTMXToUOj1eqxZswZff/01UlJSEBQUhMjISCxdutTsa72b2bNn49y5c/jvf//b6lhqaiq8vb3x5JNP2qw9sg8uAU5ERETUgTrzEuA7d+7EG2+8gZ9++gm9e/fGuHHjoFQqsXfvXrPqSyQSqNVq9O7d26r2d+/ejT/96U/QaDSQyW4+7nPjxo1Yu3YtMjIy0Ldv31Z1KisrMWnSJMycOROLFi0CACQlJWHfvn3Izs42lFu3bh3WrVtnVhI3ZMgQDB48GNu2bTPsE0KgT58+mD59OpKTk626PrINLgFORERE1MkJIaDT6eyyWfpbeXR0NMaNG4dZs2Zhw4YNyM3NNRlZam/Xr1/HAw88YEiQqqqqkJCQgPT0dPTt2xfp6ekYMGAA/Pz8EB8fjwkTJuDcuXP49NNPsXLlStTW1tokjtmzZ+Nf//oXNBqNYV9mZibUajVmzZplkza6ktraWvzyyy84c+YMsrKy8Ouvv7ZrewUFBbhw4QL69+8PiURi2ObOnWv2OWTtGB8REdE9iYmJQXV1Nfbt29eh7aampuLll18GACxYsADr1q27a52YmBjs3LkTAJCeno6nn366HSOkrqSxsRGrVq2yS9vLli2Dk5OTRXW2bNmC0NBQfPPNN9izZw+8vLzaKTpTVVVVWLFiBebMmWPYl56ejjFjxmDgwIE4f/48ZsyYgb/97W+IiIjAhg0bcOzYMbz77rvo168fQkNDcfz4cUyePPmeY3nppZewaNEi7N69GzExMQCAlJQUDB8+vM3RrPudXq+Hi4sLPD09cf78+XZvLygoCFKpFN9++y0cHR2Rm5uLCRMm4Pnnnzf7HBxJIiIiuzD+da+tLSkpCevXr0dqaqpd4nvggQdw+fJlrFixwqzy69evx+XLl9s5KiL78/b2xmuvvYaQkJC7/hgwZcoUdOvWzbABQGhoqOF1aGioWW3W1NRg6tSpePjhh5GUlGTYn5OTg2HDhgEADh06hJEjR2Lu3LkYNGgQNm3aBGdnZ0NZX19fm41gKJVKPPPMM9ixY4chvj179rR5vxQB7u7u8Pf3R/fu3ds8rtfrUVpaijNnzuDUqVPIz8+/p1E/R0dHSKVSeHl5oWfPnjhw4AD69OmDUaNGmX0OjiQREZFdGCcUn332GRISElBQUGDYZ/ylyh4kEgl69uxpdnl3d3e4u7u3Y0TUVTk6OmLZsmV2a9saMpnMMOXtTrZt24a6ujrD6+DgYGRkZMDf39/s9mtrazF58mS4ubkhPT3dpE5TUxMUCgUAQKfTwdXV1XDMycnJMEqm1+uRnZ2NxYsXAwAcHBxaTTVsbGy8ayzGZs+ejXHjxqGwsBDHjh2DVCq1aKSCflNSUoL6+noEBQXB0dER1dXV+PnnnxEaGnrP9+3pdDr885//xMKFCyGRSMyux5EkIiKyi549exo2d3d3Q1LSsnXr1g0xMTEmv1SPHj0a8+bNw5tvvonu3bvDx8cHW7duhUajwcsvvww3NzeoVCp88cUXJm3l5uYaftH28fFBVFQUqqqqLI5506ZNCA4Ohlwuh4+PD5577rl77QYiSCQSwxf6jt4s+dJoDX9/f6hUKsMGAAEBAYbXAQEBd6xfU1ODiRMnwsnJCfv372/1hVmlUiEnJwcAMHz4cBw+fBjff/89mpubsWHDBlRXV6OmpgaLFi2Cv78/Hn/8cQCAl5cXysvLTRIl40UczDFmzBgEBgYiJSUFKSkpePHFF02SNDJPQ0MDqqqqEBQUBDc3N8jlcsNngDX/T99q3759qK6uNkyLNBeTJCIi6lR27twJT09P/O9//8O8efPw+uuv4/nnn8ewYcNw6tQpTJw4EVFRUdBqtQCA6upqjB07FoMHD0ZWVhYOHjyIiooKTJ8+3aJ2s7KyMH/+fLz33nsoKCjAwYMHMXLkyPa4RCLCbwmSRqPB9u3bUVNTg/LycpSXl6O5uRkAEBkZid27d+PatWsICwvDO++8gxEjRsDZ2RmHDx/GkCFD8OKLL+LXX39Fenq64dyjR49GZWUlVq9ejfPnz2Pjxo2tfly5G4lEglmzZmHz5s04ceIEp9pZqWWkMTc3F6dOnTJsN27cQENDg6FMVlbWHbfbPadr+/btmDJlCvz8/CyKi9PtiIioU3n00UcRHx8PAFi6dCmSk5Ph6emJV199FQCQkJCAzZs346effsITTzyBDRs2YPDgwSY3xu/YsQMPPvggfv75Z7Nvsi4pKYGrqyueeuopuLm5ISAgAIMHD7b9BRIRAODUqVP44YcfAMAwCtWiZRlxlUqF559/HjNmzEB6ejqWL1+Ot99+G7W1tfD29saVK1egVCpbLU4REhKCTZs2YdWqVVixYgWeffZZvP3229iyZYtFMcbExCAxMRGhoaEYOnTovV3wfUqv1wMAHn744VbHpFIpAMDZ2fmu96+1Nf3z0qVLOHLkiNlL1BvjSBIREXUqjzzyiOHPUqkUHh4eGDhwoGGfj48PAODKlSsAgDNnzuDYsWMmN4/3798fACxaZWnChAkICAhAUFAQoqKisGvXLsNoFdH9JikpyeLpacDN5c7NfUbS6NGjIYRoczM+x7p16yCXyxEWFoa0tDTodDp4e3ujuroaBw4cwGOPPdbmKENsbCxKSkpw48YN7Ny5E8uWLTP7QbctevXqhebmZuTm5lpUj37j4uIC4OY9YXK53GRruf/MwcEBCoXijltb97elp6fD29sbU6dOtTgujiQREVGncusHoUQiMdnXco9Fy6+TN27cwLRp0/D++++3Opevr6/Z7bq5ueHUqVPIzMzE4cOHkZCQgKSkJJw8eRJKpdKKKyEiW3BycsK+ffuwc+dOvP/++5gxYwacnJyg1+sxYsQI/P3vf0evXr3sHeZ9rbm52TB1Dri5mIJWq4VUKoVcLkePHj2gVqvx4IMPwsXFBU1NTaipqYFCobD6/1chBPbu3Yvo6GizFhm5FZMkIiLq0h577DHs2bMHvXv3tuqD0phMJsP48eMxfvx4JCYmQqlU4quvvsIzzzxjo2iJyBoSiQQxMTGIiYnBjRs3cO3aNXh5eRlWvrPUnVbW/OKLLzBixAhrQ70vabVak9VLS0tLAQAeHh4IDAxE7969cfnyZZSWlqKxsREymQyurq73tGJofX09ysrKrH64L5MkIiLq0ubOnYutW7dixowZWLJkCXr06IHCwkKkpaVh27Zthjnvd3PgwAEUFRVh5MiR6N69OzIyMqDX69GvX792vgIisoQtHh9wp6mELcuXk/nc3NwQFhZ22+MODg7w9/e3ad8qFAqcO3fO6iXEmSQREVGX5ufnh+PHjyMuLg4TJ05EQ0MDAgICMHnyZDg4mH9rrlKpxN69e5GUlIT6+noEBwfj008/NfthmETUedy6UATdfyTi1idpERER3edSU1Px5ptvorq62uK6EokE6enpJs93IjJWX18PtVqNwMDAe35QJhG1Zov3GFe3IyIiasP169fRrVs3xMXFmVU+Njb2nqf4EBHR7wNHkoiIiG5RW1uLiooKADen2Xl6et61zpUrV1BTUwPg5qp5rq6u7RojdV4cSSJqX7Z4j/GeJCIiolu4ubnBzc3Nojre3t7w9vZup4iIiKgjcbodERERERGRESZJRERERHRPiouLIZFIDEtnZ2ZmQiKRWLX4CdHvAZMkIiIiIiIiI0ySiIiIiIiIjDBJIiIiIiKz6PV6rF69GiqVCs7OznjooYewcuXKu9bTarWYMmUKIiIiOAWPOgWubkdERERkR0II6PV1dmnbwUEBiURidvmlS5di69atWLt2LYYPH47Lly/j3Llzd6xTXV2NqVOnolu3bvjyyy/h4uJyr2ETtTsmSURERER2pNfXIfPrgXZpe/SoHEil5iUttbW1WL9+PTZs2IDo6GgAQJ8+fTB8+HAUFxe3Wae8vBwvvPACgoOD8cknn8DJyclWoRO1K063IyIiIqK7ys/PR0NDA8aNG2d2nQkTJkClUuGzzz5jgkSdCkeSiIiIiOzIwUGB0aNy7Na2uRQK88u2mDp1Kvbs2YO8vDwMHGif0TIiazBJIiIiIrIjiURi9pQ3ewoODoZCocDRo0fxyiuvmFUnOTkZ3bp1w7hx45CZmYmHH364naMksg0mSURERER0V3K5HHFxcViyZAmcnJwQERGByspKnD179o5T8NasWYPm5maMHTsWmZmZ6N+/fwdGTWQdJklEREREZJbly5dDJpMhISEBZWVl8PX1RWxs7F3rrV271iRR6tu3bwdES2Q9iRBC2DsIIiIiovtFfX091Go1AgMDIZfL7R0OUZdji/cYV7cjIiIiIiIywiSJiIiIiIjICJMkIiIiIiIiI0ySiIiIiIiIjDBJIiIiIiIiMsIkiYiIiIiIyAiTJCIiIiIiIiNMkoiIiIiIiIwwSSIiIiIiIjLCJImIiIiIiMgIkyQiIiIiIiIjTJKIiIiIyCx6vR6rV6+GSqWCs7MzHnroIaxcuRIAkJOTg7Fjx0KhUMDDwwNz5szBjRs3DHVjYmLw9NNPY9WqVfDx8YFSqcR7772HpqYmLF68GD169ECvXr2QkpJiqFNcXAyJRIK0tDQMGzYMcrkcAwYMwNdff93h1073FyZJRERERGSWpUuXIjk5GcuXL0deXh4++eQT+Pj4QKPRYNKkSejevTtOnjyJ3bt348iRI3jjjTdM6n/11VcoKyvDN998gw8//BCJiYl46qmn0L17d/zwww+IjY3Fa6+9hosXL5rUW7x4MRYtWoTTp08jPDwc06ZNw9WrVzvy0uk+IxFCCHsHQURERHS/qK+vh1qtRmBgIORyOYQQ0Or1donFxcEBEonErLK1tbXw8vLChg0b8Morr5gc27p1K+Li4lBaWgpXV1cAQEZGBqZNm4aysjL4+PggJiYGmZmZKCoqgoPDzd/p+/fvD29vb3zzzTcAgObmZri7u2Pbtm148cUXUVxcjMDAQCQnJyMuLg4A0NTUhMDAQMybNw9LliyxVVdQF3Lre8waMhvHREREREQW0Or16PNNjl3aPj9yIFylUrPK5ufno6GhAePGjWvz2KOPPmpIkAAgIiICer0eBQUF8PHxAQCEhoYaEiQA8PHxwYABAwyvpVIpPDw8cOXKFZPzh4eHG/4sk8kQFhaG/Px88y6SyAqcbkdEREREd6VQKO75HI6OjiavJRJJm/v0dhpZI2rBkSQiIiIiO3JxcMD5kQPt1ra5goODoVAocPTo0VbT7UJCQpCamgqNRmMYTTp+/DgcHBzQr1+/e47z+++/x8iRIwHcnG73448/trrficiWmCQRERER2ZFEIjF7yps9yeVyxMXFYcmSJXByckJERAQqKytx9uxZzJw5E4mJiYiOjkZSUhIqKysxb948REVFGaba3YuNGzciODgYISEhWLt2LX799VfMmjXLBldF1DYmSURERERkluXLl0MmkyEhIQFlZWXw9fVFbGwsXFxccOjQISxYsACPP/44XFxc8Oyzz+LDDz+0SbvJyclITk5GdnY2VCoV9u/fD09PT5ucm6gtXN2OiIiIqAPZYuWt+0XL6nanT5/GoEGD7B0OdRK2eI9x4QYiIiIiIiIjTJKIiIiIiIiM8J4kIiIiIvpd6t27N3hnCNkDR5KIiIiIiIiMMEkiIiIiIiIywiSJiIiIyA44jYyofdjivcUkiYiIiKgDSf//wbE6nc7OkRB1TVqtFgDg6Oho9Tm4cAMRERFRB5LJZHBxcUFlZSUcHR3h4MDfrIlsQQgBrVaLK1euQKlUGn6QsAYfJktERETUwXQ6HdRqNfR6vb1DIepylEolevbsCYlEYvU5mCQRERER2YFer+eUOyIbc3R0vKcRpBZMkoiIiIiIiIxwEiwREREREZERJklERERERERGmCQREREREREZYZJERERERERkhEkSERERERGRESZJRERERERERpgkERERERERGfk/paj0fhptwkIAAAAASUVORK5CYII=\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "========= Transition Delay =========\n", - "Transition_n Delay: 21.02100000000104 ns\n", - "Transition_p Delay: 21.12600000000116 ns\n", - "========= Transition Time =========\n", - "CLK Rising Time: [6.100000000000001e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", - "CLK Falling Time: [6.100000000001871e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", - "P Rising Time: [1.1900000000013494e-10, 1.1900000000013494e-10, 1.1900000000013494e-10]\n", - "P Falling Time: [8.20000000000082e-11, 1.0200000000011566e-10, 1.0200000000011566e-10]\n", - "N Rising Time: [9.800000000011112e-11, 9.800000000011112e-11]\n", - "N Falling Time: [7.800000000008845e-11, 7.800000000008845e-11, 7.800000000008845e-11]\n" - ] - }, - { - "output_type": "display_data", - "data": { - "text/plain": [ - "
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\n" - }, - "metadata": {} - }, - { - "output_type": "stream", - "name": "stdout", - "text": [ - "meas_time_n: 8.106350000000109e-08\n", - "acc_n: 0.006999999999999895 V\n", - "meas_time_p: 6.558550000000044e-08\n", - "acc_p: 0.007000000000000117 V\n" - ] - } - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "ywQSrDqaxNVK" - }, - "source": [ - "\n", - "|conner test|SS, 1.62V, 100deg|TT, 1.80V, 25deg|FF, 1.98V, 0deg|\n", - "|:--:|:----------:|:----------:|:----------:|\n", - "|Rising Time |119ps|70ps|49ps|\n", - "|Falling Time |102ps|57ps|40ps|\n", - "|Rising Delay |21.02ns|20.45ns|20.25ns|\n", - "|Falling Delay|21.12ns|20.51ns|20.29ns|" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "1VvjC9KXa0Jm" - }, - "source": [ - "# References\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "BFOD88b4obq5" - }, - "source": [ - "[1] Moser, & Manuel. (2023). Design of a Low-Power 12-Bit Non-Binary Charge-Redistributionpp SAR-ADC Utilizing the SKY130 Open-Source Technology. JKU. https://epub.jku.at/urn/urn:nbn:at:at-ubl:1-62352\n", - "\n", - "[2] Razavi, Behzad. (2021). The Design of a Comparator [The Analog Mind]. IEEE Solid-State Circuits Magazine. 12. 8-14. 10.1109/MSSC.2020.3021865.\n", - "\n", - "[3] SkyWater SKY130 PDK. available online at https://github.com/google/skywater-pdk.\n", - "\n", - "[4] Ngspice Circuit Simulator, avalable online at: http://www.ngspice.org.\n", - "\n", - "[5] HGU_goss dedign Github, avalable online at https://github.com/midolls/hgu_goss.git" - ] - } - ], - "metadata": { - "colab": { - "provenance": [] - }, - "kernelspec": { - "display_name": "Python 3", - "name": "python3" - }, - "language_info": { - "name": "python" - } - }, - "nbformat": 4, - "nbformat_minor": 0 -} \ No newline at end of file From 0faa2c4d1632eab4bdec873653c776c50121ebd4 Mon Sep 17 00:00:00 2001 From: midolls <89965013+midolls@users.noreply.github.com> Date: Fri, 6 Dec 2024 02:45:54 +0900 Subject: [PATCH 3/8] create submitted folder --- ISSCC25/submitted_notebooks/analog_comparator/text | 1 + 1 file changed, 1 insertion(+) create mode 100644 ISSCC25/submitted_notebooks/analog_comparator/text diff --git a/ISSCC25/submitted_notebooks/analog_comparator/text b/ISSCC25/submitted_notebooks/analog_comparator/text new file mode 100644 index 00000000..21136373 --- /dev/null +++ b/ISSCC25/submitted_notebooks/analog_comparator/text @@ -0,0 +1 @@ +analog comp From 113c79283c82d6c02f2838a23b73c75b39602528 Mon Sep 17 00:00:00 2001 From: midolls <89965013+midolls@users.noreply.github.com> Date: Fri, 6 Dec 2024 02:52:06 +0900 Subject: [PATCH 4/8] final file --- ...log_Comparator_with_Open_Source_Tool.ipynb | 3042 +++++++++++++++++ 1 file changed, 3042 insertions(+) create mode 100644 ISSCC25/submitted_notebooks/analog_comparator/Design_of_Analog_Comparator_with_Open_Source_Tool.ipynb diff --git a/ISSCC25/submitted_notebooks/analog_comparator/Design_of_Analog_Comparator_with_Open_Source_Tool.ipynb b/ISSCC25/submitted_notebooks/analog_comparator/Design_of_Analog_Comparator_with_Open_Source_Tool.ipynb new file mode 100644 index 00000000..93857e82 --- /dev/null +++ b/ISSCC25/submitted_notebooks/analog_comparator/Design_of_Analog_Comparator_with_Open_Source_Tool.ipynb @@ -0,0 +1,3042 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "aK2t7aSWNojQ" + }, + "source": [ + "# **OpenFASoC: Design of Analog Comparator with Open Source Tool**" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "za0-9P1OnN-C" + }, + "source": [ + "```\n", + "OpenFASOC Team, November 2024\n", + "SPDX-License-Identifier: Apache-2.0\n", + "```" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "L6Ck4z5ujN_k" + }, + "source": [ + "\n", + "|Name|Affiliation|IEEE Member|SSCS Member|\n", + "|:--:|:----------:|:----------:|:----------:|\n", + "|Yongjin Kwon|Handong Global University|No|No|\n", + "|Jinhyeong Jung (wjdwlsgud99@gmail.com)|Handong Global University|No|No|\n", + "|Mijeong Kwon(kmjmj929@gmail.com)|Handong Global University|No|No|\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "FKjQsvZqdNKP" + }, + "source": [ + "# Abstract" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "sn2lFGRvc-68" + }, + "source": [ + "This notebook describes the Analog Comparator, which is one of the modules that make up the Successive Approximation Register-Analog Digital Converter(SAR-ADC). The comparator is designed for an 7-bit SAR ADC operating with a 1.8V bias voltage. It aims to compare a minimum differential input of 7.03mV, which corresponds to half the least significant bit (LSB) of 14.06mV. The comparator achieves an accuracy of 7.03mV in operation." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "yC_nrk-fdbmE" + }, + "source": [ + "# Introduction" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "KIeZTqE4dfES" + }, + "source": [ + "The Strong Arm Latch Comparator is a type of high-speed and low-power analog comparator that is widely used, especially in ADC design. It is a dynamic comparator that operates on clock signals.\n", + "\n", + "The StrongArm Latch Comparator has three main characteristics.\n", + "The first is the fast comparison speed. It can be used efficiently for converters such as SAR-ADC because it can operate at high speeds.\n", + "The second is low power consumption. It consumes energy only during the comparison process and uses very little power for the rest of the time, reducing power consumption.\n", + "The last is the Latch feature, which includes the ability to maintain comparison results.\n", + "\n", + "The comparator operates in two stages: the Pre-Charge and Regeneration.\n", + "Pre-Charge stage is when the clock is Low, and the comparator's output is initialized to the VDD.\n", + "When the regeneration stage is when the clock is high, the output is determined by the difference in the input analog signal. In the case of SAR-ADC, it outputs it compared to the value stored in the DAC. It outputs quickly as digital signals 0 and 1 through positive feedback.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IT72fFwpdpl8" + }, + "source": [ + "# Architecture" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "j47ul4_Ddr6q" + }, + "source": [ + "The following is the comparator circuit designed as part of this work.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "GvzX_M79eGRD" + }, + "source": [ + "![KakaoTalk_20241202_220317277.png](data:image/png;base64,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)\n", + "\n", + "Figure 1. Schematic of Designed Comparator" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "_4H9z_oTdt93" + }, + "source": [ + "The comparator we designed has 5 inputs: VDD, VSS, cdac_vp, cdac_vn, and CLK.\n", + "VDD and VSS are power ports. cdac_vp and cdac_vn are ports for two inputs to compare. CLK inputs a clock signal. The reason why the names cdac_vp and cdac_vn were designed on the assumption that they were used in SAR_ADC, so they were output from CDAC and entered as input to the comparator.\n", + "\n", + "There are 3 outputs: comp_outp, comp_outn, and ready.\n", + "comp_outp and comp_outn are the sections that output the comparator's output, which are digital signals 0 and 1. ready outputs the clock signal of the SAR logic of the SAR-ADC through XNOR.\n", + "\n", + "Specifically, the comparator we designed included the internal label. The internal labels are X, Y, P, Q, X_inv, Y_inv, X_drive, Y_drive, RS_p, and RS_n.\n", + "X and Y are pure outputs of the comparator. X_inv and Y_inv are values where X and Y have passed through the inverter, and when the values of X_inv and Y_inv pass through the inverter once more, X_drive and Y_drive are output.\n", + "\n", + "P and Q are the voltages of the drain node of the input MOSFET, and it can be considered that comparison is possible due to the difference between the two voltages.\n", + "\n", + "In addition, RS_p and RS_n are output values of RS Latch with X_inv and Y_inv as inputs, and the values are stored through this. X_drive and Y_drive are used to obtain an output called ready as an input of XNOR.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "TB7tELQjgeeD" + }, + "source": [ + 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otDolAkBYlCEUskCotDorA0SBQKURwSheVHorA4JApFUpAoFLFEorA4JApLg0ShEMUhUVh+JAqLQ6JQJAWJQhFLJAqLQ6KwNEgUClEcEoXlR6KwOCQKRVKQKBSxRKKwOCQKS4NEoRDFIVFYfiQKi0OiUCQFiUIRSyQKi0OisDRIFApRHBKF5UeisDgkCkVSkCgUsUSisDgkCkuDRKEQxSFRWH4kCotDolAkBYlCEUskCotDorA0SBQKURwSheVHorA4JApFUpAoFLFEorA4JApLg0ShEMUhUVh+JAqLQ6JQJAWJQhFLJAqLQ6KwNEgUClEcEoXlR6KwOCQKRVKQKBSxRKKwOCQKS4NEoRDFIVFYfiQKi0OiUCQFiUIRSyQKi0OisDRIFApRHBKF5UeisDgkCkVSkCgUsUSisDgkCkuDRKEQxSFRWH4kCotDolAkBYlCEUskCotDorA0SBQKURwSheVHorA4JApFUpAoFLFEorA4JApLg0ShEMUhUVh+JAqLQ6JQJAWJQhFLJAqLQ6KwNEgUClEcEoXlR6KwOCQKRVKQKBRlg0H/r7/+Sv1VGBKFzt+7mt4/icLSUKwo5Pn99ttvMoBFrCmmL5IoLD+lEoW///67L5VGqUThH3/84ccDIcqFRKGoUxjov/76azdlyhT3zDPPuHnz5qVeKYxKFoXffPONe/fdd92zzz7r5syZk/pvYUgUloZiRaG1h+nTp7s333zTP8+ffvop9aoQ0QURuHDhQjd16lTfF33++eepVwpDorD8lEoULlq0yM2ePdv3ZTNnzvR/VwKlEoU//vijHwO49++//75bsGBBjSdbhKgJEoWi1qFT+/PPP90vv/ziDYAHHnjAHXHEEa5hw4ZuzJgxqaMKo5JEIfcPAwnBNn/+fD/YnHDCCW6bbbZx9957b+qowpAoLA3FikJm1T/44AN3ySWXuNatW/ufb7zxhlu8eLFvMzKMRZSwvoi+nAm9kSNHumOOOcZtvfXW7vHHH08dVRgSheWnVKLws88+c3fddZdr1aqVO+200/xkAcKQvoySVEolCr/66iv36KOPurZt27pjjz3WPfLII37Mt/sngShqG4lCUetg+L799tvulltucV27dnW77767W2uttXznWdO4+0oShRhHCIehQ4e67t27u7322sttuOGG/jsPGjQodVRhSBSWhlKIQryE5513nqtXr57baqutXMeOHd3FF1/snn76aTd37tzUkUKUHwxTohRuu+02PzG15557unXXXdfX/ZqupZUoLD+lEoWffvqpGzhwoB/fGaMQN+eee66fCP7www9TRyWPUorC+++/3zVo0MDVr1/fj/WI62HDhrn33nsv0cJaRAOJQlErMKNFWByhRcx2YfQ2bdrULb/88kV3nFAJohDhxkDw1FNP+e/G7Osqq6xS7TtjnNUEicLSUApRSJgVhpO9xzLLLOM222wzd+SRR7oBAwa41157zX388ccKKxVlgzDRadOmeW9gr169vBhcccUVq9V7jNmaIFFYfkrpKWTy1yZ9Keutt57bb7/93OWXX+5eeOEFN2vWrMSFlZZKFOIVREBvueWWVe+19tpre3F44YUXutGjR7sZM2b4sFIhagOJQlEyLEz0559/9h6Ohx56yHXu3NltvvnmbuWVV/bG7j/+8Y+iO05Ioii0+0foIIMDA0CPHj18mCgDzrLLLuuWWmqpqu/LvZQoLC+lCh8955xz3NJLL+3fg+f6z3/+078Xs+0tW7Z0V155pTfSqBucI4NZ1CbBvgjR9thjj7njjz/eezCYmErvi5jsw5itCRKF5afUohAhw/vQl9GvMfbTTzZu3NhPgLFsBGFIYpUkeL9KLQpZWmPvRTvj/hFJstNOO7mTTz7Zt0eOtfunsFJRKiQKRcmgg8IzyKDQpUsX7xncYIMNqozd9LL66qu75557LnV2YSA6d9lll2rvlwRRiEC444473IknnuiaN2/uNtlkEz8gBL9nsNx5552pswsDY69Dhw7V3kuisHDSRSHG8cMPP5x6NT+Y4LjggguythMmBg466CBfxwkrxZAWorbA0CTRBZNO9At77LGH22ijjfxkRVgdpd6zvrAmMEGFJyT4fhKFdUu6KCRSgTDhQiE6aMiQIdX6xGBZaaWV/CRxmzZt/EQYAgjPYdxJF4U1tW2+//57L/hYRhC8b1ZoZxtvvLGfRDnllFP8+k2iiSQKRamQKBRFw0Dw1ltvuREjRvgw0WbNmrkVVlghtFMLFsKPLrroIm/k0hHmWwinZC0ds5nB9+vdu3fqiuIFRhED8KhRo7zRT8KR4ACTrbDGkBnJsPuUqXA8CWp23nnnau+FkJcoLIwXX3zRz+DaPUTAn3XWWb6Oht37YCEUjzZDiOiBBx5YzfMSVnjvLbbYoiqs9JVXXvGZ6vDMC1EKLJsoyS4IE2ViCkM+rD4GC57DfOt9sHA8E1skqgm+3+mnny5RWIcwkRu8/4R/XnfddQWNzdSZ22+/3U9o4ikLvl9YWX/99V27du18WCmewzhnK+X7B20exBvhnoXcP8YD1g6effbZ/t4E71VYwRtLFIl9DmvTab9CFINEYQXCrBJ74ZBBDhFAwcuXDwzUnMs5rHEiDTkzxCSQYQYQAwLjNRgmmqlwDB0p4UiFFnsPOl/eg89kcKkrCOGz+8dP/s4Hu/echzHPwnK25mAx+bbbbuu/W3poVrZCiGH6vcmnEM7L+dw/Wxt00kkn+esS+TNx4sSqyQnzonBPw+55pmJthnOzFQvFon7ggWfy4KqrrvITMrRF6iGF+pXvzDHtPr0ea9Y5PvCsgn0RJd++PNgXUX/wPuPx6Natmw9fCwv5z1Q4ptB6b4U+jPewvpy+j8lFicK6A+8eE5E8C3selLDnla3Ql3F+rjpjfRl9JgK0SZMm/pmPHTvWT5JSJ/MdUw2829YGCu0Hi4XJDSYH+T7UY/ueYfcoW6HNcX4+4z/HcA/xShJWiueQ9ktYKfeg0O9PewveP36qDVYeEoUVCGKEzpfEAHgqCOEgBCEf2CMPTxPrBW+++Wa/tcR2223nw0Uyhb/VRqHjbN++vV+fQBp/yvjx41NXWbswWL388st+7Rj3j/vINgL5rI3A+OLeP/jgg34gJu00HjsW4+cjDEpZmGVkdp97h4eSmcp8DUqxBLLtMaN+9NFHux133LFOnyFGBOHFhGJhUBF2TFsmbIn9rnLBgM+6IesH+InIxZgQ8QDjjX4v+AzJ9JyPMUioGhNS9OVEXnTq1Mn961//8lkPM4WJ1kZh3Nhnn318OCF9EZl32cqgrgx64fy+wX379nVXXHGFX8e+2267VRM3tV2YmCRklYkuxM1NN93kXn311YLGo48++sjXZcL3aQd4z+rK80hm1WuuucbfP8ZUwjvzjfYpReFZEd5NAiiyAl977bXezmCZSL588cUXfoIf24SC57em+0iL+CJRWIEwk0THT0Yw1pWRcGT48OGpV7ND/D/7UhH2wcBBh8RMH8ZpekdVm4XwlEsvvdQbtazJYkBAsNYFiGpElN0/7kW/fv3yMqaD957QLAZDOnQGxHxm5EtVMMRYt8PAy2bDFK5NhlhhMJuKMCRsimear4e3FIW6Y+3OEtJwDYQU57PmEIOrf//+fnKFesy5rG3MR1CKaIDRixFqfRHPcvDgwXnN8JMUhOQx9F9sE0Q/hCFLX5Re12qz4B0kVHXSpEm+H6IvV3bFuoUJAjIcf/LJJ37SlwRxeKDCnldtlOCEMvYE+QIQqUx65AveOsLwDzjgAF+nmXDFNqgLsAm4d4wFTKyRDCafENBSleD9W2ONNdwOO+zg+4VCbCKyXB966KHeHqQfOfzww/1kgagsJAorEDovksAEO5M+ffqkXs0OIszSJZuIwUuCp4KZKgb4fMJHKBxDuAmdGANQvsWMYQxxZrfw0GEE1ZWg+e6779whhxziv4PNqJOMIZ8BjHtvYtruPQMYs+MsLuf+YZzlKxA5vtD7R4gKe4sxs8maNDyf3D+FitQMJgPIFIshhccXD17YfU8v9twwxPOZladOUGc4Fm8Oa3cvu+wybwTxutUnDCqM61xw3QhIzrF6zHvV1eSKKB4mcvbee+9qz5DJnnyiFliDhPHIOTaZcfDBB/s1SghD6lkhfTn9ck36ctoMa2QxqJmoUF9U9zB22j1HCLCujbB4xoqw55apMFlrIcBh9SRYOIZQeNbGMfZxvv2fn9gVhWzDw/6IwaUXvCfrY+uC4P1jbSTj+fbbb1/Q/aPtcP9oE9aXZyt8TyJTOI/vGsz4yk+SNxWSkIx1jcH18UR/4bEXlYVEYQXCjGCjRo2qGj+Fmdp8IEwS8Rc8l3VNzMjRgRA+QQhI8PVMhc6PzpMwB4zqfAszgux3xEw3npq6BlFohrgVvKf5hGpw79O30jjjjDP87DhhYNdff72f8Q+u68hWTj31VPf888+H3qdMhftHiCHCoZDwEpEZ25OT+0rYUth9Ty+E7pFciAyPGOP5GALMPpOFlPAg2gDPMLjHIQVDP5+MfohCPEXBcwnjkyiMD6xJTs/cSfhdPqKQ7KLB1PcUEn/Rl9MnM2m07777Vns9U8EYZ2KQhCFhdT1ToS/iHPrFQrxCovbAa8heePQvPJ+w5xZW6PfuvvtuHwmDyAmrJ8GCAGHvXUKGCfskcib4+mGHHVaQKCTqIXg+opb11nUN10z/y3heyP1jPCDs9fzzz/drxoPfJawgOJncp/8ndJwxJPg6k4Zkac8X9pPGJrPzEahcl6gsJAorELxVu+66a7UOhNnhfHjzzTf/FirK2jgDg4I0ycS1Y6ykZwgNFgYOBE3cQBQSphL8LniJ8jFqMH7S733QS8vMHmsiMOxYK5ZutKWXmm5JIaIDbYZJmUyiEG86M8F4lFl3xbqPYFgUCZaCx7MujEmGXCAKaafBcwlDlCiMD2GikKRV+YpCtjoJnksYvIHnjnXTJKDCeCeRWPDYYMGrWNMtKURyYHKMCJ5MW1Iw2Yn9QKg7UQqsg2YbJvoiwhWDx5KvoBBRSI6D4PnUV9bXxgkEOWv56O+D38UK0QBMDLJFDNFJZI1F+GJ74N0NHsv6wkJEIZ+L0LTz8UAiVEVlIVFYgZRaFJKkwCCEghAg1iWRrp+On/VOGLbpYZHMRNVkg9dyU2pRyOy8YfeP92KNDbPvbBjN/SMsJ3j/+L2mm9eLaEDobtjm9fzO8ybMl8x8tE/2RGStVXpWONbWWp2gSBRWDqUWhXigDeuLWC9FYi22iWCSL6wv5++abl4vkkP65vUUwhwRg2uuuaYPqWSSAa8UE6A2Zv7www/eM2jnUCpRFBIOHrZ5PZ54CxMlKoktpbDjLNKH9i5RKEqBRGEFUpuiMAizXsTX4w1k0Tizg8HzJAqXlKAoDMKASHggYSg33HCDXwCenhVQojDeIAppI4QABY1s1lkRRmxhooQj0Z7CkCisXGpTFAbBaKcOUhcJK23btm218yQKBYSJQsQF2TjZR5hweeod++kF6yiTyBKF/xOFTATb90CoNW7c2Is+wkTfeecdfxwTNgZrGiUKRSmQKKxA6koUBkHcsDEre2Cx5hCjl3PZBiFu1JUoDEJCHQYEDD7WfVkoFwOwiC+IQhJ+4ClkQCaJE+K/Z8+e/nnTboJewTAkCiuXuhKFQejDCCtl7RhJbmyNOd4LUdkQcsyYZAmECDumngwdOtRNmzYt4xgpUbgE2jNti2vHs2pbTHBPsb0yZYZmjJAoFKVAorACKYcopNOi0KmRxKBLly6+44tjdqtyiEJmAjH0CB18/fXXfXIaQkm0pjDeIArZ44qESyQNIFyYsGtm0hFt+WTUlSisXMohCq0vJ3SN9PuEA26xxRZaUyj85CU5BciwzZYQ1AnCRC3kPVN/JlG4BNZkkgWUNYNsD0HiHmwG2lq2+8drEoWiFEgUViDlEIVBEFVkN2OPvDjuR1UOURiEARSj/5VXXvGDsIgvDPKs2SI0b8KECV4gEiaajxg0JAorl3KIwiCElVJn6cu5FlHZIP4+//xzP1mAZzA9TDQTEoVLYJKQdsTYztYghInyv1xIFIpSIVFYgZRbFMadcotCkUwKEYJBJAorl3KLQiHCKLQvkyisTqH3T6JQlAqJwgpEorA4JApFlJAorFwkCkUSkCgsDolCUSokCisQicLikCgUUUKisHKRKBRJQKKwOCQKRamQKKxAJAqLQ6JQRAmJwspFolAkAYnC4pAoFKVCorACkSgsDolCESUkCisXiUKRBCQKi0OiUJQKicIKRKKwOCQKRZSQKKxcJApFEpAoLA6JQlEqJAorEInC4pAoFFFCorBykSgUSUCisDgkCkWpkCisQCQKi0OiUEQJicLKRaJQJAGJwuKQKBSlQqKwApEoLA6JQhElJAorF4lCkQQkCotDolCUConCCkSisDgkCkWUkCisXCQKRRKQKCwOiUJRKiIjCv/66y9vVH/77be+Is+ePdt98MEHfyuffvqpW7RoUdWgh2HD8RhBM2bMcDNnzvSv58PixYvd559/7mbNmuWmT5/uf4Z1QjS4r7/+2v33v//118DnIKwQB/kMvlFDorA4JApFlJAorFwkCkUSkCgsDonCv8M9wcZfuHCht/PRFOiDoJ7gb+zhH374wfeZ6JBff/3VzZs3r8rWR3PkY+v/8ccfXr9g43Ee58+fP9+Ps7xvEOr1l19+6T+fY9EeX3zxRV42ZG0TCVHIDePhMUjddddd7swzz3Rt27Z12267rS/bbbdd1c/DDz/c3Xvvve7777/35yLUunfv7nbffXfXsGFDt9NOO7lHHnnEv5YLOoxOnTq5Jk2auC233NIb6y+//HLq1f/BZ11++eVun3328dew4YYbukMPPdQ9/PDDeQvQKCFRWBwShSJKSBRWLhKFIglIFBaHROHfwU576623vH168skne/t95513rqYpGjVq5A4++GD/PbHzGRMZO7GHeX3rrbf29fLBBx/075eNBQsWuGHDhrn999/fa5Edd9zRXXXVVd7eRjAa/P7KK6+4c8891/373//2xzJmd+vWzQvEclN2UcjghRIfPHiwO+mkk1yLFi3+JjqCpUGDBq53797ecwd4+Dp27OhWX331qmN4r3x46aWXXOvWrd2KK67oz1thhRXc008/nXp1CYi+MWPGeJH6z3/+0x/HZ/EA6XAQs3FDorA4JApFlJAorFyiJgqZ+cYQ6tOnj7vkkkt84ff77rvPz74HjaMw6EMnTpzoxxTOvfjii/35N9xwgx9vEQm8B+/12GOP+dcp9lnZCnYD78s1xnHcTjIShcUhUVgd2vjtt9/ujj32WNe0aVO3wQYbuH/84x/V7o8VnDxDhw71oo4x8b333nNdu3atep3zb7vtNu9xzAb3+sYbb/Ri0M7FwcW1/P777/4Y+mW8lr169fKOKDsOcUrfhLew3JRNFOIdpHPH08fDCxrKiK6NN97Yq3QUPQU1zf823XRTr/oZDAFljfdw3XXX9ecuvfTS7o477vCv5QK1jhFUr149fy4/n3322dSrS67x1Vdf9QLQ3n/NNdd0hxxyyN/EY5yQKCyOKIjCn3/+2YcnTJs2zb377ru+8DshErzGIJENXqcT5Hg6QTufSRb+b51YEPPoExLBeRxrn/3hhx/6cIh8PrtccP08Izpeu24r9r3zgXtAuEfwfO4dzzaXMc7n03fR79F3ce8xzvkbMZbLaA5DorByiZooHDVqVDXD0grXOH78+KoIn0zwfbj+9DFmvfXW8+O6GW4Y+8ccc0y1Y/IpRBIxdkc1woe+BSMyvV+nPSOQcvWt9HEYr2H9OhPpYf16EN6fezNnzhxfP3iffPol6huhc9gWjEt8NoVxgf7WwvMyIVFYHDw3iULn6zd1l34MMWffBU1Bn4Km2H777b2m2Gqrrdzaa6/t1llnHTdkyBDf93A+9R6b387FUYVozDUuYv8MGDCgyr5DhJ533nneVrB2x2TWAw884KMTOWaZZZbx13H++ef7vo32W27KJgrpZLiJV199tX9QK620kr9J66+/vuvSpYt/SMwY8oDo2MaNG+cGDhzoXzvyyCO9YQq1JQrpwKgk11xzja80vE6DadasmXv88cd9BxhXJAqLIwqikLAIQg+YJGHChMLv7dq1868hzrKB8cHsF98DwxAPPIMo4RV33nmn77yCHRSDDu/JIHv99df7kAtmt/hczsWT/p///Me98cYbkTW4MCbpoC+44ALfEXPdXD+/873p+PPhnXfecS1btqy67xTaxFFHHZWxXzBBiqHEgIXBw8BA37fDDjv4vwmdp88pFInCyiWKonCVVVap9p4UjDDGevq/bDCep38fCqKQfgnBQ72lDdLnph+Xq/DekyZNiqynkP6B8SG9X6d/pW/NJZJYD8V9InqK8Dfr1xHD9PeIhEzC0oTdiBEjfH9EP7Lvvvv65Tq57B2eC95gjGnEiIXotWnTxhu8L774on+PTJ8tUVgcEoVLYEICLxx1174HbYgJJMZ32hBjI33fCy+84G2WDh06uHvuucffq9oShegdnhHtANthtdVW88cgSolg4DPp16JA2UQhM0cIv1atWlXdfIwjHujYsWO9izU4q0Vnh5hBtDHw0IlAbYlCDFs60eAAhRFHGMtnn33mj4krEoXFEQVRSOgzXuvg+1AwAmhXtJ9sMGt8/PHHV4VOWyGEul+/fj6kOygKGZwxDk488UTXuHHjauHaFGa8MAJM3NDB1sTrVZvQhzDBxPcOXruVM844w9+3bNdNv8VMn00UBQuDh4W1B7EJJvolwlkQ0wy4wXOZFMOAIlQ9n3oURKKwcomaKHzyySerDB76kvr167tll13W91UIlalTp6aO/DsICwxTwqo4d7PNNnPLL7+8fy9CvOhXaF+0T773U0895a688kpfCFkNFiZzKUT1EDpmM/Ks42H8jsKMfBgYrWbLBAvC8NZbb/VjdzYQXkRSpXtrWfrCfeL8oDDjd9o7YnTkyJHe/tp77739c+O8XXbZxU/Gh/VrBlEOjDlMSHKv0z+XiS8mEfv3759RXEoUFkeli0Krx4g7JkDoc/gOtHnGR3KFpIdmMs7SB2LzM5FO3awNUUj7oL+ZMmWKf0YIQV7HhiCnCbZcVAQhlE0UElaAYb3qqqv6G0RlPOWUU/wNDIrBdDDsgiFqpRaFzz//vB9QeVAsTKVy0bERunrOOed4YzlKD7AmSBQWRxREIXUXrzrnU+fNeGJGHdFDB5QJ6i/iiM6Oc2h7tl6WgeCmm26qZjjxk5Cmgw46qGrQwBtgM9CEY9D+MLx4jTZFsqdcoWJ1DX0HHT6JqbhOCte83HLL+d8xWp977rmqCad0uA94KGgr9FvcM8ScrVVgNj8sBBWDiqRUDNL2uQwIGOTcP4qJTAtjKcRolSisXKIsCqnThHAhCGkjiANCNzPVbdpWz549/Xn0bc2bN696LxOFRDDkCxM41113nfcU0M7x5Ndk0qUuCY6vSy21VFW/jkhjQun1119PHfl3aM/YQ/RDnENfbX0y/TXPFvslKAqxpUaPHu29Fdg7QVFAIYEfORrCRCHvQx+PvUXfZtfK9bOuirrFs7T+kefJuBUm9CQKi6PSRSGaYcKECd72sTrPRApjPbZLLqhn2AelFoX0Z9jbRDaSrBIPOq9hOzAJTH8YtfG2LKKQG/TQQw95zyA3iIrI7BQZfnIJLgaUYKdWalGIe5f3PO6449xGG23k/48BeOqpp/rjqThxR6KwOKImCmk/GFx04gzMiAIG+kwwY0Ynh7HEORhu1gbCRCHHE5KEJ5BjzKtFO2Nyh3AsOj8GYTpkjEAG9Kh51MNEIcYW3lWEIeG4GJGZZsXpd+i3MLrwZODRCM5KZhKFhMHvscceVQYun8kCdCIiGLC4Jp4HdYiZTtqnRKHIhyiLQvoDZsIxzvibvoUQUiZ+g2O4wbksz6AtMptOPTYjtVBRiCAkPMz6acZwvhveyHzuTbkIjq/0s3g66Ju5J0y+kVwnExilZD/kOCI56NfXWmst/16ZRCH154ADDvCv2xKeYMkmChFyLOthOY/1gQgRxg88wvRv2E1WH5hYp99D/KcjUVgclS4KmdwgFJT2ggbg+pnkyCfkGqxNmI1QKlHIUhXej9Bqklrae3IMfWG+eQzqkrKIQkTXZZddViW6LK6WBdGFUkpRSOfFwEMFwODjvegsGXQJVYma56OmSBQWR9REIbOxhO6Y8UV9JsyZgTzMACJUguvFYGAQICw6myhMb6+0NTsG+AxCuvEkmgGw2267+SQFUSJMFGIUI3AJo6Wts74AoRsG65AYeMzQQkyyFjGTKGSg4R4RjmuhvltssYUfKEhgFRysGLwJccGYYtJMolDkQ5RFIZNI1HWEHpMo/A9vF2IhGKJNO0EU0KdYP8RkC6LAQq0KFYWMcQgSG6voj8gFEHWC4yt9Bu2RPoO/ua8YkvQPYc+X6A8msxkPmBykX7d+J5MopN+xpBd49xgXghEN2UQhz+KKK66oyrbIZ/C8bd0o/S0iFpGKgUwdIHQ+bMJSorA4Kl0UUj+ZgMK7zrVT71kOkmstbDqlFIVcC5MgLDdh4oV2yf8JscbeRu8E22JUKIsoxKBlcAjeJGbgC32AUEpRSKeFkcTMF39TmG1jsOKBJwUMVdaF2XekIMrzgbDEdFGY7xYgSYEBDAEUvAflFIXMwLKOxN6X0ATW/nFMmOcdAWdeP8JNCesxoRMmCpnZZbDHMOMYnj+hGkGoF6zXsTaNUccC6ygRJgrp8Hv06FFlfCL0iBZIf5aElWBoHn300f44ZuIJBaFYuEq6KOTeYxSxronXeS6EsHFfMg0GzHgWmgSjlKKQyQUmPUQ8oL4F1+VToiIKbZ8u0rtb2JStUQsuEaEekh0TEccxGHQIBLaaoG/jf4WIQtoW3nkmbDgX+4K1PTWZdK5rgqKQ62abLgQtf1Owm/huYWMNa6No+9hARCPQr9vawEyiEM8p70noPBN/fD7jkX1eNlHIpB/jIGMGIpTIL+y4INhnPEsbF+g38WamUxuiEDEd5pVMKixvCn5/nj+TRvnCpEm6KGQ5RdRhgokxFc8g180kLRMdt9xyS6j9k41Si0ImmZmoMfuKdkA9JxMz113I5G9dURZRyEwRrlRbT8iC8myx8tkopSjkXIxkMxDpwFD6dJy19fB4XzppBvG6KED4TrowYYE518H1hJ1HAZ6TDdRWWAAPdfk9ylWAzoHGHrwH5RSFDH7s5XXooYdWPRsyXNEOEBkGz4dZZryIFirELD7PHjHE32GiEGOKY4KiEOEUNC4I06CtWNshXJJ6FiXCRCEiDU+3GWLcPwYTm+02eOasC+R70W8R7o5BxMx3Jk8h4g7DlhlrXse4470JbYNge7G2Zz8LoZSikGyDZgAG632uYtdd6LWLJWOAPfuwe5upAIYIbT34DKMiCvEQkdyELaeYxed/TLzSTwT7SgTB8OHDq8KraFtMUtIvWnRCIaIQA5HvYTYBE1T0V9buokxQFPKTe4A4sv/h/SEBHvfMoN7QZulbLAEYRjHeCHu+mUQh9YQxgSUC9HGIdbJLcw4lmyjEM8kz5jj6fcQ/0Q5BSNxFwh/6JI4jDJYQfRL5Ba+jtjyFtrY+2G6SVoDnRrsKfn/GKks4F3ZesACJhtJFoW29FnZObRYbT/KBds0kNSKY66aOoQmI7gtOPuVDKUUh3nHaBZrCcjZgAzCpE9UM7VAWUcjAQYWlo+JG0XhrOqNTSlHIQ6RRMHCh8vEA0NFhIGfLSFhTqPSk0GUdEV4WZkpPP/30Wi1nnXWW/042g2iFGVxex+Wefo4VwhO41ybmrRC+xPuGnZO0wvdEVJihb6XcopDNmQnl2X///f3/aA9ca3BQpYPkPOvwWFNIXejbt69fk8j/wkQhnR2ZR83AoKNj0TRtj3ZBWDUJUux7YcBQj6LmXQ8ThcziMUmFoKNeY9ByfwjvDMJzw9jGOKXt4DnlfXKJQhNdDFT8TjgOAxib3PJ8GMgx3ri/uZJsZaKUopBnx/fPtz2THAwvDAMwoVqEv8bB+I4KeGUZ+1j/Rhtitj/fcYBnxPOzyRorUQofRRROnjzZ90+MzfyfCTXqiXnEiRDiOzOLzpjLsU888US1iahCRCHeecZ12hwiCe9++iRPVEkXhYSr421luQL3hntEmwsuZaEPZrKW/3MeS18YjzjPRFsmURgGWUI5h5JJFNJPEQZs14rhiw3D0oQgnEffhr3HcdQBvlN6lufaEIXUQ6K+sFvC2k9SCmMtbZ7Jj+D3xz4g8Uo+fTn3iCgRi3qh4P2lrdbl/aMfoN3ff//9ebdZ+lDqotUxrhvvN31qoXZ7KUUhBT1hOofCMyKclImYqFIWUcjsA0LCxAVrocj2WRNKKQrN7WxhJxTEEg+azrTU0DkT8oG3wgxLlXiWcopCBCoDLYIDj6HN9hHHzkauJu64PmaT7fMZMKnbiAoEIv8LE4UYAIR38R3xpFFXMRY4DzFAB24hkhgHdMhk8Q3OZkeBTKIQg4pnQPgTE0K0eTwXQcMaTyiz9PQvhMUxq4rxmm1NIQashRmbKGQWnvto6z8pfCYDD0KR9YyFCsNSisKaFAwJ7inrnfDwcG+4z+neAPE/EES0TcZC2izh3sG1XMWUqIhCQkYRhXihmPikb+D/TKTgnbdJI+q8eQnpXxCEbJHAxIttcZCvKOS+MmGFPcAkL+M57SouIdFBUci9oF9i0oo2bveVMDm8odY/044RbhZmSsQIwo5JQgvbLUQU0v9zDiWTKCR6isSAFpnCWMTzSt9yBMHPGGHPl/6TfQu5/mA/VxuiUCWeBRuEMfK1115LPdnsMEFCOKb1n4hCwqGZHCp0LC21KGRShr8tMosJZewurpd2G0XKIgpJC92+fXv/8LlRdCjEmddEPZdSFNJx0iFi7JmhRwVD3bMOq9Qz4HTO3AsaQNBtrxK/Uk5RSPg1opC2QDuy+ozxxayUrSug80QEYMRTrwkjxbvDWpJs4aPA4Ey4ELPBGHe0FWbhaXfMXvM7oV6IAzLS0bkGz48CYaIQAYshhpCxkGDaPt47BB4zjYgb7qOFstFnYJwSxoVADBOFGDk8I1vvRfgIotPCqCi2KN5exxhENOIxLOTelVsUInj5nszUsnaCuoTYZj1KroG0EqFu0FYJq8NYpg3x7KlfwTpR0xIlUchEAYIMbyHti/6FfgsRTD2nbdH2LBM5woZwdYRkoaKQ9k29p+7Z9yESAq9/Pn1zFAgThQhkJt5sXR59Dt43E9X0zXgJaYe8zj3H+4w4tgiQUotCxhTGGusTeaZkoE4XhdR1jHvsPY4zUchzkihUCSsIJzyc+S4pY4kMGdAtjB77BpudBG/0CYVQSlFIX06+AsZ0+lkmf/k/9hn2BWNAoaK1LiiLKGSAYOCymUM6OwxTvBGFUkpRyIDFzC2dGP+3wQ2PJp9hG9uXCjpnvDt0fqUwBlTKV6IgCumUqLvMmCH6MKQQcYQoYyQiAFmvwzkYHszgYmQhKgg54v+ZRCGdF2GPiKhgOESwkCCC8NURI0b4wTwOopDnhhFKEpngQv1jjjnGG2gIJ86hE0f8cc8Jp+H/hPtlEoUIcNYxMaDwGl4L7hvbXhAigyDHg8Hvll2Qvovj77777ryMeqPcopDCpECwXlD3qAsMzBioUasL5YAJBoQQBj7ChUkbmxilUEfs92JK1EQhxhThgky2Wtg9Hnb6KpKV0J4wBLEHMAbpk+h/ChWFeK9oO7a2iHvL94mTxzooChFc9DsIOdbGEV2FYYmtQ9g5YpHnzE8TXdwv9ohFtLEsgBT9/L/UopDnkI8oZBzgOxG1wnEShSq5CvY242/6Eo5MMLbQX1hUDnUMW4Sw2WCYdT6UUhTSnxMKi95B31hyPwpjNP0hjrCojY1lEYUYYISP2ABBJTB3bz7KPtiplVIU8pPYZB4+A1AwQycz4MRuc+2FxilngspAh0n4ENfBYMZsB51/bRVmpsmoaqG7VhiIcn0252LIIDiC5xJ6iKcg7JykFb4nosuySVmJgijEEKBjojNklpmQBa6Zxf8M6ni26JgwLPg/Aziz+HRY2UQhM3HmJbRwJOoL7YMOk2Q1Fg6J8cbsPCFgNckmXJuEiUIGH8tKSMIkjCr6ELxeGEOEo5Gqm+fODCRtFGOIZ83x2UQhISLcZ15j0gfDFzHA5Bd9GP0Ia3AI9zJxwLNhjV4hfUwpRSGDKd+9kPbMPaFe8P1sQT2F+4gIZmBkQgFhkE//njQw3BEsGPa0LcSyCScKdYN1ugg0jPCwexxWeEYcHxSWlKiJQrx+9DP0CYwfvMYxhGjjJaT/oN7TL7IfKv0GIaWFikLCcanPCBW8ZhbmHSfCRCHtBuORfoG+nn6dMYhJJ+oV9g6eEcZl/o+HBZEVBVFIdBWJNVivxnF1KQqpUywFwG4Jaz9JK/YsrNDGaFv59OXcI0IdeT52PuMdbaiu7h/2J2MJEQUIpkKcRNQTvHL0hTa5xjpc+lxbu5wN+kvsnVKLQuo6Nh8T8/RNXJ85gGhbTOAEl5xEgbKIQoxMjARbGEtFNNFFrHnYQ+SB8eAwthg0bNArtSg0byAPmNk4hKs9RIxgMmdZRqdSgGHGgEmnT0db24VZU2bug+smKdx7REW26+A6WSvGAB08l8GGBsP5YeclqfA9GVjJ0hi8B1EQhRhFPF9Ci2x9CR4cjC9bE4jhjmDEwED48cxyiUI8jHjR7BjeA2MF4wODj06ULJu2LpE9/9j7j3oWpRn6bKIQEYbXnhltQrkx0hFwGDWsizIvGP/DcOO9SK2PAMskCunjGOx4jWOoMzyboKFDX4Y3jb7F+hkGt0LCSkopCjEgqEfU87D6n14wFmkPRFgQEohhYpNGDIp8byJBGABZ58Rm/aWaVIsDjFO0MdaFUXcI50Ow8Ky5Pxhe1DUMYoxsxjP2FsunL6XuMF5aggUrUROF1CfAMMLA5DXaGJMFbKWD8c7/EAF8H+oHk1CFikLasfV7TG7wfrTBOBEmCmnLjL2EsNuzpj9CQCOeqVd4WblX9NOMMfRDtSkKqZ/5iEL6ESb7LbQP+4znyncK9gO1IQq5jwhn7l1620lS4dlgr7J9SfD70xZoc/QTYecFC3YD9cnWvlFox0Q11PX94/swfhYyBmJ7MR4zKUKfyvVjj2DncA/A7BnDNAVjOd8f3cFnllIU8vn0f2ge+ka0it1jbC3aRdT6qLKIQqBzwqNhhiaFARODDW8dnU7wIfI3yWjwdiD6zC0cJgpZ1J4P2UQhHRbJJRi0LFafgYyZF2Y8qURxhcqbvk8hoiIf6PSDSTIo+YrwpEAHhGc7eA+iIAoxuOnUMI6o17yG5wbRQIdpoo06jJFKG+J6colCZtsRGnS2TN6QVAbvI6IC6Fj5m1BIjDHeh3VlDCg1WSdcW2QShYhX2jthWBhhtnaHNkJbJ2SWv+kfmBRCKPKdMUIyiUIGGLyAFq5LH8ICc+570BjiOIw9wr9MFHJ95RKFXAcGWqFgeGDQ4j1lptfqphX6Tiai6E/xvOYaYJMAYwQhUDwfkoPQb1pdoWB0YXQzocKYR79c6CQKn2FCy0pURSFeLda+ManE63x3m5wkcgVRYXWPNlmIKKQus4bVoo8QBEzm0CfGiTBRyIQe/QE/8X7wGoWkTgg2e4aMK+Q+wIin/65NUYiRy0SQXSvPiWvluQXBbkNsEJ3EcfRxZEWl/QfraG2IQsLyqeOVAgIk+P0RM4V4oag7NvlJwRagX4oDjKm0ddqEiS4mm/B+cl/IRJpeh5l8ow5Tb4jq4V6FiUImSu+77z5f57ORSRQyFlPXqfNMCjM+28QptgaTY9hsUZlAL5soxBgirAADyDp+u0nMfGHEMsOESOMnD44HRUXndTM200UhnQ5rFEh2gVcrWHgvhB6DEzBgZxKFGMQ8JAwYZlzwfnAMFQ5DihkoM4rjBiGw6cKEDj0fgoOWFUKBKwkG3eDgTImCKKQtAPWbtmIG6MEHH+xDFC20j/ZCHQBmmnOJQiZibDafTpbQDjrAIBhrzBxbNjqMOLLf2TVFgWyikLaMsCGjHveT1zBemX3leSHqCIWkLwI6eQaATKKQ17nH3HteYxDgGWA0BwUf/SD7HxJSaKKQzyyXKKQ/LEaw0TbYwBohjbGankALjwb3hLVfiHBETXDyLwnQDyCEmFAgzXpwLQmFtkR7QzxbYqGajiUY3eaNthJVUYhRxQSieY04jvpB22IChjW6ZhgVKgrpr+inzA7ge9FW4zb5ECYKaSdAW+HZ2iQ19QfhZP0Pa6qoS8BazdoUhUByD54xx+HtZj1o+jow+kAMdatnPG/ej2sItvvaEIVMEBDlUglwP7F7g98frxnCJ1+wdYP9NbYA0TNxgLpEQcQyEUt9tO/BBDXjPHYq/RMCkXwKrOlngpv+2foW+uF0UUgILfeWUE/ONT3BJBQ6gDaL7YDdFSYKg5l2GZd5L0vsx5hPSD1tFU2Tq23WBWUThTxAbhQKnc7EDFwMVwwowt4QaXgezPtAwSglTteMr3RRSEG44dGwc61Q4akwfCYDN51aJlFoMNgwkPG5HIMnkuMY7Olg4ygMJQqLI+qiEPHDAGnrdzCsLMwH44r2YzPyzK7lEoVM0NDB8TqDOzNbJioNwkjpWE0UYvzzOenhROUkkyjkGhFngDFqz8eMd/oi+g+8XPQZkEsUAvcYI87W72K8M2tunwV4a3lWeG9NFOJNiasoZFCjHVAXCRfFQ4Dxb9+Nn/TDGGx8NoNr3Az3TNBeeOZ4dBB7ePAYhxgz7LtTp8i0yTpyvOvUF56DtbVCiZMo5HviPef6LMSLQvsgygBBYfehUFFIKDtjMu2U4/FA0q7zuQ9RIkwUEkoL9AmMtRblQ/9v/S2/s9yFsQnqQhRaODD2GvWafoeohyCIMsLm6UOx7TCGMa7TkSgsjkoXhQZjCQ4h7DOEoY3N9Df0S0FNYRPdtDOW2DDpQhtLF4Wci6YInkvh/tBWmeRiHGNcD275FSYKOYb2TF2n3di4SB9O3xm0H8pF2UShQSdGh05YFoY1N5Qbbg/ECjefdUqkWeZ4M6wYgAnls4EoV0H1E8LFAIVhjWvYXLn8xJ0cBLc0BhYDjnkQKHRuJN7AeI4bEoXFEVVRSFsADCEmPjC6mVXGKDUvIUY/oRA2mZGPKLz99tv9/3mdwZ12yPvbe/C98YrgCeN1jsNYYeY/Su0jH1HI9fK6hUhb38D9YV0B4hfyEYXcH9oGgo/XuTdEOTBIAO9Be8JzZsIRI501hsEQ01xESRQa3GvEAP0p/SRGelAIUCcx9ElAgbFqhm9c4XnxfQmZxkvK97U2Y4V+k36CiQHqYSm2OIqTKMRwxcjHcAqGqXE8bYnog6AoZPIpX1GIVxDxYUYtbdE+N05kE4XcPyYSmJwicgmD0toUk92WAAto/7UtCukLCfm1z6APQ5jaOIT3hGdm2ZWJvKC/4TumI1FYHBKFS+A+UO/w4LHlT6dOnfzkeJg+YIxn/EFTMMFBn8m4RSgnyfLSj89USGb0+OOP+zpMVnE0hr1Ge7BlPQb9PuOEZeSlYGfQhvFgYovUdJKwFJRdFAI3gA4G1yw3lVlDvH+sb6EwkGI4Y8za5s520zDiCGdjA3gesJ0TVhgoeG+MQN6DioCS57MwdOmUyFaUDhWFa2OQIswLw4nPIiEEnWzckCgsjqiLQjpGjCc8NSbSKAhEDHRLrAL5iEIGBmaELVYfrzyGJ2t3WYfAT76/rRVCgJJFjJn/fO5JXZGPKEQQ0WGnr9Nidp7QcxPC3D+MkGyikGNIR809t4kujHDCalmnyefwmnlxua/0Txh+uQy3IFEUhQZ1CAOfOsYEHN/RPGcU6gqDNv0PAzn1jucUF3hOhA3RLxKOREifRZ5YwVvIEgQ8wLQljJZSETVRyOSQzcAzccq6PgtpNDB8CNmyWXKugYnaoOFEm2RstvW9/CRiJz1s3SCawSZtMWwRFJmOjTLZRCFtiefNeBucOEcYkigOAWT3sC5EIVEOPDcmtWzSkbGN8YxtiVhfTHiehbvSBuj3wt5LorA4eKYShf+D/o/vTognURtMpCDCsNux3UxT4LXGHrZxnfaDjcbELMdm0xSMlUyE0/YY52kP2EN8FrYAn0dIO9omOMlLO6ZvwjtJ22Eyi8Lzoj1R5832KgeREIVgKp0bws3FlcvgScEIp9PAcOPmBm8Y53EOx9jx2Qoq3UQl78X78lkYQuY+TodjqTSca+/DsZybz+AbNSQKiyPqotAgFJqB0T6HmVyMJ+qvGQb5iEJ+xyCztVEYIRh0zL4hOnlfm7HmJ0Y+yTMyzeqXi3xEIccwWWTJZSgYVHTe3AcjH1HI/aNvYhaRMErzHDHwcu8o5olEOGDcjxkzJueC9nSiLgrpIzEEGfDwlGLsIhwIr6FQZ/j+GKB4kdIn/qII10YdYHDH8CDzKonSqAu0Db4XvxPCZGso8VzxbAsR/LmImijkGdv+w/QDeArp84JgQDETTzQBfRdtLX3tMUKIMcn6JQQmnjC+bxhcN8fRVvFMMbkSJj6iTjZRaDB5YknDKEzWMSFBu7W6VReikDrGZ5I4Bq+wTRryk77Noh8ofBdC8jKNCRKFxSFRWB0bd4Kawmx3imkKbLYwTUE/HTw+U0EHBDUFnxfUCdgVYX0x/+O1dJ3DmFzucS8yolDUHRKFxREFUUgmXpstxvuCFxsjLwheb2arGKQxVBEmxL4HQQCxvsnCtBApzJJhPFjnREfFdRP2hqDCa2aJl6xg5BMyh7HHcWbYRwk6bAws1jDbdWN4sM7JRCHfmUGE9mBCF+OW2UY6cIOBhP8FjWqSYIUZTwzMzEgiiMxIs8JzQWwzu0joXU0M2SiLwiC8L3USIxOPWnAdOAXDlW2KSLRDOCDtLKpwbXjCiVIhyoQ+0TwiFAxiPCO8jhGPeKyN9hA1UUhd59mxtoxJKfqXdMMeA4g2x6w6dZ7fMdCC0NZoq7yOR52fiOpMfSzfBS8USZsIWWaih/YeN4hGsHbBhALeUiI7gvA3S2ZoLxzXpEkT732l77I+mxB16p6FweOdx2tLP55LFNL/W31grGKiJlO/RD1D0GMDMNbYRKUVxCAJcKhXr732WsY2IFFYHBKFolRIFFYgEoXFEQVRiLHFZ5LqHpFDaHX6/pn8zXpADH9m4xEx6etsGDQw4PB0ECpx9NFHe2MNj1dwxorfMeZYz0tYKuKQQZwBn4IhjzGBARylbSiCYJBQ9zEeuGaMGNYdcE8QSEEwQhG4hD8R7onhGny+DMIYn4QEch8I/yAUlBnJMDB68AIi4HgWvC+Fz+D9ycRswrRQ4iIKDd6fLK+IZASxeRisMEHBvWE9EqGnQTFebqgDhEPi/WWdOUljgtfOpApeLeoX7Q3jPL1ulZKoiUJRHLRb+gT6dX4Smk+fFYQJBtY302czBvDMbJ2ygUeOEE76Zfp1ltcwMYW4C/brYdD3ITrpHxEaeMIz9WsG12Th8HwW3nGiMEgWhFg3MZrpsyUKi0OiUJQKicIKRKKwOKIgCjH6CFPgWhhQmRVPnwHmb66J1zk2LJSBYziXY3gvjsOITX8v4H8IK96H4zEUrPA3/890blSwe2LXHXZPgO/BveAYQknSQ0yAYyw0hXvHcZmMHv7P8Rxj70vhd/7Hfc1lrGUibqKQZ8Bn42Eg7A1PB2HIrEsi7BLvKUKR0EImHxDTXFO56hXPhc/mWRGizTXjHSTklevlvuGJwXtOlmpS8LMulLWGteEdDCJRmCx4btYX87Mu+vV0OM76J/o3/s7VN9nncbz1b/zkb/7P9WV7D65TorDmcP8lCkUpkCisQCQKi4NBttyiUAgjbqLQoL3QHvBE4GEgdDQ9CQ1eQ7wmeHTTw6PrCgxarhNPCN4P7m96MhnWx5HpDs8OwhGDuC6QKBRJQKKwOCQKRamQKKxAJAqLQ6JQRIm4ikIDDwLGG2G0eOBIVIK30K6JhC20GdbNsiaW9a5ce22DocW9YJ2XZRbFOxi8X6z7YssRQklJslLX906iUCQBicLikCgUpUKisAKRKCwOiUIRJZIgCimsYyVhRpcuXXwfYwmSuC68hhgpGDqkure1ehhDpYb3JOyTdVKIULImIp5IPGQZU0kqwzYJrB1k7SPrUgnjyxVmV2okCkUSkCgsDolCUSokCisQicLikCgUUSLuotBAUPHZZI4kQRKJLmyfOitkXGRzYJJskOylNsI0WQ9FQiWyN7Zs2dKHhtrWIXYNrINk0+Px48f7pB61vXYwExKFIglIFBaHRKEoFRKFFYhEYXFIFIookRRRGASv4UMPPeQz65LhMz1D6YYbbug3Dmb/TAy/UmQoJSHG7NmzvXGEsGKNoyWSoeAdZEsRMqOSWZQ9PusijDUbEoUiCUgUFodEoSgVEoUViERhcUgUiiiRRFGI1xDvG8Lluuuu83tjsp7PQji5VvbGZB82NiofO3asv+58xFAQPodz8A7yWRiWe++9d9XaQT6L0FW8g2yfwbpG9ghlexYy0pYbiUKRBCQKi0OiUJQKicIKRKKwOCQKRZRIoig0aFP0Vy+88ILPUMp3C3rvEGxsmN22bVt39dVX+/07CwHxxPuzbyLZQ9lSAmMo+BlswM3+ncOHD/fbaBCyWtdrBzMhUSiSgERhcUgUilIhUViBSBQWh0ShiBJJFoUGRs+UKVNc3759vQAkQ2nwuvEa4k1ks2wMGfq4bOv8bP0iawdvuOEGn1k0ff0imUUxrM4880yfAId9B6OGRKFIAhKFxSFRKEqFRGEFIlFYHBKFIkpUgig0vv76a/fkk096rx6b22PEWIZSfrIJfosWLaoylKZv/s3vfO8vvvjCZxY9+eST3bbbbus9jvYeJJVBdJLo5s477/SZRWnbUfEOBpEoFElAorA4JApFqZAorEAkCotDolBEiUoShRg/XN+7777rhg4d6tq3b+89esHvYOv/yFD6xBNPVDMsCf2cNGmSv2eIR0JDg5lFMYp22WUXd9lll7mJEyf6zKLcp6giUSiSgERhcUgUilIhUViBSBQWh0ShiBKVJAqDzJ8/3z388MN+H0G+MyGkwe/CVhIYmrfddpt79dVX3eTJk93IkSO9aNp5552rvIMUNsjfeuut3eGHH+7DSadPn+69jFFHolAkAYnC4pAoFKVCorACkSgsDolCESUqVRQC6wbfe+89n2SGvQNZF4jAs+/DNhKIw2OPPdadddZZrk2bNlVrBy2z6GqrreY9i+eff76bMGGC394iCplF80GiUCQBicLikCgUpUKisAKRKCwOiUIRJSpZFALt7rPPPvMbyWMYsa9h8DuxjQVCcIMNNvBrDpdeemn/f0Qh+x1ifD7wwAM+cynGaRTXDmZColAkAYnC4pAoFKVCorACkSgsDolCESUqXRQaCKGpU6e6a665xrVu3dqvNQxuLREsq666qmvUqJHf5uLZZ5/1m+XHEYlCkQQkCotDolCUConCCqTUopA1O5VEqUVh7969U68KUTgkRQnWp0oVhRhGiCHEzn/+8x8fEppJFOIhZO/BV155xW9cz7lxRKJQJAHEn0RhzSG6QaJQlAKJwgqk1KJwyJAhqVcrg1KLwj59+qReFaJwLr/88mr1qRJFIUYRBiT90yWXXOLvAVlIg98tWAgpRRh27drVjR492v3888+pd4oXpRaF/fr1S70qRN3B2IkIDNZFicLCIOoh+P0lCkVNkCisQMKESTGi8OCDD3Y33XSTNyjqslx33XVu+PDh7q233qrTTIGlFoWEul1//fW+hH3P2ip4Be666y732muv+fAdUXM+/fRTP4D279/f18uw+13qYnWGzdyD9anSRCHfg70EyUTao0cP9+9//7vaNhPsPYgApAST0FA23XRT76G45ZZbfHZS2nacKFYUknE1eC5bfJB9ta77ItrM3Xff7d544w23ePHi1BWKuoSJFdbVkqG3Lp//jTfe6K688krfbwXrYhxF4ezZs92oUaP8d6qrcYD2ymc1b9682veXKBQ1QaKwAim1p7CcZaeddvKeNjaqrquMgcWKQvZBC55bzrLlllu6M8880w+eGNeiMMh+yUbow4YNcx06dKgmRspVdtxxx7xF4fHHH1/t3H333Tc2opD2TqbQadOmuYEDB7p99tmnKrMohcyi9erVc9tvv71vn8cdd5zv99iYPigO8RqyET7ZSceMGeM3yOe5xoFSi8JyFssAy3XF5f4nBcauDz/80IuL3XffPfT51HVhe5hiRCFtuq5EIe2NtnjnnXe6du3a+T4leC3lKHvssUdBovCRRx5xK620UtX5JOUiikJUFhKFFQiikPTtwQ4k33VtiEJm4ILnlrOw+TQCjZnGuhoAEIUHHXRQtesg5X2+ojD93pezkIwDIcAarJdeeikvY1L8Dwyp7t27e8McIwSvVNh9rsuCCGKSJBeIQsIng+fidYyDKKSeIsYfeughd9RRR7mtttqqWmZRCp5BDMsHH3zQb1vx3//+19dxxB/3KPi9EYkIypYtW/rtLTg2DllIMUSJNAh+lzPOOCOvdsxejAix4LnlLIh1PJUkTnr99ddjlQU27rAVS6dOnVzTpk39cwh7PnVdDj300IJEIVEawfOZvCaKqC4gUoSEe0yypXs8y1WaNWtWsChkCx87n/B7icLKQ6KwAmF2nXWAZL28+OKLvadt7NixqVezgyFGuAIiAuMKY5gwg2BnVJeFjgtjvHHjxn6Wri5A/JHC3u4fPwm9yMdTafeee96zZ08vyNZdd93Q71YXZcUVV/T7uOFxZW2aZugLg03RWZdFPWTz9EyJTeqiIIwwpPCaLVy4MHWFmUE4PPbYY947Qx2mPhLCF/XwPdoQ953w5/333/9vRuyaa67p+yW+z1NPPeU3uTeo30xskaEUAZLe9niO9CWsz3n88cf9BFqUk9AQ9o2XmkgP+iIm9zDk8rlm7gths/RF55xzjt/Dca211qp2P+qy4KXAkCcrLAZ+XJP/xBHa/frrr++z8gaFQV0XIi0I/2ayasSIEQVFr7AMgvrfq1cv3/YJrSxEFBUDCatatWrlGjZs6NtQucYBJiWZ6DnyyCPdHXfc4X744YfUFeYGDz0TMhdccIEfE6644go/6SkqC4lCUWOYpUbgYJgRhohRWheFkCe8lemhegjVOEHWQ8Qlayf4Xgwo6d+1Ngr3j+cVXD9AYSCuy7WZSWDcuHHVQhYpGFfc47B7XxuFZ4mQIfsca7KSCF4jJmNs7ebpp5/u9yMkRJR7jhHGBAeRA4i922+/3a/vwagM8zjRdyGIzcuIMWxeXt4LcYjXlMzKrLMiEU2SPVd4hxGXHTt2dA0aNKjTvmiLLbbwzy7YhghplyisO2699dZq95/wR9bb1nU/xmQOk5O03TjxxBNP+D7E7h8RC0Qq1OX9ox3hHUTUvfPOO6krE6IwJApFjcHTgEeCDvzdd9/1IVp1UQiNY+3PtttuW20gi1sWT4zMb7/91ifJCPuetVVmzpzpJk2a5Fq0aFHt/kkUFk66KGSWnfBDZljD7n1tFNrejBkzvBc/rlk0s0E7scyizF4T4oaHLzgphKjA203mUTwGeMGyeRnou/A48pyGDh3qE+wQfmrvh0DEc4VRR0gYQjSJ99ZAgCEMCZuty76c+z9x4sS/rbOWKKxbiC4I3n8mtkjcxFgb9txqo1DvqA/z5s0ryEMYBYgqYCLJ7h8TrtzTur5/TGDhHc1nKYsQYUgUilhCx5duSMTNU1hOGDRIjBK8fyTikCgsjHRRiFDBmBKlgXBP1uHiUT/55JNDM4si3NhzkFBIks4UahDRl5BxkcylCMv08Dk8JocccojPKIgwxcMvSgcTY+nJciQK65Z0TyFLMhAZIj/SPYVMMD3//POpV4WIDxKFIpYwo42BGBzIJArzB0OMsN/g/ZMoLJwwT+F9992XelXUFNbnUkenTp3qZ9zx5NWvX7/qPltmUUQc6+F4DiSAqqmQQHwSckXoGln78JQExSGfR8g6IbpEKeCJ1Prb0vDll1/+LWpBorBuSReFTISwRYvIj3RRuNpqq7knn3wy9aoQ8UGiUMQSicLikCgsDRKFpQdBiPcOjyseQNYaYWQFM4tusMEGfn9Uso+y/QbhpcWKCDyMhK6RNIIMnumZOclQShIJMpSSqIb1jRIuxSNRWH4kCotDolAkBYlCEUskCotDorA0SBSWFrx9ZBZlXSYJY/DYBesomY7J8kcyBTKLkjCm1OKBNkCYKHu2HXDAAdU8lBSMP7aVIfsyWYfJUJrkJDS1jURh+ZEoLA6JQpEUJApFLJEoLA6JwtIgUVg8CCq2wUBcPf30014QsAG/bQBtmUXZroA6S2ZREjjUdjIKvIaIPjKUktQKQy+Yah4jkLBWMpSy518he6qJ/yFRWH4kCotDolAkBYlCEUskCotDorA0SBQWB4Y/YmrKlCmub9++brfddvP3k2QyJsAQhGwIzT58ZM1dsGCBX89X2945MpTiuSS7Mnt+sUUFxp49a5LccG1s33DCCSf4tYZkKJWYKQyJwvIjUVgcEoUiKUgUilgiUVgcEoWlQaKw5rB2EO/g/fff77p37+523nlnt8IKK1Srk+y/dcwxx3ijlUQw5dpY//PPP/dew1NPPdULVPNiUhCvGNHs8ceG2YSesqm8yA+JwvIjUVgcEoUiKUgUilgiUVgcEoWlQaKwcBCD7ImHd5DMoqwdZN9Bu4dk+lxzzTVdo0aNfLbPF154wdfXcq/bI1yVbKiXXXaZa968ud+cmucdvG42ficbKunoCT/lu4rsSBSWH4nC4pAoFElBolDEEonC4pAoLA0ShYVB2CcigH0B8QCyzQObPgczi5Jc5sADD/SZRWnnhGQSylluEKVkKP3666/9Bvl4Ddkj0a4bjyEeRJLhkKEUr+EXX3wRiWuPMhKF5UeisDgkCkVSkCgUsUSisDgkCkuDRGH+sOk7YurKK6907dq189tKBOsfhhSZRS+66CKfcAZPW1SFAWGsGM3XX3+969Chg1t77bX/9l3IUHr66ae7Rx55xG9fIcKRKCw/EoXFIVEokoJEoYglEoXFIVFYGiQKs2OZRT/++GM3atQob+yzJo89/+yekaxls8028/VxyJAh7sMPP4zNxvDspzhixAi/n+IOO+zgVl999WoZSjEOCY8dNGiQe++997TWMASJwvIjUVgcURCFbM/Dumsm3l5++WVf2N6H/nTRokU52xPh8UzEESLPuezXyk/+pp/LZRvQZ3MN9HNcA9cyf/781Ku5YazgOsks/frrr/v6x7ihEPy6RaJQxBKJwuKQKCwNEoWZIWySzKJvvfWWu+qqq7znjLWC3KNgZlG2n8A7SIKWhQsXeiOg3OsH84Xv+MMPP7g5c+a4wYMHu7333rvKOOQ7kqGUTKpkKD3xxBN9fYlKOGxUkCgsPxKFxVFuUUh/ybiz5557+gk21mhTNtpoI58ZmXXZhL5ng1B3tvvZY489/JhGGD97tPL3gAEDvDBMh8+lYDd89tlnflKPSbAtttjCXwtREtmw8xGU9P1EiHTr1s0nGNtuu+1cnz59fAZoUXdIFIpYIlFYHBKFpUGiMByEHUYC9+Kkk05yO+20k1tppZWq1TeEUpcuXbwhwawyYinOkKH08ccf9yGjeENJPGPflTWTGGuslbzmmmu8ANa+hkuQKCw/EoXFEQVRSDQCE2zB50jhf4TsM3mVjbffftt16tTJ1atXr9r522yzje+z0kPgEZkIyTfeeMPv1Xr88ce7Zs2a+TXVnEefP2zYsNTRf4cxgu2F8CyyxpykYvvss4/fj5bzWV5AP0BSMlF3SBRGGBrx+++/7934GJ/jx493L774ou+sGUhzGfAMqhj/bKzMubwHhZAAQgrCZmDoXGiEH3zwgXfhT5gwwZ/LOVwL4QBRCO2SKCwOicLSIFFYHQZ6ZnwRPcwuH3DAAX7G2e4P4mittdZyu+66qzvrrLPc2LFjfX9Dv5MEaD94Ri+99FLXunVrP1MfDJXl+5Ochgylzz33nO/HK91rKFFYfiQKiyMKohAvHzYRkQn0OWzvQ6QC13XUUUf5dhaG9b2E9zNRRwg8E3gWzcEEF2unmeQLQmjn8OHDfV/WuHFj/1n2/fls+vh77703dfTfwf4cPXq0z+aMd5F7ZudTttxyS3fuued6W0XUHRKFEebdd991hx56qHfFk8gAVz6zOE2bNvWz68zSZIO1PKRGP/bYY916663n34PwLWasmZVhhicIBh0x3cx2IxDYN4zZGsIQaKB0LDRyZozKLR4kCotDorA0SBT+D1uTQshQ586d/Yzvyiuv7IWQGRgIROrdgw8+6I0KZpuTZPxjYNGGELqsqzn55JO9ocV35x5Q8CBieO21117uxhtv9GFZTLQlRRgXikRh+ZEoLI6oiEJsNj4fu41+xyakCOXEExg2vtPOWAuI8ENQIgJZH20ZoTOJQib08OwFtxOyfj4fUUj/j3cR+9bODwpL/i9RWPdIFEYY9vFiBiXY2VCYaSexAY08G2T7u/zyy31sdvB8Gixx2y+99FLqyCVrY2bPnu0uuOACn06dPbiC51AwfjFkGLDxBJQTicLikCgsDRKFSyCqYdKkSe6KK65w++67798yi7LtBP0Ka0SeffbZivCQER5KH37TTTf5sFEm5IL3BGGI4YRwJFlNutFVKUgUlh+JwuKImihkv9Tdd9/dOxL4mzV6POOwLMhMSBEJhk3IsYhJohlMoGUShXxnQlNxNiA62WIIh4X1c7lEIQllzAZBhBK6auGjbO1DHZQorHskCiMMYUhmTNBAbdad2R+E3jPPPJM6MpxPPvnEHXzwwf48PIy2xgVjpEePHr4jMPA6Dh061HsEOYZGyWcgAin8jmHHa4RE3Xzzzd4QLNfALVFYHBKFpaHSRSHrAEmyQnQBhjzrSLgHdj+YgGLGl20bSMRCWDoexUqCvhXRh/cUA4v+1+4Phb+5Pxht06ZNq7gMpRKF5UeisDiiJgoRdTgUdtttN28/Uo488ki/JCgdxnzsuV122cWfi5gLhoNmEoVMAp5xxhk+fPTOO+/0YyFJbWxNYC5RSIQEk4Sswb766qv9+UwqNmrUyHscN954Y3feeedJFNYxEoURxkQhYgxhx2yKLQKm02Fxb6ZUwxgWEydO9OdwbvPmzauMkTBRiMBEJNgxbCpNiOpHH33kyx133OHFIa8hLkkQwfsToloOJAqLQ6KwNFSqKLSsm0QrkIQA44O+gwkrCyGi32Em+fzzz/eRBYRUcl6lhUnynfEaMks/cOBAv9bQJti4VxhfTMIxIXfiiSf6CA767zhlYS0GicLyI1FYHFEThfQlhx9+uBds9ME4E0gYw+RdOkSU0e/QB3HuKaecUu3vTKKQyT3OZW0gv9OOOdeiRHKJQhtDOJ/+kQlG+kcmFjlforA8SBRGGBOFNE46HIQdjZ24bxoNwo51KxgP6SCaWK9iYaDMvlinFSYKGRQwbjFQWPdDKACJZQwy6/Xu3ds3VN5j++23d5dccknZMkNJFBaHRGFpqERRSH9Df0CSAYwHjAYEYLAu0U8xccRkEt4vZdpcYrhx3zAWmWEPrtuh0M9jjNMuyRZI6GncM7Lmg0Rh+ZEoLI6oiULyRuC1e/TRR304v11TeoQXk/rsQ9i2bVt/DIKuX79+7uKLL66K+MgkCtP5+uuv3WmnnZa3KAwDR4SJQjyOEoV1j0RhhAmKQoyuNm3auFatWvl4cRoNs/PMrISFYzHbTOgo6YEReTR61iJynolCsprSOWB4sE8Yr1EIHbjhhht8FsEgJJDgGhCldBiHHHKITyxRDiQKi0OisDRUkihkZpc+gQRV/fv395lFg2sHmVCij6FfssyipBwX1SG5DoKPrHv0y0y0pWcoJVyfWX4iOAizSrJAkigsPxKFxRE1UUifQhvCTkIc8j8ivE499VQf3WE2I6HtbGWBF5Hrpz967LHH/KRUoaKQZDWFeArTob1zLRKF5UWiMMIERSGbPCPIyBqK2KPRIPho+GGz8BimlgqesE9itm29oIlCvIwsMmadT/fu3f1rFAZoZvjTvYBsT8FiZAsxZXExM9/lQKKwOCQKS0MliEIMDuoFxjszz9QTjA76JASMhUDS37Rr187df//9fj0z58iw/zvcT4wywqaI1mAfRyb67D7yk/uKYUlyHmb3EYZJvZ8SheVHorA4oiYKyfuAoKLPIKLLHAJsRI8jwWxGBCJRYSSLIRkN0WVEdjBhJVFYmUgURhgThTROvHN777233wwU8WMhpGxZQWpfCyG10C46Al7nXLI6kQKekE/+Z6Lw1Vdf9cdjwOH25zUKYg83fnpjZOafDsQ6PzwCEoXxRKKwNGDUW4Y3Cu0NUZQkCDfCO0gmY2aSGfQRL/adEYeIF0KO2AIHAYNXUeSGtYP083heSTZjE25W+JsEEEzGscFzrm2I4gjeZ1uvbgVPs6g7JAqLI8qikOtgrMe5gCMBBwBrAeHpp5+u2jKH5UnkiSBxGPusShRWJhKFEcZEIQKQBk26XhotDc3S/pICmNl7C9MiNImQIxYZ8zqLjDHmaPw0bv5notDCR+kgyAJl2UmZMWKmlg3uDYwXEts0adLEZxTkuGbNmkkUxhSJwppDm8GLTh1k1pWB1u4hbZWBDQ983GG9Cd+RsHHWwNHerO1T+J3og44dO/rvPGPGjNBQdpEb+tGHH37Yt0EMu3RxSIIxxoJbbrnFvfPOO4nIUEqSNAxQxiYzBK2wVhUjU9QNEoXFEUVRyHYOLA1i0h8ngV0fawxpd7SvAQMG+Ek9/o/NyIQenntsKYnCykSiMMKYKDRDjMb83nvvee8EDZUQI8K4iBPHIAMEHml98Qoi8vAAvvjii27UqFFeIPI+JgqDiWboUGiEiE/el87lnnvu8V7I+fPn+1BTEkewttG8BBKF8UWisGYwcNEeRo8e7Xr27Om95TZ4Umg/pNhmzRiGO4N13MDLRz9CAoLrrrvOt3MMCr6bhTiutNJKvj9h3RvGI/WJexPH7xsFuHeIcPpTwkXxvJKhlPtt95x+mTBTZvrpj3lGcdz0nutFEL7wwgs+eRmho+kimKUSTEZgoHJvRO0iUVgcURSF9M2EqNOvYMsRIsprRB4wAUUmUkLX+R9Cjj2qEZEIQ4nCykWiMMKEiUIMNQwHwmssQQGJYfD6Aa8ddthh/ng8GDQyZoXotMh2x//DRCEp4zFmbXDG6CNj6X777efFAw2cTKZ0FBgpHCNRGF/oaC3jmBVCgyUKs0P769u3rzfaMZwwBIKhlPzO/wnrZu+muIX7IQi5ZkJgSVCA8LPtE6ywXc2xxx7r7rrrLvfuu+8mwmsVFTCM6FOfeuopH62x7bbbejFo957+HmOJfpnJP8YIokPiBH33tdde69efUpcYc4LfkUIkDMsYSIDG2CRqF4nC4oiqKLRkgePHj696jeiOXr16eRvQ9ibEzkQkMsmE+JMorFwkCiNMmChkw1BmiJlFpdHxfxJdsGaQkDaEHiKR/zPgEkrKbBGdVvqawqAoZOYWjyKhYDTGoPeDQhIJzsdItNe0pjC+YMiTtIg909jklrpFKKTIDAMs6brT611YwUAg3BuPYlyENt8PDxSZh+l3bDsbCmKXZAVMBFFvxowZ41OQi9qBGXuMchI+IAAtisOeByKKvphnQfhlXCYfWObAZAljVPoYE1bYhJv1TYTAidpj8ODB1e67RGFhRF0UTp8+3Ud6rbfeen7ChT6FY80JgO1EVBiikJ8ShZWLRGGECROF5hFkhh6jk/8T0snA+dxzz/lwL8Qgnj5e5zgaOrNA2UQhIDZZs0hDxEtIAg06EDoP1hRhEBO6ZB0JC5MlCuMJHiEMLdYnsR8l4Y6sIWVigQkCOmKVJYVJFQZEjG+8G8E6l63QLjHaSdKCgIrqfcVwIJqAtcl4BzEoWBuJEKQQhs5AjyFBGBL3AqEbt7DFOMG9pd8myQ99Ms9liy228M+CZ2LRGhiihFri6aE9037DnnG5C22IUNAHHnjAHXTQQXkJQitkTGTt00cffeTvR9j7q9S8kImSsT14zyUKCyPqopCtw8goj2eQaAOeL9fIsdhzTNTQ35B4kLFAorBykSiMMGGi0IQcM64YCog/XiPDKCEBGK0kJWDfGUJ06AyIKc9HFNKxIAxnzpzpDRG8jHg6+J3/0ckRYsj10KF07tzZdwTlQKKweOiEMbQwKFlkbl5DleqF8GkmWPBuWGrvfAubCBMGR7sMe+8oFK6NzMYYDHgHg6F8tHUyQ5KogDVgrDexTMeibkAIEbaMMGJvSDPmrLBMAGOQsYLXw55xuQttiPGLPju4hUs+he/Lvo2IX94n7P1Val6oM2YbWMGwV9hu/kRdFDKJh7fQ8ggw6cfEEksDGJ+IEgOJQiFRGGGyiUKEHrN71oDICsqCfToD/saIJRSMMCSEXi5RSIPMlkae1wkxsc9jcMcrifejHEgUlga8hHS8tqeligoFo4GkJqyNZKCmnmi9aXnBKHvooYd8Zk4iOdLFoYpKMQUPNHWKNWe0+1mzZqVqnshF1EUh4K0nb4QlsOI4PIZEs9C/g0ShkCiMMNlEIanfWTxMxkheI9Rz3XXXrZrlJ34cLyEQUpRLFDIbzfH8JIyATgb4SXgJnsKuXbv68/kMvIR4EBGn5UCisDQwGOBhxqMVvJcqlVlo2xgNrFcjZJwQMowJ+gHrE0R5wGii32f9IOs+8eBiiPLMMOB4bratkIpKoYWwQiKM2MqAdm8bnIvcREkU0heEiUL6Dib2d9999yrBx+TS8OHDq2zFYkUhmfCZYGZSkciTmohCPs8SakkU1j0ShREmmyikAbFOCW8dDYjXg/sMXnnllVVZ6egYcolCtrqgQZJ1kN8tRIyEJGxyj4HI+3I+4ansfcjnlyuUTKKwNPCsGTxYgB68lyqVWchozOTP3Xff7etGXLfVSDKWIZbQfrJQs/k0hhjGlBlyKio1KUwG3XjjjX5yWO0+f6IgCrHfzMbDQcB2ZEFRSL9hjgS8whzH0gFsKexJwJ6bPXu2z/pr34WJgquvvtp9+umn/phMICy7detWtfUFHr9hw4alXs0N18A+rISKcz59GnYnTg1Rd0gURphsotAgOQThHiYIOZYMoo899lhVOGg+opCsphgYxJwz20PjHDp0qA9RPf74433yGs5lTRXrz55//nnfgZRr4JAoLA2sERsxYoQXhmwzwLNWqV4I1zvkkEN8G7C2mE8hRAfjgHqK5541wGHvH5WCGLzwwgvd2LFj/V6MItrgycGjwwQgfR/eQ8LDeI5hz7echbpPG2Arl2BW23wKyc7IdH3UUUdFvg3FtVBnSCJHPbJkdiJ/oiAKJ0yY4MUcew8ynpPUKejtRXTh7WO8x/5DHJJPAA+iwTH0/diVvA8RYYwJJDHMJc5YpoRnEDuSc/v06eMdCvnCd0C08nn2HciqL4913SJRGGFMFJLFcMUVVwwVhWQ2PProo334KJ0RHRMbAjPLb7M/+YjCDz74wBsXCEzr2EiBHgxHoqMjZIlFyYSUlROJwtJAR4y4Z2BgzZjK3wv3iPBpBlE8acE6l63QdgjnYZaVmXcmacLePyqF9cGUck72iPzhGVGnCPen/drPsGdb7kKdwmjEUEbcWYK0XIXQWBJgkR2R7KVRb0NxL9Qhm0wW+VNuUQjWF/Ac6Qdoc+mkj/eZjgm2M47l71xjQvp7cy1mg+ZLPt9B1C4ShRGGbQLIDmYdDYPjSy+9lHp1CcR/k2XUPHmEDYwcOdI3LANRyL6GhBlxDN4OvB/B9yLUFCFJDDdx5ohQ+1w6OLafQGziRWDGKFcHUdtIFIq6hHUNzIKSHj9Y57IVQnQQkszgFjo4CpFEEIYkyyHjYS5hiCAkJJYlEuXKci1EPkRBFApRCiQKIwwx3Gwojjv+zDPPdP379/dbCARhkMVbSMp4hB5JQ9KPwf1OSnPc+RipvNd9993nY8eDMDtDGmoWLF9wwQU+jJRsUoQksMaIPQ/LlVgmHYlCUZfQNmgvZGrLJ/wNLyHrc9gbinAciUIhlkAIG2MMHsMddtjBL0kIbsxPYY0zSxmY8GSyUogoI1EokoJEYYQxNz4udEomFz4GJ6/jHeRn2DHm2rdjsr2XfSbHBo+PkmErUSjqGtoAa2lZe0l2NzzuGLOW3pvC72ReY5E9EzQzZsxInS2EMJhcZL3RVVdd5aNh0vf/3G+//dyzzz6rzIMiFkgUiqQgUShiiUShKAd45lnri9f+sMMO82twg14OPITs8cUCeTyLlgFYCFEdMtsSFsradtLXB/tykp4o66CICxKFIilIFIpYIlEoygWec9byjhkzxoeTBo0BtgRgDZQ8HELkB2veSWAW7MtpV0LEBYlCkRQkCkUskSgU5cRCr8nEu84661TVQUQhmwELIfKDrKItWrSo1pez7j1suQJre/Egsi7x448/9j/5m/9ngiUQCxYscJ9//nnVOdqHT5QSiUKRFCQKRSyRKBRRgMyi6aKQJE5CiPwoRBROnz7dXXHFFT4bNomc9t57b3f55Zf7JGiZQAj27NnTb+lEZu0GDRr4DKiIRQlDUQokCkVSkCgUsUSiUESBcePGSRQKUQSFiEIE3oABA/zWSxxHYqemTZv6jbpJBJUOe52RHMrWLLLNBRvhszl3pmRrQhSKRKFIChKFIpZIFArAqCP5C2v8SOzCdiz8/t1334UaiUDyF8LJMDBnzZrlf7IGEM9BoUgUClEchYhC2jvbK7Vs2dJn/0UUst8hfT9hpME2z7H0B9dcc42rV6+ef1/26mWbi/Rtm4QoBolCkRQkCkUskSgUGH0IOULBNt54Y7/n2XbbbeeTVpD9E+EX5gkg1Oyyyy5zrVq1cltvvbXbeeed3W233eY++eST1BH5I1EoRHEUIgph3rx5rm/fvj4U1I7v0qWL3683uI8ubf+xxx5zHTp0qNoon75h8uTJygosSopEoUgKEoUilkgUCow+PAPsZ8Z6IfYHtLpwyCGHuNGjR6eOXALHE042bNiwanUHUfjII4/UKAW+RKEQxVGoKET4Iew6d+5cdTz7gjLRQyZTg2QyF198sVt//fX9MVtssYXPaso2GEKUEolCkRQkCkUskSgUBkbeww8/7Bo3buzrAeuGVl99dXfuuef6MFIDQThz5kzXo0ePqjqz1VZbeUPxiy++SB1VGBKFQhRHoaKQyZ2ff/7ZXX311V7wsTcoe4W2bdvWffjhh/4YPIFEBLCXKO9Hn3DEEUf4iaKgN1GIUiBRKJKCRKGIJRKFIghp5k866SS34YYbuqWWWsrXhwMOOMCLNtYcAl4E6ghZC63OHH744e61117zRmZNkCgUojgKFYWAMBw7dqzr1KmTW2ONNfw522+/vXvqqafcTz/95ObPn+/XEhIFwGsY7FdddZUPKc+01liImiJRKJKCRKGIJRKFIgj7lJFR8MADD6yqD1tuuaU3Lm2t4Ouvv+7atGnjll12WS/eqD9kMsSbmM0AzYZEoRDFURNRCHPnznV33nmn23TTTf05eA0vvPBCn0SGiAA8h6wlRDQedNBBXkQiJoUoNRKFIilIFIpYIlEogjD7j3eAzIIm0ggZo44gBjES8RSQkIbXMCD79Onjpk2blnqHmiFRKERx1FQUwpQpU3wmUtYTr7zyym733Xf321OMGjXKrbfeev69iAzgfySoEaI2kCgUSUGiUMQSiUKRDl6Al156yR1zzDGufv36vk5gGOINZP3Rv/71L7fiiiv6NUhNmjRxY8aMqXHYqCFRKERxFCMKOZe2bZlIad/HHnus6927t/cQMjFE9lG2qxGitpAoFElBolDEEolCEcbXX3/tk84gAKkT7GXWunVrv2E1BiP/Y+0RdaUmW1CkI1EoRHEUIwpJGoO3kLWFdi5ZRslGyu+sKWRtIZlIhagtJApFUpAoFLFEolBkgs3rjzrqKLfWWmv5eoEwZB0hvyPaunbt6t55552SZCGUKBSiOMgeXFNRaJlIr7zySrfRRhv5KAB7D9o8mYbZ7J41x0LUFhKFIilIFIpYIlEoMvHjjz/6NUUdO3asVj8QbGxuf8stt5QsLb1EoRDFgaewefPm1dpqvqIQOI4kMuxbyFY0nE/Y6AYbbOAGDx7s/vjjDyWYEbWKRKFIChKFIpZIFIpM4BV49dVX/dqiYP3AY8hawlKKNolCIWoGiaEmTZrkbr75ZtewYcNqbZW2W0h496xZs3ySKVtLXK9ePZ9xlPYpRG0jUSiSgkShiCUShSIT33zzjRs6dKhr1aqVrxd4Ddi7kA2ut9lmG3fdddf5Y/L1RGRj/PjxEoVCFACTNvTf999/vw/vJEnMKqusUtWGKGQRHTRokHvvvfe85z8XZBZlewqyCnM++5VedNFFfgN7IWobiUKRFCQKRSyRKBRhYHCyzQQb15Oinnqx7rrrujXXXNP/jkDcf//93eOPP+4WLVqUOqtwLBztxRdf/JsoHD58uH9NCPF33n//fb+fIMlgaKNsJ8GkjbUhCusBN998c9etWzc3YcKEnOGfhKAyERQUhb169Sp6yxkh8kGiUCQFiUIRSyQKRRiEkfXt29c1aNDA1wlCRtmiYt999/WCkP9hOLL+6MMPP0ydVRjsiUgyG7a0OPvss6sZA4hCPJHffvtt6mghBNheoqzzY+/AYFKYTIWN6fH4ffzxx+63335LvdPfkSgU5USiUCQFiUIRSyQKRRA8CRiNI0eO9KFn5iXcdttt3UMPPeRuuukmn2QGrwT/Zw0TG1ovWLAg9Q758f3337u3337b9e/f3x1++OFefBKWanUQQ/fQQw91Dz74oN8bLZshK0QlQcIX1vh16dKlqr3kU9hShm1msk20SBSKciJRKJKCRKGIJRKFIgjii/VHeO5WWmklXx/Yr+zUU0/1CSs++ugj70HcZJNNqgZtNrV+6qmnUu+QGzwdzz//vN/SgvT37HtImNs//vGPqjrI7whP9kkkRG769OlesP7++++RLhjsfD9laYwnPDeeH88x7PmWuwDh2ldccYVvG+a1z6cQRsraw2yJZ8JEIe1PolDUBRKFIilIFIpYIlEoguDxI8wMb6DVh3bt2rlnnnnG/fTTT95gfv31113Lli29Nw+jlEyFvXv39kkqMKazwVpFPH+ITgzOYL0LKwhDruWwww5zp5xyijv55JMjW0466SQvnu+55x7frkT8QDCRaOW8887zzzPsOZez0AaOP/5432djMAcnUnIVktC0bdvWffDBB6lv+3fmzp3rw1LXWGMNfw5riM8991y/R6EQtY1EoUgKEoUilkgUCuO7777z+5Q1a9bM1wNE38Ybb+w9BYhFBCEsXLjQnX/++T4DqdUZjM0RI0b4sNBs8D733nuv22OPParOTVohW+v111/vt/PA86LQ1+jDZAbr9IYNG+brpoVHJ6mQhIatZEhQkwnaNl5/vP+NGzd2Bx54oN+PlIkcIWobiUKRFCQKRSyRKBTGa6+95o4++mifZZR6gGeBRDLPPvtsVega/PLLL27y5MnuuOOOq6ozeBbIVEqCmmwQfnrCCSdUhZ8msZAkhw2/2Ugcg5o2JmEYXajbeMhuu+02t88++/hw5rDnGvfCmt2mTZtmFYVsL7N48WIvkJnQ+Prrr90PP/yQMwJAiFIgUSiSgkShiCUShQIP4GeffeauuuqqattCkLGQbSHSE1NgOLLn2cCBA93WW29ddTxCiA20yXCYCdYm7bXXXlXrFZNcENU777yzD/nDA5vLiyrqHuoxWzWcc845PrGSbbmSxGITNzXNFixEbSNRKJKCRKGIJRKFAi8AHj62gMC7xXrB9u3bu+7du3vPXibwFpKZ8KCDDvLncU6/fv3cjBkzUkf8nbfeessLpULWQlEIfSP5BaGZeHP23nvvSBXCZ7kHZGlN30AczyteVfZ0/OKLL+R1iQB4bpm8GDVqlK/nrG8N7vHHFixbbrmln8AIe97lKtSzNm3a+DBQkjQF61muQt0kFJw6KEQUkSgUSUGiUMQSiUIBCBW8Jqz5I2SMn2Q5zCZgMKzxfrEOiXP4STKabOewDcWuu+6a195qViwTaadOnXyYH9fF50Wp4E2dOXOmGzRokPc4EapnmSERGxg3rFW79tprvVFOwh1lKK17uOcUnhWTIKyfXX311X19tIkKwke33357d9lll/m1dIRSWrsod6GNEdb58ssv+0yihax9ZPIGjzXhoEJEEYlCkRQkCkUskSgUdQnrmfbbb7+q7Ib5FMQVnpwLLrig2trGqEFYLdkrSbiDwc4ejmy1Yd8DY4e2RhZJknkgNkTd8vPPP7unn37aPx881rYPpxW2bWD/PzLIRjm5Cuv+Hn30Ue/Vz7UGErHbqFEjd8MNN3hhaQmjhIgaEoUiKUgUilgiUSjqEkQTmUu32mqranUuW8HTRhjfkCFDfJKbqIPwePPNN31oLV7DevXqVfs+a621ljviiCN8pkvCdpWEpvbBMztnzhwvpLj3rH+158GkA8+EbJtnnHGG30MTr3nUoS3deuutfp0ge4lSz9I98KyRbNGihd9bVHsNiqgjUSiSgkShiCUShaIuYduL5557zu2///7V6ly2gjeHfePeeeedWKzHsw3Qv/nmG7/9Bt/V1hnitUGEYLzvtNNO7pJLLvGJP/AyUkRp4VngVWOd69VXX+122GEHb3Qy0cCzoLDmc9999/XPinWGTDzEIbSX+kJ7euWVV7zoY81h+gQEXnn2GP3qq69Uv0TkkSgUSUGiUMQSiUJRlyCWCJtkPVd6vQsrGAgkliHkDw9cHIz1IBjjGOVnnnlmtUytFNaDsXatW7du7rHHHvPrxURpIasuoaBsrcK+mulr8BCJp59+ut92hfWqcUwCxBpBvIa0ESYagt+PusV6SCHigEShSAoShSKWSBSKcjB16lTv3SAsNGwbADw5bIlx6KGHujvvvDPWGRMRs2Rqveiii3woX/369auS0FDWW28917FjR3fHHXe4d9991yfrEcWBUCLTbf/+/b0XkGQywfrF34T29unTx+/PSXhp3EH80Z6C3/Oss85KvSpE9JEoFElBolDEEolCUQ4IZcOLNnr0aJ9iP1j/KGTvxIODmGJ9V9w8hEG4dtYNkuQDowcByJo2C19EAJOQBhHcs2dPN2nSJB/yGOfvXC6oV4Ttcg9POOEEnziG7SW4z1avMDQRiiQEIpMn3usk3Gu+C5MOwXaEh1phoyIuSBSKpCBRKGKJRKEoJ4SSku0xWP8ohPmxvUPSkrAgWF599VW/XxwZIYPfGe/hZptt5hOhsL6NbS5EYXzwwQfulltucQceeKDbZJNNvAi0+8vv7NXHOk62dKDuJUkwSRSKuCNRKJKCRKGIJRKFopzgpWGLhmD9oyy33HLu/vvvTx2VPEiaQ/gsRvw666xTLZyUcNr27dv7sFkSpMQhE2a5Yb/M119/3V166aWuefPm3jto95N7y5YmrE3ldRL7JBGJQhF3JApFUpAoFLFEolCUE/Yd7N69e7X6R0EU3nfffamjkgeG+rx583xykMMOO8xttNFG/jtbmCN7z7HPISG0rHnDwyjjvjqEfJIYBkE4btw4d/jhh/v7GMwsiscZj+GJJ57oE/6w1jCpYbkShSLuSBSKpCBRKGKJRKEoJ5UqCgFjHbFHQpR+/fr5xCcrrbRStXtgHi5CaWmr4n9Qdz766CN37bXX+u0YSNgT3KePbUAQSTfffLPfN3LRokWpM5OJRKGIOxKFIilIFIpYIlEoykkli8Ig7I83YMAAvxH5+uuvX+1e4Plq2bKlu+aaa7yAJJtpJYOnj+0j2GSevmrXXXettnaQpD0NGjTwmWsR059//nlFCCOJQhF3JApFUpAoFLFEolCUE4nC/0EYJPvlsace6woRNwhCuycIHfadI7Mmx3LvKilDKd+VjeXZe5D1lvvvv783Grk3lsUVTyH7QbIVA2G3rMdk3WolIFEo4o5EoUgKEoUilkgUinIiUVgdQhzfeOMNH05KwpTg/nqIxI033ti1a9fO3XjjjW7WrFn+/lUK7N+I0Dv11FNdkyZNXL169arVGdYP4mm9/fbb3fTp0ytuv0eJQhF3JApFUpAoFLFEolCUE4nCv4Nn69NPP3V33323O/roo92WW25Zba0c4me33XbzG69PnDgx8VtXcD/op9hXkEy1bNsR9KBSV/AOdu3a1R9DaGklIlEo4o5EoUgKEoUilkgUinIiURgOoZIUQkXxjJkwtKya3KO11lrL7/FIVk3CScnEmaRwUr4L+1TOnj3be0bxnK688spV23fwEwNyxx13dOedd55fO1hpIbVBJApF3JEoFElBolDEEolCUU4kCrOzePFi99577/kMmmTY5L7YPcJbtu666/r/X3XVVb4tIwyTAoLwueee89tJ7LDDDj6baLCOEEp77LHHuoceesgn6knSd68JEoUi7kgUiqQgUShiiUShKCcShfmB6CGctFOnTj5UMrg5O96zXXbZxfXq1ctn5Pzqq69SZ8UT8w7y/AmfZe/BYN1AHDZt2tSdc845bsyYMYkPn80XiUIRdyQKRVKQKBSxRKJQlBOJwvwgJJKtKN5//3139tlnu5133tmLQQslxWuIMdWxY0f38MMPuy+++CJ2njPWDrK5PEli+vfv7/71r3/5TfytThA+W79+fbfHHnu4gQMH+iykCEixBIlCEXckCkVSkCgUsUSiUJQTicLCYEsGvIb33HOPO+igg7wwDN43spWSmfPiiy/2YadxAlEzbNgwv06ScNHgRv6UbbbZxq+vxBuK6KXuiP8hUSjijkShSAoShSKWSBSKciJRWDPmzZvnM22ScROxFFxriEcNT2LPnj3d2LFjfThplIUBW0e8+eab7rrrrnP77bff3zbvx0jca6+93CWXXOJeffXVit+8PxMShSLuSBSKpCBRKGKJRKEoJxKFNQdx9M4777jevXt7Eci+fZaZk7LOOuv4PQ3vv/9+v0YPL2OUMnMS3vr111/7vQfPOOMMv9UEezFy7YTF8jvfoXXr1v47kF1UZEaiUMQdiUKRFCQKRSyRKBTlRKKwOMhOyp6GGE5HHHGE23DDDavuIQIRo4rENKeffrr3skVpDR5ClbWB++67r08mY4KQgrezYcOGfi/GKVOmuAULFlR8dtFcSBSKuCNRKJKCRKGIJRKFopxIFJYGErSwfQMiAK9hcHN3SoMGDfzWDo899pgXD+UED+cbb7zhLrvsMi9igkYgBYF4wAEHuGuuuSZ26yLLiUShiDsShSIpSBSKWCJRKMqJRGFpQUT17dvXb+hOEpplllmm6p6ShGafffbxSWoIxWQtX10KBryUhIu+/PLLrkePHm6rrbaqujbCRUkswyb97D04atQovyG/yB+JQhF3JApFUpAoFLFEolCUE4nC0vLrr7/67KR4BMniSTipeQ35iTDcaaed3Mknn+zF2XfffZc6s3Yh9HPOnDnu+uuvd82bN3cbbLBBtXBR9h4kayrhpKyT5LqitP4xDkgUirgjUSiSgkShiCUShaKcSBTWDmzoPnHiRL81RbNmzaoZWojDTTfd1G+Ef9ddd/m1fbXJ3Llz3dNPP+0T4uy+++7+2dq14CFk7SDXMmTIEC9o2a9QFI5EoYg7EoUiKUgUilgiUSjKSTZRSMZJURxsR3HDDTe4li1bujXWWKNadlIKIuLGG290H330kU9aUyrvnG22T/9y9913u4MPPth7B4Ofz8b02267rU+CM2HChMhlR40bPGuJQhFnJApFUpAoFLFEolCUE4nC2gWv2/z5890zzzzj73P9+vWr3WeE2XbbbeeT0IwbN65kwpD1im+//bbfbJ5wVQQpGUXtcwkdbdu2rRs6dKibNWuWF5AShMUhUSjijkShSAoShSKWSBSKcoIoPOGEE6rVPwoCAu8SSVMuvfTSOim33367e/311/26vKSxaNEiH05KCCfCYc0116x2rwknPfLII91tt93mPvjgg6LuAUls2FgfoUloaDDZDb/zP575gw8+6I9Nkhjkvk2ePNmLXTbbD6tntVFoJ+edd55/jnavKYhyiUIRFyQKRVKQKBSxRKJQlBMSkFxwwQV+k3K8ScHkI3VddthhB38teK5Yk0fJZ30booYtIfDIkV2Tn1FMlMK9xpvE2r327dv7JDTpgo3tLK666ir31ltv+e9UCIR/sj7xzjvvdPvvv7/PJmrvjfBkc/1ddtnFh4uSTIbjowLCCeEcfIY//vhj6tXscF+/+eYbX2bOnOlFGvfRvntdF9oQbWndddf1a0olCkVckCgUSUGiUMQSiUJRTjBY2bPuuuuuc4ceemi1zdfruvDZiBlEUf/+/d2wYcPyys6JcHzhhRd8Zs2bb77Z/yT7Z5REj4GAYauHSZMmubPOOst77YL3gLBd9gkk8QsGWj4eQ8Qv203gZT3ttNO8uGY7DJLI2Puut956rnPnzm7kyJHuiy++iNz6QcJX8W4GnyHrHPO5RsTgHXfc4evMlVde6Tp27Og22WSTave1LgvPj7bEWtGpU6dGbnJCiExIFIqkIFEoYolEoSg3GOSE3J177rlus802q1YX67IgiDDm8WY1atTIh68S3pgLQmDxDnHObrvt5r1EbPkQ5X32EHuIccIO27Rp47eqCN4LksIgbgYNGuSmT5+eURzaVhOESyL62Hsw6H3EW9i0aVMftjp27Fi3YMGC1JnRAmF3/PHH+2fHM6QOsHl+Pp5ivn+HDh388+c86nAww2pdl80339ydffbZXhBGcWJCiExIFIqkIFEoYolEoYgC8+bNc7feeqv31OFp+te//lVnhUQoFMLtgu2ADeDJypkLvGQIiuC5++67rxcaUeezzz5z9957rw8nRcyssMIKVd+BJDTcH9bGvfbaa17QmUjiJ+G1JJNhb0GE1PLLL191LsJw/fXXd3vttZfr16+f+/TTT714jiphSVpYj5ePKHz//ferbcRP4btbvUqvb7VZaDu0oQEDBvjvJESckCgUSUGiUMQSiUIRBfA4ITIQDwixuiysg6MdnHHGGdXaAUY2r+cCUZieLGe//faLhSi0+/7uu++6iy66yIsY8/QR/onQW2uttbzIJRss4h1Yd4eYJMwUQZQeLrrlllu6Hj16+LBaxEmUBSFwjQhYu35KIaJw6623rnZuz549/Z6L1K30+lbbhTbEM+XZChEnJApFUpAoFLFEolCIJRBKGWwHlSAKDcQP4uaWW25xBxxwgE8KE/w+JC5hCwnWWyIGr732WteuXbvQvQdbt27t7yXexSiH0AYJE4Wsj8xXFG6zzTbVzmVvSCFEYUgUiqQgUShiiUShEEtgXWCwHVSSKDQIEWWriIMOOsgLPkTeUkstVfW92Gx+99139z/xDtr/WUNHyCTrE8k+ircqTpRaFCKahRCFIVEokoJEoYglEoVCLEGicEk2WDKuTpkyxXv7WFcZFH9sd8C6Q0SgiUW2m2jQoIHfauLNN990CxcujF3ookShEOVHolAkBYlCEUskCoVYgkTh/yDbKGvi7rvvPh8OShbR4JpBKxhwTZo08dsxzJgxI68tLKKIRKEQ5UeiUCQFiUIRSyQKhViCROH/IDEMHj/WBbLnHVtWBMNIrbD2cJ999nHPP/+83+w+rhulSxQKUX4kCkVSkCgUsUSiUIglSBQugdBPvIRsEcIegwi/dC+h/c1PBOPee+/t9zScP39+5DONhiFRKET5kSgUSUGiUMQSiUIhliBRuGS/SAyzc845xyeUCa4npLCXIXvhkYQmuEk9wpHj2Yph3LhxfkuEOCFRKET5kSgUSUGiUMQSiUIhllDJonDx4sW+L3jggQd8uOjGG29cLVwUcUjSmVNOOcVdccUV7qSTTnKNGjWqZsBR1ltvPXfiiSe6Rx991G+MH5eEMxKFQpQfiUKRFCQKRSyRKBRiCZUqClkLyOb1V155pWvRokW19YP8ZAP7Pffc0281wWbsP/30k/viiy/cwIEDXatWrXwmUo4llJRMpGQnbdasmRdGn3zyif+Mv/76y/+MKhKFQpQfiUKRFCQKRSyRKBRiCZUoCufOnetGjBjhunTp4nbaaScvCO07sCn9Flts4bp37+4eeeQR7/kLiiT2InzooYe8Z5Cw0uD3x7O46667urPPPtuNGTPGb3MRZSQKhSg/EoUiKUgUilgiUSjEEipJFBIuOnPmTHfHHXe4gw8+2Btfdu14B9dee22fZAZhRAbSTFtNfP/99+7ll192Z5xxhmvcuLFfWxgMO91oo41cp06dvHicNWuW++WXX1JnRguJQiHKj0ShSAoShSKWSBQKsYRKEIVsGYEgnDp1qjvzzDPd9ttv7zekNyFH8pj69eu7I4880u9RSBZSjs8U/sn/eZ1w0uHDh7t9993XrbPOOv69CCfF28geh9tuu6277LLL3LRp0yKZnVSiUIjyI1EokoJEoYglEoVCLCHpohBByBq/IUOGuMMOO8w1bNjQrxe0a2Yt4C677OLF2/jx430m0nxEkYGwYr/C008/3YvA4P1AbPI/Qk0ff/xxvy4xSkgUClF+JApFUpAoFLFEolCIJSRVFOLNW7BggXv99dfdzTff7MVPUAySHIYwTzahv+qqq9ycOXNq7M1DRPE5F1xwgReY6eGkZCcluylrFPFC/vzzz6kzy4tEoRDlR6JQJAWJQhFLJAqFWEISRSHibuHChe7hhx92Rx99tE8cs+KKK/rQTtuAfpNNNnHdunXzCWG4Zs6pabZQzmMbCpLS8Jnt27d36667rheedm8w+tje4qKLLvJhrGQ/rennlQqJQiHKj0ShSAoShSKWSBQKsYSkiUKSusyYMcP179/ftWvXznvpghvOI9TYcJ7v/cYbb5Q0Qyhiav78+T4JDf0JexqydtE+m1BVBOohhxzi1yKyJrGcSBQKUX4kCkVSkCgUsUSiUIglJEUU4nVDkI0dO9b16dPH7bHHHm6NNdaoujbEGZvT48VDMH7wwQe16qlDmPbt29e1bNnSrbXWWtXuE2Gs+++/vxs0aJA/rlzZSSUKhSg/EoUiKUgUilgiUSgygVBgK4Iff/zRbz1ghXA//p+PwcwxHMs5wfdgLVlYmCL/IwlJ+vHphWMQYyRPKRVxF4XcS+4HAoctIA488EC35ppr+s3lWddH4fctt9zSX+/kyZPdokWL8nqOxcB1saaRdYR4BldZZRXvpbQQVryXZEElGyoCi7pR29eUjkShEOVHolAkBYlCEUskCkUmEIPsY0fGSPay69ixo+vQoYPr3Lmzu/fee32ikFxwDOGBbI7OuQcddJB/r969e7uJEydW8wxhgD/33HN+w/PDDz/cH8tnphfe55RTTnGPPvqo94iViriLQu4fQu/iiy92zZs3/5tXjq0mSPKCd/DNN9/0z7cu+frrr924cePcJZdc4je2Z4N7uzY8hg0aNPBZUalzZEktpeDPhUShEOVHolAkBYlCEUskCkUmSFDC9gIbbLBBtfpB+OERRxzhtx/IBSGM7HkXTDRCadOmjbvnnnu8R9DAS3jjjTe6nXbaqdqxYYXwR0Qc9bdUxFUUktjl888/d88884z3tu2www5+f0C7FhLLkNiFa8Rbx7F1KbiC8IzZxJ7njLgn62kwOyl7GrZu3dqLKoRrsH7UJlERhXwe2VsffPBBN2LECF/w+j722GO+LuJ1zxXqi/h+7bXXvIHNuST84Sfv++233+b1nWDmzJneIB85cqQbPXq0e+edd/znC1FbSBSKpCBRKGKJRKHIBKIGrx0JQagXZrwjCvHqsL1BNnHBawMGDPDHkljEsl1SSHzywAMPVPNWIRhuuOEGL2D4DIQkIgHDYPXVV68qeJjY7qBfv37u008/TZ1dPHEThdxfjHS8sXfddZdr2rSpvz8mCHle/I3IZqsJxBihmblERW1iIa7cM7yGxx13nNtwww39tQYzoiIWe/To4V566SXvTUbI1OZ1R0UU8ny6du3q34O6T6EdsLUHQvrLL7/MKehfeOEFv05z/fXX9+HCTArwEw//W2+95RYvXpw6MjM8nyuvvNJnpqX9bb755r4vYKJIiNpColAkBYlCEUskCkUmTBRuttlm3jDFeF977bV9HWEd2DnnnOPXpIUZqXiv2PwcwxpBiNBjawKrY9lE4XbbbeeP2W233XyiFLwkeCqeeuopXzASJkyY4GbPnl3Sfe7iJgox0AmhxZvLvcKACl4Dz42wXbxE3CuuM0rgBcQbiPggC2owMyrCFm8wIcQDBw6sde9mlEQhodPB96IgmhHQ48eP920rDEQz1zt48GC3zjrr/O09CB2eMmVKzjaDaHz77bf9FiZ2LiKdesbaUCFqC4lCkRQkCkUskSgUmTBRiLcADw4eJ4xf2/ictYGEqZH0JR3EHgYsHguORbTwPlbHMolCjGk8ixxDUhLEYF0RF1GI54zr4v4hIDbddNNqIZgmwhE1hPiSmCeqIGLwYN5yyy1eACJk8WrZd8HTueeee3rhyPYWteWpipIoPOqoo/x70ObwiuPp4+8mTZr4+0Q7CcP2h+zZs6c/noyz3D+7JkK+8/EU8h5XXHGFr/92Lp5CQpPlKRS1iUShSAoShSKWSBSKTJgoxGNDvcAoJYEJBiLhnRaWiEcwHf7Ha4gTzqWO4W2wOhYmChFXJCGxNYx4NkaNGlVn65iiLgrxBCHwpk2b5q677jq/xYNtNYGAwJtLZk/uNa+zxQOippzhovmAB5DvxV6JJ510ktt66619/bJQUjyIJM055phj3NNPP+29VaX2GiIKW7VqVe0ZllsU4i1t2LChL/zNs8Zbl0nkcy5GNeKautC4cWN/L+2a8hGFtDW88HhuCV21ZyBRKOoCiUKRFCQKRSyRKBSZSBeFGJmdOnXyHjw8EBip/E5oYjr8j33w8Cpi0J966qne0LQ6FiYKMUjJKsrriAKMcozYuqKUopDvHuZBLQYSiBBKi2jYdttt/TMwo52CxxBRhRE1Z86c2CUF4X4hZPGGtW3btprHkEJIpCWhod8qJYRB897Bz4uCKMR72aJFi6p1otQrxHNY3eI7XHjhhX7LEY4lDBsxZ9eUjyhkz0q8shZ+Shvns6lbEoWitpEoFElBolDEEolCkYl0UdioUSN3/vnne4MXI5H/UXfIahiE8DaSiGy11Vb+GPagGzp0qA83tTqWSRRakg0M0X333dddfvnlfosCEqmwNo7EI6wvq431caUUhWQARdywdQfXXmwZNmyYD+lj78GwrSYQDueee64P2S3XBvClguRBd955p59wIJw0uNYQocjkRK9evdzdd98deq8KLTwjtulIF3blFoV8b+4BHlJby7vzzju72267zX3xxRepM/4HdZX6YcllELnBvj2bKMSbjNCknRINwPHUfyZyeD+8/BKForaRKBRJQaJQxBKJQpGJdFGIQUoGRLIb2nojks9gVOPFMvASkjCGjImEMyIA2ZoC49bqWCZRSDINO4Z1cohDEwV8FsISwfDhhx+WXBiWUhTiweO6S1l4X9YLWqZOvLBkmEQ48AwQU9zDqIeL5gMhkpMmTXJnnHGGF1zUI1s3afci/f4UUwi3DHpdKeUWhXjLSRTEnp5klsVYJrS6e/fu/jODfPfdd36PT9oo57Iu94ILLvChpHZN2UQhn8uWE2wfw7Fk90UEEq5KnWPi4ayzzpIoFLWKRKFIChKFIpZIFIpMhIlCBBmJKPbZZx//P4TfySef7F555ZXUWf/bm5AkGXh1WN9GQppgNsNMopC0+XZMWMFjwjpFDFRCJEspDEspCmujsDUI697wAiGQuL6+ffu6V1991W/inykBSRxB2FI3SEIzfPhwd8ABB7g111zT3wey2FryldosURCFtAeyieIZJSyUSRIEG0l3grCnIHUB0chEAetxmZjJVxRynxGB3FcM8auvvtrvkcg94FzuuUShqG0kCkVSkCgUsUSiUGQiXRSSWIYwRgxXMhwiUvBW8X82ogeMecImbV0TRi2CkK0HzAtBCROFiBr2PsR47datmxebiC3+JqmKhaxSMIwzhdHVlKiLQtaXXX/99V6QY+wjPFgDliQxGAb1EIFCfWjTpo0vwe1NaqtEQRTyO+2EtaQkeuL/TIwQ9sqWHuYVfvHFF329YCKGTL9s4zFo0CAvpu2aMolCwrEJ0bakNKxbJJkREz3cc/4nUSjqAolCkRQkCkUskSgUmQgThRiPrFl79tlnq7wQhJchqPg/mSExHq0uXXTRRT4TKfujBfdfCxOFGLhkgUTo4TXEIOd1PIKPP/64F16WYh8PJUYwSTdKRSlFIWIZQxqvTbFlvfXW84k/TjzxRB9SyTMghJeQwXxESxLge+INGzlypF9nuscee/iQxrD7VWjBu8Z7pSe2iYIoZCIFo5jvbgKPrKB49aj7dn2IRFtrSjKo6dOn+4kaBJ5dU5gopO4+8sgjvj1yDNt/sK6QusVEjkShqEskCkVSkCgUsUSiUGQiTBTefvvtfj+0Tz75xK83sjqDKMKIZF881rjxP5JT4M3D8MQYzSUKASM33RDHE4ZXhI3r8RKZMOT9+bxSUUpRiLfmmWee8SKOUL9iCwl2WEfJWjtCRfmZhLWDhcBEAaKEtZNsrs49CbtXhRaeEXUrvR+MgihEyLFWkOfN2kIS7/Aa7eC+++7zde/jjz/26wf5P+Gf/E57efDBB/3WKHZN6aKQSRz+ZrKB15loIQSViR2+tzyFoq6RKBRJQaJQxBKJQpGJMFE4ZMgQv0ccBuU111zjB21eI1MoIWvnnXeez7zJ/0kKQ1gbx2N8HnbYYVV1LJMozAbeknPOOafKMCb5CMZ8qSilKGTT/rC1WyKaILoQWsFnGBVRiFeeiRGy75rIw3vcp08fL/7Yy5Oso/yfbSiYiKHNBY+nmCik7fI6kwwISLY34fUePXr41w08kWwlY59H2y6kvQpRKBKFIilIFIpYIlEoMpFJFJqHCqOTbSoIHyX5C9lFSSzDQE6444ABA6q2jyB8tFhRiBFL3SSzIu+BZ2P06NGpV4unlKKwNjavF7UHYcus2Qw+w6iIQjzO1DHW+ZGNlf/zOqGlhFaThIYN7klCQ7ZSNp/Hq5rJU8hr3377rXv44Yf9BA7nISYJN2WNKomkiAR49NFHfSgq6xTxFFLHCUvlXK6z0jzVovaRKBRJQaJQxBKJQpGJXKKQcFFCSNngmuQX7EfI7xyLcMNLiDGLEVoKUUiYH+chBnkP1oMRWlcqJAorlyiLQiY+LISaLWFMFLIPIULO9hWkXeCtZ3sYvNT333//30QhYbeEfyPu6OdZT8lrrFMk0QwJnJjYIakNHkQmd9iug89k3SWvc18I28bjKEQpkSgUSUGiUMQSiUKRiVyikLVtrGuycE4Gc/Z6Y10TSWDwOgCGbi5RiNHLWibOIUyUjbQNDHPWTZFiP/hZGMXpG+cXg0Rh5RJlUUiINBMrQMIlPostScjwy+uEdnI8om7MmDH+OARkNlHIhM4pp5ziQ7Dt9XwLmYDvvvvuam1UiFIgUSiSgkShiCUShSITuUQhYGTiWQjWHzyGlnUU8hGFGJhsns2ehiS7YK9DjG32T8OAZSsG1nyx0Tjncy3spYZYLBUShZVL1EUhdQwmT57sjj32WO+1I2wbbzlZU9nDsUOHDj7EFBCFTNhkEoVc88UXX+zbEe178803/1vBi4iBjgDFW8jvTMrw+VyT1syKUiNRKJKCRKGIJRKFIhOIGhK7YDRigIaJQtYfkb2QTKBWfzBEWa9EWnvIRxTyk03YO3bs6F/faqut/OdRWPfENRDixmsYwBimGLalDGGTKKxc4iIKWaNLBmAmXjgmOEnChAqvQyZRaGsKaTcc++677/q2yf+tIBz5yTYXZBLGm4gIZc0w6xXJ/sq6QpLVCFFKJApFUpAoFLFEolBkgvTzrBm08DQM0VtvvbWaMYjwYR0TWzBY/SEsjXplm6pj6JLJ0PY1pOD1u/fee73xChipM2bM8Ik02BQfz4QdawXPRYsWLfwxGAq8bymRKKxc4iIKEXRTp051rVq1qvZ5e++9txs/frzPogrZRGG+7QYPPdlHEZ70AT179lTIqKhVJApFUpAoFLFEolBkAk8fIWbNmjXz3joMUTIaBj2FGJjsZ9atWzefARGPBZtfB0Hw4ZHo3r27D0vDC9i5c2efSt8MVIzvRYsWuXHjxvnPxJgloynrplgrxTqmk046yQ0ePNhnIcU4Dl5HKZAorFyiJArJKsp7MDHC3p4YxSYKgXZC+8F7b5/XtWtX7/kjNBRMFLJVjB3De+UrCmlb7OFIm+VcEkmxTyHrfoWoLSQKRVKQKBSxRKJQZAKDmHWBJH557733vEBKFzp4DQn9JKQM4YeBnG44cgzrjziGNU8cx1pARKd5HTFC+TyM2S+//NKvJeS97HiugTT5vHdtCEKQKKxcoiQK8ejZ+xByjaEcFIV466666irvuceLx3YS/fr1q7bGj3ZEZlISPtl7IQpZk5ivKJw4cWLVxvZsS0HUgEShqE0kCkVSkCgUsUSiUIglSBRWLlERhYRcjxw50l144YXu8ssv97/jGQ9eB8fYmj+SMvGTkNLgRAl1ksmU4cOHu0suucRvdD9ixAg3d+7cqrDuXDCJQ+gqCZ3I/Ms2FPkISiFqikShSAoShSKWSBQKsQSJwsolKqJQiEpGolAkBYlCEUskCoVYgkRh5SJRKET5kSgUSUGiUMQSiUIhliBRWLlIFApRfiQKRVKQKBSxRKJQiCVIFFYuEoVClB+JQpEUJApFLJEoFGIJEoWVi0ShEOVHolAkBYlCEUskCoVYgkRh5SJRKET5kSgUSUGiUMQSiUIhliBRWLlIFApRfiQKRVKQKBSxRKJQiCVIFFYuEoVClB+JQpEUJApFLJEoFGIJEoWVi0ShEOVHolAkBYlCEUskCkXS+Ouvv1K/FYZEYeUSBVFIvc3n84RIKhKFIilIFIpYIlEokgJG9eLFi913333nfv/999R/80eisHKJgij8448/3Pfff+9++eUX/7n/93//l3pFiMpAolAkBYlCEUskCkUS+PXXX91bb73lbrrpJnfeeee5Dz/8MPVK/kgUVi5REIU//fSTe/fdd93gwYPdwIED3eTJk93PP/+celWI5CNRKJKCRKGIJRKFIq7gSVmwYIE3yjEcevbs6XbeeWdfh8ePH586Kn8kCiuXKIhCPNxjx451rVu39vX4nHPOcaNGjXIzZ850X3/9tfckCpFkJApFUpAoFLFEolDECUJEEYN4BufNm+cefPBBd8wxx7gGDRq4NdZYw9ffddddV6JQFERUROGLL77o2rRp49+D+rzDDju4zp07u3vvvdd99tlnVfW/putmhYgyEoUiKUgUilgiUSjiBALs7bffdrfeeqs78cQTXfPmzd0GG2xQrf6us846EoWiIKIkClu2bFn1Pssuu6yv33vuuafr0aOHu+OOO3xYKesOhUgaEoUiKUgUilgiUSiijoWJst4Ko4Ew0d12280tv/zy1eqtlfr167uXXnopdXb+XH755dXeR6Kwcii1KOzXr1/q1fxh/eDEiRNdq1atqr2XldVXX93Xe8JKaQczZsxw8+fPz+sahYgDEoUiKUgUilgiUSiiiIXJ4REhTPThhx92Xbp08WGiGMd4UP7xj39Uq7dW8BQ+99xz/n3IRpqrEIqKsOvTp0+195EorBxKLQr79u3rM+BSf8PqXHqhDlFfWFPYokWLau9lZamllvL1nvq//fbb+/Zw3333ublz5/q2wrUqrFTEGYlCkRQkCkUskSgUUYSkGu+8844PEz3++ON9+NyGG26YUQgGyworrODatm3runbt6tdj5SoY1xREYPB9JAorh2JF4dZbb13tXPrUY489NrS+hRXq35FHHun23ntvvyY2+F5hxcJK99hjD9e9e3c3ZMgQN2XKFF8XhYgrEoUiKUgUilgiUSiiAPuzsVZw0qRJPoRuxIgR7txzz80aJlrbZbvttnOzZs1KXWFmMMQRoMFzMe4lCuNDmCg85ZRT8haFDRs2rHZuXRY8h02bNvXtBY/6yy+/7N588033wQcfuIULF6auUojoI1EokoJEoYglEoUiCkybNs0dcMABfj1VkyZN/LpA6iJeP8LmgvWzNgueSLww/I4gnT17duoKM4MoJAkI56y44or+50EHHeS+/fbb1BEi6rDlQ/v27f0EBFk/V1ppJS+y8hGFiK9GjRr5czFiqQP//Oc/q+pUbZell17af97KK6/svel4uPFUn3HGGW7MmDEKKRWxQaJQJAWJQhFLJApFFCAxzGabbeaNcYQg9RDvB2GjwbpZ22WVVVZx3bp185uHP//88+7HH39MXWFmWM+FZ+b+++93Dz30kP+Jt1OhfPGBtX8TJkzwW5zgpcbjhuc6H0GFl5s1rCNHjvTZQQkH3XjjjUPrV20UxOhyyy1X9Te/16tXz1/DFVdc4eunEHFAolAkBYlCEUskCkUUIBX/WmutVVUHl1lmGXfhhRe6u+66yx166KGucePGbv31169WTzMVjOLdd9/dHXzwwe7AAw/Mu+ApYpuLV155xSf/EKJQEJfPPvus9zJ26NAhtJ6FFTzL1D/qbbAdZCp4zxF+O+64ozvssMMyTp6cfvrpEoUiNkgUiqQgUShiiUShiALjxo3zWUOtDiLs7r77bv8a66IwDPDArLnmmj68E9EYrLPBsvbaa7vRo0d7Tx17vxVSfvjhB581UiF3oiZQb6h3eJjD6lemQr1je4lnnnnG770ZVq8JbSZUFE86YaKEiN54441u5syZ/mdYmPWZZ54pUShig0ShSAoShSKWSBSKKBAmCgnDNEjaMnXqVB+i16tXL7/eL1hng4X1iCTbECJO4J0mjLp169ah9ZqJELKcktWUrLyEKH/yySdeiA4dOtQLxvRzJApFnJAoFElBolDEEolCEQXCRCF7sIUxffp0d/PNN7sjjjjCi8P11luvWv1FFI4fPz51tBDxAI8hYdQtW7asVp8tTLRjx47ukksu8WtdSYwTRKJQJAGJQpEUJApFLJEoFFGgEFFIRkhCPPEeYkQcffTRPqzUtq6QKBRxxEQhGXipxxYmyp6bN9xwg9+3k2MIT00XeiS4kSgUcUeiUCQFiUIRSyQKRRQoRBQGYb0h21k89thjPqzUNqAfO3Zs6ggh4gGCjy0kSBpDJl7CRAcNGuRDoQkTzZb8SKJQJAGJQpEUJApFLJEoFFGgpqIwyHvvveeuu+461717d7+huBBx4ueff/ah0ZdeeqnPvItAZFP9fJAoFElAolAkBYlCEUskCkUUKIUoJKz0119/9R4VGcIijlCHFy1a5EOjC8mCK1EokoBEoUgKEoUilkgUiihQClEoRKUiUSiSgEShSAoShSKWSBSKKCBRKETNkSgUSUCiUCQFiUIRSyQKRRSQKBSi5kgUiiQgUSiSgkShiCUShSIKSBQKUXMkCkUSkCgUSUGiUMQSiUIRBSQKhag5EoUiCUgUiqQgUShiiUShiAIShULUHIlCkQQkCkVSkCgUsUSiUEQBiUIhao5EoUgCEoUiKUgUilgiUSiigEShEDVHolAkAYlCkRQkCkUskSgUUUCiUIiaI1EokoBEoUgKEoUilkgUiiggUShEzZEoFElAolAkBYlCEUskCkUUkCgUouZIFIokIFEokoJEoYglEoUiCkgUClFzJApFEpAoFElBolDEEolCEQUkCoWoORKFIglIFIqkIFEoYolEoYgCL7/8sqtfv35VHaypKFywYIF/r0GDBrm+ffu6q6+++m/luuuucwMHDnQjR450b731lvvmm2/cX3/9lXoHIeLHnXfeGSoKzzrrrNQRQkQfiUKRFCQKRSyRKBTl4s8//3SLFi1y3377rXvooYfcmmuuWVUHayoKZ8yY4Xr37u022WSTanU6vay11lquWbNm7pxzzvFGx1dffSWPioglTGjceuut7p///Off6vkpp5zifvrpp9SRQkQbiUKRFCQKRSyRKBTlAq/e8OHDXc+ePV3r1q3dCiusUFUHEYX3339/6sj8mT59uuvTp09OUfiPf/zDrbjiil6INmnSxD3wwANu3rx5qXcRIh788ccfbtasWe68884L9RQecsgh3hu+ePHi1BlCRBeJQpEUJApFLJEoFOXgww8/9CGc7dq1cw0aNHCrr766W2qpparq4LLLLuvXQ73zzjsFefDwFFJ/N9tsM/8+CL/99tvPnX322f7/F1xwgevSpYtr3LixW3755f0xiNFDDz3UPf/886l3EaLm/Prrr74eYuAOHjzYXXPNNe7SSy91l112mQ9dHjp0qHvmmWfcnDlz3O+//546q3CYVHnuuee8t7tRo0Z+osPaj5Utt9zSnXDCCe7BBx90n376aepMIaKJRKFIChKFIpZIFIq6hFC377//3t18881ul1128eIvWPes4PXYbrvt3EUXXeRDO/Nd85cuCgkTJbTO3gOPybvvvusNdcSofRbHXXvttT6kVYiagMDD2zxx4kQvANu2bes91ni9rV6vtNJKrmHDhu7AAw/0bcDWtBZS76jHeAjHjx/vjjjiCLf22mtXvX9YYdKDa8Er//PPP+fdloSoayQKRVKQKBSxRKJQ1CUIwhdeeMEdfPDBGQUhBa8HnsPmzZu7Rx991H399depd8hOmCjEIzl37tzUEUvWMnIchjkeSvtMPC54XyQMRU34+OOP3W233ea90IQl46UOW+e3zDLLeHG46aab+jr4yCOPFBS6jCDE0049zyUIKRYqfeyxx7opU6Z4YShEFJEoFElBolDEkjBRyCy3ELXB/Pnz3cUXX+y23XbbanUuU9lwww3d6aef7r17+RAmCm+55Rb3xRdfVPOQ4Dk88cQT3QYbbFD1WYTZYWwT/idEviDSqF8DBgxwe+yxR9XavnXXXdeLPtb7XXnlle6KK67wIdGtWrWq8h4iHtu3b+9GjRrlvdj5ePE4jiRMhEVb3c2nEGJ60003+eROQkQRwqolCkUSkCgUsQRRuPPOO1czHrp16+bXck2bNs1NnTpVRaUkhSQwjz/+uE8qU69evWp1LlNZeeWVfZbQF198MVVjs5OvKMQz0717d7fRRhtVfdbxxx/vz5coFIWwcOFCn6ioTZs2VXVp8803d506dXKjR4/23meDejhs2DDXokWLal7q0047zfe5+awxxNtOcibqeHAdbq7Cli8dOnTw1/T++++HtlEVlXIV+l4mLfCiW51FIEoUijgiUShiSZinEIOdBAWULbbYQkWlJIX6tPHGG3uhF5YpMawQfoeB/dRTT6VqbHbyFYWff/65N9qDG+aTjIbtMbQ1hcgX6tTbb7/tBSH1mnqEUYt3+7333nPfffddtfpEaDJeapIasc7P6t7WW2/tLrzwQvfDDz+kjswMnj5CQfmcsOQymQptCSObdY7q21WiVljjvd5661Wb6JCnUMQViUIRSzCOCXFaf/31vRgMWwOjolLOQggpa03yIUwU3n777d6bYxDCyjrF3XbbzYtT6jzru5ilLiYbpKg88AKS2dPq2yqrrOLDQ0eMGOHDSjNBchnCqDGGqX+IO7x4H330Uc41rUxcHHnkkb7uFiIKVVTiUlhvjid9p512chMmTEjVfCHig0ShiCUYGDfeeKM7+uij/ZoTS9OvohKFgsGMV+Ppp59O1djspItCDIvzzz/fr1WZNGmSNzCGDBnijjrqqKoQVmanO3fu7LM5ClEIrHWlvrF+kLrEGtVLLrnEh2dmA+8h6wjZR5AkMJxLNl7qKX1yNvAUdu3a1QtQiUKVJBbqNgmbyD7NPpxCxA2JQhFLME4IcXr22Wfdcccdl1c2OxWVuiqEu5GBNF/Bli4K8aaQzANvI2FzhK9iwGN08DrhSYT+jRs3Lq/QPSGCsNaVMOQ11ljD1ydCne+++2735Zdfpo4Ih3538uTJPuOtJdbYaqut/FYps2fPTh0VDvW0V69ePtyukDWFKipxKNRpIpcIwSaSSeH8Io5IFIpYQxgU+2sRaofnsH///ioqJS1kZ7zqqqu8l4OwuTCDIL0g5MjeSJKafEgXhZkK3sE999zTnXHGGe6hhx6qlgxEiHx57LHHfOIkW0+4zTbbuNdeey1r6Chg6CL+yErKxATn4hHHyzhz5szUUeGQfXTkyJE+7D9Yp3MVMv6ecsopfj9O9kgMa6MqKuUshPBTN++66y4f2SFEXJEoFEKIHPzyyy/u9ddf9+GbbKodZrxSCItjPzcMbrIlsgYrH9JFIe+B94bQvKZNm/p1hO3atXMnn3yy39SeJCFcUz5bAQiRDusJmzRpUhUCuuOOO/p1gbmgvn322Wd+As6ykCIK2Q6IbVGygeCcM2eO69u3rw9XzcdbiPAk2y5hrbkEqxBCiOKQKBRCiDxg82zW9bGnmxnT6WujCPtkq5TLL7+8IC9euigkrA/jGfGHEU44EhvZsxk+YdNsPyFBKGoKopCJhqAozCXqgDr36aefuhtuuKFgUci5lFdffdV73QmNtnYTVghPJYkNm+RruxUhhKh9JAqFECJPPvnkE3fPPfe4ww47zO2www5+3V/Q40H2OdZNYSAXsqYkXRSSfRQBiggUotQQxsmaV9tbjfBR1qfifc4GdZoEGkx6BMNHyUiaK3zUIOHMyy+/7C699FK3//77+/PTE4URMspWK3jbc61zFEIIURokCoUQogAwatnMHsP4gAMOqPK2UJZbbjm/IXihhInCsH0KhSgFJOg6+OCDq4Qd9Y512Xiks4EoJIyaZBqW9AhByZqqjz/+OHVUbqjT7DWLF5D32mijjaraEOWII47wIaO//fZb6gwhhBC1jUShEEIUAIYxoaR4VUjPj4AzYxZReN9996WOzB+JQlGXTJ061W86b1tSkMCILVAIV84G6/oefvhh1759+6q1tax5JctuoVlw2VuT92MtY7NmzaraEOW0007L6bUUQghRWiQKhRCihrz00kuufv36VcasRKGIAyRAIoSU7SGob3i7SWp0//33p44IZ968eT6skzrPXpycSzbRQryE6bD2dq+99qpqQ5Szzjor9aoQQoi6QqJQCCFqCOuw1llnnSpjtqaikK0revfuXRVGRxIPtsIgnE+iUNQGhGcSQsq6WOoc62FPOukkn1J//vz57s8//0wd6XyiF9bJDhs2rJpXjz0K2aj7xx9/TB1ZOKwZbNGiRdV7Us4888yC1uQKIYQoHolCIYSoIaUShR988IFP1oGRzfuQsn/QoEE+46hEoagNWBv76KOP+lBQq7+bbrqpT6JEdlK8f6zpY3/BadOm+TW0rB+0sFHqeo8ePdwbb7xR1No/iUIhhIgGEoVCCFFDSiUK2WbinXfe8UY6GyCzbotsjqxdFKI2wBP41VdfucGDB3tRZuGga6+9tt+uAi9ily5dXOfOnb1w3G677Xz95hg82W3atPFrahGNxUxcSBQKIUQ0kCgUQogaUipRKES5INHLwIED3T777OO3h6hXr57fbzMo0tILxyAU2TICUVgMEoVCCBENJAqFEKKGSBSKuIP4WrhwoU+a1K9fP78dxE477eQ9huwfSBIa1rpuvvnmVaGjFPY4ZA3iK6+8UpRHW6JQCCGigUShEELUEIlCkRTYUmLOnDk+0Qz7GLKHIGsLKU8++aS79957Xbdu3aoy5FI23HBDH2KKMCx0SwpDolAIIaKBRKEQQtQQiUJRKbBv4MSJE92RRx7p1xRanSd76YknnujGjBnjvv3224LFnEShEEJEA4lCIYSoIRKFopJg/eDw4cP9ekL20iS0lHpPKCn7F06ePNlvSl8IEoVCCBENJAqFEKKGSBSKSoNtUl577TX3xBNP+BBTNsHn55QpU/zaRHkKhRAinkgUCiFEDZEoFKI4JAqFECIaSBQKIUQNkSgUojgkCoUQIhpIFAohRA2RKBSiOCQKhRAiGkgUCiFEDZEoFKI4JAqFECIaSBQKIUQNkSgUojgkCoUQIhpIFAohRA2RKBSiOCQKhRAiGkgUCiFEDZEoFKI4JAqFECIaSBQKIUQNkSgUojgkCoUQIhpIFAohRA2RKBSiOCQKhRAiGkgUCiFEDZEoFKI4JAqFECIaSBQKIUQNkSgUojgkCoUQIhpIFAohRA2RKBSiOCQKhRAiGkgUCiFEDZEoFKI4JAqFECIaSBQKIUQNGT9+vEShEEWQSRT+9ddfqSOEEELUBRKFQghRQ1566SVXv359iUIhakiYKDz77LNTrwohhKgrJAqFELHlo48+ck888YS76aab3PXXX+9uuOGGOisDBgxwPXr0cCussEI1g/aee+5JXZ0QIhdz5851TZs2rdaGmjdv7tsz7Tqs7ZW68Fn9+/d3jz76qJs5c2bqyoQQorKQKBRClIU//vjDfffdd+7bb7/1ZdGiRe63335LvZqdP//803sYhgwZ4vbZZ59qBmVdl+WXX96tvfbavmy66abesBRC5Mf8+fNdhw4d3EorreTL0ksvHdrOarvwuXvttZef7Jk3b577/vvv3U8//ZRXGCvrH3/44YeqvoyyePHi1KtCCBEPJAqFEGUBUXfHHXe4gQMHultvvdUNGjTIzZo1K/VqdubMmePP69q1q9t+++1Djby6KKuttppr3bq1u/jii93QoUPdnXfe6b2XQoj8+Pnnn92oUaPc+eef79vS6quvHtrW6qJsvfXWrnPnzr4/oowZM8b9/vvvqSvNDOKRySAE5eDBg90tt9ziXn/99dSrQggRDyQKhRBl4Z133nHt27f3oWN77LGHa9WqlXvuuedSr2bnxRdfdC1btnQNGzZ0a665ZqiBVxelXr16rkuXLu6FF17wHg88DPIQCJE/eNm++eYb9+yzz/pJnnKKwlVXXdULwz333NP3S7169cqrPS9YsMBf+2677eZDX3fffXcvDJUsRwgRJyQKhRBlYeLEiW7dddetMsiWXXZZd/fdd6dezc4DDzzgwzbtXEK/NtxwQ7fVVlu5Bg0a1EnZfPPNXZMmTVyfPn3cjBkzUlcmhKgJ06dPd5deeqlvU7StsDZXW4XJpS233NKtssoqVX0K5fDDD3c//vhj6goz88UXX3ghGDz3nHPOkSgUQsQKiUIhRFlAFAYzdy6zzDIFiUIyfdq5a6yxhrv99tvdhx9+6KZNm1YnBU8nYpBEGb/88kvqyoQQNYE2REg5bYq2FdbmaqsgSCdPnuzatm1b1adQDjvsMIlCIUTFIFEohCgLpfQUkuSF7SGEEKImkLzqqKOOqupTKIV4CgmBD54rUSiEiBsShUKIslBqUci6PiGEqAmIP0Sg9SkUiUIhRCUhUSiEKAsShUKIqCBRKISodCQKhRBlQaJQCBEVJAqFEJWORKEQoixIFAohooJEoRCi0pEoFEKUBYlCIURUkCgUQlQ6EoVCiLIgUSiEiAoShUKISkeiUAhRFiQKhRBRQaJQCFHpSBQKIcqCRKEQIipIFAohKh2JQiFEWZAoFEJEBYlCIUSlI1EohCgLEoVCiKggUSiEqHQkCoUQZUGiUAgRFSQKhRCVjkShEKIsSBQKIaKCRKEQotKRKBTV+OOPP9w333zj/vvf/7pp06a51157zU2YMKGqYMi/+uqr7sMPP3Tfffed+7//+z/322+/+UGR/48fP77a8cHyyiuvuLffftt98MEH/ngGW87PF47lHD6b6+A9+bw33njDffvttwW9F3D8Tz/95D777DM3ffp09+abb7qXXnqp6nr5DP5+55133Pz58/33zBfee+HChf59eR+u89133/X3lnucjd9//93NnTvX3yu7nx999JH75Zdf/PvOnj07633m8yZNmuTef/99f59//vnn1DtHC65TolAIEQUkCoUQlY5Eoaji119/9WJk1KhRrmfPnu6AAw5wO+ywg6tfv7433vm53nrruYYNG7pTTz3VizyECoJp8ODBbvPNN3drrrmmPza9rLPOOq5BgwauTZs27rjjjnM33HCDF5yIpHzhsxBKfDbXwXuuscYabrvttnNjxowpSPwgrhYtWuSF4NVXX+2OPvpo17RpU7fhhhtWfV/KRhtt5Pbee293//33u6+++ip1dm4WL17sr4nvuv766/v70rFjR/f00097MZ2Nr7/+2t18882uZcuWXuysttpq7qKLLvLPBsF44YUX+vcLXqcVe0b//ve/3ZFHHumuv/56L2oxbKJmoEgUCiGigkShEKLSkSgUHjxt48aNc2eddZZr3bq1F3irrrpqtUEuWBCMjz76qBc/iEJE3korrRR6bLCsuOKKXgj861//cgceeKA/77333ktdRXZ++OEHN3z4cC8sg++5+uqru8svv9zNmDEjdWR2EL948K677jp30EEHuR133NGttdZa1d4zWLbaaisvrj7++OPUO+QGryKeuh49elS9D+K1b9++Xtxl45NPPnHHHHOMFzqch/jhPPMUnnLKKVXvma0gmhs1auQ6d+7sRRSCMkpIFAohooJEoRCi0pEorHAQGXiunn32WXfiiSd6rxYD2gorrOA23XRTt+uuu7q99trLC0V+7rLLLt5TiJi65557vFBZsGCB69+/v6tXr17VuYhKPG942Ti3efPmXqBsvPHG/nUbOBs3buwFD+GRucIz582b584880y3xRZbuKWWWsq/zz//+U8vRtu3b++efPLJ1JGZQRAi1i677DJ/PXYdeNh22mknt+eee/rrbdWqlWvWrJkXhPyf4wlbzRfuK8YE9wVxxmcgPPEW8vnZeOutt9xuu+3mz0FEc50jRozwr/G+p59+etV123Nq0aKFa9u2rX9GHI/Y4t5wzCqrrOKF4aeffur+/PNP/z5RIGqikPqF55jJkbFjx1YVwn4JBc5176i/X375pX8PvMScy0884kwoMIEShDBi2h6h2pMnT/ahv3wHzuEa8IpznoVpCyFqD4lCIUSlI1FY4TDgvfjii65Tp05egDCY4XlDlBBWieGO0YrBzFo2jNZrrrnGnXfeee6uu+7ya/LSRSEi5YILLvBr/QgPJewSQYXwvPjii72w5LMQdhRE16WXXuo/JxMMrhjnCE0+Y7nllnPbbLON22CDDdwyyyzjwzwJucw2CGNY4yG84oor3CabbOLfB2GByMSj9/jjj3tvI4b9559/7o1ywmIJ1zz//PMLEoXG888/7/bbbz9/T/k8Pot7mMnIJ6QVD+xmm23mj0c04b1FNEC6KOReE06L4EM8zJkzxz3zzDOua9eu/juaMGzSpEnBIbC1TdRE4SOPPOInBQghpi4Tosv7Eob71FNP+bqeDdrI0KFD/XvwvJkE4Cf1vV+/ft4DHIR2Q9sjNBhBv+WWW/rJCT6ba2Cig7qKQMSTL0RUoJ9lUoNJNiYGg4WIhHwmMew90s/nPcMmYDie//P+6Z/LhAzvVczkSZJFYbZ7Z4X/cw+D1xz2fMIK5xbzDPhMzmfiLPieXHOh9zD4XXnPTN8333qaDucEr5Xfw+prOnZdXI+da9fAa+nPht/5X7bvn/6e/Ex/hkIUgkRhBUNnMnPmTL/uDVFlgxnerMcee8zNmjXrbwPi999/7716eEMI+6RDREQFRSHGLd6/oMijk0LwIMruu+8+d9RRR3kPFscj8PBuIWYydYJ4ahBLW2+9tT+H0FY8m3gi+RvxQ1glwpVrSoeOF9F04403+vV2Jpa23XZbd8stt3jvXLo3iA4WcciaPAQurxcK9wijHw8pn4fIQGhmCiElCc9VV11VJZYQkYg5QnSB6wuKQu41AjwoWLjOJ554wgt9E04c17t37xoJ29oiaqLw3nvv9XWDiQp7XwreYp5hruePBxiPLNcSPJ9niLijbgbhenfffXc/sUEbCJ5DYb0s9Z0w69GjRxe0/laI2oS6SH/NZBn9TJcuXXzI+2mnneYGDhyYM9Te+mP6dCawOJdy/PHH+/6MiZDgOMDxrBlnou62225zZ599th+3jj32WNe9e3e/fICJGyZmgn14ISRVFHINTCq9/PLLbsiQIa5Pnz7upJNO8n0Vz43CM+CeMm7wXQzWwNuztWPTCxOqTJxiA3A89kGhYBsw2YxdwHuyxv8///mPtzNYNlIIiCPsjAcffNCPpYyXdq18Z6szt956q++zGefzBduCiVf6cyYLqYP8zliG7ZINvgffhzZzxBFHuG7durlhw4b5tsJrRF4RCcV1cr/PPfdcv1wm24Qg942kc9g+vCft76GHHvLJ84SoCRKFFQxCg46TtW4MYhjZrK9j4GC2KRt0gMxmMVgziARFIUYwnj8EThgMsnzuzjvvXOWdJASU9YUITN4zHYQZyW8woDmeNYkPP/yw96LxN6Vdu3be24dwTQfRRIdMR27H814Iy1xr/BhUGWhy3ZMwuMdcp4lZ7tEZZ5zhXn/99dQR1SHkkIHRPIt4bKdMmVJl6KSLQu41g0dw4OB6EeQMViuvvLI/juQzDDSI36gQNVHIZAXhzLwv10KdRCBSRxFmGAPZIOyTSQaeHZMW//jHP/y14dHGOEn3hDN48zp1gue87777+jpM+DJtwyZNuA6MGBI7RcHIFILIBIx46ru1QQrtBk85HvBsYFwT+UGUQ/B8CsnNEJbBcQCjGdGHcGFJg40bVpj0QsCZoZ/LwxJGEkUh940s4kT1nHzyyX5JhC0RSS/0QwiW4Bhx5ZVXhh6bXlgiQZ+FMKGvI2s3kRD5gChDxLFkI/ieJKZjcjnftfzUKeoly0gQvkToUC+ok8H3tUKfzuR3IaKTz2BileUz9j707ywvwUbIBt+DaCaLAmIikIlaJt8Rd4hrxml7XxLM8Tk8v0z1CNuFSRKzvRgHieLCXhKiJkgUVjB4v5hhMsOcn8y45lrzBtZJ8RNvWiGiEDAIGDStg8TwZZaL9VdhM73MKONNZA0dXjeMZLJ0YjzQefIeCNpLLrnEzxang9gksQyhfBxLQXxhyOeTtbSmgzvfhU7d1gjyPRn8EARhEH7IIMNARvgiIpaBzshHFGJMEarI4GyikFBGkgOxVUVUiKoo5P0YnHkO9hl4EBFlYQM/dQPxT11koGeSBQPJvNGZRCFrCBHqeK9pixhRGAd4FKkfhEovvfTS/n3w5FN/a1oPhSgleCKYxCP039qgTYIwKYIIwYDOVF+ZpMNLQth00DNP+6HtMDEZFIUY1OkJxhCGtE+WD9jfTPQxGcbYUOgkXtJEIX0V20Qxcco4G4xGYBwNFp4d4w3CBI+ice2111adwzH0R9xzu/d2vh1DH06fTgQPfTT9WdgkbxCWNBANY32v1QfGdTJwYxPkgvtMv8mkAEslzCawwjXa9XIfuM599tnHjzdcYyFgL/BsGVO5H9Q/PJC53odJ6RNOOKFK+HGfGHOYXMfzzrhu9pAVlofQljJNXGPX3HHHHVXjKOMEXlvsKyFqgkRhBUOoCAlKTDjQATHDmysMIgidcU1EoQ0EGNucQ2d98MEH+5m74GDOgMLghuFsHT0z0XTm/J/tM5j9RGzR0eNlCesQGTAIG2GtFu9BQQDXRRIPOm4GW8QsBj4ztRhUQbgGroUZThtkEZIcFwwbzEcUAgKEWV57tnxvBqQozSBGWRSSKInkSDarTttAlIWFRvFMMFwsKywDOx6UXKIQwxUvMAZvutjkfwzu22+/vX8PSq9evSQKRSRIF4UIBrxFCAv+Zu049T1sgg/o6/BcWag1XiHrmxGFhNgH+2X6b/oKIkRoFxjKjB+Ilv3337+ah4WJtHwn+4IkSRTi/UIQMubZ+nkK/QljEc+OcEX6PDxNeJe4bzyTYD8aFIWM74g0lluMHDnS338mMRlHuU9BDyTHIvixC3LdPyZNCZnkGSLYEPbmCUbk8FnZ1snxGv0yORCwJ+xc6gvXxfVxnVwv9QbvIyKOsGcm8rKFZ4bB5/FeeCJtDMLuYGIvW53D040XnO/INVJfeEbAWBAmCjmOyRAiq5hkSUeiUJQaicIKho6SgdiMV8RVoWvOaioKMQpYN8Jncg4dJWKPDi4oSukICS3Bi8hxFLwrJIThNdaYMBNKgg5ew3hnXUN6UhDW9vH+fI4ZMMxU1wUM0HyWrX+kcM2sUTPDhxAa7hdrFOwYPJmE4QQHmnRRaGsKgwMvM5Yk9WGdiA1aiBSeUdDrWG6iLAqpw4RyIgy5RrwfhPKEhcXxTPBsMEPNuXijGfDNg5FJFGaD+nvnnXd6I8y+I6FzEoUiCqSLQjwmCDYKf9NWmOALM2Tp8wiZw5DmWNbO8j62rp3f00Uhk4j0e4iU4MQMxjQGMwKEcyn0sxj/YcsIspEUUchnTp061X++3VP6SiJU6IfwWAWFEBNSjKc8L2yCYPhoUBTyXqyDCyYrQyAx/hOySSgwz876ZX4i2Bl7gxO96TBWIVbxEGKPENFiEwRM9iLiCN0P1ocgRGkMGDCg2v1nvON6sAW4Ppuc4D3wujFpwJjMdefzfIPwXkRTsc7cBChRSohrPisdngftgNdtmy/GbZaR2JgQJgrNM8skMROO5H9Ib08ShaLUSBRWMAzq1gExS8fsWb7x+0YxopCO2bKJYkDTsbIfYFAUIqhuv/12v9UCx9FB0hnbMQxQLMamk+V1ZhkZyNLFLR4Zrotj8J4xgOSzhUUpIDyEgZj1i3w+hWQ+LBC3AQkhx9pDQlrsGGZv+X7BATVdFOLRYnE6xyEsGfAQ2wzefF8T/BhNrGNMF8vlJMqikNn1Qw45xK+xQexhsHA/SUaTDqKdZ8KEA+fynBnwzeNbE1GId5g1W8FwZ65FolBEgTBRyJpYRAB/Y5xSX8MMbvoqwqNZZ81kC0ISYch5tOkwTyF9IAYwE2n8bu3ADG76Smsn9KG05UoUhdwz+g4mqejDeC6ICzyx3HPuCfcreG+5Ru4p4hBxErxvQVGIUGPSMjixyLm8F2McYw/jPp9FX8459H2IobDJSM5l3ONZ2xp67AGu3SaLLYKI5SNhEUxcM0simGDgM+mnEV5MoLGMxPIe2HPgJ2Mo9wBhTMi+CcZ8sevGLrF6S33Hy4rXMx3uLZMgTN7aRCERWmwzZcnLwkQhgtjenzGI9hYU5CBRKEqNRGEFQ5p864AIbcSYTU+bnws6yJqKQpKqBEUha7EYhIKzYXSaeLwIS8Lo5nhCN4LgSTSPCiGmDCJsBRGELR0sjIZBg0GE7Hl1AYMShgXCwIQMnTyLzi2rKAMq4o5BgWMQyOleU0gXhQwc7BvJ7Ophhx3mf+IRZQDHGOAYZogZmLmXNjhGAURqMOwrSqKQwZVJEkKsEYf8DwOFWWuMCTMkMEoYgElawDEMzjxnQpl4NvyvUFHIezO7zrNkJpq2QQbUXFuuCFFXpItC6ijeDCIgbDIEQcVxQQEChLAzaUJbMY+OZWemjw8ThZCp7tNeEKCcT4mKp5BrqmsYL5hsY1LQngMiDdGcTxQQ9zJ433OJwiCcR2QL4shEHs+YayG0Mh3EEuGThLNaX05fSz+JoLY6gT1BvxsmCvEaY8fYpDBjO8luGNvT60861Ce+b0371Oeee87bLEy8cv2EroZFkiBM8VgSnmtjMt8ToWi2TpgoJKES0ULYNLQvxnHGzKB9JFEoSo1EYQUT9BTS8WCEpqfNzwUdak1EITNtCDdLwIIxQHp+Zgmt86dTt7BPjqHjRUwx48YsG/vKsaYQwUMSGkQFhc9n3UNwEMFTaAMH70NnbhvC1xUIGZtFZf0F6z0soyXhKAhVZnaZHWSNBYN7OgxiQVGYqSBICKVlIBk0aJAX+7kGyUwggjDkWBOBN5M1HsUWnhsZ28x4oERJFOJxJm079y2Y4RajiPWDDPTAbDR1Fm8H2UIxSJmRv+mmm6rWcxYiCmkXDPwkTGKA53zuEZ+bnqZfiHKRLgrpv1n3jffE1n4Tek3SkvTsjhjItDOMaSIYiPRgEszeJ5MoDIPJRdpLUMwhChhbCo2KKLUoZDy1cSqsDyyk2Ptg7HM9me4N/RJjH2MpYwnXwZo0vGk1iRIpRBQCYwXP00QKfSL1IGwClvGZsclsAM5BSPN/QoJtuQWCiIlhJk7TvzdjJM+IpC8cy7IQwu5tsrU24VkwcchYwWczcc2ENX10sJ/mvhP1YfkTGBcYU4KTFmGiEPuA8dbaGN+NcYFQX0OiUJQaicIKhkxdCBDL9oXxWmgikpqKQjptBjrEHOfgEUEIEVKK8AE6PBbDW9pzZtkwJDAcED0UOljOtTBJK3S6DCLMRgLfi07ZZuoYMBk86xJmUVkPaQMYM4G23oJZR7xB/J+OnTDaTElNgqKQZ4eYYoYUY4xngEcUzykDLN5Y7nUxYoL1KYTjIDL5LLv3xRSeG6LOngclSqIQDyYeDEJyMX4R8dQxwjkxlBBvgJhn8GZNK6G8PDeeKbPXhYhCng/vyfMiIRCDPJ+HQYTBzPfFcBAiCqSLQtoi4oU+jnbA/0iqwVovExEY9IRa8z9bi0XbIbTeIkZyiUJED+2EghBjooRM1ERL0H/QbkksQp9nfX++lFoU0natr0vv/wot3F8mhzD4mbgN85oB95etmxBwJgpJqFKo19QoVBQC3j+b0OIeUB/Csm1zXxmnbWKwffv2XgTxjFnXSP9LfeA1lo8wmRBcCwmsg2RCzryifBaTBHUBoZyIQFtLznPifqWLV4t2QiBzPwiNRcgF62eYKGS7Cv6PzYAgpA5gCzHxErSRJApFKZEorGAQZcE9nxATYUlaslFTUUjoBBnq8JxxDtdAiAuJY6xDxbtHKEowq1m+hUQHLGC3AZ3QmUMPPdR3rnYMmT7p2K2DrW24Tyzk5/7w+QxgzGhzbYQG2kDK/7n2sOeQLgoxggiXRTQwG4s3D4HJwMz7YjwV+/0IveUzEV72ubVRoigKCQ/F8CQ0l0GfgR0jywQan2kZQjmXv1mXy8xwIaKQusFgz5osG+ApGEOEwmGE11U9FSIXYaKQdV9EPhBKzViAsU+GRgsdRMgwOWdJw+jnmERBULHGiv/lEoWIBsQD7YT3xsAmzJAoEELyiBrBk4LBXehEWKlFYW0UMk0zWZhJFHKteK84lkklhBxr8AvZoD1ITUQhz9vGMgr9IN67IIhXhF+HDh38MTx3JjEtgRzrIrEpbE0dkT2EkKYvb+F9TVQyMcq61qAnrTax/RX5TD6f8csiOuz58JNjzOvJvSCclu2IgvU7kyjkXjCu21pd7hPPFw8p9xDBKVEoSolEYQVDaM/xxx9flUYcwYQwQwTkGlB5HSOVjo0BsRBRyEwgSV4IbbRQI0IwMASY4bXOEiMDA4FZQDp+vIokaMEoP/roo6sV/keYKR4bBkMGEUSfGe9cI+GKFqZEQTgyu53P5rUYGWFGSiEwQHBvbWYR4YEYJCwIAWKiCy9fpr0i00UhopqtChAvtQXXjCFnHs7aKlEShUxEsEaKGXZmftmOwtoJ9QxvIKGjCDkzSggXw2ihDrOmMB9RSDtCRFL3CfOyGW/uNX/jzSYZQrF1T4hSEiYKEWzUVYQe/S//R7DRvwFGLJNihBPyGoKACSy8P7YmPJco/M9//uOPSy/0+0z6EWlS08iIOIhC1tplE4WMZYyRHGtRBvRddSkKCVUNikIKzzMI94vtIIKhkfT9we9F3WDSmj6R/pDxmrEoCOGn9hnYEEQbMeFcVyDKWGZgE+tEkmAL2f22pEqWlZfvQZ/OmBKso2GikHGd8Z6JXSYZLScCXnHsNN6D8GmJQlFKJAorGGZ1CeWxtXYMyGSEowPC4EVoBAdmfqfTZnCnE6NDpNPKJApJoWyYiGSAJVyIsBE8LxzPebbuAfgcjmMwQyhwDMY6nSmfxewZ12CF60RoYnyQeY735buwpYCFYNJ54kWzGTfCFulIEZQY+HjluD7DrtfClex+FAvGFDPaDCIUQgVJMMP3R0TwLKzDD4NrCopC7nXYPoWlhNl9QpKY2Wc2ludVbEFg4XWz0GVKFEUhBiZ1ngkKM3QweAlrfvzxx72Y538IfJ4j9RbDGBGYjyjkWOq5hc9RMG6ou8wQ81wlCEXUCBOFrAOjruIpMs8IbZxQaoxjBEsw4gCjl/6ZNmDZpXOJQj6TSRgK/Qg/bRyhP6c/JdrFxqZCKLUoRMyk93s1LUyeIpyY6KQfyRQayz1GHPP5TI6yJIHN/BnHakJNRCFrroOikPuAcAnCmMLYyzMjzBWhw6QCYopnx3htyy1M8DDWES4aFLjUE1uCwP0hoiNod9Q23FdsKBs3eE42mQiIM2wdS5rDWBCWKyBMFJI7wWACH/FpkU6sw2SpAXYC99aiqSQKRbFIFFYwDCx0zszYmreDwZ0OjlAOtkxAEBmIIjxYdEIMzqNHj/b/Y8APikKEDRunWxIVoCNnMCNklUQADDAcS2EwxSDHALdjLXTUjsEL88orr2Qd3BCbQaODNS2WcAADg46XkFXWxtn70gkTjsHnB0NTEIUM9IgBS6CQazDMBwY8ZrsR3wyWJFogKYDdO0Ki8F5mWgNSDlHIteD1pT4gVJjBLbYQYoOxaOFBlKiJQuofazYAQ5dQNUQsdZd7zut2PCKOuk3dZQIhH1HIe5OUAYMYY5hjMbIZ1KnLtL3gbLIQUSFMFNImgX6ctYK0FQx+olFom4TREfrJ8RjPhP7Rn3N8vuGjtCFC6ylM8rHXHG3RQriZUGF84VryiQAJUmpRSFg/18kYFNYHFlLsfVgSwERopn6B74zY4vO5/3gLERN1KQrp2218Z4zDW4mYC8L3QQgi6ChMHuBlox9lYpdxkHER75j184wVTFhjV9j3x/Ns/SyF+sga+LoCGwpxhofS+nDCpy1KimykfA8mgPFmk4E0LAoolyhkfGcS0nIwIA5pY/yPCUomJfm/RKEoFonCCodBBMFDZ2wGOgMJwo5OBy8GhjqDLxkV6bgY/Oj4+B8DFDO9QVFIh0WoByF07OvGmihm0+jkEHcmQOnMeS8MZma8bPYTEUcSHDMUKBgWGNHZZn8RdYSk2IDETwaRYCpuZulITIDXy96b6+X7MwuL4OWaWZuCeMOIIYSFrF+lCEvhuzHIW4gPg4DN/lHwPGH4ZAoPKocorC3wDNtgRomyKOSZ8DeDLgYtnl0GaGszeFIxVnhurA/MRxQisoPtgfdm/Y8GdBF1wkShbRWEAKG/tAgU2hR9Ka9bBkb+R/0H2li+ojAdBBvr0Nniwvp9jO8TTzzRT1YWQqlFYdCorysYX2xi1KIwGIu5vppQqCjEw0ffbN49IkJsT15AzPFciPoJirl8CsKKZSIISqsbeBcRlybI6LcJIa6ryTSug/6eCU6iaLgG6gHXiNBj0s/GOAvlpe2kk0sUAssMCB/m+/I6ghlvO7aV3W+JQlEsEoUVDp0aHTnGOCE/FoZgBYFoJfh/wjro+IKeQjOQmfljhtiyJ1L4PXg+Qoi1dcwWp4s9Zo4JAzKxRHgQHWSmkBmDa2HWzrJ4cj3pexbiyWFdAt5BjrPQIwqiJOy7YsAgEun8i4XvyQBAZ27Z4SgM4Fwv63GykSRRiEC3wYwSZVGIh5fXWU9IXTZxyLEYNxg51C2eD0ZTNlFIm2MyhXOCIdTMjuMhFyLqZBOFhPcT7YAY4TWEAWsGmfBCWBCpgXFrk2y5RCEGfjYjn+PYT5SJSjxOvA/hdelJSXJRalFYjs3rEeSMxYytNuZyb5mIJHlLLtLvdSGikL6P5DGM1TZBTNgk4xMRSXYMSVZItmJ9Hz9Za8d4Tz9uxf6mn2Vs4FhC97km+lpAbDLGB/MiMHmNgLL6k4lc9aoQiKBhLOYaEH9EFzFZwcS4jVPYVwhW7K108hGF2Ddsjk8mUzuGyWzCVc32kigUxSJRKHzHiLePuHU6MUIc6NiCgolC58zaJ2ZlEYQIEYQaAyIGgi22zlQQQYT54IGk00SscS4DhcGghgeJkAs7D08d3sxcnTzQGQbXZzFLx7XxvjYAMJtKCAceTAx/Eh8ExYkV0j+zeSyCkEEmuGlsMfA98ITa/kYUBnAEB8ZUNrhXDAJ2HoMuzyOfAT9qxEkU8uwRddQHu1YmPxB+1FVCqYFnizGaTRTiTaT+YTTabD5GLB7qYLi2EFElmyikj2JdF15va6O0JzzrjBGECeJBseUCuUQhbQ+DOBuIHtaTmbeGz6pEUci9Ylxl0tYmNxln+Ds9SUsYjJMmuKAQUcgYxLIRlkaYiONZk1SOSTXAXiC5mtUb6gXXRv+JWCTc0gqCj+dKtA97+HI8/SUTxrbmnjBNEsjZmj3qFxMQjCN8l2xwLUzO5WNX5ILJPHIFIE4RuESAEHXEOnO7F9g91PmwOpGPKOQ8rpdoKOwzni/jJ55D+wyJQlEsEoWiCjodZm/poAlJICSuR48eflaPdQkM8ggp1lcFjVfEIQY5HSBhnhybXgjnYa87ZjE5lgE7TGTRkdPRk46ZOH2yXnItrBPIZ4Clc8XbxnlcN4VBKSgKDTycCGHCYFlryDl2rSwOZ8aRmb1cayhqAmvG+Exmz7lnCDs2Qc+VTpsBDPHC4My1MnCwlo3BIm7ESRQC95g2wMBvYg5DicHc1rHkIwoxuqhXeKttNp8JCIxIDCaMCepCsGAk19X+W0LkIpsoNOOVtmwTXxiwFiaNB5H1hWa0h4lC6rz110RokHSEbXZITBMUiIwhtDeEA9fC+UzW4HUvNLIjCaIQQc73ZtLVhBKF5RJEpyC8WPMchP6ISU8SxPB6MBdAUBQiOBgb089nzTkeLCY6LbMsBc8ZfSPvbfeB8ZlJTZtw5p4x4ZvtPvHejI/WV+JxY+zgubD8hegg1mXb63jNSLbDBCv1JShy+RyuAY8m35WfucRjPtC3I4iJPqL+EdrJGI33mmtC7JHwJzgBHiQfUWgw1vAaYdIcR9viM/ldolAUi0ShqAZGLR0Xs2h4NNILr3FMsBPnd/4Xdnx64X15j2yDAK9xHAO+ncP754OdG/zMTB2xXXem75vPtdYUPjf9M/k7n8/imoLnZfp+USeqopDrwMPMhEhQFPLMOIatVEigwOfi+eaabeaaY0wUmuHDzHlQFGKEkCCAsKdgCDEFsckAHyz2GsmfaqMuClEo2UShQftG7FmYNXUbTw6Tb0Fhl0sU4oVBYOFpQfwhDhEatDMm1xAjlr2UQnsjgzOGdiEkQRQaRNvguQqKcsJ2iXSg72TykUlRJjy5h0y8ImIQbIglIygK6ROJIkKUEFlEHWAClwkuJnERgQgz+jQmAJiQ5VnZsyZCB2+lJRvimgiFJDFN2AQxMLZZ4i7rc/GS8bdN1nItiCT6YuoPxzBxR51igphJbPpn6hkRGohFJmP5vtSzUkRnMDHOZDrRPvbdaBtMCPI39YisuIzxYRQiCrknFk0VHAMpEoWiWCQKhRBlIWqikPBNDFLejxAgZsWDohADD28dRq0ZKBijhMqZ8YcoxGBlo2WbuSbhBiFOs2fP9scgCjFMbBY538JsuUShiAL5iEISfCEWLOEMhjLhhHjDmcwycolC1qPhoadNcgyvYxAjwng/9mq1tYR8BsY+mapzhZymkyRRyLo1+lcykVqiEyaYEEtEJRCujleP+2h9HgVhgsfQCIpCng39NRNnnMv3ZakGe/ARMWHRE4hPoobMm2f3AGFG6KNl0KR/5LkyWZZJLHEuhck483wiONkw3tYpUpcsjJQ1h9bvEqmBUKWOINYorLW07OOsxyNzZ9gav0LhGvl+hMLSFrgXTAoypnHfGA/4nowPYRQiCgGhTDuyPY+tSBSKYpEoFCIPzAPEeg3WGDKzygAXVkggwqa6bFpL51wuwyDqRE0UMmPOmlpChxlYeX7BrUF4jgzGzAjjiWBWneccDN3lGNbWUE8wCgnxJRMjfzOjDRgxhEQRNoXQ432Yuc5W8FqyD6fqkogCeGkQDAgMa4OsEwzCOrJRo0ZVZRyl4D0iFDQY3YAxjUixY9hKCO+f1XU8WnjWyWJJWF66d52CYERssOSAdoKhn8kAz0SSRCFYpmv6KrIlE9poXttgod/lvnIME2PBsFtCItOPDysklkEcsr0VQo/Js/RtlWz7K7sG1n/ynLnOXM+Kvp37+//buw8wqcrz/eMXxQKoAUSNgiJKt6AoaDAaxBaUYMEOiqggEWs0gkpRiMYCltjBRtEfooCoxBipIlhoUekdBMFGU5qAz/9/P5kzmd2ZXc7CsDtz5vu5rvdi2TnnzOzMLsy9z/O+b1AJVAjV6xxMC9HQ/7X6nlTrqIJuEIbzD/2fo8eqFXH173A62kdFbaran1m/pEi8P7V5ag9P3V7Q94PmGmq6gqYtBOdpgZ6CqLKqX7roF5TBPFoNLbSjaT9BYAaKilAIhKB/hNX+ofab/C0bqYaO0X88CojZ2t65u2VaKNR/2HqtgpHqjYqO0ecLO0YSj0l1XP7rhBkF3RdQ3FTd0y/AVCnXz57eCGsF0ET6N1NVdLVJKzSolU6rTeuXI4lvjvWGWAtzqIqlyo4qOqoMJR6jYKa2RlUe1b6t6qPeQGuunAKlwptaS9UeGCbEpRK1UBhQyFNngsKaQpnaLFUtU2upnm/Nv9TzqsXj8i9Ypl+AqvqkY/Vn4lAw058K/XqeFMj0b7pCfGIlOKBfuinwq9Knipj2fVXraRjBvEKFPX2/qWqoarK+D/N/n+iXDmob1ZxtfW/oe0SPVUP3qS2p9P+M5humk77f9TOg9wi6T31/6vnVz4haWAujX6AozKnyrsepQKsW2cLo69YvLlU11c+Dwqde2549e8b3SQSKilAIhKB/8LVZsv7zS/Wb6vxDx+g/QFUU9YYeyTItFAIIR/8e6g25qjOaN6Y3vUElPKA3rWrh1Pw1tXNqPpkCQ/5WQQUILTwTXEfXDFYmDehaWlREFUoFBB2napT+1NL/ehOsimNQOdoZUQ2Fer4V9vTc6XnW66A5acHz99VXX/ltqq7m/79Kz6mOK2xosRY9/3oO9BoV9P+dKod6rdSeqvtVNSvsfD5VE7UAju5L3yf6GvT9l7iITECPQY9blTTdX/C9oqH5kAqDatdMde6u0Gut51n3q/sMvk49v3pMhdHPgDqR9Hj1OHVuMGeyMPqZ0y9CgvvT86PW7mxceA6ZgVAIhKA3QWqFUmtK4n/8hQ21VmkFU0JhaoRCAJkiqqEQAMIiFAIh6Dd5Ch1qPdHcDLWvqAUm1dD8DB2jNihtd0EoTI1QCCBTEApzj/5vVgVTlUUtBLOjoUXEVKEs6iJGQLYgFAIh6D93tdeohUUtHlomvbChNg61TalNhTcGqREKAWQKQmHu0VYS+r9Er7Pm82nOouZIphq6Xb/obd26tbevAlFEKARQIgiFADIFoTD3aO6q5v1r24rE166gof+jtH2KNswHoohQCKBEEAoBZApCYe5RJ49WWNV+i4mvXUFD2z+cccYZNnr06NgVgGghFAIoEYRCAJmCUJh7FAq1bVTYUKgN8bXFBKEQUUUoBFAiCIUAMgWhMPdoqwvND+zXr5917drVN7QvaOh2bebfv39/X1sAiCJCIYASQSgEkCkIhQByHaEQQIkgFALIFIRCALmOUAigRBAKAWQKQiGAXEcoBFAiSjoUbt++PfYRgCjYlRBGKASQ6wiFAEpESYZCBUItMrBp06bYZwBks23btvnP9ObNm2OfKRpCIYBcRygEUCJKMhRu2bLFFi5caEOHDvWV5yZOnGirV6+O3QogmyxevNh/lrVK5NixY2OfLRpCIYBcRygEUCJKMhRu3LjRpkyZYu3bt7ejjz7abrzxRnvrrbds3rx5vneVQiOAzKWwtmTJEvvkk0/sySeftBYtWlilSpWsT58+sSOKhlAIINcRCgGUiJIMhWobnT59urVr187vt2LFih4O9SbwhRdesLlz58aOBJBJ1Ca6fv16++ijj6xz586+8XjVqlWtfPny/m9B7969Y0cWDaEQQK4jFAIoESUdCqdNm2bXXHNN/BplypSxgw46yE455RS74YYbrG/fvjZp0iRbu3Zt7CwAJUmVweHDh9u9995rF110kdWvX9/22muv+M+wBqEQAHYOoRBAiUh3KBwzZkzs1h375Zdf7Msvv7Rrr702fo3Esc8++9hxxx1nN910k7eVzpkzx7799lvaSoFiplCmOYOa96s20QsuuMB/3lP93Go89thjsTOLRr8ouuyyy/Jci1AIIJcQCgGUiHSGwipVqtgHH3zgt23durXQoZVHNadQobBt27bxaySO0qVLewVCbaWqRujNoSqHCxYs8Dd6wQCQfvrZ0s+q2kQVBu+++247+eST/d8L/cJGVf1UP7cajzzyiF9Dbab5f/YLGqKOgEsuuSTPtQiFAHIJoRBAiUhnKCxXrpy1bNnSbrnlFl80prDRqVMn69Chg78BrFu3bvwaBY2yZcv642zSpImf9/zzz/viFuvWrYs9GgDptGzZMm8Tveeee7wyqF/M6Gc81c9n/qGfU1X4U/3sFzR0vBadqlmzZp5rEQoB5BJCIYASMW7cOJ/DF7yJ0m//ixIK888lKo6hKkWDBg08WA4ZMsS++uorW7Rokc910qqlbIgPFI0qemrNXrp0qVfitYDM448/7r/kSfz3oSRGq1atQodCVTITz73tttsIhQCyCqEQQIn4+OOP7fDDD/cwqICnyt9rr70Wu7Vwb775prd2qs1TlbzEN2O7c+j+VNFU1aJGjRp23nnneTXjvvvus0GDBnlbKoDwFLpeeeUV69mzp/31r3+1E044wX/WtJpocf5sa+jnW/8eBe2pV155pW+IvyMrVqywP/zhD35OqVKl/E99LYRCANmEUAigRKxcudIGDx5sL774or300kvWv39/mz9/fuzWwmnhCW06r4ViwrSApnNUq1bNzjzzTDviiCM8mOr+69Sp4yuZrlmzJvYIAYTx/fff2+WXX+4/Q7Vr1/YgqF+4NGvWLHTLaLrGOeecY7169fJtaTRGjx7ti1LtiILjO++8Y88995z/u6RzP/3009itAJAdCIUAspJ+Cz9hwgTfq+yss87yN5FnnHHGDocC3emnn26NGze2gw8+OOWbw/yjQoUK/kZV1QDNP3rjjTesefPmeY7RtfUGF0B433zzjW8Dk/izpHmEahFXpa5hw4Z22GGHFbq4TOKoVauW/3ugn/P8P/sFjaZNm/rP88svv+ytrACQiwiFALKSQuHmzZt91UDN59ObuTBDwU1zgLTQjSoUqd5YBkNvRCtVquQBUisgai9EXUOLzFx//fV5jj377LMJhUARKRSedtppeX6WNGdXK4/qZ1tzDG+//XYPhrpNP5NBi2aqoVbu1atXF+nfBA0dr4qf5jgCQC4iFALIOVoQZubMmXbdddelfGOpUbVqVWvRooW/yXz77bdtxowZ8Y3sdX7Hjh3zHE8oBIpOoTCYjxcMLdIS0JxDbR+j/UK7d+/uP2ea15t4fOJ44oknYmcCAIqCUAgg52ij6mnTpvk8wMQ3lGoT1VxBtZP9+c9/9oVvtLpo/lVFNc/ohhtuyHMuoRAoulSh8NZbb025kq+2qtCiNKrwN2rUyKpXr55UNezdu3fsaABAURAKAeQchcLp06dbu3bt/I2kVh2sXLmyr3yoOYoffvihv1lVO5k2t86/iiChEEiPooRCtXZqhV8t6KT2b+1Lqop+4rmEQgDYOYRCADlHbywnT55sbdu29Y3pzz33XLv//vttxIgRedpEC0IoBNKjKKEwkeYcap/QYcOGeYu3FprSuQ888EDsCABAURAKAeScLVu2+EbZjz76qIe7gQMH+t939EY0QCgE0mNnQ2GiJUuW+FYQrVu39rmHAICiIxQCyElqRVMbmvZL3LBhg/897GbThEIgPdIRCoO2Uq0KrBWJAQBFRygEgCIiFALpkY5QCADYdYRCACgiQiGQHoRCAMgMhEIAKCJCIZAehEIAyAyEQgAoIkIhkB6EQgDIDIRCACgiQiGQHoRCAMgMhEIAKCJCIZAehEIAyAyEQgAoIkIhkB6EQgDIDIRCACgiQiGQHoRCAMgMhEIAKCJCIZAehEIAyAyEQgAoIkIhkB6EQgDIDIRCACgiQiGQHoRCAMgMhEIAKCJCYeZSmNi8ebOtW7fOX49Vq1bZypUr7dtvv7Uff/zRNmzYYFu3bo0djZJGKASAzEAoBIAiIhRmrp9++skmT55sTzzxhLVv394uvPBCa9mypV1xxRXWpUsXGzFihC1btix2NEoaoRAAMgOhEACKiFCYmZYsWWKDBw+2jh07WpMmTezggw+2vffe28qUKWP77bef1atXz0PiQw89ZJ999pn9/PPPsTNRUgiFAJAZCIUAUESEwsyzfv1669u3rzVr1syDoF6TUqVKxV+fxI9r1qxpnTp1si+//DJ2NkoKoRAAMgOhEACKiFCYWdQy+sknn1irVq2sXLlyeV6XVEOVwyOPPNKeeeYZ+/rrr+3XX3+NXQnFjVAIAJmBUAgARZQqFP7xj3/0cILip2ChllC1hya+JoWNPffc09q0aWOjR4+OXQUlQYv/NG3aNM9rQygEgOJHKASAIlIo7NChQ543sqeeeqp98cUXXnlauHAho5iGnu+RI0da8+bNrUqVKnlek8LGHnvsYUcddZT16NHD5s6d6/MRU12fsfvG8uXLberUqda4ceM8rw2hEACKH6EQAIpIoVArWya+kdVCJg0aNLATTjjBGjZsyCimoedbFcKKFSta2bJl87wmhQ3NMVSr6aGHHmrHH388r1sJjBNPPNGOPfZY23ffffO8NjfffDOhEACKGaEQAIpo27Zt1r9/f7v44outUaNGVrly5TxvahkMRtFGnTp1vJ33qquusoEDBzLPEwCKGaEQAIpIb1jXrFnji5vceeedVrt27ZRvdBkMRrhx6aWX2rx587yVd9WqVbGfNABAcSEUAsBOmj9/vnXv3t3q16+f8o0ug8EIN6677jrfN1Kt2Vu3bo39hAEAiguhEAB20rp16+yjjz6yp59+2u69917r1q0bo5iHQrmqtao0Va1aNWXgSDVKly7tiwNpo/uuXbumvDajeMY999xj77zzDvMIAaAEEQoBAFlNG9dPmDDBWrZs6VtNpAqB+Uf16tXtySeftKVLl8auAgBA7iIUAgCynuZ4qmKr6p82p08VBIOhQKh2xWnTprGgCQAA/x+hEAAQCVqo5KWXXvIVLLXFhPYtVJtoEAZVRVRoVMvi+PHjvcIIAAAIhQCACFm7dq1NnDjRHn74YTvnnHPytJNqPzx9Xi2jVAgBAPgfQiEAIDK0WMmGDRu8CtivXz+rUKFCPBRqg/thw4bFjgQAAAFCIQAgkkaMGOHVwSAUVqpUyd5///3YrQAAIEAoBABE0tChQ5NC4ciRI2O3AgCAAKEQABBJhEIAAMIhFAIAIolQCABAOIRCAEAkEQoBAAiHUAgAiCRCIQAA4RAKAQCRRCgEACAcQiEAIJIIhQAAhEMoBABEEqEQAIBwCIUAgEgiFAIAEA6hEAAQSYRCAADCIRQCACKJUAgAQDiEQgBAJBEKAQAIh1AIAIgkQiEAAOEQCgEAkUQoBAAgHEIhACCSCIUAAIRDKAQARBKhEACAcAiFAIBIIhQCABAOoRAAEEmEQgAAwiEUAgAiacSIEYRCAABCIBQCAHabbdu22caNG23dunW2Zs2aYhubNm2yAQMG2D777EMoBABgBwiFAIDdZtGiRfb8889bmzZt7Nxzz7WWLVsWy7jgggusUaNGVrZsWUIhAAA7QCgEACRZv369zZkzx2bMmOFDH+tzYaxevdpmzZpls2fPtsGDB9ull15qFSpUiIezkhqqGr733nuxRwkAAAKEQgBAEoW6rl272l133eVDHyvkhfHpp59a586drUuXLtauXTuv2CW2cRb3ULWwTJkyVq1aNfvggw9ijxIAAAQIhQCAJB9++KHVr1/fg5RGvXr1bNSoUbFbC6e5fDVr1rTq1atb1apVbb/99ksZ1opr1KpVy6uVvXv3tsWLF8ceJQAACBAKAQBJhg8fbuXKlYsHq/Lly/tqnmH84x//yBPKdO55551n1157rbVt27bYxtVXX+332bNnT3v33XdtyZIlvgANAADIi1AIAEjy9ttv56nw/eY3v7F33nkndmvhnn766TyhUBXDiRMn+m0KZcU9tmzZYlu3brXt27f7YwAAAHkRCgEASdIZCmvUqGHTp0+P3QoAADINoRAAkCSdofDwww+3yZMnx24FAACZhlAIAEhCKAQAIHcQCgEASQiFAADkDkIhACAJoRAAgNxBKAQAJCEUAgCQOwiFAIAkhEIAAHIHoRAAkIRQCABA7iAUAgCSEAoBAMgdhEIAQBJCIQAAuYNQCABIQigEACB3EAoBAEkIhQAA5A5CIQAgCaEQAIDcQSgEACQhFAIAkDsIhQCAJIRCAAByB6EQAJCEUAgAQO4gFAIAkhAKAQDIHYRCAJG0bds2+/nnn23VqlW2aNEimzVrln355Zf2n//8Jz6++uorW7Bgga1bt86P3759u23cuNGWLl0aP2bhwoW2evVqv70wW7Zsse+++87mzp1r06dP9/vSfevzv/76a+wo84/Xr19vS5YssS+++MKPnTlzpt/npk2bYkeVPEIhAAC5g1AIIJJ++OEHmzRpkj322GPWtm1ba9q0qdWvX99q1qwZH8cee6ydf/75NmrUKPvpp588wM2YMcM6depkNWrU8GOuuOIKGzp0qN9emBUrVtizzz5rZ5xxhh122GF29NFHW58+fTzsJQbKzZs324cffmgdO3a0evXqeWBq0KCB/10BNVMQCgEAyB2EQgCRomqfKnwKg5dccokdf/zxdtBBB+UJKYlDwe/111/3aqAC25QpU+ziiy+O33766afbK6+84tXEwqjy9+CDD1qdOnXi5957770e9IJQuHXrVq88KnQeeuih8eNOO+0069+/v1caMwWhEACA3EEoBBAZCnWzZ8+2bt26eRhUINlzzz2tcuXKVqtWLTvuuOPshBNO8NtUyTvwwAO9IjhgwAD7/vvvvVKods4rr7wyHmjOOeccGzhw4A5DoSqCjz76qFcfdd7ee+9t3bt39xAYhMJly5ZZ3759/b51zF577eVVwgceeMCvn9hmWtKyIRTq+Vq8eLF9/vnnHuY1dD/Tpk3z1l2F8B1RBVivkX6RoHODoTCv9mP9kqEgel3XrFljc+bMsalTp3o78o8//hjqfgEAyCSEQgCRoTBw8803x6t1Cl0KYO3bt7fXXnvN5/kpvOlN/Lhx47ySd9FFF9mQIUPs22+/3S2hUPMZFR5++eUXD1onn3yy7bPPPn5MtWrV7KGHHspTTcwU2RAK9Xrdeuutdsghh/h9aKgCq7ZcPQZVXgsLdfLpp59au3bt/BcFavsNrnHttdd6UNQc01QUSPU9M2LECG9BVsW5YcOG/rwpGAIAkE0IhQCyngKV3qA/9dRTVrduXStbtqyHEVXh1EaqQKLKUSK92VdlR/MJFRYV+hQyFCzTGQq//vprDyYfffSRh9OKFSv67Qoe+rseWyZWlrIhFGphntatW+e5r2B06NDBJk6c6GG8MPplgarF+c//05/+5IFR1UJRCFQlWhVlfb/ovLvuusu/P6pUqeLn6DUdNGiQfy8CAJBNCIUAsp7Cwfvvv2+XX355/E29qoV33HGHt2zuiN74KzzoTX86Q2GPHj1s5cqVHgzvvPNOrybpNlUwVV0aO3bsDq9bUrIhFOr1uuaaa+L3o+dV7cIap556qj333HN+TCr6RYIqiT179vRzy5UrZ+XLl49fSxVktaVu2LDBj1dw1/FaJEgV5j/84Q+2//77x4/XUIvy4MGDM2puKAAAYRAKAWQ9zeu67bbb8lR8tFiMKoFhtnkIWgxVPUxnKFTg0Gqm/fr1s9/97nf+eQWX3//+9x6cMjUQSraFwtKlS/v9BN8DBxxwgN1yyy0Frhqr74sxY8ZYmzZt/HjNN01cJCh/KNR9aVsTXVO3qxpdpkyZ+PEahEIAQLYiFALIeqoGqt1Pb8z1Rv23v/2tde3adYfbSOSXzlCo8NelSxd78cUX7eyzz7ZKlSr554844ghfWEbzGjOZKq8KgsHzkA2hUMFbgTsIa/qe0LzAVL8Y0PeG5nOqxVjHau6pQl3wmPOHQl1D3xuaf6jbNW9R1d4LLrgg/jwRCgEA2YpQCCCrqe1Tm8A3adLE35irQqfWwVdffXWHi4zkl85QqEqSgoVaWoPQoIVltGeiAlJRH1tB9Ljmz5/vezJq8Zzx48fv8tBcOm2vkdhOmemhUEFQIVDPdxDAtXjMyy+/bN98803sjP9Zvny5z0dUNVTnagGgY445Jv6Y84dCzTfVKqUPP/ywXX311Xb//ffbsGHDfG9Kva46h1AIAMhWhEIAWW3t2rX2r3/9y7ea0Bvzfffd14OX5n6VZCgsVaqUtzBq24ugcqWN7bVtwvr162Nn7ToFF63AqfmKur+DDz44LUPBStW34HnI9FCoEH7FFVd4dVZhsEKFCh7W1O6pFt5EmkOqRWhOOeUUP1fH3XTTTV71Cx5z/lCohWb0Cwh9Hyj0qWVZYVN7WGrVUp1DKAQAZCtCIYCspuX/3333Xd8OQG/MVfm54YYbvOJV0qFQAVUjuJaqUdr+4ocffoidteu0qqm2T0i8n90xsiEU6nXTCrQKeJpbqKqxKsgTJkyInfFfS5Ys8cdYvXp1D79q71Ur6SWXXBJ/zPlDYSoKf/379ycUAgCyHqEQQFZTxSaxUqg9AC+77DIbOXJkiYZCVQf1mBo3bhxvw9R+err2xx9/vMOtEsJS4Ln++uvjLaq7a2RDKNTrPmDAAHv99dfjC/uoUqvP6VhV++STTz7xYytXruxzCf/2t7/ZM888YxdeeGH8MYcJhdrmRG3KhEIAQLYjFALIalowRHPpTjrpJH9jrgVeVDXUXK+ibgif7oVmtI+dKlC1a9f2qpU+rxbP++67zxeaSceG9ZpL2LFjRzvooIP8+sGWDLs6FLKC50AjG0KhKn1vvfWWrzrbokUL/7wCubYm0esa7Aepam0Q5LRYjOZQKjjq4+AxEwoBALmEUAgg62mhlTPPPNPfmKtCp83EtZdcYW/oU0lnKFQI7NWrl88hVAhUMNTn1Vaq7Q+0AqnaSIPq1c7SRumqfP3f//2fL6qikLKrQxuza55iEGQ1siEUahsSPUZVj//61796ZVa3nXvuuR7WVJ3V86Xnfo899vDvlU6dOtnq1avtjTfeiK9gq0EoBADkEkIhgKynN/VaXKZixYr+5lzBS+2BCngKDjsSVOzSHQoVBrVx/cyZM30/PM1f02PT7aeffrqvXqnHnonUfpvYkpoNobBVq1b23nvvefjTa6aFfXSb5hf26NHDq8pjx46N702oz+s10+uvCiOhEACQqwiFALKeVvPs06ePzyMLVsysX7++de7c2auIkn9+of6u8KAgqGCmfegUMtIZChVEFAoVLBQ6FDTUVqrbNZ/trLPO8tbFTJRtm9cHoXDEiBG+fYTuT1XAoNqprSpWrFjhW0oEexNqtVEtUqTvgzfffJNQCADIWYRCAFlPb+pnzZrlc8eC0FWuXDkPaJrXN2rUKPv+++9jR//X4sWLvWWwd+/evoKnVjFVmJg+fXqeUKjWQwU63UdhUoXC7t27+0qXCqBqFe3Xr58dddRR8ceo9sZu3br5HLhMk62hUI9br6NeT/2iIAiFzZo1s+HDh3vw05xJvQZqI9XrputoniGhEACQqwiFALKe5uUpeKnqo+qbFnMJ3txrLt9VV13lWxWoGqT2QgUArTjZvHlzryhqtUqFtlShUIvW/OUvf/E3+zpXlahg/POf//T5fKo0rly5MmUo1IbnQXuqguttt93mbYs6RvPatDqpzlOQKOpqqbtTNodCVX1F7blHHHGE316vXj3fqiR47hXkFBL1vaN9C/X6EgoBALmKUAggMhTstGn9eeed51sRBBU5DW1VoZCjcKMVKYPb6tat6+FALagKGflDocKGqo7BucHQ9Q499FDf407bQmi+2o5CoQKG2lNbtmzptwfzC9Wiqjl8qm5liiiEQoW6Sy+91L8X9HodeeSRvqm99nRs2rRpvHWXUAgAyHWEQgCRoUqbgtWYMWM8oGlBEe0VmH9jdwWImjVr+mqVjz32mAc3VYw0v1CrherziccXNpo0aeLtqaoWqh2xTp068du0AuqCBQvybD2hlTG1/YGqlMFxCioKlwq0QaApaVEIhWoNffLJJ30vQh0TtJLqNbr77rv9dRdCIQAg1xEKAUSOQtjy5ct9U3uFPi04osCgN/palbR9+/a+XYSqc1p8JNi/Tu2jixYt8r0FtQiJjtd5qYY2Olfo7NKli68uqrCniqPuS5VALWyitlQFh8S2UH2s+1SY0DG6jo5XIBk/frwH00wQhVCoQPfZZ5/5fMLEx3Pqqaf61xJUZgmFAIBcRygEEDmq+ikYKuQpIOhNv9pDg6FWT4Uv3Z5YxRP9XeckHl/QCK6jc3Sful7ifenvqeYJ6nMKNInX0nkKp7pOJohCKBRVcDWnVPM3g3ZdHTdv3jx/fYRQCADIdYRCAECSbAiFCn+tW7eO38/555/viwklhkKF9vvvv98XHNIx1apVs65du9ratWtjR/w3FGrbEc3tDK6lgKg5h7qtIFpc6KWXXvI5izpHc0wHDRrkG+QDAJBNCIUAgCTZEAq1TcgTTzwRb+V95JFH/H4Stw9RNVAb1mvRH1UVNc9z9OjReSrEqjhOmjTJV6TVIkOaU/rggw/6Hpe6rSAKluPGjfNVTdVurNZhXWdHe1oCAJBpCIUAgCTZEAolaNlVm6cCXP52YFFbrqqHOkZ/BnNIE+k8na9jdD19nKr1N5FafXUtVSN1jv7MpBZgAADCIhQCAJJkSygEAAC7jlAIAEhCKAQAIHcQCgEASQiFAADkDkIhACAJoRAAgNxBKAQAJCEUAgCQOwiFAIAkhEIAAHIHoRAAkIRQCABA7iAUAgCSEAoBAMgdhEIAQJJMCIXaBJ6N4AEA2P0IhQCAJJkQCjdv3mybNm2K/Q0AAOwuhEIAQJJMCIU//PCDTZ061d566y0bN26crVixInYLAABIJ0IhACBJJoTCpUuX2gsvvGANGjSwK664wvr3728LFiywNWvWUEEEACCNCIUAgCSZEAqXLVvm1zrggANs3333tWOOOcZatWplvXv3tilTptjWrVtjRwIAgF1BKAQAJMmUUPjUU09ZlSpV4teqVKmSNW7c2Dp06OBVxAkTJtg333wTOwMAAOwMQiEAIEm6Q6HmBhbV119/Ha8UJl5PY++997ZatWpZ27ZtbcCAATZ//nxbvXo1baUAAOwEQiEAIEk6Q2GNGjVs2rRpsVvD08Iyzz77bMpQqLHXXntZ5cqV7eijj7aLLrrI+vTp4/ezbdu22BUAAEAYhEIAQJLhw4dbuXLl4gGsfPnyNmLEiNithfvHP/6RJ7wpUHbs2NEeeugh69WrV+hx5513WosWLaxChQp5rpdqKByedNJJ1r59e3v++ee9rXTlypWxRwQAAApDKAQAJBk7dqyHrKOOOsqHPta2EGEMHjzYGjZs6AvD1KlTx/bff38rXbp0yjCX7qG20tq1a9s111zjbaVz5szxcPjdd9/5FhdbtmyJPUoAABAgFAIAkqxfv94D1cyZM33MnTvXfvrpp9ithdPcvtmzZ/v52mOwTZs2HgxThbh0j1KlStmee+7p1UXNZWzevLl16dLFHn/8cW9rXbJkSexRAgCAAKEQALDbTJ8+3W666SarWLFiyhC3O4baXlWl1FA4rFu3rp144onWrFkzmzRpUuyRAQCAAKEQALDbzJgxw3r06GG///3vrX79+vGwFmYozFWtWtXKli2bMvwlDh2j4KkVSc8880zfy/COO+7wxWiCYzS3ceTIkbFHBgAAAoRCAMBuoy0iNJ9v4cKF3k6qNtQdjXnz5vmfH3/8sXXv3n2Hrad77LGHh0dtbP/MM8/49hdr1qyxgQMH5lmkRqGRUAgAQDJCIQAgIylMaoP6Aw88ME8IDIZWRG3QoIHPWXzkkUfsgw8+sMWLF8e3pNC2Gvvuu2/8eG18TygEACAZoRAAkJGWLVtmTz31VJ59CtUmqnCnFUbPOussrySOHz/e1q5dGzvrf4YOHUooBAAgBEIhACAj5Q+FahM95JBD7MILL/SVRLWIzapVq2zDhg22ffv22Fn/QygEACAcQiEAICNp+wiFQgU7LTqjNlEtIPPvf//b20S3bt0aOzI1QiEAAOEQCgEAGUlVwCFDhtjFF19snTt3tjFjxvgCMmERCgEACIdQCADISFowRnMF58+fbytWrLCNGzembBMtCKEQAIBwCIUAgEgiFAIAEA6hEAAQSYRCAADCIRQCACKJUAgAQDiEQgBAJBEKAQAIh1AIAIgkQiEAAOEQCgEAkUQoBAAgHEIhACCSCIUAAIRDKAQARBKhEACAcAiFAIBIIhQCABAOoRAAEEmEQgAAwiEUAgAiiVAIADafGjoAAA99SURBVEA4hEIAQCQRCgEACIdQCACIJEIhAADhEAoBAJFEKAQAIBxCIQAgkgiFAACEQygEAEQSoRAAgHAIhQCASCIUAgAQDqEQABBJhEIAAMIhFAIAIolQCABAOIRCAEAkEQoBAAiHUAgAiCRCIQAA4RAKAQCRRCgEACAcQiEAIJIIhQAAhEMoBABEEqEQAIBwCIUAgEgiFAIAEA6hEAAQSYRCAADCIRQCACKJUAgAQDiEQgBAJBEKAQAIh1AIAIgkQiEAAOEQCgEAkUQoBAAgHEIhACCSCIUAAIRDKAQARBKhEACAcAiFAIBIIhQCABAOoRAAEEmEQgAAwiEUAgAiiVAIAEA4hEIAQCQRCgEACIdQCACIJEIhAADhEAoBAJFEKAQAIBxCIQAgkgiFAACEQygEAEQSoRAAgHAIhQCASHr33XeTQuGoUaNitwIAgAChEACQkX7++Wdbvny5ffXVVzZ16lSbMmVK6KFzHn30UStfvnw8FCogPvnkk35bqnMKGpMnT7b//Oc//lg2bNgQe3QAAEQHoRAAkHF+/fVXD4LdunWz3/3ud3bkkUdajRo1Qo8jjjjCDjroICtdunQ8FOrj3/72t35bqnMKGoceeqg1bNjQevTo4eEQAICoIRQCADKOQuGLL75oJ554ou29997xYFeS47jjjrNXXnkl9ggBAIgOQiEAIOMoFP7973+3qlWrWpkyZVKGtOIcegyVK1e2Rx55JPYIC7Zs2TL79NNP7ZNPPrHPP//c5s+fb7/88kvs1oLpmLlz59rEiRP9/C+//NK++eYb2759u9+u52TLli323Xff+TWnT59un332md+PjlcVc9GiRbZ27dr4OYl0/qZNm/z8BQsW2LRp0+KPU+OLL76wpUuX2rp162zr1q2xswAAuYBQCADIOAowgwYNsqZNm1qFChVSBrXiHPvss481a9bM3nzzzdgjTE2P++GHH/ZzDjvsMKtTp461bdvWvv3229gRqek8BcCrr77aDjjgAG9b1f0999xztnnzZj9G8xkV5lStbN++vZ1yyineVnvIIYf48aeddprdfvvt9v7779vq1av9nEQbN260GTNm2KuvvmodO3a0k08+2c+rVq2at8jq/u6++24bPXr0Dh8vACBaCIUAgIykathjjz1mtWrVsrJly8YD2l577WUnnXSS9enTx1544QV76qmndnk8/fTTPnr16uVBdP/994/fn0bNmjX9OFXiCqNwp+Pq1q0bP1fhTVW4bdu2xY5K9tNPP9lHH31kp556avy8888/30OoKogKdP/+97/t+uuv9/CnIBcclzj0+XPOOccGDhxoX3/9dezq5iFx7Nixfr7maFavXj3pXFVDNd/yjDPOsJdfftl+/PHHQh8zACA6CIUAgIw1c+ZMDzKHH354PLxojmGLFi286pWqTXJnqTVT4e2yyy6zAw880EqVKuX3pxbWyy+/3B9LGOPGjbPrrrvOfvOb3/j59evXt8GDBxdafVOAU5jUvEWdo+rovffea/PmzfNWTrWG3nrrrfEtNsqVK+cB7oQTTvDQqaGP99hjD7/9lltu8TZUhVSZNGmS3Xjjjd4Cq9sVrFVlbNSokQdRDS2mo8V5dLsqjgsXLgzV9goAyH6EQgBAxlKFbNasWR7UFFaCoXZHBS9tF5EumsPXpUsXD0u6D61WqvB1ySWX+P6GmqsXxsqVK32RHK10quuoenfHHXf4HMCC6L6vueYaD6A6R3+qzVNBVc/B3/72N2vQoEG8YqoA2Lt3bw9+ixcvtiVLlvj8RW25oet06tTJw6lCodpONRdSbaaqBirs1qtXz7fs0JYbaltdsWKFzytU9fW8887zQKrQrfsHAEQfoRAAkNEUitTOqDlvqnApFKkipvD2+OOP51mMZWfo3O+//9769u3rYSvY21D3pVbLZ555xlspw96HgpgC2THHHOPXUXVPlbh//vOfsSOSjR8/3o9XEK1YsaKdffbZ/jlRGL3qqqviVUAFxptvvtnnFwbzDUUfKyCqKqj718eqMmrxmNtuu83P1VBrq/6u/RoT20O1CI2uOWbMGA+Iql6y4AwA5AZCIQAg4yngqAqmlsmgrVPjT3/6k7322mu+YubO0ny+YcOGWatWrbwyqOuqoqbQqb0JFZ6Kavbs2f7YKlWq5NdT1VDzHxXCgpZO0cf63Ouvvx5vDdX8xXvuucdXIhXNBzz33HP9NlUKdbtWZi0ssCngqfVTQVEtsWrB1fkaWmBGQXfNmjWxo5OpQvjzzz+ntT0XAJC5CIUAgKyg9ku1kQYtlgqHqupdcMEF3uqYWDULS6FHC9poURddK9jsXu2prVu39rbOnaEq2/3332/HHntsPMypJVNtmolhTvev8Hfffff5Cqc6tnHjxjZkyBDfOkIU3lq2bOm36fFpTqVC3qpVqzz4JYbMQPA5PSd6bm644QY/X0OLzOh8zRmUgs5P9XkAQDQRCgEAWWH9+vW+AqcCklopg4qhqod33nmnV+eKSgu5KJAF8wiDoftQG6WqZTtDj1WriWpBnOCaCmLaFzAxvCogqq1UATRoW9U5auMMWjt1rZtuuik+R1Gjdu3aHvTeeeedQhewUehU+2nXrl3j5ypUavEbLUYzcuRID5cAgNxGKAQAZA0tmqJ5hMcff3x8jp1CjhZO0cIsaiMNU+HSMarAvfTSS36tIJCpohcswqIWzJ2lMPbDDz/4gi9BGNNWD1qARu2qAVX69PUEq46q3VSrhOrrDOhxvPHGG3bhhRfGVzTV2G+//XwRnGeffdY+/vhjr/wlXjvRW2+95SuUBtVIDYXM4HxtV6EWXc3fBADkHkIhACBrqHqmds8HHnggz16Cmgt45ZVXeuUrTLBR6FKV7dJLL/VQGVxHG8d369bN5xHu6nw6VQG1kb0qmWr7PPjgg33TeC1qE1AlUiFwzz339PvXgjSa75f4NQTVPu09qIVwtBCNqqQa+roV7rQgjqqBWiBGITJ/MFY1US2p2nZCC+hozqQekz7W9htqWVW7q7a+UGWS1lEAyC2EQgBAVlF1Ta2Z2johMRgqHGk7Bu0nWNj8QoU1Bcv27dv73MHgfIUjzU+cMGHCLlUJAwpW7777rl188cXxCp02lg/aXHUfCmHBfEEFQ60qOnXq1JT7Ay5btswXpFErqcKdgl3w2FXprFOnjs+NVGDOv8m+gqVWaR00aJAHU1VHg3OD87UqqSqHWtBHzw8AIHcQCgEAWUeLsKhd9PTTT/dqVzC/UHMDe/bs6XMFC6I2SW0UHywCo3PVNqotL1555RVv+0wHhcI5c+b4HoOq7um+1Cb6r3/9y9s8dT/aakNVOt2m1lG1cqoFtqAqpap4mpeo1UfVTqpwqDCr8zX0dWg/Q30dWtQmkR6P7lfnP/jggx4gtQ1G4vkKpqo6qq1W7bW7Wi0FAGQHQiEAICspIClwaQ5g0H6pUKTVNQcMGOAtmIltkPpYbaODBw+2E088Mb4FhOYmHn744b46qMJm4t59u0qPUfenjeN1X7Vq1fL5iqraaYVSLfai+1Yr51FHHeWVxcIopKmKqHZSVfMUKlWJVJVUX7vuQ/MOFRhHjBiR5+uXxPMVnBX+LrroIqtSpYqfq6Hn8uqrr/Z5hswxBIDcQCgEAGQtbeeguXDBfoBBqNEKngpjids/JK70GVTuNCpXrmy33367ffbZZ3mOT5fPP//c/vjHP3oIVfjSKqSqVmreYpMmTXxOo+YyXn755X5sWHqsCpfaqF7PgcKlvh6FXK1O+sQTTySFwkQ6f+XKlTZ69Gj/+rUiafCcNG3a1PdVVHgEAEQfoRAAkNUU5hQCg/mFagfVx23btvUVOYPq2KxZs3wbhyA8aeg4zU1UMEpc8TOdli5d6ovXKKhpYZhGjRrZ+++/bx988EG8gqhqp0KcwmIqhYU70X6KZ555pl9LVUfNYdTG+zpPX39h52ujerWUquIYPC9qc9VWHT/++GPsKABAlBEKAQBZbfXq1b5/4VlnneWBJphfqPl2mqO3fPlyD1tqNVWLZuIxClLDhw/PsyJouilYaUsIzX/Ufaoy2L17d5/XGGwxoVVHta1Eqi0lFOq0eqiGApzaW4OQF/ypRWiuuuoqr3rqelo4RvehczVHUc+RQm/+80WBWW2ziRvca66hgmy65lcCADIboRAAkNUUcBTq1EKpMBOsylmhQgWvymlvwL59+/rH+pxu0/w7rcCplTq1ebvC0+6iIKb5f1rZMwhdWoW0VatW/lhVPWzTpo2H11QU5lS169Kli1f01PKZuDqpWkiHDRvmC8QEX5taQZ9++mkPgNoIX3MHtTiNVm1VuAzmTeq5W7Jkic/B1D6KwePTx/369fNACQCIPkIhACDrKdxMnjzZ7rjjDp+3F1QCgwCmOX3BBvUaWpjlL3/5i59THLTgzF133eXtqgqCahs97LDD/LFoFVQFtoLaVzWvr3nz5n5Ohw4dvOKpkPvaa6/5KqP6uwJnUCXUfMlrr73W5xoqPGqLDi1oo/bVdu3a+X0pKOt8LVSjwKnnR8+Jzldw/vOf/+zPTTq25gAAZD5CIQAgMsaPH2+nnXZavC1TQ5UzjSAoalEaLaQyatQor+IltlLuLqrMvfHGGz5/MTGc6nGpSvjhhx8WuLeiqnVaDTQ4R0PVRV1Hf2pLjuDzmkt49NFH+36GahlVKNScRoXl/OerjTX4M/i8QqtWZlVo1Mb6u7OCCgDIHIRCAEBkaA7ckCFDPNgkhqDEofl7apdUG2ZxUfCcMmWKVyeD7TOC0bVrV58TWNDKpwquqvrpOAXexJVWg6HFc9TyqfCn8KlW1GDuoLaVUNvoPffc4/MaU52v/R0VWDt37mxDhw71llICIQDkDkIhACAyFIK0aIrCjYJO/vCjfQI1Ny8ITcVFj0tz+d577z1f0OXKK6/0rTHU5qmVSNWmWVDFUp9XFXH27NneLqo21Ouuu86rh1pc5sYbb/T5lNrMX8FTi9Xkv5aqflp9deDAgf7c6DwNVSnVktqrVy/fwmP69OkpF7sBAEQboRAAEClqmfziiy88/ATbVGhorqECmTZlT1yopbgoqKkaqACYOPS5ggJhQLercqfHrYCY/xqqJuq2oDqY366eDwCINkIhACByFHy0xYM2iq9WrZpVr17dA6HmHGrRFwAA8D+EQgBAJK1Zs8argtrEXe2VCoRssQAAQDJCIQAgktQGqXZItUXSGgkAQMEIhQAAAACQwwiFAAAAAJDDCIUAAAAAkMMIhQAAAACQwwiFAAAAAJDDCIUAAAAAkLPM/h8gyFV4YY/zMgAAAABJRU5ErkJggg==)\n", + "\n", + "Figure 2. Schematic of Strong Arm Latch" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ca_fsW5TgqJ4" + }, + "source": [ + "When CLK is 0, M8-M11 operates and precharges nodes P, Q, X, and Y to a state of high. P and Q have the same capacitance, and X and Y have the same capacitance.\n", + "As soon as CLK reaches 1, M2 and M3 operate. This behavior causes the values of X and Y to drop until M6 and M7 are activated. One of the values of X and Y is 1 and one is 0 output. At this time, M4 and M5 play a role in preventing the connection between the VDD and the VSS while the output is determined.\n", + "When this action determines the values of X and Y, it works by saving them through RS Latch. The waveform can be seen in Figure 4.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "G5dn6yxfguhR" + }, + "source": [ + "![KakaoTalk_20241202_220422757.png](data:image/png;base64,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)\n", + "\n", + "Figure 3. Waveform of Comparator" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "4xjRvduHg57L" + }, + "source": [ + "The situation below was simulated to have a higher INP(=CDAC_VP). When CLK is 0, nodes X, Y, P and Q can be seen that they are precharged.\n", + "\n", + "As soon as CLK rises to 1, the INP is larger, so M2 operates faster than M3. As a result, the P value drops faster, and since the X and Y nodes are precharged, M4 and M5 are in the ON state, the X value drops along with P. As a result, M7 operates to charge the Y node. Therefore, X has an output of 0, and Y has an output of 1.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "prqLrSTRkk50" + }, + "source": [ + "# Design Flow" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "aBBXQvt6hzLu" + }, + "source": [ + "The comparator is generated from the following steps.\n", + "\n", + "1. Design schematic using xscheme tool\n", + "2. Extract schematic SPICE file\n", + "3. Draw layout and check DRC using Magic\n", + "4. Extract GDS and SPICE with magic.\n", + "5. Run LVS check with netgen\n", + "6. Simulation SPICE file using python" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "eqUyDvFCVPOw" + }, + "source": [ + "# Environment Setting" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "gLPkGgzPp31l", + "outputId": "c39d9b72-0b97-4985-ece5-bba3d1ea9fc2" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Requirement already satisfied: condacolab in /usr/local/lib/python3.10/site-packages (0.1.9)\n", + "✨🍰✨ Everything looks OK!\n" + ] + } + ], + "source": [ + "import os\n", + "\n", + "CONDA_PREFIX = os.environ.get('CONDA_PREFIX', None)\n", + "if not CONDA_PREFIX:\n", + " !python -m pip install condacolab\n", + " import condacolab\n", + " condacolab.install()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "iicropCFp7B0", + "outputId": "4318e57c-3dd7-4fdb-9298-90b4a8b65253" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Writing environment.yml\n" + ] + } + ], + "source": [ + "%%writefile environment.yml\n", + "channels:\n", + " - litex-hub\n", + " - conda-forge\n", + "dependencies:\n", + " - cairosvg\n", + " - pyspice\n", + " - open_pdks.sky130a\n", + " - magic\n", + " - gdstk\n", + " - ngspice\n", + " - iverilog\n", + " - bison\n", + " - pip\n", + " - pip:\n", + " - gdspy\n", + " - pyyaml\n", + " - cairosvg\n", + " - pyverilog" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "vx0sqisAp8qe", + "outputId": "166daeee-523d-4dc3-c7ad-b00bb8c26d70" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\u001b[?25l\u001b[2K\u001b[0G[+] 0.0s\n", + "\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.1s\n", + "litex-hub/linux-64 ⣾ \n", + "litex-hub/noarch ⣾ \n", + "conda-forge/linux-64 ⣾ \n", + "conda-forge/noarch 1%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0Glitex-hub/linux-64 No change\n", + "litex-hub/noarch No change\n", + "[+] 0.2s\n", + "conda-forge/linux-64 3%\n", + "conda-forge/noarch 20%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.3s\n", + "conda-forge/linux-64 12%\n", + "conda-forge/noarch 39%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.4s\n", + "conda-forge/linux-64 20%\n", + "conda-forge/noarch 62%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.5s\n", + "conda-forge/linux-64 25%\n", + "conda-forge/noarch 68%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.6s\n", + "conda-forge/linux-64 30%\n", + "conda-forge/noarch 79%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.7s\n", + "conda-forge/linux-64 33%\n", + "conda-forge/noarch 91%\u001b[2K\u001b[1A\u001b[2K\u001b[1A\u001b[2K\u001b[0Gconda-forge/noarch \n", + "[+] 0.8s\n", + "conda-forge/linux-64 38%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.9s\n", + "conda-forge/linux-64 50%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.0s\n", + "conda-forge/linux-64 59%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.1s\n", + "conda-forge/linux-64 62%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.2s\n", + "conda-forge/linux-64 70%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.3s\n", + "conda-forge/linux-64 79%\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 1.4s\n", + "conda-forge/linux-64 91%\u001b[2K\u001b[1A\u001b[2K\u001b[0Gconda-forge/linux-64 \n", + "\u001b[?25h\n", + "\n", + "Looking for: ['cairosvg', 'pyspice', 'open_pdks.sky130a', 'magic', 'gdstk', 'ngspice', 'iverilog', 'bison', 'pip']\n", + "\n", + "\n", + "\n", + " Pinned packages:\n", + "\n", + " - python 3.10.*\n", + " - python_abi 3.10.* *cp310*\n", + " - cuda-version 12.*\n", + "\n", + "\n", + "Transaction\n", + "\n", + " Prefix: /usr/local\n", + "\n", + " All requested packages already installed\n", + "\n", + "\u001b[?25l\u001b[2K\u001b[0G\u001b[?25hPreparing transaction: - \b\bdone\n", + "Verifying transaction: | \b\bdone\n", + "Executing transaction: - \b\bdone\n", + "Installing pip dependencies: | \b\b/ \b\b- \b\b\\ \b\b| \b\b/ \b\b- \b\b\\ \b\b| \b\b/ \b\b- \b\b\\ \b\b| \b\b/ \b\b- Ran pip subprocess with arguments:\n", + "['/usr/local/bin/python', '-m', 'pip', 'install', '-U', '-r', '/content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt', '--exists-action=b']\n", + "Pip subprocess output:\n", + "Requirement already satisfied: gdspy in /usr/local/lib/python3.10/site-packages (from -r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 1)) (1.6.13)\n", + "Requirement already satisfied: pyyaml in /usr/local/lib/python3.10/site-packages (from -r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 2)) (6.0.2)\n", + "Requirement already satisfied: cairosvg in /usr/local/lib/python3.10/site-packages (from -r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (2.7.1)\n", + "Requirement already satisfied: pyverilog in /usr/local/lib/python3.10/site-packages (from -r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 4)) (1.3.0)\n", + "Requirement already satisfied: numpy in /usr/local/lib/python3.10/site-packages (from gdspy->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 1)) (2.1.3)\n", + "Requirement already satisfied: cairocffi in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (1.6.1)\n", + "Requirement already satisfied: cssselect2 in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (0.2.1)\n", + "Requirement already satisfied: defusedxml in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (0.7.1)\n", + "Requirement already satisfied: pillow in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (11.0.0)\n", + "Requirement already satisfied: tinycss2 in /usr/local/lib/python3.10/site-packages (from cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (1.4.0)\n", + "Requirement already satisfied: Jinja2>=2.10 in /usr/local/lib/python3.10/site-packages (from pyverilog->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 4)) (3.1.4)\n", + "Requirement already satisfied: ply>=3.4 in /usr/local/lib/python3.10/site-packages (from pyverilog->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 4)) (3.11)\n", + "Requirement already satisfied: MarkupSafe>=2.0 in /usr/local/lib/python3.10/site-packages (from Jinja2>=2.10->pyverilog->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 4)) (3.0.2)\n", + "Requirement already satisfied: cffi>=1.1.0 in /usr/local/lib/python3.10/site-packages (from cairocffi->cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (1.16.0)\n", + "Requirement already satisfied: webencodings>=0.4 in /usr/local/lib/python3.10/site-packages (from tinycss2->cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (0.5.1)\n", + "Requirement already satisfied: pycparser in /usr/local/lib/python3.10/site-packages (from cffi>=1.1.0->cairocffi->cairosvg->-r /content/hgu_goss/hgu/spice/condaenv.qz0qigie.requirements.txt (line 3)) (2.21)\n", + "\n", + "\b\bdone\n", + "#\n", + "# To activate this environment, use\n", + "#\n", + "# $ conda activate base\n", + "#\n", + "# To deactivate an active environment, use\n", + "#\n", + "# $ conda deactivate\n", + "\n" + ] + } + ], + "source": [ + "!mamba env update -n base -f environment.yml" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "4wNEOOBSp-lj" + }, + "outputs": [], + "source": [ + "import os\n", + "\n", + "CONDA_PREFIX = os.environ.get('CONDA_PREFIX', None)\n", + "if not CONDA_PREFIX:\n", + " import condacolab\n", + " CONDA_PREFIX = condacolab.PREFIX" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ykhy6--qfhBx" + }, + "source": [ + "# Design schematic using xscheme tool" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "aodsW1fwfOpX" + }, + "source": [ + "![KakaoTalk_20241202_220505614.png](data:image/png;base64,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)![KakaoTalk_20241202_220523547.png](data:image/png;base64,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)\n", + "\n", + "Figure 4. Schematic by Xschem" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "CYQb1bUQop4c" + }, + "source": [ + "# Layout using Magic\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "_RK8psnhmo_P" + }, + "source": [ + "## Connect github" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hMQBHbvum_9x" + }, + "source": [ + "To get layout SPICE(included RC), schematic SPICE file and TCL file" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "RrPFJs3C0zQ4", + "outputId": "f9d36d0c-d793-4707-9724-b0788d7e4096" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "/content\n", + "fatal: destination path 'netgen' already exists and is not an empty directory.\n", + "/content/netgen\n", + "checking build system type... x86_64-pc-linux-gnu\n", + "checking host system type... x86_64-pc-linux-gnu\n", + "checking target system type... x86_64-pc-linux-gnu\n", + "checking for gcc... gcc\n", + "checking whether the C compiler works... yes\n", + "checking for C compiler default output file name... a.out\n", + "checking for suffix of executables... \n", + "checking whether we are cross compiling... no\n", + "checking for suffix of object files... o\n", + "checking whether we are using the GNU C compiler... yes\n", + "checking whether gcc accepts -g... yes\n", + "checking for gcc option to accept ISO C89... none needed\n", + "checking how to run the C preprocessor... gcc -E\n", + "checking for library containing strerror... none required\n", + "checking for a BSD-compatible install... /usr/bin/install -c\n", + "checking for ranlib... ranlib\n", + "checking for ld used by GCC... /usr/bin/ld\n", + "checking if the linker (/usr/bin/ld) is GNU ld... yes\n", + "checking for grep that handles long lines and -e... /usr/bin/grep\n", + "checking for egrep... /usr/bin/grep -E\n", + "checking for ANSI C header files... yes\n", + "checking for sys/types.h... yes\n", + "checking for sys/stat.h... yes\n", + "checking for stdlib.h... yes\n", + "checking for string.h... yes\n", + "checking for memory.h... yes\n", + "checking for strings.h... yes\n", + "checking for inttypes.h... yes\n", + "checking for stdint.h... yes\n", + "checking for unistd.h... yes\n", + "checking size of void *... 8\n", + "checking size of unsigned int... 4\n", + "checking size of unsigned long... 8\n", + "checking size of unsigned long long... 8\n", + "checking whether byte ordering is bigendian... no\n", + "checking for ANSI C header files... (cached) yes\n", + "checking for setenv... yes\n", + "checking for putenv... yes\n", + "checking for vfork... yes\n", + "checking dirent.h usability... yes\n", + "checking dirent.h presence... yes\n", + "checking for dirent.h... yes\n", + "checking limits.h usability... yes\n", + "checking limits.h presence... yes\n", + "checking for limits.h... yes\n", + "checking param.h usability... no\n", + "checking param.h presence... no\n", + "checking for param.h... no\n", + "checking for python3... yes\n", + "checking for va_copy... yes\n", + "checking for __va_copy... yes\n", + "checking for tclConfig.sh... /usr/local/lib/tclConfig.sh\n", + "checking for tkConfig.sh... /usr/local/lib/tkConfig.sh\n", + "checking for wish executable... /usr/local/bin/wish\n", + "checking for tclsh executable... /usr/local/bin/tclsh\n", + "checking for X... libraries , headers \n", + "checking for gethostbyname... yes\n", + "checking for connect... yes\n", + "checking for remove... yes\n", + "checking for shmat... yes\n", + "checking for IceConnectionNumber in -lICE... yes\n", + "configure: creating ./config.status\n", + "config.status: creating defs.mak\n", + "config.status: WARNING: 'defs.mak.in' seems to ignore the --datarootdir setting\n", + "\n", + "-----------------------------------------------------------\n", + "Configuration Summary (principle requirements):\n", + "\n", + "Tcl/Tk: yes\n", + "Python3: yes\n", + "-----------------------------------------------------------\n", + "\n", + "Use 'make' to compile and 'make install' to install.\n", + "\n", + "Errors may not be printed to stdout: see files 'make.log' \n", + " and 'install.log' for a complete error summary.\n", + "\n", + "-----------------------------------------------------------\n", + "\n", + "--- errors and warnings logged in file make.log\n", + "make[1]: Entering directory '/content/netgen'\n", + "--- making modules\n", + "for dir in base tcltk; do \\\n", + "\t(cd $dir && make module); done\n", + "make[2]: Entering directory '/content/netgen/base'\n", + "make[2]: Nothing to be done for 'module'.\n", + "make[2]: Leaving directory '/content/netgen/base'\n", + "make[2]: Entering directory '/content/netgen/tcltk'\n", + "make[2]: Nothing to be done for 'module'.\n", + "make[2]: Leaving directory '/content/netgen/tcltk'\n", + "--- making Tcl shared-object libraries\n", + "for dir in netgen python tcltk; do \\\n", + "\t(cd $dir && make tcl-main); done\n", + "make[2]: Entering directory '/content/netgen/netgen'\n", + "make[2]: Nothing to be done for 'tcl-main'.\n", + "make[2]: Leaving directory '/content/netgen/netgen'\n", + "make[2]: Entering directory '/content/netgen/python'\n", + "make[2]: Nothing to be done for 'tcl-main'.\n", + "make[2]: Leaving directory '/content/netgen/python'\n", + "make[2]: Entering directory '/content/netgen/tcltk'\n", + "make[2]: Nothing to be done for 'tcl-main'.\n", + "make[2]: Leaving directory '/content/netgen/tcltk'\n", + "make[1]: Leaving directory '/content/netgen'\n", + "./scripts/mkdirs /usr/local/bin\n", + "--- installing executable to /usr/local/bin\n", + "--- installing run-time files to /usr/local/lib\n", + "/content\n", + "Cloning into 'hgu_goss'...\n", + "remote: Enumerating objects: 3762, done.\u001b[K\n", + "remote: Counting objects: 100% (272/272), done.\u001b[K\n", + "remote: Compressing objects: 100% (195/195), done.\u001b[K\n", + "remote: Total 3762 (delta 128), reused 172 (delta 76), pack-reused 3490 (from 1)\u001b[K\n", + "Receiving objects: 100% (3762/3762), 49.42 MiB | 6.35 MiB/s, done.\n", + "Resolving deltas: 100% (2208/2208), done.\n", + "Updating files: 100% (2708/2708), done.\n", + "/content/hgu_goss\n" + ] + } + ], + "source": [ + "%cd /content/\n", + "!rm -rf hgu_goss\n", + "!git clone https://github.com/RTimothyEdwards/netgen.git\n", + "%cd netgen\n", + "!./configure\n", + "!make\n", + "!make install\n", + "%cd ../\n", + "!git clone https://github.com/midolls/hgu_goss.git\n", + "%cd hgu_goss\n", + "!git submodule init\n", + "!git submodule update --remote\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "t-R91G75MrLv", + "outputId": "12920561-7189-41dc-c187-57404a37b8b6" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "/content/hgu_goss/mag\n" + ] + } + ], + "source": [ + "%cd /content/hgu_goss/mag" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "LhtQf9CzMuV6", + "outputId": "83f8393c-c1c8-4998-8289-e7f390d68888" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "['/usr/local/lib/python3.10/site-packages', '/content', '/env/python', '/usr/lib/python310.zip', '/usr/lib/python3.10', '/usr/lib/python3.10/lib-dynload', '', '/usr/local/lib/python3.10/dist-packages', '/usr/lib/python3/dist-packages', '/usr/local/lib/python3.10/dist-packages/IPython/extensions', '/usr/local/lib/python3.10/dist-packages/setuptools/_vendor', '/root/.ipython', '/content/hgu_goss/mag', '/content/hgu_goss/mag']\n" + ] + } + ], + "source": [ + "import sys\n", + "sys.path.append(\"/content/hgu_goss/mag\")\n", + "print(sys.path)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "K94__7AeTzss", + "outputId": "9c2767da-99e6-405c-f93e-5c8da583c136" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "Magic 8.3 revision 464 - Compiled on Sat Mar 9 23:18:29 UTC 2024.\n", + "Starting magic under Tcl interpreter\n", + "Using the terminal as the console.\n", + "Using NULL graphics device.\n", + "Processing system .magicrc file\n", + "Sourcing design .magicrc for technology sky130A ...\n", + "2 Magic internal units = 1 Lambda\n", + "Input style sky130(): scaleFactor=2, multiplier=2\n", + "The following types are not handled by extraction and will be treated as non-electrical types:\n", + " ubm \n", + "Scaled tech values by 2 / 1 to match internal grid scaling\n", + "Loading sky130A Device Generator Menu ...\n", + "Using technology \"sky130A\", version 1.0.471-0-g97d0844\n" + ] + } + ], + "source": [ + "%%script bash -c \"PDK_ROOT=/usr/local/share/pdk PDKPATH=/usr/local/share/pdk/sky130A magic -dnull -noconsole -rcfile /usr/local/share/pdk/sky130A/libs.tech/magic/sky130A.magicrc\"\n", + "addpath /content/hgu_goss/mag" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "JWuihohDfi6p" + }, + "source": [ + "### Draw the top-level layout" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 742 + }, + "id": "UVMDexBlo0Zj", + "outputId": "fca24d8d-b6fa-4b5a-9f62-ed6a597cd8d7" + }, + "outputs": [ + { + "output_type": "execute_result", + "data": { + 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\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 23 + } + ], + "source": [ + "import gdstk\n", + "import cairosvg\n", + "from IPython.display import Image\n", + "\n", + "\n", + "library = gdstk.read_gds('hgu_comp.gds')\n", + "#print(library.cells)\n", + "top_cells = library.top_level()\n", + "top_cells[0].write_svg('hgu_comp.gds.svg')\n", + "cairosvg.svg2png(url='hgu_comp.gds.svg', write_to='hgu_comp.gds.png', scale=5)\n", + "Image('hgu_comp.gds.png')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "xRLFgdRXr8Gk" + }, + "source": [ + "# LVS CHECK" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "qxMoRiVsr_ac", + "outputId": "f9978f78-8b9d-4c2e-b77b-07af12db50b9" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Netgen 1.5.287 compiled on Thu Dec 5 03:50:50 PM UTC 2024\n", + "Warning: netgen command 'format' use fully-qualified name '::netgen::format'\n", + "Warning: netgen command 'global' use fully-qualified name '::netgen::global'\n", + "Reading netlist file ./lvs/hgu_comp.spice\n" + ] + }, + { + "output_type": "stream", + "name": "stderr", + "text": [ + "Error in SPICE file read: No file ./lvs/hgu_comp.spice\n", + "-1\n" + ] + } + ], + "source": [ + "%%script bash -c \"netgen -noconsole\"\n", + "lvs {./lvs/hgu_comp.spice hgu_comp} {./lvs/hgu_comp_flat.spice hgu_comp_flat} TCL_scripts/setup.tcl comp.out\n", + "exit" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "fTKLJ7js0fXg", + "outputId": "1ecc5e02-8ce2-4541-8957-3ef3f1520b70" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "/content/hgu_goss/lvs\n" + ] + } + ], + "source": [ + "%cd ../lvs" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "yJPxTcXTyyM5", + "outputId": "7b815796-4a57-4cae-bd2c-1af43c307a3e" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\n", + "Circuit 1 cell sky130_fd_pr__nfet_01v8 and Circuit 2 cell sky130_fd_pr__nfet_01v8 are black boxes.\n", + "Warning: Equate pins: cell sky130_fd_pr__nfet_01v8 is a placeholder, treated as a black box.\n", + "Warning: Equate pins: cell sky130_fd_pr__nfet_01v8 is a placeholder, treated as a black box.\n", + "\n", + "Subcircuit pins:\n", + "Circuit 1: sky130_fd_pr__nfet_01v8 |Circuit 2: sky130_fd_pr__nfet_01v8 \n", + "-------------------------------------------|-------------------------------------------\n", + "1 |1 \n", + "2 |2 \n", + "3 |3 \n", + "4 |4 \n", + "---------------------------------------------------------------------------------------\n", + "Cell pin lists are equivalent.\n", + "Device classes sky130_fd_pr__nfet_01v8 and sky130_fd_pr__nfet_01v8 are equivalent.\n", + "\n", + "Circuit 1 cell sky130_fd_pr__pfet_01v8 and Circuit 2 cell sky130_fd_pr__pfet_01v8 are black boxes.\n", + "Warning: Equate pins: cell sky130_fd_pr__pfet_01v8 is a placeholder, treated as a black box.\n", + "Warning: Equate pins: cell sky130_fd_pr__pfet_01v8 is a placeholder, treated as a black box.\n", + "\n", + "Subcircuit pins:\n", + "Circuit 1: sky130_fd_pr__pfet_01v8 |Circuit 2: sky130_fd_pr__pfet_01v8 \n", + "-------------------------------------------|-------------------------------------------\n", + "1 |1 \n", + "2 |2 \n", + "3 |3 \n", + "4 |4 \n", + "---------------------------------------------------------------------------------------\n", + "Cell pin lists are equivalent.\n", + "Device classes sky130_fd_pr__pfet_01v8 and sky130_fd_pr__pfet_01v8 are equivalent.\n", + "\n", + "Circuit 1 cell sky130_fd_pr__pfet_01v8_hvt and Circuit 2 cell sky130_fd_pr__pfet_01v8_hvt are black boxes.\n", + "Warning: Equate pins: cell sky130_fd_pr__pfet_01v8_hvt is a placeholder, treated as a black box.\n", + "Warning: Equate pins: cell sky130_fd_pr__pfet_01v8_hvt is a placeholder, treated as a black box.\n", + "\n", + "Subcircuit pins:\n", + "Circuit 1: sky130_fd_pr__pfet_01v8_hvt |Circuit 2: sky130_fd_pr__pfet_01v8_hvt \n", + "-------------------------------------------|-------------------------------------------\n", + "1 |1 \n", + "2 |2 \n", + "3 |3 \n", + "4 |4 \n", + "---------------------------------------------------------------------------------------\n", + "Cell pin lists are equivalent.\n", + "Device classes sky130_fd_pr__pfet_01v8_hvt and sky130_fd_pr__pfet_01v8_hvt are equivalent.\n", + "Flattening unmatched subcell hgu_clk_async in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__mux2_1 in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__dfbbp_1 in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell hgu_delay_no_code in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell hgu_sw_cap in circuit hgu_sarlogic (1)(16 instances)\n", + "Flattening unmatched subcell hgu_sw_cap_pmos in circuit hgu_sarlogic (1)(18 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(4 instances)\n", + "Flattening unmatched subcell hgu_pfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell hgu_nfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell hgu_clk_sample in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell hgu_clk_div in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__dfbbp_1 in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(3 instances)\n", + "Flattening unmatched subcell hgu_delay in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell hgu_delay_no_code in circuit hgu_sarlogic (1)(4 instances)\n", + "Flattening unmatched subcell hgu_sw_cap in circuit hgu_sarlogic (1)(32 instances)\n", + "Flattening unmatched subcell hgu_sw_cap_pmos in circuit hgu_sarlogic (1)(36 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(8 instances)\n", + "Flattening unmatched subcell hgu_pfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(4 instances)\n", + "Flattening unmatched subcell hgu_nfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(4 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__nand2_1 in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell hgu_sarlogic_8bit_logic in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__dfbbp_1 in circuit hgu_sarlogic (1)(18 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__mux4_4 in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_1 in circuit hgu_sarlogic (1)(3 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_4 in circuit hgu_sarlogic (1)(3 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_16 in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell hgu_sarlogic_sw_ctrl in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__dfbbn_1 in circuit hgu_sarlogic (1)(14 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__mux2_1 in circuit hgu_sarlogic (1)(14 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_1 in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_4 in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_16 in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell hgu_sarlogic_retimer in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__dfbbp_1 in circuit hgu_sarlogic (1)(8 instances)\n", + "Flattening unmatched subcell hgu_delay_no_code in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell hgu_sw_cap in circuit hgu_sarlogic (1)(8 instances)\n", + "Flattening unmatched subcell hgu_sw_cap_pmos in circuit hgu_sarlogic (1)(9 instances)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__inv_1 in circuit hgu_sarlogic (1)(2 instances)\n", + "Flattening unmatched subcell hgu_pfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell hgu_nfet_hvt_stack_in_delay in circuit hgu_sarlogic (1)(1 instance)\n", + "Flattening unmatched subcell sky130_fd_sc_hd__buf_2 in circuit hgu_sarlogic (1)(1 instance)\n", + "\n", + "Class hgu_sarlogic_flat (0): Merged 257 parallel devices.\n", + "Class hgu_sarlogic (1): Merged 235 parallel devices.\n", + "Subcircuit summary:\n", + "Circuit 1: hgu_sarlogic_flat |Circuit 2: hgu_sarlogic \n", + "-------------------------------------------|-------------------------------------------\n", + "sky130_fd_pr__pfet_01v8_hvt (1148->1062) |sky130_fd_pr__pfet_01v8_hvt (1141->1062) \n", + "sky130_fd_pr__nfet_01v8 (1284->1166) |sky130_fd_pr__nfet_01v8 (1273->1166) \n", + "sky130_fd_pr__pfet_01v8 (73->20) |sky130_fd_pr__pfet_01v8 (69->20) \n", + "Number of devices: 2248 |Number of devices: 2248 \n", + "Number of nets: 1312 |Number of nets: 1312 \n", + "---------------------------------------------------------------------------------------\n", + "Resolving symmetries by property value.\n", + "Netlists match uniquely.\n", + "\n", + "Subcircuit pins:\n", + "Circuit 1: hgu_sarlogic_flat |Circuit 2: hgu_sarlogic \n", + "-------------------------------------------|-------------------------------------------\n", + "sar_clk |sar_clk \n", + "ready |READY \n", + "async_setb_delay_cap_ctrl_code[0] |async_setb_delay_cap_ctrl_code[0] \n", + "async_setb_delay_cap_ctrl_code[1] |async_setb_delay_cap_ctrl_code[1] \n", + "async_setb_delay_cap_ctrl_code[2] |async_setb_delay_cap_ctrl_code[2] \n", + "sample_delay_cap_ctrl_code[12] |sample_delay_cap_ctrl_code[12] \n", + "sample_delay_cap_ctrl_code[13] |sample_delay_cap_ctrl_code[13] \n", + "sample_delay_cap_ctrl_code[14] |sample_delay_cap_ctrl_code[14] \n", + "sample_delay_cap_ctrl_code[0] |sample_delay_cap_ctrl_code[0] \n", + "sample_delay_cap_ctrl_code[1] |sample_delay_cap_ctrl_code[1] \n", + "sample_delay_cap_ctrl_code[2] |sample_delay_cap_ctrl_code[2] \n", + "sample_delay_cap_ctrl_code[4] |sample_delay_cap_ctrl_code[4] \n", + "sample_delay_cap_ctrl_code[5] |sample_delay_cap_ctrl_code[5] \n", + "sample_delay_cap_ctrl_code[6] |sample_delay_cap_ctrl_code[6] \n", + "sample_delay_cap_ctrl_code[8] |sample_delay_cap_ctrl_code[8] \n", + "sample_delay_cap_ctrl_code[9] |sample_delay_cap_ctrl_code[9] \n", + "sample_delay_cap_ctrl_code[10] |sample_delay_cap_ctrl_code[10] \n", + "retimer_delay_code[0] |retimer_delay_code[0] \n", + "retimer_delay_code[1] |retimer_delay_code[1] \n", + "retimer_delay_code[2] |retimer_delay_code[2] \n", + "async_resetb_delay_cap_ctrl_code[0] |async_resetb_delay_cap_ctrl_code[0] \n", + "async_resetb_delay_cap_ctrl_code[1] |async_resetb_delay_cap_ctrl_code[1] \n", + "async_resetb_delay_cap_ctrl_code[2] |async_resetb_delay_cap_ctrl_code[2] \n", + "sample_delay_offset |sample_delay_offset \n", + "retimer_eob_delay_offset |retimer_eob_delay_offset \n", + "async_delay_offset |async_delay_offset \n", + "sample_clk_b |sample_clk_b \n", + "sel_bit[0] |sel_bit[0] \n", + "sel_bit[1] |sel_bit[1] \n", + "VSS |VSS \n", + "VDD |VDD \n", + "sample_clk |sample_clk \n", + "ext_clk |EXT_CLK \n", + "comp_result |COMP_RESULT \n", + "async_resetb_delay_cap_ctrl_code[3] |async_resetb_delay_cap_ctrl_code[3] \n", + "async_setb_delay_cap_ctrl_code[3] |async_setb_delay_cap_ctrl_code[3] \n", + "sample_delay_cap_ctrl_code[3] |sample_delay_cap_ctrl_code[3] \n", + "sample_delay_cap_ctrl_code[7] |sample_delay_cap_ctrl_code[7] \n", + "sample_delay_cap_ctrl_code[11] |sample_delay_cap_ctrl_code[11] \n", + "sample_delay_cap_ctrl_code[15] |sample_delay_cap_ctrl_code[15] \n", + "retimer_delay_code[3] |retimer_delay_code[3] \n", + "vdd_sw[7] |vdd_sw[7] \n", + "vdd_sw[5] |vdd_sw[5] \n", + "vdd_sw[4] |vdd_sw[4] \n", + "vdd_sw[6] |vdd_sw[6] \n", + "vdd_sw[1] |vdd_sw[1] \n", + "vdd_sw[2] |vdd_sw[2] \n", + "vdd_sw[3] |vdd_sw[3] \n", + "sar_result[0] |sar_result[0] \n", + "sar_result[7] |sar_result[7] \n", + "sar_result[1] |sar_result[1] \n", + "sar_result[4] |sar_result[4] \n", + "sar_result[5] |sar_result[5] \n", + "sar_result[2] |sar_result[2] \n", + "sar_result[3] |sar_result[3] \n", + "sar_result[6] |sar_result[6] \n", + "vss_sw[1] |vss_sw[1] \n", + "vss_sw[2] |vss_sw[2] \n", + "vss_sw[3] |vss_sw[3] \n", + "vss_sw[5] |vss_sw[5] \n", + "vss_sw[4] |vss_sw[4] \n", + "vss_sw[6] |vss_sw[6] \n", + "vss_sw[7] |vss_sw[7] \n", + "vss_sw_b[1] |vss_sw_b[1] \n", + "vss_sw_b[2] |vss_sw_b[2] \n", + "vss_sw_b[3] |vss_sw_b[3] \n", + "vss_sw_b[6] |vss_sw_b[6] \n", + "vss_sw_b[4] |vss_sw_b[4] \n", + "vss_sw_b[5] |vss_sw_b[5] \n", + "vss_sw_b[7] |vss_sw_b[7] \n", + "vdd_sw_b[3] |vdd_sw_b[3] \n", + "vdd_sw_b[2] |vdd_sw_b[2] \n", + "vdd_sw_b[1] |vdd_sw_b[1] \n", + "vdd_sw_b[4] |vdd_sw_b[4] \n", + "vdd_sw_b[5] |vdd_sw_b[5] \n", + "vdd_sw_b[6] |vdd_sw_b[6] \n", + "vdd_sw_b[7] |vdd_sw_b[7] \n", + "---------------------------------------------------------------------------------------\n", + "Cell pin lists are equivalent.\n", + "Device classes hgu_sarlogic_flat and hgu_sarlogic are equivalent.\n", + "\n", + "Final result: Circuits match uniquely.\n", + ".\n", + "\n" + ] + } + ], + "source": [ + "with open('comp.out', 'r') as f:\n", + " print(f.read())" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "gYhixeigVUEj" + }, + "source": [ + "# Simulations\n", + "To see how the final design functions, run simulations." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "cVcCyWxool3D", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "fe7cc4a3-86e6-476d-81df-85a208666f1a" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "/content/hgu_goss/hgu/spice\n" + ] + } + ], + "source": [ + "%cd /content/hgu_goss/hgu/spice\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "yKQjM1AZsq5v", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "3cb4f252-72cf-43da-c3f7-57e7b5f082a6" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "* NGSPICE file created from hgu_comp_flat.ext - technology: sky130A\n", + "\n", + ".subckt hgu_comp ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q a_1566_n378# a_1248_n288#\n", + "X0 ready.t0 a_564_n1721# VDD.t38 VDD.t37 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X1 a_564_n1721# a_476_n1721# a_564_n1266# VSS.t62 sky130_fd_pr__nfet_01v8 ad=0.244 pd=2.26 as=0.122 ps=1.13 w=0.84 l=0.15\n", + "X2 comp_outn.t2 a_1950_n1721# VDD.t18 VDD.t17 sky130_fd_pr__pfet_01v8 ad=0.26 pd=2.3 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X3 Q cdac_vn.t0 a_582_n700# VSS.t65 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X4 a_1950_n1721# RS_n VDD.t10 VDD.t9 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X5 a_482_n1818# a_1716_n1348# VSS.t37 VSS.t36 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.143 ps=1.54 w=0.46 l=0.15\n", + "X6 P cdac_vp.t0 a_582_n700# VSS.t52 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X7 a_564_n1721# a_482_n1818# a_476_n1721# VDD.t0 sky130_fd_pr__pfet_01v8 ad=0.122 pd=1.13 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X8 VDD.t36 a_1026_n1747# comp_outp.t2 VDD.t35 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.26 ps=2.3 w=0.84 l=0.15\n", + "X9 VSS.t56 RS_p a_1026_n1747# VSS.t55 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", + "X10 VDD.t50 clk.t0 a_1248_n288# VDD.t49 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.145 ps=1.29 w=1 l=0.15\n", + "X11 a_582_n700# cdac_vp.t1 P VSS.t61 sky130_fd_pr__nfet_01v8 ad=0.31 pd=2.62 as=0.165 ps=1.33 w=1 l=0.15\n", + "X12 a_582_n700# cdac_vn.t1 Q VSS.t28 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X13 VDD.t24 a_852_n296# a_476_n1721# VDD.t23 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.26 ps=2.3 w=0.84 l=0.15\n", + "X14 ready.t1 a_564_n1721# VSS.t47 VSS.t46 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", + "X15 comp_outp.t1 a_1026_n1747# VDD.t34 VDD.t33 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X16 a_476_n1721# a_852_n296# VDD.t22 VDD.t21 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X17 comp_outn.t5 a_1950_n1721# VSS.t17 VSS.t16 sky130_fd_pr__nfet_01v8 ad=0.143 pd=1.54 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X18 VDD.t48 RS_p a_1026_n1747# VDD.t47 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X19 VDD.t20 a_852_n296# a_476_n1721# VDD.t19 sky130_fd_pr__pfet_01v8 ad=0.26 pd=2.3 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X20 a_582_n700# cdac_vp.t2 P VSS.t59 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X21 a_582_n700# cdac_vn.t2 Q VSS.t38 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X22 a_564_n1266# a_482_n1818# VSS.t6 VSS.t5 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.13 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X23 VSS.t44 a_1026_n1747# comp_outp.t5 VSS.t43 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.143 ps=1.54 w=0.46 l=0.15\n", + "X24 a_1950_n1721# RS_n VSS.t11 VSS.t10 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", + "X25 a_1566_n378# clk.t1 VDD.t12 VDD.t11 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.145 ps=1.29 w=1 l=0.15\n", + "X26 VSS.t27 a_852_n296# a_476_n1721# VSS.t26 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.143 ps=1.54 w=0.46 l=0.15\n", + "X27 Q cdac_vn.t3 a_582_n700# VSS.t0 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X28 VDD.t6 a_1248_n288# a_852_n296# VDD.t5 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X29 a_482_n1818# a_1716_n1348# VSS.t35 VSS.t34 sky130_fd_pr__nfet_01v8 ad=0.143 pd=1.54 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X30 a_582_n700# clk.t2 VSS.t64 VSS.t63 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X31 comp_outp.t4 a_1026_n1747# VSS.t42 VSS.t41 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X32 VSS.t9 a_1248_n288# a_852_n296# VSS.t8 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", + "X33 P cdac_vp.t3 a_582_n700# VSS.t45 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.31 ps=2.62 w=1 l=0.15\n", + "X34 a_1248_n288# a_1566_n378# VDD.t44 VDD.t43 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.145 ps=1.29 w=1 l=0.15\n", + "X35 Q clk.t3 VDD.t2 VDD.t1 sky130_fd_pr__pfet_01v8 ad=0.29 pd=2.58 as=0.145 ps=1.29 w=1 l=0.15\n", + "X36 VDD.t32 a_1026_n1747# comp_outp.t0 VDD.t31 sky130_fd_pr__pfet_01v8 ad=0.26 pd=2.3 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X37 RS_n a_1716_n1348# VSS.t33 VSS.t32 sky130_fd_pr__nfet_01v8 ad=0.244 pd=2.26 as=0.122 ps=1.13 w=0.84 l=0.15\n", + "X38 comp_outn.t1 a_1950_n1721# VDD.t16 VDD.t15 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.26 ps=2.3 w=0.84 l=0.15\n", + "X39 a_582_n700# cdac_vp.t4 P VSS.t4 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X40 a_582_n700# cdac_vn.t4 Q VSS.t57 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X41 a_1716_n1348# a_1566_n378# VSS.t51 VSS.t50 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.42 as=0.122 ps=1.42 w=0.42 l=0.15\n", + "X42 VSS.t31 a_1716_n1348# a_482_n1818# VSS.t30 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X43 VSS.t3 clk.t4 a_582_n700# VSS.t2 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.31 ps=2.62 w=1 l=0.15\n", + "X44 VSS.t25 a_852_n296# a_476_n1721# VSS.t24 sky130_fd_pr__nfet_01v8 ad=0.143 pd=1.54 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X45 Q a_1566_n378# a_1248_n288# VSS.t49 sky130_fd_pr__nfet_01v8 ad=0.29 pd=2.58 as=0.29 ps=2.58 w=1 l=0.15\n", + "X46 P cdac_vp.t5 a_582_n700# VSS.t29 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X47 RS_n RS_p VDD.t46 VDD.t45 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.122 ps=1.13 w=0.84 l=0.15\n", + "X48 VDD.t14 a_1950_n1721# comp_outn.t0 VDD.t13 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X49 a_1716_n1348# a_1566_n378# VDD.t42 VDD.t41 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X50 a_582_n700# clk.t5 VSS.t19 VSS.t18 sky130_fd_pr__nfet_01v8 ad=0.31 pd=2.62 as=0.165 ps=1.33 w=1 l=0.15\n", + "X51 a_582_n700# cdac_vn.t5 Q VSS.t58 sky130_fd_pr__nfet_01v8 ad=0.31 pd=2.62 as=0.165 ps=1.33 w=1 l=0.15\n", + "X52 VDD.t40 clk.t6 P VDD.t39 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.29 ps=2.58 w=1 l=0.15\n", + "X53 VSS.t40 a_1026_n1747# comp_outp.t3 VSS.t39 sky130_fd_pr__nfet_01v8 ad=0.143 pd=1.54 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X54 Q cdac_vn.t6 a_582_n700# VSS.t60 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.31 ps=2.62 w=1 l=0.15\n", + "X55 comp_outn.t4 a_1950_n1721# VSS.t15 VSS.t14 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.143 ps=1.54 w=0.46 l=0.15\n", + "X56 a_482_n1818# a_1716_n1348# VDD.t30 VDD.t29 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.26 ps=2.3 w=0.84 l=0.15\n", + "X57 a_482_n1818# a_1716_n1348# VDD.t28 VDD.t27 sky130_fd_pr__pfet_01v8 ad=0.26 pd=2.3 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X58 P cdac_vp.t6 a_582_n700# VSS.t54 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X59 VSS.t23 a_852_n296# RS_p VSS.t22 sky130_fd_pr__nfet_01v8 ad=0.122 pd=1.13 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "X60 VDD.t26 a_1716_n1348# a_482_n1818# VDD.t25 sky130_fd_pr__pfet_01v8 ad=0.139 pd=1.17 as=0.139 ps=1.17 w=0.84 l=0.15\n", + "X61 a_482_n1818# a_476_n1721# a_564_n1721# VDD.t51 sky130_fd_pr__pfet_01v8 ad=0.244 pd=2.26 as=0.122 ps=1.13 w=0.84 l=0.15\n", + "X62 a_582_n700# cdac_vp.t7 P VSS.t53 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X63 VSS.t13 a_1950_n1721# comp_outn.t3 VSS.t12 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X64 a_476_n1721# a_852_n296# VSS.t21 VSS.t20 sky130_fd_pr__nfet_01v8 ad=0.0759 pd=0.79 as=0.0759 ps=0.79 w=0.46 l=0.15\n", + "X65 VDD.t4 a_1248_n288# a_1566_n378# VDD.t3 sky130_fd_pr__pfet_01v8 ad=0.145 pd=1.29 as=0.145 ps=1.29 w=1 l=0.15\n", + "X66 a_1566_n378# a_1248_n288# P VSS.t7 sky130_fd_pr__nfet_01v8 ad=0.29 pd=2.58 as=0.29 ps=2.58 w=1 l=0.15\n", + "X67 VSS.t48 clk.t7 a_582_n700# VSS.t32 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X68 Q cdac_vn.t7 a_582_n700# VSS.t1 sky130_fd_pr__nfet_01v8 ad=0.165 pd=1.33 as=0.165 ps=1.33 w=1 l=0.15\n", + "X69 VDD.t8 RS_n RS_p VDD.t7 sky130_fd_pr__pfet_01v8 ad=0.122 pd=1.13 as=0.244 ps=2.26 w=0.84 l=0.15\n", + "R0 VDD.n242 VDD.t51 425.812\n", + "R1 VDD.t51 VDD.t0 183.923\n", + "R2 VDD.n171 VDD.t29 112.871\n", + "R3 VDD.n17 VDD.t19 112.871\n", + "R4 VDD.n334 VDD.t15 112.871\n", + "R5 VDD.n230 VDD.t35 103.466\n", + "R6 VDD.n281 VDD.t7 97.2098\n", + "R7 VDD.n99 VDD.t49 89.3422\n", + "R8 VDD.n201 VDD.t31 84.654\n", + "R9 VDD.n33 VDD.t23 84.1029\n", + "R10 VDD.n363 VDD.t17 84.1029\n", + "R11 VDD.n85 VDD.t11 71.4739\n", + "R12 VDD.n187 VDD.t27 65.291\n", + "R13 VDD.n85 VDD.t3 59.5616\n", + "R14 VDD.n135 VDD.t41 53.6055\n", + "R15 VDD.n298 VDD.t45 53.5216\n", + "R16 VDD.n99 VDD.t43 41.6933\n", + "R17 VDD.n23 VDD.t20 39.1333\n", + "R18 VDD.n152 VDD.t30 39.1333\n", + "R19 VDD.n332 VDD.t16 39.1333\n", + "R20 VDD.n206 VDD.t32 39.1333\n", + "R21 VDD.n315 VDD.t9 39.1171\n", + "R22 VDD.n14 VDD.t22 38.6969\n", + "R23 VDD.n14 VDD.t24 38.6969\n", + "R24 VDD.n184 VDD.t28 38.6969\n", + "R25 VDD.n184 VDD.t26 38.6969\n", + "R26 VDD.n366 VDD.t18 38.6969\n", + "R27 VDD.n366 VDD.t14 38.6969\n", + "R28 VDD.n227 VDD.t34 38.6969\n", + "R29 VDD.n227 VDD.t36 38.6969\n", + "R30 VDD.n171 VDD.t25 37.6243\n", + "R31 VDD.n51 VDD.t5 35.7372\n", + "R32 VDD.n246 VDD.t38 34.4966\n", + "R33 VDD.n264 VDD.t48 34.4575\n", + "R34 VDD.n50 VDD.t6 34.4428\n", + "R35 VDD.n140 VDD.t42 34.4428\n", + "R36 VDD.n320 VDD.t10 34.4428\n", + "R37 VDD.n302 VDD.t46 34.0065\n", + "R38 VDD.n302 VDD.t8 34.0065\n", + "R39 VDD.n67 VDD.t39 29.7811\n", + "R40 VDD.n82 VDD.t12 28.5655\n", + "R41 VDD.n82 VDD.t40 28.5655\n", + "R42 VDD.n103 VDD.t44 28.5655\n", + "R43 VDD.n103 VDD.t4 28.5655\n", + "R44 VDD.n118 VDD.t2 28.5655\n", + "R45 VDD.n118 VDD.t50 28.5655\n", + "R46 VDD.n26 VDD.t21 18.8124\n", + "R47 VDD.n350 VDD.t13 18.8124\n", + "R48 VDD.n121 VDD.t1 11.9127\n", + "R49 VDD.n268 VDD.n267 10.6304\n", + "R50 VDD.n243 VDD.n242 9.92059\n", + "R51 VDD.n215 VDD.t33 9.40644\n", + "R52 VDD.n28 VDD.n27 8.85536\n", + "R53 VDD.n27 VDD.n26 8.85536\n", + "R54 VDD.n19 VDD.n18 8.85536\n", + "R55 VDD.n18 VDD.n17 8.85536\n", + "R56 VDD.n53 VDD.n52 8.85536\n", + "R57 VDD.n52 VDD.n51 8.85536\n", + "R58 VDD.n69 VDD.n68 8.85536\n", + "R59 VDD.n68 VDD.n67 8.85536\n", + "R60 VDD.n87 VDD.n86 8.85536\n", + "R61 VDD.n86 VDD.n85 8.85536\n", + "R62 VDD.n101 VDD.n100 8.85536\n", + "R63 VDD.n100 VDD.n99 8.85536\n", + "R64 VDD.n123 VDD.n122 8.85536\n", + "R65 VDD.n122 VDD.n121 8.85536\n", + "R66 VDD.n137 VDD.n136 8.85536\n", + "R67 VDD.n136 VDD.n135 8.85536\n", + "R68 VDD.n188 VDD.n187 8.85536\n", + "R69 VDD.n173 VDD.n172 8.85536\n", + "R70 VDD.n172 VDD.n171 8.85536\n", + "R71 VDD.n157 VDD.n156 8.85536\n", + "R72 VDD.n156 VDD.n155 8.85536\n", + "R73 VDD.n34 VDD.n33 8.85536\n", + "R74 VDD.n336 VDD.n335 8.85536\n", + "R75 VDD.n335 VDD.n334 8.85536\n", + "R76 VDD.n217 VDD.n216 8.85536\n", + "R77 VDD.n216 VDD.n215 8.85536\n", + "R78 VDD.n203 VDD.n202 8.85536\n", + "R79 VDD.n202 VDD.n201 8.85536\n", + "R80 VDD.n269 VDD.n268 8.85536\n", + "R81 VDD.n283 VDD.n282 8.85536\n", + "R82 VDD.n282 VDD.n281 8.85536\n", + "R83 VDD.n300 VDD.n299 8.85536\n", + "R84 VDD.n299 VDD.n298 8.85536\n", + "R85 VDD.n317 VDD.n316 8.85536\n", + "R86 VDD.n316 VDD.n315 8.85536\n", + "R87 VDD.n232 VDD.n231 8.85536\n", + "R88 VDD.n231 VDD.n230 8.85536\n", + "R89 VDD.n244 VDD.n243 8.85536\n", + "R90 VDD.n364 VDD.n363 8.85536\n", + "R91 VDD.n352 VDD.n351 8.85536\n", + "R92 VDD.n351 VDD.n350 8.85536\n", + "R93 VDD.n267 VDD.t47 5.50293\n", + "R94 VDD.n35 VDD.n34 3.03483\n", + "R95 VDD.n29 VDD.n28 3.03311\n", + "R96 VDD.n88 VDD.n87 3.03311\n", + "R97 VDD.n102 VDD.n101 3.03311\n", + "R98 VDD.n124 VDD.n123 3.03311\n", + "R99 VDD.n138 VDD.n137 3.03311\n", + "R100 VDD.n174 VDD.n173 3.03311\n", + "R101 VDD.n189 VDD.n188 3.03311\n", + "R102 VDD.n20 VDD.n19 3.03311\n", + "R103 VDD.n54 VDD.n53 3.03311\n", + "R104 VDD.n70 VDD.n69 3.03311\n", + "R105 VDD.n158 VDD.n157 3.03311\n", + "R106 VDD.n218 VDD.n217 3.03311\n", + "R107 VDD.n365 VDD.n364 3.03311\n", + "R108 VDD.n245 VDD.n244 3.03311\n", + "R109 VDD.n204 VDD.n203 3.03311\n", + "R110 VDD.n270 VDD.n269 3.03311\n", + "R111 VDD.n284 VDD.n283 3.03311\n", + "R112 VDD.n301 VDD.n300 3.03311\n", + "R113 VDD.n318 VDD.n317 3.03311\n", + "R114 VDD.n337 VDD.n336 3.03311\n", + "R115 VDD.n233 VDD.n232 3.03311\n", + "R116 VDD.n353 VDD.n352 3.03311\n", + "R117 VDD.n242 VDD.t37 1.83498\n", + "R118 VDD.n58 VDD.n57 1.7055\n", + "R119 VDD.n74 VDD.n73 1.7055\n", + "R120 VDD.n162 VDD.n161 1.7055\n", + "R121 VDD.n193 VDD.n192 1.7055\n", + "R122 VDD.n178 VDD.n177 1.7055\n", + "R123 VDD.n145 VDD.n144 1.7055\n", + "R124 VDD.n128 VDD.n127 1.7055\n", + "R125 VDD.n110 VDD.n109 1.7055\n", + "R126 VDD.n92 VDD.n91 1.7055\n", + "R127 VDD.n358 VDD.n357 1.7055\n", + "R128 VDD.n342 VDD.n341 1.7055\n", + "R129 VDD.n325 VDD.n324 1.7055\n", + "R130 VDD.n308 VDD.n307 1.7055\n", + "R131 VDD.n290 VDD.n289 1.7055\n", + "R132 VDD.n274 VDD.n273 1.7055\n", + "R133 VDD.n372 VDD.n371 1.7055\n", + "R134 VDD.n56 VDD.n55 1.35607\n", + "R135 VDD.n72 VDD.n71 1.35607\n", + "R136 VDD.n160 VDD.n159 1.35607\n", + "R137 VDD.n191 VDD.n190 1.35607\n", + "R138 VDD.n176 VDD.n175 1.35607\n", + "R139 VDD.n142 VDD.n141 1.35607\n", + "R140 VDD.n126 VDD.n125 1.35607\n", + "R141 VDD.n107 VDD.n106 1.35607\n", + "R142 VDD.n90 VDD.n89 1.35607\n", + "R143 VDD.n37 VDD.n36 1.14764\n", + "R144 VDD.n248 VDD.n247 1.04225\n", + "R145 VDD.n370 VDD.n369 1.04225\n", + "R146 VDD.n236 VDD.n235 1.04225\n", + "R147 VDD.n221 VDD.n220 1.04225\n", + "R148 VDD.n208 VDD.n207 1.04225\n", + "R149 VDD.n272 VDD.n271 1.04225\n", + "R150 VDD.n287 VDD.n286 1.04225\n", + "R151 VDD.n306 VDD.n305 1.04225\n", + "R152 VDD.n322 VDD.n321 1.04225\n", + "R153 VDD.n340 VDD.n339 1.04225\n", + "R154 VDD.n356 VDD.n355 1.04225\n", + "R155 VDD.n250 VDD.n249 0.861312\n", + "R156 VDD.n36 VDD.n35 0.850734\n", + "R157 VDD.n374 VDD.n194 0.731708\n", + "R158 VDD.n83 VDD.n82 0.479026\n", + "R159 VDD.n104 VDD.n103 0.479026\n", + "R160 VDD.n119 VDD.n118 0.479026\n", + "R161 VDD.n31 VDD.n14 0.436881\n", + "R162 VDD.n185 VDD.n184 0.436881\n", + "R163 VDD.n367 VDD.n366 0.436881\n", + "R164 VDD.n303 VDD.n302 0.436881\n", + "R165 VDD.n228 VDD.n227 0.436881\n", + "R166 VDD.n374 VDD.n373 0.43282\n", + "R167 VDD.n16 VDD.n15 0.225109\n", + "R168 VDD.n24 VDD.n23 0.213391\n", + "R169 VDD.n229 VDD.n228 0.182141\n", + "R170 VDD.n32 VDD.n31 0.145031\n", + "R171 VDD.n368 VDD.n367 0.141125\n", + "R172 VDD.n84 VDD.n83 0.139172\n", + "R173 VDD.n186 VDD.n185 0.123547\n", + "R174 VDD.n196 VDD.n195 0.117957\n", + "R175 VDD.n210 VDD.n209 0.115802\n", + "R176 VDD.n223 VDD.n222 0.115802\n", + "R177 VDD.n12 VDD.n11 0.113847\n", + "R178 VDD.n6 VDD.n5 0.10961\n", + "R179 VDD.n238 VDD.n237 0.0996379\n", + "R180 VDD.n105 VDD.n104 0.0981562\n", + "R181 VDD.n304 VDD.n303 0.0883906\n", + "R182 VDD.n31 VDD.n30 0.078625\n", + "R183 VDD.n120 VDD.n119 0.0610469\n", + "R184 VDD.n260 VDD.n259 0.0539828\n", + "R185 VDD.n344 VDD.n343 0.0531724\n", + "R186 VDD.n310 VDD.n309 0.0531724\n", + "R187 VDD.n147 VDD.n146 0.0530763\n", + "R188 VDD.n44 VDD.n43 0.0530763\n", + "R189 VDD.n257 VDD.n256 0.0523621\n", + "R190 VDD.n254 VDD.n253 0.0523621\n", + "R191 VDD.n112 VDD.n111 0.0522797\n", + "R192 VDD.n38 VDD.n37 0.0522797\n", + "R193 VDD.n360 VDD.n359 0.0515517\n", + "R194 VDD.n292 VDD.n291 0.0515517\n", + "R195 VDD.n180 VDD.n179 0.0514831\n", + "R196 VDD.n76 VDD.n75 0.0514831\n", + "R197 VDD.n327 VDD.n326 0.0507414\n", + "R198 VDD.n276 VDD.n275 0.0507414\n", + "R199 VDD.n164 VDD.n163 0.0506864\n", + "R200 VDD.n130 VDD.n129 0.0506864\n", + "R201 VDD.n94 VDD.n93 0.0506864\n", + "R202 VDD.n60 VDD.n59 0.0506864\n", + "R203 VDD.n41 VDD.n40 0.0498898\n", + "R204 VDD.n251 VDD.n250 0.0462845\n", + "R205 VDD.n35 VDD.n32 0.0427461\n", + "R206 VDD.n189 VDD.n186 0.0415156\n", + "R207 VDD.n175 VDD.n169 0.0415156\n", + "R208 VDD.n174 VDD.n170 0.0415156\n", + "R209 VDD.n138 VDD.n134 0.0415156\n", + "R210 VDD.n125 VDD.n117 0.0415156\n", + "R211 VDD.n124 VDD.n120 0.0415156\n", + "R212 VDD.n102 VDD.n98 0.0415156\n", + "R213 VDD.n106 VDD.n105 0.0415156\n", + "R214 VDD.n89 VDD.n81 0.0415156\n", + "R215 VDD.n88 VDD.n84 0.0415156\n", + "R216 VDD.n71 VDD.n65 0.0415156\n", + "R217 VDD.n70 VDD.n66 0.0415156\n", + "R218 VDD.n20 VDD.n16 0.0415156\n", + "R219 VDD.n22 VDD.n21 0.0415156\n", + "R220 VDD.n318 VDD.n314 0.0415156\n", + "R221 VDD.n284 VDD.n280 0.0415156\n", + "R222 VDD.n286 VDD.n285 0.0415156\n", + "R223 VDD.n204 VDD.n200 0.0415156\n", + "R224 VDD.n218 VDD.n214 0.0415156\n", + "R225 VDD.n220 VDD.n219 0.0415156\n", + "R226 VDD.n233 VDD.n229 0.0415156\n", + "R227 VDD.n235 VDD.n234 0.0415156\n", + "R228 VDD.n245 VDD.n241 0.0415156\n", + "R229 VDD.n247 VDD.n246 0.0415156\n", + "R230 VDD.n159 VDD.n153 0.0395625\n", + "R231 VDD.n158 VDD.n154 0.0395625\n", + "R232 VDD.n25 VDD.n24 0.0395625\n", + "R233 VDD.n30 VDD.n29 0.0395625\n", + "R234 VDD.n353 VDD.n349 0.0395625\n", + "R235 VDD.n355 VDD.n354 0.0395625\n", + "R236 VDD.n301 VDD.n297 0.0395625\n", + "R237 VDD.n305 VDD.n304 0.0395625\n", + "R238 VDD.n271 VDD.n265 0.0395625\n", + "R239 VDD.n270 VDD.n266 0.0395625\n", + "R240 VDD.n369 VDD.n368 0.0376094\n", + "R241 VDD.n337 VDD.n333 0.0376094\n", + "R242 VDD.n339 VDD.n338 0.0376094\n", + "R243 VDD.n321 VDD.n320 0.0376094\n", + "R244 VDD.n55 VDD.n50 0.0337031\n", + "R245 VDD.n206 VDD.n205 0.03175\n", + "R246 VDD.n265 VDD.n264 0.0297969\n", + "R247 VDD.n140 VDD.n139 0.0278438\n", + "R248 VDD.n153 VDD.n152 0.0258906\n", + "R249 VDD.n322 VDD.n313 0.0231293\n", + "R250 VDD.n287 VDD.n279 0.0231293\n", + "R251 VDD.n209 VDD.n208 0.0231293\n", + "R252 VDD.n222 VDD.n221 0.0231293\n", + "R253 VDD.n237 VDD.n236 0.0231293\n", + "R254 VDD.n240 VDD.n239 0.0231293\n", + "R255 VDD.n183 VDD.n182 0.0227458\n", + "R256 VDD.n168 VDD.n167 0.0227458\n", + "R257 VDD.n142 VDD.n133 0.0227458\n", + "R258 VDD.n116 VDD.n115 0.0227458\n", + "R259 VDD.n107 VDD.n97 0.0227458\n", + "R260 VDD.n80 VDD.n79 0.0227458\n", + "R261 VDD.n64 VDD.n63 0.0227458\n", + "R262 VDD.n5 VDD.n4 0.0227458\n", + "R263 VDD.n347 VDD.n346 0.0220517\n", + "R264 VDD.n356 VDD.n348 0.0220517\n", + "R265 VDD.n324 VDD.n312 0.0220517\n", + "R266 VDD.n295 VDD.n294 0.0220517\n", + "R267 VDD.n306 VDD.n296 0.0220517\n", + "R268 VDD.n289 VDD.n278 0.0220517\n", + "R269 VDD.n198 VDD.n197 0.0220517\n", + "R270 VDD.n212 VDD.n211 0.0220517\n", + "R271 VDD.n225 VDD.n224 0.0220517\n", + "R272 VDD.n36 VDD.n13 0.0218329\n", + "R273 VDD.n151 VDD.n150 0.0216864\n", + "R274 VDD.n144 VDD.n132 0.0216864\n", + "R275 VDD.n109 VDD.n96 0.0216864\n", + "R276 VDD.n48 VDD.n47 0.0216864\n", + "R277 VDD.n2 VDD.n1 0.0216864\n", + "R278 VDD.n11 VDD.n10 0.0216864\n", + "R279 VDD.n370 VDD.n362 0.0209741\n", + "R280 VDD.n330 VDD.n329 0.0209741\n", + "R281 VDD.n340 VDD.n331 0.0209741\n", + "R282 VDD.n192 VDD.n181 0.0206271\n", + "R283 VDD.n177 VDD.n166 0.0206271\n", + "R284 VDD.n127 VDD.n114 0.0206271\n", + "R285 VDD.n91 VDD.n78 0.0206271\n", + "R286 VDD.n73 VDD.n62 0.0206271\n", + "R287 VDD.n273 VDD.n262 0.0198966\n", + "R288 VDD.n161 VDD.n149 0.0195678\n", + "R289 VDD.n57 VDD.n46 0.0195678\n", + "R290 VDD.n8 VDD.n7 0.0195678\n", + "R291 VDD VDD.n374 0.0161119\n", + "R292 VDD.n371 VDD.n361 0.0144047\n", + "R293 VDD.n141 VDD.n140 0.0141719\n", + "R294 VDD.n373 VDD.n372 0.0110345\n", + "R295 VDD.n359 VDD.n358 0.0110345\n", + "R296 VDD.n343 VDD.n342 0.0110345\n", + "R297 VDD.n326 VDD.n325 0.0110345\n", + "R298 VDD.n309 VDD.n308 0.0110345\n", + "R299 VDD.n291 VDD.n290 0.0110345\n", + "R300 VDD.n275 VDD.n274 0.0110345\n", + "R301 VDD.n259 VDD.n258 0.0110345\n", + "R302 VDD.n256 VDD.n255 0.0110345\n", + "R303 VDD.n253 VDD.n252 0.0110345\n", + "R304 VDD.n194 VDD.n193 0.0108559\n", + "R305 VDD.n179 VDD.n178 0.0108559\n", + "R306 VDD.n163 VDD.n162 0.0108559\n", + "R307 VDD.n146 VDD.n145 0.0108559\n", + "R308 VDD.n129 VDD.n128 0.0108559\n", + "R309 VDD.n111 VDD.n110 0.0108559\n", + "R310 VDD.n93 VDD.n92 0.0108559\n", + "R311 VDD.n75 VDD.n74 0.0108559\n", + "R312 VDD.n59 VDD.n58 0.0108559\n", + "R313 VDD.n43 VDD.n42 0.0108559\n", + "R314 VDD.n40 VDD.n39 0.0108559\n", + "R315 VDD.n369 VDD.n365 0.0102656\n", + "R316 VDD.n333 VDD.n332 0.0102656\n", + "R317 VDD.n339 VDD.n337 0.0102656\n", + "R318 VDD.n207 VDD.n206 0.0102656\n", + "R319 VDD.n262 VDD.n261 0.00912069\n", + "R320 VDD.n149 VDD.n148 0.00897458\n", + "R321 VDD.n46 VDD.n45 0.00897458\n", + "R322 VDD.n7 VDD.n6 0.00897458\n", + "R323 VDD.n166 VDD.n165 0.00791525\n", + "R324 VDD.n114 VDD.n113 0.00791525\n", + "R325 VDD.n78 VDD.n77 0.00791525\n", + "R326 VDD.n62 VDD.n61 0.00791525\n", + "R327 VDD.n13 VDD.n12 0.00791525\n", + "R328 VDD.n312 VDD.n311 0.00696552\n", + "R329 VDD.n278 VDD.n277 0.00696552\n", + "R330 VDD.n197 VDD.n196 0.00696552\n", + "R331 VDD.n211 VDD.n210 0.00696552\n", + "R332 VDD.n224 VDD.n223 0.00696552\n", + "R333 VDD.n132 VDD.n131 0.00685593\n", + "R334 VDD.n96 VDD.n95 0.00685593\n", + "R335 VDD.n1 VDD.n0 0.00685593\n", + "R336 VDD.n249 VDD.n248 0.00660795\n", + "R337 VDD.n159 VDD.n158 0.00635938\n", + "R338 VDD.n50 VDD.n49 0.00635938\n", + "R339 VDD.n55 VDD.n54 0.00635938\n", + "R340 VDD.n29 VDD.n25 0.00635938\n", + "R341 VDD.n355 VDD.n353 0.00635938\n", + "R342 VDD.n305 VDD.n301 0.00635938\n", + "R343 VDD.n271 VDD.n270 0.00635938\n", + "R344 VDD.n346 VDD.n345 0.00588793\n", + "R345 VDD.n294 VDD.n293 0.00588793\n", + "R346 VDD.n239 VDD.n238 0.00588793\n", + "R347 VDD.n329 VDD.n328 0.00481034\n", + "R348 VDD.n23 VDD.n22 0.00440625\n", + "R349 VDD.n320 VDD.n319 0.00440625\n", + "R350 VDD.n341 VDD.n330 0.00373276\n", + "R351 VDD.n272 VDD.n263 0.00373276\n", + "R352 VDD.n160 VDD.n151 0.00367797\n", + "R353 VDD.n56 VDD.n48 0.00367797\n", + "R354 VDD.n10 VDD.n9 0.00367797\n", + "R355 VDD.n371 VDD.n370 0.00265517\n", + "R356 VDD.n357 VDD.n356 0.00265517\n", + "R357 VDD.n341 VDD.n340 0.00265517\n", + "R358 VDD.n307 VDD.n306 0.00265517\n", + "R359 VDD.n273 VDD.n272 0.00265517\n", + "R360 VDD.n192 VDD.n191 0.00261864\n", + "R361 VDD.n177 VDD.n176 0.00261864\n", + "R362 VDD.n161 VDD.n160 0.00261864\n", + "R363 VDD.n127 VDD.n126 0.00261864\n", + "R364 VDD.n91 VDD.n90 0.00261864\n", + "R365 VDD.n73 VDD.n72 0.00261864\n", + "R366 VDD.n57 VDD.n56 0.00261864\n", + "R367 VDD.n9 VDD.n8 0.00261864\n", + "R368 VDD.n190 VDD.n189 0.00245312\n", + "R369 VDD.n175 VDD.n174 0.00245312\n", + "R370 VDD.n141 VDD.n138 0.00245312\n", + "R371 VDD.n125 VDD.n124 0.00245312\n", + "R372 VDD.n106 VDD.n102 0.00245312\n", + "R373 VDD.n89 VDD.n88 0.00245312\n", + "R374 VDD.n71 VDD.n70 0.00245312\n", + "R375 VDD.n21 VDD.n20 0.00245312\n", + "R376 VDD.n321 VDD.n318 0.00245312\n", + "R377 VDD.n286 VDD.n284 0.00245312\n", + "R378 VDD.n207 VDD.n204 0.00245312\n", + "R379 VDD.n220 VDD.n218 0.00245312\n", + "R380 VDD.n235 VDD.n233 0.00245312\n", + "R381 VDD.n247 VDD.n245 0.00245312\n", + "R382 VDD.n357 VDD.n347 0.00157759\n", + "R383 VDD.n324 VDD.n323 0.00157759\n", + "R384 VDD.n323 VDD.n322 0.00157759\n", + "R385 VDD.n307 VDD.n295 0.00157759\n", + "R386 VDD.n289 VDD.n288 0.00157759\n", + "R387 VDD.n288 VDD.n287 0.00157759\n", + "R388 VDD.n199 VDD.n198 0.00157759\n", + "R389 VDD.n208 VDD.n199 0.00157759\n", + "R390 VDD.n213 VDD.n212 0.00157759\n", + "R391 VDD.n221 VDD.n213 0.00157759\n", + "R392 VDD.n226 VDD.n225 0.00157759\n", + "R393 VDD.n236 VDD.n226 0.00157759\n", + "R394 VDD.n248 VDD.n240 0.00157759\n", + "R395 VDD.n191 VDD.n183 0.00155932\n", + "R396 VDD.n176 VDD.n168 0.00155932\n", + "R397 VDD.n144 VDD.n143 0.00155932\n", + "R398 VDD.n143 VDD.n142 0.00155932\n", + "R399 VDD.n126 VDD.n116 0.00155932\n", + "R400 VDD.n109 VDD.n108 0.00155932\n", + "R401 VDD.n108 VDD.n107 0.00155932\n", + "R402 VDD.n90 VDD.n80 0.00155932\n", + "R403 VDD.n72 VDD.n64 0.00155932\n", + "R404 VDD.n3 VDD.n2 0.00155932\n", + "R405 VDD.n4 VDD.n3 0.00155932\n", + "R406 VDD.n372 VDD.n360 0.00131035\n", + "R407 VDD.n358 VDD.n344 0.00131035\n", + "R408 VDD.n342 VDD.n327 0.00131035\n", + "R409 VDD.n325 VDD.n310 0.00131035\n", + "R410 VDD.n308 VDD.n292 0.00131035\n", + "R411 VDD.n290 VDD.n276 0.00131035\n", + "R412 VDD.n274 VDD.n260 0.00131035\n", + "R413 VDD.n258 VDD.n257 0.00131035\n", + "R414 VDD.n255 VDD.n254 0.00131035\n", + "R415 VDD.n252 VDD.n251 0.00131035\n", + "R416 VDD.n193 VDD.n180 0.00129661\n", + "R417 VDD.n178 VDD.n164 0.00129661\n", + "R418 VDD.n162 VDD.n147 0.00129661\n", + "R419 VDD.n145 VDD.n130 0.00129661\n", + "R420 VDD.n128 VDD.n112 0.00129661\n", + "R421 VDD.n110 VDD.n94 0.00129661\n", + "R422 VDD.n92 VDD.n76 0.00129661\n", + "R423 VDD.n74 VDD.n60 0.00129661\n", + "R424 VDD.n58 VDD.n44 0.00129661\n", + "R425 VDD.n42 VDD.n41 0.00129661\n", + "R426 VDD.n39 VDD.n38 0.00129661\n", + "R427 ready.n0 ready.t1 42.3194\n", + "R428 ready.n0 ready.t0 34.4226\n", + "R429 ready ready.n0 14.5094\n", + "R430 VSS.n109 VSS.t60 179.739\n", + "R431 VSS.n104 VSS.t10 179.739\n", + "R432 VSS.n121 VSS.t12 175.16\n", + "R433 VSS.n81 VSS.t55 172.549\n", + "R434 VSS.n67 VSS.t39 172.549\n", + "R435 VSS.n72 VSS.t61 165.359\n", + "R436 VSS.n67 VSS.t53 165.359\n", + "R437 VSS.n91 VSS.t32 165.359\n", + "R438 VSS.n115 VSS.t14 161.147\n", + "R439 VSS.n91 VSS.t22 150.981\n", + "R440 VSS.n114 VSS.t65 140.127\n", + "R441 VSS.n34 VSS.t5 129.412\n", + "R442 VSS.n87 VSS.t7 122.222\n", + "R443 VSS.n98 VSS.t49 107.844\n", + "R444 VSS.n42 VSS.t59 107.844\n", + "R445 VSS.t8 VSS.t29 100.654\n", + "R446 VSS.n62 VSS.t24 93.4646\n", + "R447 VSS.n38 VSS.t45 93.4646\n", + "R448 VSS.n162 VSS.t1 91.0833\n", + "R449 VSS.n33 VSS.t6 83.725\n", + "R450 VSS.n72 VSS.t8 79.0855\n", + "R451 VSS.n58 VSS.t20 79.0855\n", + "R452 VSS.t45 VSS.t62 79.0855\n", + "R453 VSS.t50 VSS.t38 79.0708\n", + "R454 VSS.n97 VSS.n96 79.0622\n", + "R455 VSS.n86 VSS.n85 79.0622\n", + "R456 VSS.n166 VSS.t58 77.0706\n", + "R457 VSS.n120 VSS.t36 70.0642\n", + "R458 VSS.n53 VSS.t26 64.7064\n", + "R459 VSS.n108 VSS.t50 57.5168\n", + "R460 VSS.t24 VSS.t52 57.5168\n", + "R461 VSS.t20 VSS.t4 57.5168\n", + "R462 VSS.t26 VSS.t54 57.5168\n", + "R463 VSS.t34 VSS.t28 56.0515\n", + "R464 VSS.t30 VSS.t0 56.0515\n", + "R465 VSS.n125 VSS.t30 56.0515\n", + "R466 VSS.t36 VSS.t57 56.0515\n", + "R467 VSS.t54 VSS.t46 50.3273\n", + "R468 VSS.n19 VSS.t25 43.3862\n", + "R469 VSS.n147 VSS.t37 43.3862\n", + "R470 VSS.n71 VSS.t40 43.3862\n", + "R471 VSS.n113 VSS.t15 43.3862\n", + "R472 VSS.t49 VSS.t18 43.1378\n", + "R473 VSS.t7 VSS.t2 43.1378\n", + "R474 VSS.n12 VSS.t21 43.044\n", + "R475 VSS.n12 VSS.t27 43.044\n", + "R476 VSS.n138 VSS.t35 43.044\n", + "R477 VSS.n138 VSS.t31 43.044\n", + "R478 VSS.n8 VSS.t42 43.044\n", + "R479 VSS.n8 VSS.t44 43.044\n", + "R480 VSS.n3 VSS.t17 43.044\n", + "R481 VSS.n3 VSS.t13 43.044\n", + "R482 VSS.n131 VSS.t34 42.0387\n", + "R483 VSS.n143 VSS.t51 41.8559\n", + "R484 VSS.n15 VSS.t9 41.843\n", + "R485 VSS.n80 VSS.t56 41.7956\n", + "R486 VSS.n103 VSS.t11 41.7956\n", + "R487 VSS.n51 VSS.t47 41.7882\n", + "R488 VSS.t22 VSS.t63 28.7587\n", + "R489 VSS.n47 VSS.n46 28.7587\n", + "R490 VSS.t57 VSS.t16 28.026\n", + "R491 VSS.n7 VSS.t33 20.7148\n", + "R492 VSS.n7 VSS.t23 20.7148\n", + "R493 VSS.n96 VSS.t19 19.8005\n", + "R494 VSS.n96 VSS.t48 19.8005\n", + "R495 VSS.n85 VSS.t64 19.8005\n", + "R496 VSS.n85 VSS.t3 19.8005\n", + "R497 VSS.n140 VSS.n139 9.15497\n", + "R498 VSS.n145 VSS.n144 9.15497\n", + "R499 VSS.n137 VSS.n136 9.15497\n", + "R500 VSS.n150 VSS.n149 9.15497\n", + "R501 VSS.n14 VSS.n13 9.15497\n", + "R502 VSS.n17 VSS.n16 9.15497\n", + "R503 VSS.n21 VSS.n20 9.15497\n", + "R504 VSS.n24 VSS.n23 9.15497\n", + "R505 VSS.n10 VSS.n9 9.15497\n", + "R506 VSS.n142 VSS.n141 9.15497\n", + "R507 VSS.n33 VSS.n32 9.15497\n", + "R508 VSS.n49 VSS.n48 9.15497\n", + "R509 VSS.n48 VSS.n47 9.15497\n", + "R510 VSS.n44 VSS.n43 9.15497\n", + "R511 VSS.n43 VSS.n42 9.15497\n", + "R512 VSS.n109 VSS.n108 7.19004\n", + "R513 VSS.t53 VSS.t41 7.19004\n", + "R514 VSS.t52 VSS.t43 7.19004\n", + "R515 VSS.n132 VSS.n131 7.00687\n", + "R516 VSS.n126 VSS.n125 7.00687\n", + "R517 VSS.n121 VSS.n120 7.00687\n", + "R518 VSS.n115 VSS.n114 7.00687\n", + "R519 VSS.n25 VSS.n24 4.6505\n", + "R520 VSS.n15 VSS.n14 4.6505\n", + "R521 VSS.n148 VSS.n140 4.6505\n", + "R522 VSS.n146 VSS.n145 4.6505\n", + "R523 VSS.n151 VSS.n150 4.6505\n", + "R524 VSS.n18 VSS.n17 4.6505\n", + "R525 VSS.n22 VSS.n21 4.6505\n", + "R526 VSS.n143 VSS.n142 4.6505\n", + "R527 VSS.n50 VSS.n49 4.6505\n", + "R528 VSS.n45 VSS.n44 4.6505\n", + "R529 VSS.n6 VSS.n5 4.57773\n", + "R530 VSS.n5 VSS.n4 4.57773\n", + "R531 VSS.n36 VSS.n35 4.57773\n", + "R532 VSS.n35 VSS.n34 4.57773\n", + "R533 VSS.n40 VSS.n39 4.57773\n", + "R534 VSS.n39 VSS.n38 4.57773\n", + "R535 VSS.n83 VSS.n82 4.57773\n", + "R536 VSS.n82 VSS.n81 4.57773\n", + "R537 VSS.n78 VSS.n77 4.57773\n", + "R538 VSS.n77 VSS.n76 4.57773\n", + "R539 VSS.n74 VSS.n73 4.57773\n", + "R540 VSS.n73 VSS.n72 4.57773\n", + "R541 VSS.n69 VSS.n68 4.57773\n", + "R542 VSS.n68 VSS.n67 4.57773\n", + "R543 VSS.n64 VSS.n63 4.57773\n", + "R544 VSS.n63 VSS.n62 4.57773\n", + "R545 VSS.n60 VSS.n59 4.57773\n", + "R546 VSS.n59 VSS.n58 4.57773\n", + "R547 VSS.n55 VSS.n54 4.57773\n", + "R548 VSS.n54 VSS.n53 4.57773\n", + "R549 VSS.n100 VSS.n99 4.57773\n", + "R550 VSS.n99 VSS.n98 4.57773\n", + "R551 VSS.n93 VSS.n92 4.57773\n", + "R552 VSS.n92 VSS.n91 4.57773\n", + "R553 VSS.n89 VSS.n88 4.57773\n", + "R554 VSS.n88 VSS.n87 4.57773\n", + "R555 VSS.n2 VSS.n1 4.57773\n", + "R556 VSS.n1 VSS.n0 4.57773\n", + "R557 VSS.n168 VSS.n167 4.57773\n", + "R558 VSS.n167 VSS.n166 4.57773\n", + "R559 VSS.n164 VSS.n163 4.57773\n", + "R560 VSS.n163 VSS.n162 4.57773\n", + "R561 VSS.n134 VSS.n133 4.57773\n", + "R562 VSS.n133 VSS.n132 4.57773\n", + "R563 VSS.n128 VSS.n127 4.57773\n", + "R564 VSS.n127 VSS.n126 4.57773\n", + "R565 VSS.n123 VSS.n122 4.57773\n", + "R566 VSS.n122 VSS.n121 4.57773\n", + "R567 VSS.n117 VSS.n116 4.57773\n", + "R568 VSS.n116 VSS.n115 4.57773\n", + "R569 VSS.n111 VSS.n110 4.57773\n", + "R570 VSS.n110 VSS.n109 4.57773\n", + "R571 VSS.n106 VSS.n105 4.57773\n", + "R572 VSS.n105 VSS.n104 4.57773\n", + "R573 VSS.n155 VSS.n137 3.03433\n", + "R574 VSS.n11 VSS.n10 3.03311\n", + "R575 VSS.n170 VSS.n2 2.34742\n", + "R576 VSS.n41 VSS.n40 2.3255\n", + "R577 VSS.n84 VSS.n83 2.3255\n", + "R578 VSS.n79 VSS.n78 2.3255\n", + "R579 VSS.n75 VSS.n74 2.3255\n", + "R580 VSS.n70 VSS.n69 2.3255\n", + "R581 VSS.n65 VSS.n64 2.3255\n", + "R582 VSS.n61 VSS.n60 2.3255\n", + "R583 VSS.n101 VSS.n100 2.3255\n", + "R584 VSS.n94 VSS.n93 2.3255\n", + "R585 VSS.n90 VSS.n89 2.3255\n", + "R586 VSS.n102 VSS.n6 2.3255\n", + "R587 VSS.n169 VSS.n168 2.3255\n", + "R588 VSS.n165 VSS.n164 2.3255\n", + "R589 VSS.n129 VSS.n128 2.3255\n", + "R590 VSS.n124 VSS.n123 2.3255\n", + "R591 VSS.n118 VSS.n117 2.3255\n", + "R592 VSS.n112 VSS.n111 2.3255\n", + "R593 VSS.n107 VSS.n106 2.3255\n", + "R594 VSS.n160 VSS.n159 2.2505\n", + "R595 VSS.n30 VSS.n28 2.24128\n", + "R596 VSS.n31 VSS.n30 1.93674\n", + "R597 VSS.n158 VSS.n157 1.93674\n", + "R598 VSS.n56 VSS.n55 1.83603\n", + "R599 VSS.n135 VSS.n134 1.83603\n", + "R600 VSS.n156 VSS.n155 1.51031\n", + "R601 VSS.n41 VSS.n37 1.22368\n", + "R602 VSS.n37 VSS.n33 1.18692\n", + "R603 VSS.n57 VSS.n31 1.16137\n", + "R604 VSS.n37 VSS.n36 0.585126\n", + "R605 VSS.n95 VSS.n7 0.433079\n", + "R606 VSS.n26 VSS.n12 0.342742\n", + "R607 VSS.n152 VSS.n138 0.342742\n", + "R608 VSS.n66 VSS.n8 0.342742\n", + "R609 VSS.n119 VSS.n3 0.342742\n", + "R610 VSS.n100 VSS.n97 0.340323\n", + "R611 VSS VSS.n170 0.231462\n", + "R612 VSS.n18 VSS.n15 0.216017\n", + "R613 VSS.n25 VSS.n22 0.216017\n", + "R614 VSS.n151 VSS.n148 0.216017\n", + "R615 VSS.n146 VSS.n143 0.216017\n", + "R616 VSS.n19 VSS.n18 0.168603\n", + "R617 VSS.n147 VSS.n146 0.155672\n", + "R618 VSS.n26 VSS.n25 0.151362\n", + "R619 VSS.n152 VSS.n151 0.138431\n", + "R620 VSS.n89 VSS.n86 0.113774\n", + "R621 VSS.n148 VSS.n147 0.0608448\n", + "R622 VSS.n94 VSS.n90 0.0558097\n", + "R623 VSS.n101 VSS.n95 0.0547035\n", + "R624 VSS.n45 VSS.n41 0.0535047\n", + "R625 VSS.n102 VSS.n101 0.0521284\n", + "R626 VSS.n90 VSS.n84 0.0512449\n", + "R627 VSS.n22 VSS.n19 0.0479138\n", + "R628 VSS.n154 VSS.n153 0.0457586\n", + "R629 VSS.n79 VSS.n75 0.0410844\n", + "R630 VSS.n65 VSS.n61 0.0410844\n", + "R631 VSS.n169 VSS.n165 0.0410844\n", + "R632 VSS.n129 VSS.n124 0.0410844\n", + "R633 VSS.n112 VSS.n107 0.0410844\n", + "R634 VSS.n27 VSS.n26 0.0406606\n", + "R635 VSS.n61 VSS.n57 0.0405313\n", + "R636 VSS.n119 VSS.n118 0.0402727\n", + "R637 VSS.n80 VSS.n79 0.039461\n", + "R638 VSS.n71 VSS.n70 0.039461\n", + "R639 VSS.n70 VSS.n66 0.039461\n", + "R640 VSS.n118 VSS.n113 0.0386493\n", + "R641 VSS.n107 VSS.n103 0.0386493\n", + "R642 VSS.n130 VSS.n129 0.0373384\n", + "R643 VSS.n159 VSS.n158 0.0356562\n", + "R644 VSS.n165 VSS.n161 0.0321558\n", + "R645 VSS.n153 VSS.n152 0.0306724\n", + "R646 VSS.n52 VSS.n51 0.0293149\n", + "R647 VSS.n30 VSS.n29 0.0263062\n", + "R648 VSS.n157 VSS.n156 0.0263062\n", + "R649 VSS.n28 VSS.n27 0.0236139\n", + "R650 VSS.n170 VSS.n169 0.0191688\n", + "R651 VSS.n56 VSS.n52 0.00902273\n", + "R652 VSS.n161 VSS.n160 0.00902273\n", + "R653 VSS.n135 VSS.n130 0.00523804\n", + "R654 VSS.n57 VSS.n56 0.00403904\n", + "R655 VSS.n51 VSS.n50 0.00293507\n", + "R656 VSS.n113 VSS.n112 0.00293507\n", + "R657 VSS.n103 VSS.n102 0.00293507\n", + "R658 VSS.n28 VSS.n11 0.00265517\n", + "R659 VSS.n155 VSS.n154 0.00243786\n", + "R660 VSS.n84 VSS.n80 0.00212338\n", + "R661 VSS.n75 VSS.n71 0.00212338\n", + "R662 VSS.n66 VSS.n65 0.00212338\n", + "R663 VSS.n95 VSS.n94 0.00160619\n", + "R664 VSS.n50 VSS.n45 0.00131169\n", + "R665 VSS.n124 VSS.n119 0.00131169\n", + "R666 VSS.n160 VSS.n135 0.000905844\n", + "R667 comp_outn.n0 comp_outn.t5 43.1877\n", + "R668 comp_outn.n1 comp_outn.t3 43.044\n", + "R669 comp_outn.n1 comp_outn.t4 43.044\n", + "R670 comp_outn comp_outn.t2 38.7789\n", + "R671 comp_outn.n4 comp_outn.t0 38.6969\n", + "R672 comp_outn.n4 comp_outn.t1 38.6969\n", + "R673 comp_outn.n2 comp_outn 1.15859\n", + "R674 comp_outn comp_outn.n4 0.984675\n", + "R675 comp_outn.n0 comp_outn 0.932565\n", + "R676 comp_outn.n5 comp_outn.n3 0.596088\n", + "R677 comp_outn.n5 comp_outn 0.438\n", + "R678 comp_outn.n2 comp_outn.n1 0.247153\n", + "R679 comp_outn comp_outn.n6 0.206382\n", + "R680 comp_outn.n3 comp_outn 0.15592\n", + "R681 comp_outn.n6 comp_outn 0.152674\n", + "R682 comp_outn.n6 comp_outn.n5 0.107118\n", + "R683 comp_outn.n2 comp_outn.n0 0.103441\n", + "R684 comp_outn.n5 comp_outn 0.063\n", + "R685 comp_outn.n3 comp_outn.n2 0.0193053\n", + "R686 cdac_vn.n0 cdac_vn.t6 350.253\n", + "R687 cdac_vn.n0 cdac_vn.t2 196.013\n", + "R688 cdac_vn.n1 cdac_vn.t0 196.013\n", + "R689 cdac_vn.n2 cdac_vn.t4 196.013\n", + "R690 cdac_vn.n3 cdac_vn.t3 196.013\n", + "R691 cdac_vn.n4 cdac_vn.t1 196.013\n", + "R692 cdac_vn.n5 cdac_vn.t7 196.013\n", + "R693 cdac_vn.n6 cdac_vn.t5 196.013\n", + "R694 cdac_vn.n6 cdac_vn.n5 154.24\n", + "R695 cdac_vn.n5 cdac_vn.n4 154.24\n", + "R696 cdac_vn.n4 cdac_vn.n3 154.24\n", + "R697 cdac_vn.n3 cdac_vn.n2 154.24\n", + "R698 cdac_vn.n2 cdac_vn.n1 154.24\n", + "R699 cdac_vn.n1 cdac_vn.n0 154.24\n", + "R700 cdac_vn cdac_vn.n6 65.4199\n", + "R701 cdac_vp.n0 cdac_vp.t1 350.253\n", + "R702 cdac_vp.n6 cdac_vp.t3 196.013\n", + "R703 cdac_vp.n5 cdac_vp.t2 196.013\n", + "R704 cdac_vp.n4 cdac_vp.t6 196.013\n", + "R705 cdac_vp.n3 cdac_vp.t4 196.013\n", + "R706 cdac_vp.n2 cdac_vp.t0 196.013\n", + "R707 cdac_vp.n1 cdac_vp.t7 196.013\n", + "R708 cdac_vp.n0 cdac_vp.t5 196.013\n", + "R709 cdac_vp.n1 cdac_vp.n0 154.24\n", + "R710 cdac_vp.n2 cdac_vp.n1 154.24\n", + "R711 cdac_vp.n3 cdac_vp.n2 154.24\n", + "R712 cdac_vp.n4 cdac_vp.n3 154.24\n", + "R713 cdac_vp.n5 cdac_vp.n4 154.24\n", + "R714 cdac_vp.n6 cdac_vp.n5 154.24\n", + "R715 cdac_vp cdac_vp.n6 61.3876\n", + "R716 comp_outp.n1 comp_outp.t5 43.3421\n", + "R717 comp_outp.n0 comp_outp.t3 43.044\n", + "R718 comp_outp.n0 comp_outp.t4 43.044\n", + "R719 comp_outp.n3 comp_outp.t2 39.1234\n", + "R720 comp_outp.n2 comp_outp.t0 38.6969\n", + "R721 comp_outp.n2 comp_outp.t1 38.6969\n", + "R722 comp_outp comp_outp.n4 14.0184\n", + "R723 comp_outp.n3 comp_outp.n2 1.09812\n", + "R724 comp_outp.n1 comp_outp.n0 1.00398\n", + "R725 comp_outp.n4 comp_outp.n3 0.449029\n", + "R726 comp_outp.n4 comp_outp.n1 0.294618\n", + "R727 clk.n4 clk.t4 356.68\n", + "R728 clk.n3 clk.t5 356.68\n", + "R729 clk.n1 clk.t1 269.921\n", + "R730 clk.n0 clk.t0 269.921\n", + "R731 clk.n4 clk.t2 202.44\n", + "R732 clk.n3 clk.t7 202.44\n", + "R733 clk.n1 clk.t6 195.721\n", + "R734 clk.n0 clk.t3 195.721\n", + "R735 clk.n5 clk.n4 41.3896\n", + "R736 clk.n5 clk.n3 41.3896\n", + "R737 clk.n2 clk.n0 38.0628\n", + "R738 clk.n2 clk.n1 38.0536\n", + "R739 clk.n6 clk.n5 12.3898\n", + "R740 clk clk.n6 8.69013\n", + "R741 clk.n6 clk.n2 3.40229\n", + "C0 a_1566_n378# a_582_n700# 0.00889f\n", + "C1 a_1566_n378# a_476_n1721# 0.117f\n", + "C2 a_564_n1721# a_564_n1266# 0.161f\n", + "C3 a_1566_n378# a_852_n296# 0.011f\n", + "C4 a_582_n700# VDD 0.0192f\n", + "C5 VDD a_476_n1721# 0.799f\n", + "C6 P a_1716_n1348# 9.22e-19\n", + "C7 cdac_vp a_564_n1266# 8.1e-19\n", + "C8 a_852_n296# VDD 0.78f\n", + "C9 a_1026_n1747# RS_n 7.1e-19\n", + "C10 P RS_p 8.56e-20\n", + "C11 a_1716_n1348# a_1026_n1747# 2.23e-21\n", + "C12 P Q 0.00291f\n", + "C13 a_1026_n1747# RS_p 0.144f\n", + "C14 a_1950_n1721# a_1026_n1747# 1.46e-19\n", + "C15 a_482_n1818# comp_outp 0.00346f\n", + "C16 P ready 1.69e-19\n", + "C17 a_582_n700# cdac_vn 0.426f\n", + "C18 cdac_vn a_476_n1721# 0.037f\n", + "C19 a_852_n296# cdac_vn 0.0563f\n", + "C20 cdac_vp a_1248_n288# 0.0187f\n", + "C21 a_1566_n378# comp_outp 6.13e-21\n", + "C22 ready a_1026_n1747# 0.0565f\n", + "C23 VDD comp_outp 0.671f\n", + "C24 clk a_582_n700# 0.0956f\n", + "C25 clk a_476_n1721# 0.459f\n", + "C26 a_564_n1721# cdac_vp 0.00295f\n", + "C27 clk a_852_n296# 0.0265f\n", + "C28 a_1566_n378# a_482_n1818# 0.0257f\n", + "C29 a_582_n700# RS_n 1.88e-19\n", + "C30 a_476_n1721# RS_n 0.00191f\n", + "C31 a_852_n296# RS_n 0.0212f\n", + "C32 VDD a_482_n1818# 1.48f\n", + "C33 a_582_n700# a_1716_n1348# 0.0758f\n", + "C34 a_1716_n1348# a_476_n1721# 0.0571f\n", + "C35 a_852_n296# a_1716_n1348# 0.215f\n", + "C36 a_582_n700# RS_p 2.41e-19\n", + "C37 a_476_n1721# RS_p 0.00222f\n", + "C38 cdac_vn comp_outp 0.0118f\n", + "C39 a_582_n700# Q 1.45f\n", + "C40 a_476_n1721# Q 0.00932f\n", + "C41 a_1566_n378# VDD 0.8f\n", + "C42 a_582_n700# a_1950_n1721# 5.87e-19\n", + "C43 a_852_n296# RS_p 0.158f\n", + "C44 a_1950_n1721# a_476_n1721# 5.72e-19\n", + "C45 a_852_n296# Q 9.24e-19\n", + "C46 a_1026_n1747# a_564_n1266# 1.23e-20\n", + "C47 clk comp_outp 0.00305f\n", + "C48 a_582_n700# ready 1.98e-19\n", + "C49 ready a_476_n1721# 0.0403f\n", + "C50 cdac_vn a_482_n1818# 0.0389f\n", + "C51 a_852_n296# ready 5.98e-19\n", + "C52 a_476_n1721# comp_outn 1.55e-19\n", + "C53 comp_outp RS_n 0.0437f\n", + "C54 a_1566_n378# cdac_vn 0.00873f\n", + "C55 a_1716_n1348# comp_outp 0.0993f\n", + "C56 P a_1248_n288# 0.133f\n", + "C57 clk a_482_n1818# 0.171f\n", + "C58 cdac_vn VDD 0.19f\n", + "C59 comp_outp RS_p 0.0759f\n", + "C60 comp_outp Q 7.56e-19\n", + "C61 a_1950_n1721# comp_outp 0.0559f\n", + "C62 a_482_n1818# RS_n 3.41e-20\n", + "C63 a_1566_n378# clk 0.525f\n", + "C64 cdac_vp P 0.224f\n", + "C65 a_1716_n1348# a_482_n1818# 0.197f\n", + "C66 clk VDD 0.772f\n", + "C67 a_564_n1721# a_1026_n1747# 0.0214f\n", + "C68 cdac_vp a_1026_n1747# 0.00718f\n", + "C69 a_1566_n378# RS_n 1.34e-19\n", + "C70 a_482_n1818# RS_p 4.35e-20\n", + "C71 ready comp_outp 1.69f\n", + "C72 a_482_n1818# Q 0.0247f\n", + "C73 a_476_n1721# a_564_n1266# 0.0214f\n", + "C74 a_1950_n1721# a_482_n1818# 1.15e-20\n", + "C75 a_1566_n378# a_1716_n1348# 0.135f\n", + "C76 VDD RS_n 0.581f\n", + "C77 a_852_n296# a_564_n1266# 1.58e-21\n", + "C78 comp_outp comp_outn 0.053f\n", + "C79 a_1716_n1348# VDD 0.786f\n", + "C80 a_1566_n378# RS_p 4.77e-20\n", + "C81 a_1566_n378# Q 0.155f\n", + "C82 VDD RS_p 0.536f\n", + "C83 VDD Q 0.368f\n", + "C84 ready a_482_n1818# 2.42e-20\n", + "C85 a_1950_n1721# VDD 0.767f\n", + "C86 clk cdac_vn 0.0494f\n", + "C87 a_1566_n378# ready 6.39e-21\n", + "C88 a_582_n700# a_1248_n288# 0.00749f\n", + "C89 cdac_vn RS_n 0.00684f\n", + "C90 a_476_n1721# a_1248_n288# 0.11f\n", + "C91 a_852_n296# a_1248_n288# 0.134f\n", + "C92 ready VDD 0.614f\n", + "C93 cdac_vn a_1716_n1348# 0.0947f\n", + "C94 VDD comp_outn 0.608f\n", + "C95 a_564_n1721# a_582_n700# 3.54e-19\n", + "C96 a_564_n1721# a_476_n1721# 0.386f\n", + "C97 cdac_vn RS_p 0.00693f\n", + "C98 a_564_n1721# a_852_n296# 0.00167f\n", + "C99 cdac_vn Q 0.216f\n", + "C100 cdac_vn a_1950_n1721# 0.0166f\n", + "C101 clk RS_n 0.00117f\n", + "C102 cdac_vp a_582_n700# 0.265f\n", + "C103 cdac_vp a_476_n1721# 0.484f\n", + "C104 cdac_vp a_852_n296# 0.087f\n", + "C105 clk a_1716_n1348# 0.113f\n", + "C106 a_482_n1818# a_564_n1266# 0.0164f\n", + "C107 clk RS_p 0.00116f\n", + "C108 clk Q 0.114f\n", + "C109 a_1716_n1348# RS_n 0.133f\n", + "C110 cdac_vn ready 0.00514f\n", + "C111 P a_1026_n1747# 3.42e-19\n", + "C112 cdac_vn comp_outn 0.00606f\n", + "C113 RS_n RS_p 0.314f\n", + "C114 comp_outp a_1248_n288# 4.23e-21\n", + "C115 RS_n Q 6.73e-20\n", + "C116 a_1950_n1721# RS_n 0.147f\n", + "C117 a_1716_n1348# RS_p 0.0744f\n", + "C118 VDD a_564_n1266# 5.28e-20\n", + "C119 a_1716_n1348# Q 0.141f\n", + "C120 a_1950_n1721# a_1716_n1348# 0.011f\n", + "C121 clk ready 2.93e-20\n", + "C122 a_564_n1721# comp_outp 0.00536f\n", + "C123 a_1950_n1721# RS_p 1.26e-19\n", + "C124 a_1950_n1721# Q 3.44e-19\n", + "C125 cdac_vp comp_outp 0.00146f\n", + "C126 ready RS_n 0.0795f\n", + "C127 a_482_n1818# a_1248_n288# 0.0534f\n", + "C128 RS_n comp_outn 1.64e-19\n", + "C129 a_1716_n1348# comp_outn 0.00481f\n", + "C130 a_564_n1721# a_482_n1818# 0.201f\n", + "C131 a_1566_n378# a_1248_n288# 0.406f\n", + "C132 ready RS_p 0.0658f\n", + "C133 cdac_vn a_564_n1266# 0.00183f\n", + "C134 ready a_1950_n1721# 0.0553f\n", + "C135 cdac_vp a_482_n1818# 0.207f\n", + "C136 RS_p comp_outn 8.63e-21\n", + "C137 VDD a_1248_n288# 0.851f\n", + "C138 a_1950_n1721# comp_outn 0.116f\n", + "C139 a_582_n700# P 1.45f\n", + "C140 P a_476_n1721# 0.0817f\n", + "C141 P a_852_n296# 0.142f\n", + "C142 a_1566_n378# cdac_vp 0.016f\n", + "C143 a_564_n1721# VDD 0.156f\n", + "C144 cdac_vp VDD 0.0194f\n", + "C145 a_582_n700# a_1026_n1747# 5.9e-19\n", + "C146 a_476_n1721# a_1026_n1747# 0.00774f\n", + "C147 ready comp_outn 0.0692f\n", + "C148 a_852_n296# a_1026_n1747# 0.0111f\n", + "C149 cdac_vn a_1248_n288# 9.58e-19\n", + "C150 a_564_n1266# RS_p 1.21e-21\n", + "C151 a_564_n1721# cdac_vn 0.00596f\n", + "C152 clk a_1248_n288# 0.602f\n", + "C153 cdac_vp cdac_vn 0.63f\n", + "C154 P comp_outp 1.61e-19\n", + "C155 comp_outp a_1026_n1747# 0.17f\n", + "C156 a_1716_n1348# a_1248_n288# 0.00907f\n", + "C157 cdac_vp clk 0.517f\n", + "C158 a_564_n1721# RS_n 3.53e-20\n", + "C159 a_582_n700# a_476_n1721# 0.0604f\n", + "C160 P a_482_n1818# 0.0143f\n", + "C161 a_1248_n288# RS_p 2.46e-19\n", + "C162 Q a_1248_n288# 0.195f\n", + "C163 a_582_n700# a_852_n296# 0.0763f\n", + "C164 a_852_n296# a_476_n1721# 0.309f\n", + "C165 a_564_n1721# a_1716_n1348# 1.33e-20\n", + "C166 cdac_vp RS_n 4.37e-20\n", + "C167 cdac_vp a_1716_n1348# 0.0393f\n", + "C168 a_482_n1818# a_1026_n1747# 2.77e-19\n", + "C169 a_564_n1721# RS_p 0.00175f\n", + "C170 a_1566_n378# P 0.194f\n", + "C171 a_564_n1721# a_1950_n1721# 3.46e-21\n", + "C172 P VDD 0.369f\n", + "C173 cdac_vp RS_p 4.07e-20\n", + "C174 cdac_vp Q 0.0612f\n", + "C175 ready a_1248_n288# 3.55e-21\n", + "C176 VDD a_1026_n1747# 0.762f\n", + "C177 a_564_n1721# ready 0.0708f\n", + "C178 cdac_vp ready 9.23e-19\n", + "C179 a_564_n1721# comp_outn 8.24e-22\n", + "C180 a_582_n700# comp_outp 0.00262f\n", + "C181 a_476_n1721# comp_outp 0.0165f\n", + "C182 a_852_n296# comp_outp 0.105f\n", + "C183 P cdac_vn 0.0279f\n", + "C184 cdac_vn a_1026_n1747# 0.0095f\n", + "C185 a_582_n700# a_482_n1818# 0.0121f\n", + "C186 a_482_n1818# a_476_n1721# 1.63f\n", + "C187 clk P 0.0966f\n", + "C188 a_852_n296# a_482_n1818# 0.042f\n", + ".ends\n", + "\n" + ] + } + ], + "source": [ + "cat hgu_comp_flat_RC.spice" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 838 + }, + "id": "DOpkvmZ2qBAM", + "outputId": "e5a77b9b-7e6d-4cb0-f615-04e34b64943e" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + ".title HGU_Comparator\n", + ".include /content/hgu_goss/hgu/spice/hgu_comp_flat_RC.spice\n", + ".lib /usr/local/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice tt\n", + "X1 ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q X Y hgu_comp\n", + "V1 VDD VSS 1.8\n", + "V2 ready VSS 1.8\n", + "V3 VSS 0 0\n", + "V4 Vbias 0 0.9\n", + "C1 comp_outp VSS 0.005pF\n", + "C2 comp_outn VSS 0.005pF\n", + "Vcdac_vp cdac_vp Vbias PWL(0ns 0V 30ns -0.002V)\n", + "Vcdac_vn cdac_vn Vbias PWL(0ns 0V 30ns 0.002V)\n", + "Vclk clk 0 DC 0V PULSE(0V 1.8V 1ns 1ps 1ps 1ns 4ns)\n", + "\n", + "done\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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nriSlV0mVM2MMarUaz58/R1RUFOrUqVOs41EQRAghhBDi5NRqNXieR0BAAFxcXBydHYvwPA+1Wg2FQkFBUBlWkuWsVCohlUrx4MED4ZhFRf+RhBBCCCGlBAUTpLyz1Tng0DMpMDAQHMeZ/YwfP96R2SKEEEIIIYSUYQ5tDnfp0iWTUSSuXbuGbt26YeDAgQ7MFSGEEEIIIaQsc2hNkLe3N6pWrSr8/Pbbb6hduzY6dOjgyGwRQgghhBAHiI6OBsdxuHr1qqOzQso4pxkYQa1W48cff8TkyZPzHe1EpVJBpVIJr1NSUgDoxyfXaDQFpm9YX9h2pHSjci77qIzLByrnso/K2DoajQaMMfA8D57nHZ0dizDGhN+W5tmwXWl6n/agUqnw+eefY8uWLYiLi4Ovry8+/fRTjBgxwmQ7nuexY8cObNmyBf/++y8yMzNRo0YN9O7dGxMmTEClSpVskh+1Wg1/f39MmTIF06dPN1nHGMPixYuxbt06xMTEQCqV2uSY+eF5HowxaDQaiMVik3XWXE+cJgjas2cPkpKSEBoamu82X331FebNm2e2/PDhwxaPlHLkyJGiZpGUIlTOZR+VcflA5Vz2URlbRiKRoGrVqkhLS4NarXZ0dqySmppq8bZpaWkAgPT0dOFhd2m3cOFCxMTEYPXq1RbvM3ToUDx//hzLly9HrVq1EBcXB57nTT6TFy9eICQkBI8ePcIHH3yAsWPHomLFioiOjsbOnTtRv359bN68Ga1atbLJ+xg4cCA2bNiAsWPHmixnjGHr1q0YNGgQMjMzkZmZaZPj5UetViMzMxMnT56EVqs1WWfNHFocM4TpDtajRw/IZDLs27cv323yqgkKCAhAfHw8PDw8Ckxfo9HgyJEj6Natm90jVOI4VM5lH5Vx+UDlXPZRGVsnKysLsbGxCAwMhEKhAGMMmRpd4TvagVIqtmiOIsYYkpOT8f3332PdunWIjY1FlSpVMGrUKMycORMAcPHiRYwdOxY3btxAgwYNMGPGDAwYMAB///03mjRpAp1Oh9GjR+PYsWOIi4tD9erVMXbsWHz44Ycmx9qwYQO+/fZb3L17F15eXnjrrbfwv//9r8D8DRs2DDqdDtu3bxeWaTQa+Pn5YcmSJRg+fDg6d+6M+vXrAwB+/PFHSKVSjBkzBvPmzbN4nqZ58+YhOjoa4eHhFm1/8OBBDB06VHgvedFqtejYsSNefvllrFmzJs9z6Pfff8cHH3yAM2fOoFatWgCAWrVqYdKkSZg0aZKwXdOmTfHGG29gzpw5BeYrMjISTZo0wYkTJ9CuXTth+bFjx9C1a1dcu3YNwcHBFr3H4sjKykJ0dDQCAgLMhshOSUlB5cqVkZycXGhs4BQ1QQ8ePMAff/yBX375pcDt5HI55HK52XKpVGrxBdSabUnpReVc9lEZlw9UzmUflbFldDodOI6DSCSCSCRChlqLBnMdU4t2fX4PuMjEhW7H8zzmzZuHzZs349tvv0W7du3w5MkT3Lx5EyKRCGlpaejXrx+6deuGH3/8EVFRUcLNueF96nQ6BAQEYMeOHahUqRLOnj2LUaNGoVq1ahg0aBAAYM2aNZg8eTIWLlyInj17Ijk5GWfOnCl0KOV3330XAwcOREZGBtzc3ADoayYzMjLw9ttvC/tv2rQJYWFhuHjxIv766y+MGjUKNWrUwMiRIy36vAyjH1s6tPNvv/2G5s2bY8mSJdi8eTNcXV3Rr18/fP7551AqlQCA8PBwcByHH374AVqtFpMmTcIvv/wCb29vfPjhh1i6dCn+++8/jBo1Cp9//jk2btxokp/cebEkf40bN0aLFi0QERGB1157TVi+ceNGtGzZEsHBwSUyhLtIJALHcXleO6y5ljhFEBQeHg4fHx/07t3b0VkhhBBCCCE2kJqairVr12LFihUICQkBANSuXVuoRdi6dSt4nsf69euhUChQv359PHz40KS5lVQqNekKUbNmTZw7dw4///yzEAR98cUXmDJlikntRosWLQrNX48ePeDq6ordu3fjvffeE/LUr18/uLu7C9sFBATg22+/BcdxqFu3LiIjI/Htt99aHARZ6/79+zh9+jQUCgV2796N+Ph4jBs3Di9evBBqkzZt2oQZM2ZALBZjwYIFOHz4MLZs2QLGGMaNGyc0SQsNDUXbtm1tlrewsDBMnToVK1asgJubG1JTU7Fr1y4sXLjQZscoKQ4PgnieR3h4OEJCQiCRODw7Rfb4/nVkpsTbJ3E7tljU1+TaJ30O2dXE9sh/dtJcrrR1Oh208XcQ888Js85y1qat/9PWec9JPHfebZSsEdukn3fSNko735YE+aev1erAxd/Eo3/kkEgKKuN8ErdB3gtuAVH09AttWFGMvFvWbKNo6VvWIARW5V+n00Ea/x+e/SuBxJJzuUifjcU5t+5aYHmyenZulW5x3q3NN2Bx3vP6/9NptVC++BcJ/wDi/L7/LUi/KNnOTrzgdIuecHby+afPFSHXaiYBL/aBNjMFWj4LUsbw7yevFieHRSbVpEKrLfw9/Hf1L6hUKnRq2xLajCSjNfrP5r9/r6Bh/XqQ8JnQZuhv2ls00Tc902amQJuRCABYvXYdIjZtQezDh8jMzIJarUbjRg2hzUjEs2fP8fjxY3Rs21LY3hoD3noDP26KwJC3+yA9PR179+7Flo3rhLQYr0XL5q9Al5kkZL3lKw2xdOlSqFPj87zXOHXmHPq8OUh4rVarwRjDzp07hWVrVnyDoYPznhJGp1GB4zhs+mEVKlTwAFAHS76aj0HDQvG/JV9CqVQiMvJftGpSD7qMRPy6dw8++2Qq2rdsDACYOe3/8Nm8L6DLSIRPBQUSExOhy0jUf+yMB6/O0L824HXgNZmmy/Ix6I3X8X//93/Yvjkc74e8i22bN0Ek4jCgb49C93U2Do86/vjjD8TExJiNdlHaPPllBpqlHXd0NgiA2gAQ6+hcEHsKBKiMywE/gMq5jOsOADGOzkXpkOUWgIS2SyFJ5SDJ1Acgzt6I0F2bAACQpD6EJMk8KBSpUsBpMyFJihaWSVIfC78lSe7YvvcQps+ci6Wf/R9aN28Ed1cXLF6zCReuXIMkKRru6nQAgDgtziQdS73Xqx06DNiIhLuXceTkeSjlMvRuUVtIi9NmQaROM0lbnPFM/zspOs8gqFWtirh6aIvwesWG7XgU9wxfz8zpx1TFuxLE+eS3mpcb/KpWhhdLAJL0n2H9aq5gjOHJjUuoU6s6tBot3FRPIU5KhiYzDe5IE9Lz4NIBXgtxUjT+uXgFQYH+wjoReHAZL0yOrVFlQJSVlG9+jFUEMKBXZ2yM2IAP3miHjeHhGNSnK6pILR+QwFk4PAjq3r07nGRshmLRyCviSVplu6XPivGsyzL2S9+epatP2zTvjDGLOytadozS+dno0y+beS9uGdv7fLLv/7wd886c67NhYFY9MXemvFuftr3z7qTXAoZCv37smndmz8+d2TTvjK8KQIpMJgPPHDrNo8X8AutAqVDgwKnLCB1ay2x97aA62LxrPxIyAYVC3+f75OUbAIBMSJHB5DhxMRKtmjVBaMh7wn63HzwGDw4ZTA6xqxw1Avxw8PTfaNVG38zOmv/Jxs1bwr9aVWza+yeOHDuF/n16QC1xgzo7ER0T4dyV/5DOcvqkn/r7OmrXrI4skUveB1PI4RtYQXjpVsELytRM+AbWMdksPZ+MNm/eDDt++wNP07Rwc3UFAPx77wlEIhEqVg1AOpOjVmB1XLzxAM1faYRWLZrhm3Xb0aylvmbwm3XbwcDh0s1YjP5kIT4cM0LIfyUvL8Q8TRRep6SmISrmMdRMYvIeCzJ08ED0HBiKnUfO4exf/2D+p9OQATksG6fZibBSLDk5mQFgycnJhW6rVqvZnj17mFqtLoGcEUehci77qIzLByrnso/K2DqZmZns+vXrLDMz09FZsZhOp2OffPIJq1ixItu4cSO7e/cuO3fuHFu3bh1jjLHU1FRWuXJl9u6777L//vuP/f777ywoKIgBYFeuXGGMMbZ8+XLm4eHBDh48yG7dusU+/fRT5uHhwRo3biwcJyIigikUCrZ8+XJ2+/Zt9vfff7MVK1ZYnM9Zs2axevXqMYlEwk6dOmWyrkOHDszNzY393//9H7t58ybbunUrc3V1Zd99953F6c+ZM4eFhIRYvH1qairz9/dnAwYMYP/99x87ceIEq1OnDvvggw+EbWbPns2GDx/OGGPs+fPnrG3btozjOObi4sI++eQTBoD5+/uztWvXCvvwPM+mT5/Oqlatyk6cOMH++ecf1r9/f+bm5sZmz57NeJ636Een07GgoCBWsWJF9vLLLzOdTscSEhKZTqez+D0WR0HngjWxgcNrggghhBBCSNk0bdo0uLq6Yvbs2Xj8+DF8fX0xZswYAICbmxv27duHMWPG4JVXXkG9evXw9ddf4+233xb2Hz16NK5cuYJ33nkHHMdhyJAhGDduHA4cOCBsExISgqysLHz77beYOnUqKleujAEDBlicx2HDhuHLL79EjRo18hxEYPjw4cjMzETLli0hFosxadIkjBo1qhifSsHc3Nxw5MgRTJw4Ec2bN0elSpUwaNAgfPHFF8I2H330ERo2bIh169bhgw8+wOnTp/H8+XO4urpCJpPho48+QpUqVUzS5TgOM2fORHR0NPr27YsKFSrg888/R1RUlDCCnSU4jsOIESMwc+ZMzJgxI3uZ7d5/SXGaeYKKIiUlBRUqVLBoLHCNRoP9+/ejV69eNBRnGUblXPZRGZcPVM5lH5WxdbKyshAVFYWaNWuazY3irAyTe3p4eJTI0Mn20LFjRzRp0gTLli1zdFbMXLlyBb1790bnzp3x4YcfomnTppBIJLhz5w7+97//IS4uDj///LPd81HS5VzQuWBNbFA6/yMJIYQQQggpx1555RVcvXoVlSpVQt++fSGXyyGVSvHqq69Cq9VixYoVjs6iU6MgiBBCCCGElDlbtmyBm5tbnj/169d3dPZswsfHB8uXL0dcXByePHmCBw8e4Pnz51i9ejWqVq1qVVrl4fMyRn2CCCGEEEJImdOvXz+0atUqz3WWNsE8fvy4DXNkPxzHwcfHp1hp2OLzKk0oCCKEEEIIIWWOu7s73N3dHZ2NUqO8fV7UHI4QQgghhBBSrlAQRAghhBBCCClXKAgihBBCCCGElCsUBBFCCCGEEELKFQqCCCGEEEIIIeUKBUGEEEIIIcQpREdHg+M4XL161dFZIWUcBUGEEEIIIYQ4kaSkJIwfPx6+vr6Qy+V46aWXsH//frPtNBoNvv/+e3Tt2hV+fn6oWrUq2rRpgyVLliAjI8Nm+Xn69CmkUim2b9+e5/qJEyeiefPmNjteSaB5ggghhBBCCLGT0NBQBAYGYu7cuRZtr1ar0a1bN/j4+GDnzp3w8/PDgwcP4OnpabLd/fv38cYbb0AkEmHs2LFo1KgR3NzccPPmTYSHh2PVqlU4dOgQXnrppWK/hypVqqB3797YsGEDBg8ebLIuPT0de/bswVdffVXs45QkqgkihBBCCCltGAPU6Y75YczibPI8j8WLFyMoKAhyuRzVq1fHl19+Kay/ePEiXnnlFSgUCjRv3hxXrlwx2V+n0yEsLAw1a9aEUqlE3bp1sXz5crPjbNiwAfXr14dcLoevry8mTJhQaN6GDh2Kd955x2SZRqNB5cqVsWnTJgBAx44d8eGHH+Ljjz+Gl5cXqlatanEwU1QbNmxAQkIC9uzZg7Zt2yIwMBAdOnRA48aNhW2Sk5PRo0cPvPnmm7h69SrGjBmDNm3aoFGjRhg0aBAOHDiAmTNnonv37khMTBT24zgOe/bsMTmep6cnIiIiCs1XWFgYjh49ipiYGJPlO3bsgFarxdChQ4v1vksa1QQRQgghhJQ2mgxgQTXHHHvmY0DmatGm8+bNw+bNm/Htt9+iXbt2ePLkCW7evAkASEtLQ58+fdCtWzf8+OOPiIqKwqRJk0z253ke/v7+2LFjBypVqoSzZ89i1KhR8PX1xaBBgwAAa9asweTJk7Fw4UL07NkTycnJOHPmTKF5GzZsGAYOHIi0tDS4ubkBAA4dOoSMjAy8+eabwnYbN27E5MmTceHCBZw7dw6hoaFo27YtunXrZtFnYK1ff/0VrVu3xvjx47F37154e3tj6NChmD59OsRiMQBg4cKFaNasGebPny80nTt69Chq1aqFwYMH48CBAzhw4ABOnjyJZcuWYd68ecXOV69evVClShVERERg9uzZwvKNGzeiT58+ZjVVzo6CIEIIIYQQYnOpqalYu3YtVqxYgZCQEABA7dq10a5dOwDA1q1bwfM81q9fD4VCgfr16+Phw4cYO3askIZUKjW5ga9ZsybOnTuHn3/+WQiCvvjiC0yZMsUkgGrRokWh+evRowdcXV2xe/duvPfee0Ke+vXrB3d3d2G7Ro0aYc6cOQCAOnXqYOXKlTh69KjdgqD79+/jzz//xLBhw7B//37cvXsX48aNg0ajEfKxefNmHDx4EAAwZcoUREVFYe/evXj27BlGjRqFunXrAtA3xZs1a5ZNgiCxWIyQkBBERETgs88+A8dxuHfvHk6dOoXdu3cXO/2SRkEQIYQQQkhpI3XR18g46tgWuHHjBlQqFbp06ZLv+kaNGkGhUAjLWrdubbbdqlWrsGHDBsTExCAzMxNqtRpNmjQBADx79gyPHz/O9xgFkUgkGDRoELZs2YL33nsP6enp2Lt3r1nn/0aNGpm89vX1xbNnz/JNd8uWLRg9erTwWqVSgeM4LFmyRFh24MABtG/fPs/9eZ6Hj48Pvv/+e4jFYjRr1gyPHj3C4sWLMWfOHCQkJCA1NRUNGjQAAOzbtw979uxBq1atAAATJkzAkSNHhLwaN4crrhEjRmDhwoU4duwYOnfujPDwcAQGBuK1116z2TFKCgVBhBBCCCGlDcdZ3CTNUZRKZbHT2L59O6ZOnYqlS5eidevWcHd3x+LFi3HhwgWbHGPYsGHo0KEDnj17hiNHjkCpVOL111832UYqlZq85jgOPM/nm2a/fv2EgAQApk+fDj8/P3z44YfCMj8/v3z39/X1hVQqFZq+AUBwcDDi4uKgVquh1WpNAke1Wg1X15z/BUPTPgC4fPkygoKCTPLOcvXp0mg0+eYltzp16qB9+/YIDw9Hx44dsWnTJnzwwQfgOM7iNJwFDYxACCGEEEJsrk6dOlAqlTh69Gie64ODg/Hvv/8iKytLWHb+/HmTbc6cOYM2bdpg3LhxeOWVVxAUFIR79+4J693d3REYGJjvMQrTpk0bBAQE4KeffsKWLVswcOBAs6DHWu7u7ggKChJ+3N3d4eXlZbKsoOCtbdu2uHv3rkmgdfv2bfj6+kImk6Fy5cpQq9V4+vQpAKBdu3ZYtGgRMjMz8ejRI/zwww8AgLNnz2LWrFmYPHmykI63tzeePHkivL5z547VQ2mHhYVh165d2LVrFx49eiQ0dSxtKAgihBBCCCE2p1AoMGnSJHzyySfYtGkT7t27h/Pnz2P9+vUA9KOzcRyHkSNH4vr169i/f79JkzFAH0j99ddfOHToEG7fvo3PPvsMly5dMtlm7ty5WLp0KVasWIE7d+7g8uXL+N///mdxPocOHYrvvvsOR44cwbBhw4r/xotp7NixSEhIwKRJk3D79m38/vvvWLBgAcaPHw8AEIlE6NevH1avXg0AWL58Oa5cuQI3Nzc0bNgQ3bp1w4kTJzBixAgsX77cpKlg586dsXLlSly5cgV//fUXxowZY3XQZwgUR48eje7duyMgIMB2b74EURBECCGEEELsYtq0aZg8eTJmz56N4OBgvPPOO0J/Gjc3N+zbtw+RkZF45ZVXMGvWLHz99dcm+48ePRpvvfUW3nnnHbRq1QovXrzAuHHjTLYJCQnBsmXLsHr1atSvXx99+vTBnTt3LM7jsGHDcP36dfj5+aFt27bFf9PFFBAQgEOHDuHSpUto1KgRPvzwQyGYNJg9ezZWrlyJAwcOoHbt2rh+/ToePXqEJ0+eYMGCBXj+/Dlu3ryJ/v37m6S9dOlSBAQEoH379hg6dCimTp0KFxfL+ngZuLi4YPDgwUhMTMSIESNs8ZYdgmO5GwaWIikpKahQoQKSk5Ph4eFR4LYajQb79+9Hr169il3NSZwXlXPZR2VcPlA5l31UxtbJyspCVFQUatasadIfxJnxPI+UlBR4eHhAJKLn7rZ2+PBhDB48GO+++y5GjhyJ+vXrAwAiIyOxZMkSeHt745tvvrF7Pkq6nAs6F6yJDeg/khBCCCGEkFKme/fu+Pvvv5Gamor27dtDJpNBJpOhZ8+e8Pf3t/ukrqUdBUGEEEIIIaTM2bJlC9zc3PL8MdSalHY1a9ZEeHg4EhISEBsbi0ePHuHx48f46quvCq0JyW3BggX5fl49e/a00ztwHBoimxBCCCGElDm5h6o2VtaaYIpEIvj6+hYrjTFjxggT0OZmi+HOnQ0FQYQQQgghpMxxd3eHu7u7o7NRanh5ecHLy8vR2Sgx1ByOEEIIIYQQUq5QEEQIIYQQQggpVygIIoQQQgghhJQrFAQRQgghhBBCyhUKggghhBBCCCHlCgVBhBBCCCGEkHKFgiBCCCGEEEJsjOM47Nmzx9HZMPHixQv4+/uD4zgkJSXluc3BgwcxaNAgBAYGonLlymjUqBGmTp2KmJgYm+alYcOGGDNmTJ7rNm/eDLlcjvj4eJse0xgFQYQQQgghhJQSx48fR2BgYJH2DQsLQ6NGjfJcl5GRgYEDB+L9999HgwYNsH79epw4cQKLFy9GamoqGjdujN27dxcj5+Z52b59OzIzM83WhYeHo1+/fqhcubLNjpcbBUGEEEIIIcQueJ7H4sWLERQUBLlcjurVq+PLL78U1kdGRqJz585QKpWoVKkSRo0ahbS0NGF9aGgo+vfvjwULFqBKlSrw9PTE/PnzodVqMW3aNHh5ecHf3x/h4eHCPtHR0eA4Dtu3b0ebNm2gUCjQoEEDnDhxwuJ8nzhxAi1btoRcLoevry8++eQTaLVaYX1gYCCWLVtmsk+TJk0wd+5cYT0AvPnmm+A4Tng9d+5cNGnSBGvXrkVAQABcXFwwaNAgJCcnW5y3olqzZg2SkpIwderUPNeHhIQgIyMDt2/fxuzZs9GlSxfUr18fPXr0wNq1a3H48GGMHTsW586dE/bp2LEj/u///s8knf79+yM0NLTQ/Lz77rvIzMzErl27TJZHRUXh+PHjCAsLs/5NWoGCIEIIIYSQUoYxhgxNhkN+GGMW53PevHn4+uuv8dlnn+H69evYunUrqlSpAgBIT09Hjx49ULFiRVy6dAk7duzAH3/8gQkTJpik8eeff+Lx48c4efIkvvnmG8yZMwd9+vRBxYoVceHCBYwZMwajR4/Gw4cPTfabNm0apkyZgitXrqB169bo27cvXrx4UWieHz16hF69eqFFixb4559/sGbNGqxfvx5ffPGFxe/70qVLAPQ1Gk+ePBFeA8Ddu3fx888/Y9++fTh48CCuXLmCcePGWZx2UVy/fh3z58/Hpk2bIBKZ3/4fOnQIV65cwc8//ww3NzfMnTsXNWrUQN26dbFt2za4ubmhRYsW+PLLL/HJJ5/YJE+VK1fGG2+8gQ0bNpgsj4iIgL+/P7p3726T4+RHYtfUCSGEEEKIzWVqM9FqayuHHPvC0AtwkboUul1qairWrl2LFStWICQkBABQu3ZttGvXDgCwdetWZGVlYdOmTXB1dQUArFy5En379sXXX38tBEteXl5YsWIFRCIR6tati0WLFiEjIwMzZ84EAMyYMQMLFy7E6dOnMXjwYOH4EyZMwNtvvw1AXwty8OBBrF+/Hh9//HGB+V69ejUCAgKwcuVKcByHl19+GY8fP8b06dMxe/bsPIOI3Ly9vQEAnp6eqFq1qsk6w3v28/MDAPzvf/9D7969sXTpUrNtbUGlUmHIkCFYvHgxqlevjvv375tts2nTJnz00UdwdXXF5s2b8d1332HdunWoXLkypkyZgvT0dAD62ptx48YhPT1dKLPiCAsLQ8+ePREVFYWaNWuCMYaNGzciJCTEos+5OKgmiBBCCCGE2NyNGzegUqnQpUuXfNc3btzY5Ga6bdu24Hket27dEpbVr1/f5Ia4SpUqaNiwofBaLBajUqVKePbsmUn6rVu3Fv6WSCRo3rw5bty4YVG+W7duDY7jTPKVlpZmVttUFNWrVxcCIEM+c7/n3Nzc3ISfnj17IiYmxmRZfgMMAPogMTg4GO+++26+20RGRqJNmzYAgH379uHDDz9Enz598Oqrr2LRokXCdnK5HBUqVEBKSoo1bzlf3bp1M2nOePToUcTExOD999+3SfoFoZogQgghhJBSRilR4sLQCw47tkXbKS3brjBSqdTkNcdxeS7jed4mx7OESCQyaxao0WjsdryrV68Kf1+4cAHTp0/H8ePHhWUeHh757vvnn38iMjISO3fuBAAh35UrV8asWbMwb948aLVaobzUarVJYOrm5ib8HRsbC7VaDR8fHwDF/xxEIhFCQ0OxceNGzJ07F+Hh4ejUqRNq1aplcRpFRUEQIYQQQkgpw3GcRU3SHKlOnTpQKpU4evQoateubbY+ODgYERERJk2rzpw5IzR7K67z58/jtddeAwBotVr8/fffZv2N8hIcHIxdu3aBMSbUBp05cwbu7u7w9/cHoG/u9uTJE2GflJQUREVFmaQjlUqh0+nM0o+JicHjx49RrVo1IZ+FveegoCDh74cPH0IikZgsK8iuXbtMRmC7dOkSRowYgVOnTgnlEhQUhMjISAQHB6Ndu3b44YcfMGDAAHh5eQk1QTExMQgJCcFHH30EsVic5+eg0+lw7do1dOrUyaK8AcD777+PL774Ar/88gt2796NdevWWbxvcVBzOEIIIYQQYnMKhQKTJk3CJ598gk2bNuHevXs4f/481q9fDwAYNmwYFAoFQkJCcO3aNRw7dgwTJ07Ee++9J/QHKo5Vq1Zh9+7duHnzJsaPH4/ExESMGDGi0P3GjRuH2NhYTJw4ETdv3sTevXsxZ84cTJ48WWiW17lzZ2zevBmnTp1CZGQkQkJChMDAIDAwEEePHkVcXBwSExNNPpeQkBD8888/OHXqFD788EMMGjTILv2BAH0/rAYNGgg/NWvWBKAP9gw1Om+++SZWr14NQN+Xqnbt2vD390fFihWFWpnmzZuja9eumD17tpB2586dsX//fhw6dAg3b97E2LFj851/KD81a9ZE586dMWrUKMjlcrz11ls2eNeFoyCIEEIIIYTYxbRp0zB58mTMnj0bwcHBeOedd4S+Oy4uLjh06BASEhLQokULDBgwAF26dMHKlSttcuyFCxdi4cKFaNy4MU6fPo1ff/3Vonln/Pz8sH//fly8eBGNGzfGmDFjEBYWhk8//VTYZsaMGejQoQP69OmD3r17o3///ma1XUuXLsWRI0cQEBCAV155RVgeFBSEt956C7169UL37t3RqFEjIQBxlPfeew+JiYn47LPPoFAosHfvXiQkJODZs2f4/PPP8ejRIzx9+hSzZs0y6Z81YsQIDB8+HGPHjhWasVlTC2QQFhaGxMREDB06FAqFwpZvLV8cs2acQyeTkpKCChUqIDk5ucC2kIC+feL+/fvRq1cvs3akpOygci77qIzLByrnso/K2DpZWVnCCFoldZNYXDzPIyUlBR4eHnYf6ctYdHQ0atasiStXrqBJkyYldlxLzJ07F3v27DHp4+MsoqOj8frrr6NmzZr4+OOP0bZtW8hkMsTGxuKHH37AiRMncOzYMbOyLOlyLuhcsCY2oJogQgghhBBCyrnAwEBcunQJLVu2RGhoKBQKBWQyGerVq4f79+9j/fr1JRrM2lvZeSeEEEIIIYQUYsyYMSbDS1s61HR54O7ujnnz5uHBgwd4/vw57t+/j8TERPz4448WD8RgcOrUqXw/Z+MR5xyFRocjhBBCCCFlRmBgoNmwzcbmz5+PqVOn5rmusCZUxTV37lzMnTvXrsewlUqVKhVr/+bNmztlsz8DCoIIIYQQQki54ePjI4yKRuxHqVRaXXtUkqg5HCGEEEIIIaRccXgQ9OjRI7z77ruoVKkSlEolGjZsiL/++svR2SKEEEIIIYSUUQ5tDpeYmIi2bduiU6dOOHDgALy9vXHnzh1UrFjRkdkihBBCCCGElGEODYK+/vprBAQEIDw8XFhmmMWWEEIIIYQQQuzBoUHQr7/+ih49emDgwIE4ceIE/Pz8MG7cOIwcOTLP7VUqFVQqlfA6JSUFgH7CNY1GU+CxDOsL246UblTOZR+VcflA5Vz2URlbR6PRgDEGnufB87yjs2MRwwhthnyTsqmky5nneTDGoNFoIBaLTdZZcz3hWEFjCNqZYZbXyZMnY+DAgbh06RImTZqE7777DiEhIWbbz507F/PmzTNbvnXrVri4uNg9v4QQQgghjiCRSFC1alUEBARAJpM5OjuEOIxarUZsbCzi4uKg1WpN1mVkZGDo0KFITk4udLhzhwZBMpkMzZs3x9mzZ4VlH374IS5duoRz586ZbZ9XTVBAQADi4+MLfaMajQZHjhxBt27dIJVKbfcmiFOhci77qIzLByrnso/K2DpZWVmIjY1FYGCg8BDZ2THGkJqaCnd3d3Ac5+jslDixWIxdu3ahf//+js6K4O7du2jWrBnEYjESEhLM1vM8jx07dmDLli34999/kZmZiRo1aqB3796YMGFCnnMHFaWc1Wo1/P39MWXKFEyfPt1s/RdffIFVq1YhJibG7PqQlZWF6OhoBAQEmJ0LKSkpqFy5skVBkEObw/n6+qJevXomy4KDg7Fr1648t5fL5ZDL5WbLpVKpxRdQa7YlpReVc9lHZVw+UDmXfVTGltHpdOA4DiKRCCKRwwf3tYihaZQh3+WRPcorIiICEREROH78uFX7aTQaDBs2DO3bt8fZs2fN8hUfH48BAwYgNjYW48ePx8cffwwvLy/cv38fW7duRYMGDbB79260adPGZL+ilLNCocC7776LiIgIzJgxw2QdYwwbN27E8OHD87zvF4lE4Dguz2uHNdcSh/5Htm3bFrdu3TJZdvv2bdSoUcNBOSKEEEIIIbbC8zwWL16MoKAgyOVyVK9eHV9++aWwPjIyEp07d4ZSqUSlSpUwatQopKWlCetDQ0PRv39/LFiwAFWqVIGnpyfmz58PrVaLadOmwcvLC/7+/iaDbEVHR4PjOGzfvh1t2rSBQqFAgwYNcOLECYvzfeLECbRs2RJyuRy+vr745JNPTJpeBQYGYtmyZSb7NGnSBHPnzhXWA8Cbb74JjuOE13PnzkWTJk2wefNmBAYGokKFChg8eDBSU1MtzltRffrpp3j55ZcxaNAgs3VarRb9+vVD7dq1cfPmTUyePBmvvfYaGjRogH79+mH79u3YsGED3nzzTdy/f1/YLzAwEMuXLzdJy/hzKEhYWBhu376N06dPmyw/ceIE7t+/j7CwsKK9UQs5NAj6v//7P5w/fx4LFizA3bt3sXXrVnz//fcYP368I7NFCCGEEOLUGGPgMzIc8mNNT4p58+bh66+/xmeffYbr169j69atqFKlCgAgPT0dPXr0QMWKFXHp0iXs2LEDf/zxByZMmGCSxp9//onHjx/j5MmT+OabbzBnzhz06dMHFStWxIULFzBmzBiMHj0aDx8+NNlv2rRpmDJlCq5cuYLWrVujb9++ePHiRaF5fvToEXr16oUWLVrgn3/+wZo1a7B+/Xp88cUXFr/vS5cuAQDCw8Px5MkT4TUA3Lt3D3v27MFvv/2G3377DSdOnMDChQstTrso/vzzT+zYsQOrVq3Kc/369evBcRy+//578DyPiRMnws/PD02aNMGGDRtQv3599O7dG6NGjcqzf35RNGzYEC1atMCGDRtMloeHh6NNmzZ4+eWXbXKc/Di0OVyLFi2we/duzJgxA/Pnz0fNmjWxbNkyDBs2zJHZshvGGDIuXoIi+GWIC2mnSAghhBCSH5aZiVtNmznk2HUv/w3OggGpUlNTsXbtWqxYsUIY8Kp27dpo164dAP3AVllZWdi0aRNcXV0BACtXrkTfvn3x9ddfC8GSl5cXVqxYAZFIhLp162LRokXIyMjAzJkzAQAzZszAwoULcfr0aQwePFg4/oQJE/D2228DANasWYODBw9i/fr1+PjjjwvM9+rVqxEQEICVK1eC4zi8/PLLePz4MaZPn47Zs2db1OTL29sbAODp6YmqVauarON5HhEREXB3dwcAvPfeezh69KhJDZktvXjxAqGhofjxxx/z7SezadMmzJgxA2KxGAsWLMDhw4exZcsWMMYwbtw4ZGZmAtDXzLVt29ZmeQsLC8PUqVOxYsUKuLm5ITU1FTt37sSKFStsdoz8OLyBZp8+fRAZGYmsrCzcuHEj3+Gxy4K0EycQExKCR5OnODorhBBCCMklVZ2KJZeW4E7iHUdnpUy4ceMGVCoVunTpku/6xo0bCwEQoO8qwfO8SXeJ+vXrmwQeVapUQcOGDYXXYrEYlSpVwrNnz0zSb926tfC3RCJB8+bNcePGDYvy3bp1a5NO/m3btkVaWppZbVNRBAYGCgEQoO8jnzvvxmJiYuDm5ib8jBkzBqdOnTJZtmDBgnz3HzlyJIYOHYrXXnst320iIyOFvj779u3DnDlz0LFjR3Tq1AmffvqpSV4TExOtebsFGjJkCHQ6HX7++WcAwE8//QSRSIR33nnHZsfIj0NrgsqbpO0/AQDSc7V9JIQQQojjrY9cj43XN+Jg9EH8MfAPR2enQJxSibqX/3bYsS2htHC7wuTu7G7oFJ97WUnORSQSicyaBVo6R421ea9WrRquXr0qvP7ll1+wa9cubNmyRVjm5eWV7/5//vknfv31VyxZsgRAznw+EokE33//PUaMGAGtViuUl1qtNglM3dzchL8vX76MoKAg4XVxPgcA8PDwwIABAxAeHo4RI0YgPDwcgwYNMjmmvVAQVIKyrl93dBYIIYQQko/119YDAJ5mPHVwTgrHcZxFTdIcqU6dOlAqlTh69Chq165ttj44OBgRERFIT08XbrrPnDkjNHsrrvPnzwu1H1qtFn///bdZf6O8GEYqZowJtUFnzpyBu7s7/P39Aeibuz158kTYJyUlBVFRUSbpSKVS6HS6Yr8PiURiEnj4+PhAqVSaLCvIuXPnTPKxd+9efP311zh79iz8/PwAAEFBQYiMjETLli3Rrl07LF++XPjsDAMf/Pfffxg7diymTZsmpGXJ51CYsLAwdOzYEb/99hvOnj2LxYsXW7V/UTm8OVx5wXQ6aI2qOpkNTgpCCCGE2Ea6Jt3RWShzFAoFJk2ahE8++QSbNm3CvXv3cP78eaxfrw82hw0bBoVCgZCQEFy7dg3Hjh3DxIkT8d577wn9gYpj1apV2L17N27evInx48cjMTERI0aMKHS/cePGITY2FhMnTsTNmzexd+9ezJkzB5MnTxaa5XXu3BmbN2/GqVOnEBkZiZCQEIjFYpN0AgMDcfToUcTFxdm0CZm1goOD0aBBA+HHz88PIpEIDRo0QMWKFQHoR7EzDJowd+5cqNVqVKpUCf7+/mjVqhUePHiA119/HRMnTkRoaKiQdufOnfHjjz/i7Nmz+X4OhXnttdcQFBSE4cOH4+WXXzYbgtteqCbIRp7GR+P8nrWo6lMTnEgMXsyBF4vAizlAKoXs0XO4G21/+t5RSN1zOqeJOTE4cBCLxBBxIoigH1deWM6J8SzjGUQiEVwlrlBKlJCL5eDBQ8froGVa8Mz0by2v/80z8ypWhnxGdsl3cd4r8l2ez8gx+R43H9akk6XLwj9P/4FOrYPPUx9IJOb/3hxy2vcat/XNa7nxMoOErASIOBE85Z5wkbpAIVaAgUHHdNDxOv1v47+zf5eXMmCM4cqzK6jlWQt+bn557mdNGeReDgApWSm4pr6Gas+rwUPhAYVEAQ6c/v+e56FjOtO/s88DHcv7wUNpKAdr0/j3+b+o4lIFtTxr5bm+uGWg5bWIy4iDr6svXKWukIvlkHASaJjG5H9fw2tMzgNr3oNWq8UdzR2ce3IOErGk0O2d6TwAgJsJN6GUKFGvUr081xe3DAAgNjUWVV2rwkXqAqVECSknhZZphc9by2vNXlvzHux9Dmi1WtzS3ILHIw+IJZbdNFlTDjEpMUjXpKNZlWbCdysHTj+XCUT61xwnLD8ee1zYVynJacbFdDqo7t6FLjkZ4BmQx/W8JKgA8EoldOnp0GnzLktnwxjDxxMnwkUqxezPPsPjJ0/gW7UqRo0YAV1aGuQA9u/ejf/7+GO0aNECLkol3nrjDSz56ivosofJZhoNmFYrvAb0ZcI0GpNlYAy8SgVdWhp06fqAdsHcufhqwQL88++/CKpVC7t/+gkVFQrT/fJQtUIF7Nu1C9M//RQ//PADvCpWxPvvvYcZH30k7PvxxIm4f+cO+vTpgwoeHpj36aeIuncPvFotbLPoiy8wbeZM/PDDD/CrVg33/vsPvFoN8LxJHniVCmCs0HwJ22dlgel0Fm+f1/4ATPaf+MEHaPLqq/h+5UqEhYbixMGDeP78OVxdXSGTyTBx5EhU8fEx2+/jiRNx//ZtDBk8GBU8PfH5559bXRPEcRxGjBiBmTNnms0ZZE8cs2acQyeTkpKCChUqWDQrrEajwf79+9GrVy+7TMr286huaHjS8s5yYZPESHUpf7MnE0IIIaXBlfeugMvIwoPhw6G6XnhnenvjfX2h+3QWqnt7Q15OJx611INHjxD8+us4t2MHGtt5mOWy5OqNG3hr/Hh0bNkSY4cNwyvBwZBIJLj74AHWbN2Kp/Hx+HHp0rx35jjIg4NLZFLcrKwsREVFoWbNmlAoFCbrrIkNqCbIVrKjagB4WkUOsY5BrAPEPINYyyDieehEHNzS9U9Dg93rIMGoaogxJtQYGH50TCcsf5GlH9dezInh4+KDLG0WVDoVxJxYqDESc2KIRWLhbxEnEtbnJa8ni3ktA0yfSBa2bXH3zzNfeeyfe9tnmc8Qlx4HAKhVoRY4cCZPB03+ziP2z2+9YblKq8KzTH2TRj83P2RqM6HSqYQaPOPPXSKSCJ+/mBPr225b+BmUZBlYkwdL9lfpVLiVqB/Rp3YFfftva8qgoG0My2NTYwEAvq6+UOvUUOlUAJDn525cLtaUQX7LHV0Glubh3/h/Adi/DLyV3mBgUOlU0PE6SEQS/Q8nET57iUhSpM8fTP9l5uHhkVM7a8Xnl5/i/g9YmoahDIpyLSpom9xlUEFeAXKRHFm6LGh5rVAGxv//hteGmg+L32cRrwOFMaTBGENycjIqVKig//+w03ng4+IDF4kLGJjw/coYAw+jvxkPBoZmVZrhyIMjAIAsbRaytm3TB0BSKWT+/oDY8BmW/ENMXeVKyJJIIJLJILKyuZGjMOiHgxaJRCX6iXEyGQBAJJVCJJeX4JFLt6ZNmuDir7/i6zVrMHDiRMQnJkIkEsHDzQ0DevXCN3Pm5Pl5Gsq5tKEgyEYGbTql/6JiDMEFRME3X2kKlpmJNR3/p7+gWsHwRZjflxCxf40fAJOOkqTkaTQa/P777+jdu7fdypgUzt7nQUmcy6Vdab8WCWX8uvOUsY7XocnmJgAADa9BxoWLAIAq06bBa/h7DsxZztNvWWAg5LmefjsrnueFhxklUUNgIM/+f5LVqAF5nTpm68eMGYMff/wxz33fffddfPfdd3bNnzMLqFMHK199Ff9jDM+fP4dWq0XVqlULLD9DOef+r9yyZQtGjx6d5z41atTAf//9Z8OcW4+CIBviOA4o5AuJk0rBMjPB1JYPH2iSPnE4KgfHozJwPCoDx6MysD1D7ZmO6fu0qbP7Niga1Hdwzog1AgMD861lBYD58+dj6tSpea4rrAlVecFxHHyy+wAVVb9+/dCqVas81znDgw8KgkqYoYqWadQOzgkhhBBCcpOJZfrmzloVtPHxAABJMW8GiXPx8fEp9g0+KZy7u7vJpLDOhnrWlTAuO/ItSk0QIYQQQuxLItI/H9akpoCp9H0OJZUqOTJLhBA7oCCohHGy7CCIaoIIIYQQpyMT6VtsaF7oa4E4FxeIlMqCdiGElEIUBJWwnJogCoIIIYQQZyMV67+nten6uVBELi6OzA4hxE4oCCphnCQ7CNLmPXEgIYQQQhxHKsoOgrIyAACiUjISGyHEOhQElTDOMMQgT0EQIYQQ4mwMzeF0mfogiFPQPDOElEUUBJU0ib7DJdUEEUIIIc7HMDCCNjsIEsmpJoiQsoiCoBJGNUGEEEKI8xKLxAAgjAzHKSkIKo5x48ZBLBaD4zjIZDIEBQVh/vz50Gq1djleQkICJk6ciLp160KpVKJ69er48MMPkZycnOf2169fx9ixYxEcHIxKlSqhTp06CAkJwblz52yar4kTJyI4ODjPdTExMRCLxfj1119tekxSMAqCSpo4++Kq4x2cEUIIIYTkJuayv6ezsgBQTZAt9OjRA0+ePMGdO3cwZcoUzJ07F4sXL7Z4f47jEB0dbdG2jx8/xuPHj7FkyRJcu3YNEREROHjwIMLCwsy2XbhwIVq1agWe57FkyRKcOHEC4eHhqFWrFvr164cZM2ZYnMfChIWF4ebNmzh79qzZuoiICPj4+KBXr142Ox4pHAVBJYzLDoKgs88TEEIIIYQUXU4QlF0TRAMjFJtcLkfVqlVRo0YNjB07Fl27drVbrUeDBg2wa9cu9O3bF7Vr10bnzp3x5ZdfYt++fSa1T6tWrcK6devw999/Y+3atejduzcaNGiAdu3aYc6cObh+/ToOHTqEpUuXCvvMnTsXTZo0MTnesmXLEBgYWGi+mjRpgqZNm2LDhg0myxljiIiIQEhICCTZXSZIyaAgqKSJ9R851QQRQgghzid3czhnHR2OMQaNSueQH8ZYsfKuVCqhLsGpQpKTk+Hh4SEEGfHx8Zg9ezZ2796Nl156Cbt370aDBg1QrVo1fPrpp+jWrRtu3ryJbdu24csvv0RqaqpN8hEWFoaff/4Z6enpwrLjx48jKioKI0aMsMkxiOUo5CxhXPbFlfoEEUIIIc7HUBMEQ58gJx0dTqvm8f2kEw459qjlHSCVi63ejzGGo0eP4tChQ5g4caIdcmYuPj4en3/+OUaNGiUs2717Nzp16oSGDRvi3r17GDJkCJYuXYq2bdti5cqVOHbsGGbNmoW6deuifv36OHPmDF5//fVi52Xo0KGYMmUKduzYgdDQUABAeHg42rVrh5deeqnY6RPrUE1QSZNkP2Gi0eEIIYQQpyM0h9NoAORMck6K7vfff4ebmxsUCgV69uyJd955B3Pnzs13+549e8LNzU34AYD69esLr+vXr2/RcVNSUtC7d2/Uq1fP5HiRkZFo06YNAODQoUN47bXXMH78eDRp0gSrV6+GXJ4T+Pr6+iIxMdH6N50HT09PvPXWW0KTuJSUFOzatSvP/krE/qgmqIQZaoIY1QQRQgghTkdoDqfTf08LLTicjEQmwqjlHRx2bGt07NgR3333HWQyGapVq1Zo35d169YhMzNTeF2nTh3s378ffn5+AACpBYFpamoqXn/9dbi7u2P37t0m+2i1WiiVSgCAWq2Gq6ursE4mk0Em088VxfM8rl69imnTpgEARCKRWVNATXawbKmwsDB06dIFd+/exbFjxyAWizFw4ECr0iC2QUFQScvuEwTqE0QIIYQ4HaEmKDsIMozq6mw4jitSkzRHcHV1RVBQkMXbG4IdYzVq1LBoAAJAX8PSo0cPyOVy/Prrr1Dk6tcVFBSEyMhIAEC7du0wa9YsnD9/Hi1atMCaNWuQlJSElJQUTJkyBX5+fmjRogUAwNvbG3FxcWCMgeM4AMDVq1ctfl8A0KlTJ9SsWRPh4eE4duwYBg8ebBKEkZJDzeFKGCfOniyVRocjhBBCnE7uIIhz0iCI5C0lJQXdu3dHeno61q9fj5SUFMTFxSEuLg667DLt168fduzYgYSEBDRv3hyffPIJ2rdvD7lcjsOHD6NZs2YYPHgwEhMTsXv3biHtjh074vnz51i0aBHu3buHVatW4cCBA1blj+M4jBgxAmvWrMG5c+eoKZwDURBUwjiqCSKEEEKcVu7mcEILDlIqXL58GRcuXEBkZCSCgoLg6+sr/MTGxgLQ1wQNHDgQQ4YMQUZGBj777DOkpKTg8ePH+PXXX7F//34kJSUhIiICnp6eQtrBwcFYvXo1Vq1ahcaNG+PixYuYOnWq1XkMDQ1FcnIy6tevj1atWtnqrRMr0Zld0qhPECGEEOK0hJog3rn7BJUWq1evNqlNKQrGmMVN4Tp27AjGWJ4/xmksW7YMCoUCzZs3x/bt26FWq+Hj44OkpCT89ttvaNq0KR4+fGiW/pgxYxATE4O0tDRs3LgRM2fOtHgiVwN/f3/odDpcu3bNqv2IbVGfoBKWM1kqBUGEEEKIszHUBIFqgso0mUyGPXv2YOPGjfj6668xZMgQyGQy8DyP9u3bY8WKFfD393d0NokdURBU0sSGanZqDkcIIYQ4m5w+QfrvaaoJKrs4jkNoaChCQ0ORlpaGhIQEeHt7CyPHWcswnHdeDhw4gPbt2xc1q8QOKAgqYUKfIGoORwghhDgdYbJUQ02QhIKg8sB4TqKiKmikuLxGvCOORUFQSRPTZKmEEEKIsyot8wQR52PNMODE8aihawkTLqZUE0QIIYQ4HaEmiM9utk59gggpk+jMLmnUJ4gQQghxWmbzBFFNECFlEgVBJUwYHY5qggghhBCnI4wORzVBhJRpdGaXtOyLKfUJIoQQQpxP7oERODF1nyakLKIgqIRRnyBCCCHEeVGfIELKBzqzS5qE+gQRQgghzipnslSaJ4iQsoyCoBLGCUNvah2cE0IIIYTkRjVBthcbG4sRI0agWrVqkMlkqFGjBiZNmoQXL17Y9bi//PILunXrBm9vb3h4eKB169Y4dOhQnttqNBp8//336Nq1K/z8/FC1alW0adMGS5YsQUZGhs3y9PTpU0ilUmzfvj3P9WFhYWjatKnNjkfyR2d2STNcTKkmiBBCCHE6hiCIo5ogm4iOjkbLli1x584dbNu2DXfv3sV3332Ho0ePonXr1khISLA4rblz5yI0NNTi7U+ePIlu3bph//79+Pvvv9GpUyf07dsXV65cMdnu/v37aNq0KVatWoUBAwZgx44dOHz4MD766CMcPXoU9evXx+3bty0+bkGqVKmC3r17Y8OGDWbr0tPT8fPPPyMsLMwmxyIFo95+JUyoCaI+QYQQQojTyT06HCehIKg4pk6dCplMhsOHD0OpVAIAqlevjldeeQW1a9fGrFmzsGbNGrsce9myZSavFyxYgL1792Lfvn145ZVXAADJycno0aMHhgwZgnnz5oHjOGH7Ro0aYdCgQfjhhx/QvXt3XLlyBRUrVgQAcByH3bt3o3///sL2np6eWLZsWaGBWlhYGPr374+YmBhUr15dWL5jxw5otVoMGzaseG+cWIRqgkoa1QQRQgghTsusOZyT1gQxxqDJynLID2PMojwmJCTgzz//xNixY4UAyKBq1aoYNmwYfvrpJ4vTKy6e55GamgovLy9h2cKFC9GsWTPMnz8fycnJGDZsmNAUbsWKFejZsydGjhyJ9u3bmwVVRdWrVy9UqVIFERERJsvDw8Px1ltvwdPT0ybHIQWjmqASRqPDEUIIIc4rJwjS35hzTtonSKtSYUXIAIcc+8ONOyFVKArd7s6dO2CM4eWXX85zfXBwMBITE/H8+XP4+PjYOptmlixZgrS0NAwaNEhYtnnzZhw8eBAAMGXKFERFRWHv3r149uwZRo0ahbp16wIAQkNDMWvWLMybN6/Y+RCLxQgJCUFERAQ+++wzcByHe/fu4dSpUzhy5Eix0yeWcc4zuywzzBNENUGEEEKI0zE0hzP0CXLWmqDSpLCaHplMlufyU6dOwc3NTfhZsGABtmzZYrJsy5YtFuVh69atmDdvHn7++Wch4EpISEBqaioaNGgAANi3bx+WLFmCVq1aoW/fvpgwYYKwv6+vLxITEy06liVGjBiBqKgoHDt2DIC+FigwMBCdO3e22TFIwagmqIRRTRAhhBDivISBEZx8dDiJXI4PN+502LEtERQUBI7jcPPmzTzX37hxA97e3vk2/2revDmuXr0qvF6xYgUePXqEr7/+WlhWpUqVQvOxfft2fPDBB9ixYwe6du0qLNdqtVAY1Wip1Wq4uroKr93c3IS/L1++jKCgIOE1x3FmwZ1Goyk0LwZ16tRB+/btER4ejo4dO2LTpk0YOXKkSZ8kYl8UBJU0qgkihBBCnJaIyw56DAMjiJ3zVonjOIuapDlSpUqV0KlTJ6xZswaTJ0826RcUFxeHLVu2YPz48fnur1QqTQIPLy8vpKSkmCwrzLZt2zBixAhs374dvXv3NllXuXJlqNVqPH36FFWqVEG7du2waNEirFu3DgkJCfjhhx9QuXJlnD17FrNmzTIZ0c3b2xtPnjwRXt+5c8fqobTDwsIwduxY9OvXD48ePbJq5DtSfM75eKMM48RUE0QIIYQ4q5yaIOfuE1RaLFq0CCqVCj169MDJkycRGxuLgwcPolu3bnjppZcwe/Zsux1769atGD58OJYuXYpWrVohLi4OcXFxSE5OBgCIRCL069cPq1evBgAsX74cV65cgZubGxo2bIhu3brhxIkTGDFiBJYvX44uXboIaXfu3BkrV67ElStX8Ndff2HMmDGQSqVW5W/gwIGQSqUYPXo0unfvjoCAANu9eVIoOrNLmohqggghhBBnJfQJyg6CqE9Q8dSuXRsXLlxArVq1MGjQINSoUQM9e/bESy+9hDNnzpg0ObO177//HlqtFuPHj4evr6/wM2nSJGGb2bNnY+XKlThw4ABq166N69ev49GjR3jy5AkWLFiA58+f4+bNmyZDYQPA0qVLERAQgPbt22Po0KGYOnUqXFxcrMqfi4sLBg8ejMTERIwYMcIWb5lYwTnreMswoSZIRzVBhBBCiLMxmyyVaoKKLTAw0GQ46Dlz5uCbb77Bv//+i1dffdXidObOnWvVcY8fP17oNrVr18a2bdswePBgvPvuuxg5ciTq168PAIiMjMSSJUvg7e2Nb775xmS/atWq4dChQybLkpKSrMofAKxduxZr1661ej9SfHRmlzRhslSqCSKEEEKcTe7mcFQTZHvz5s3DihUrcP78efBOcD/UvXt3/P3330hNTUX79u0hk8kgk8nQs2dP+Pv7Wx18kdKBaoJKmPBESad1bEYIIYQQYkaU3Wxd6BMkoSDIHt5//31HZ8FEzZo1ER4ejvXr1+Pp06cQiUQWjTyXlwULFmDBggV5rmvfvj0OHDhQnKwSG6EgqKRlN4ejPkGEEEKI85Fw+lsjjlFNUHkkEong6+tbrDTGjBljMiGrMeMR8ohjOTQImjt3rtnMu3Xr1s13PPmygPoEEUIIIc7LMEQ2jQ5HisrLywteXl6OzgYphMNrgurXr48//vhDeC2RODxL9mUYHc4J2sASQgghxFTOwAhUE0RIWebwiEMikaBq1aoWbatSqaBSqYTXKSkpAPQz9BY2S69hvTWz+dqD4ZrKa7UOz0tZ5CzlTOyHyrh8oHIu+5y1jJmhBij7t47xTpFHjUYDxhh4nneKwQQswbKbFBryTcqmki5nnufBGINGo4FYbPqQwppz1eFB0J07d1CtWjUoFAq0bt0aX331FapXr57ntl999ZVZ8zkAOHz4sMVjsx85cqRY+S0u1xs34AcgOSEBkfv3OzQvZZmjy5nYH5Vx+UDlXPY5Wxnf1dzV/5F9M3fq7Dmoo6IcmCM9w0PjtLQ0qNVqR2fHKqmpqY7OAikBJVXOarUamZmZOHnyJLRa04HGMjIyLE6HY4bwzQEOHDiAtLQ01K1bF0+ePMG8efPw6NEjXLt2De7u7mbb51UTFBAQgPj4eHh4eBR4LI1GgyNHjqBbt25Wz+hrS+mnTuHJuPGQBwcj4OefHJaPsspZypnYD5Vx+UDlXPY5axlfenoJo4+ORvhyBtcMHarv2Q1Z7dqOzhaysrIQGxuLwMBAKBQKR2fHIowxpKamwt3dHRzHOTo7xE5KupyzsrIQHR2NgIAAs3MhJSUFlStXRnJycqGxgUNrgnr27Cn83ahRI7Rq1Qo1atTAzz//jLCwMLPt5XI55HK52XKpVGrxBdSabe1BIsvOP2NOddEvaxxdzsT+qIzLByrnss/ZylgmkQHIaQ4nkcmdIn86nQ4cx0EkEgnDeDs7Q9MoQ75J2VTS5SwSicBxXJ7XDmvOVaf6j/T09MRLL72Eu3fvOjordpMzTxCNDkcIIYQ4G4lI/3xYRKPDEVKmOdWZnZaWhnv37hV7fHanlj3KDI0ORwghhDgfwxDZIkNnATGNDldUOp0O3bt3x9tvv22yPDk5GQEBAZg1a5ZdjqvRaDB9+nQ0bNgQrq6uqFatGoYPH47Hjx/nuX1MTAymTp2Kxo0bo3LlyqhVqxYGDBiAgwcP2jRfS5cuRcWKFZGVlWW2LiMjAx4eHlixYoVNj0ny59AgaOrUqThx4gSio6Nx9uxZvPnmmxCLxRgyZIgjs2VXVBNECCGEOC/DENk5NUEUBBWVWCzG6tWrcejQIWzZskVYPnHiRHh5eWHOnDkWpxUYGIjjx49btG1GRgYuX76Mzz77DJcvX8Yvv/yCW7duoV+/fmbbbt68GQ0aNMCjR48wd+5cHD16FNu2bcOrr76KUaNGYfjw4dDZ6J7tvffeQ3p6On755RezdTt37oRarca7775rk2ORwjk0CHr48CGGDBmCunXrYtCgQahUqRLOnz8Pb29vR2bLvqgmiBBCCHFa4uzvac5QE0TzBBVLUFAQvvrqK0ycOBFPnjzB3r17sX37dmzatAkymcwux6xQoQKOHDmCQYMGoW7dunj11VexcuVK/P3334iJiRG227dvH6ZNm4bDhw9j27ZtePPNN9G4cWO0atUKU6dOxY0bN/Ds2TN89NFHwj4RERHw9PQ0Od6ePXssGhDAx8cHffv2xYYNG8zWbdiwAf3796dJVkuQQwdG2L59uyMP7xBUE0QIIYQ4LxEnAhiDOPtZpbP2CWKMgWkc80CVk4qsGgVswoQJ2LNnD9577z1ERkZi9uzZaNy4sR1zaC45ORkcxwkBjFqtxoQJExAREYFXX30Vp0+fxkcffYTY2Fi8+eabyMjIQI8ePbBlyxa89NJL+Oijj1DbBqMEhoWFoU+fPnjw4AFq1KgBALh//z5OnjyJQ4cOFTt9YjmHzxNU7lBNECGEEOK0JJwkpxYIcNo+QUzD4/Hssw45drX5bcDJLP9cOI7DmjVrEBwcjIYNG+KTTz6xY+7MZWVlYfr06RgyZIgwbPKJEyfg7e2N119/HUlJSXjjjTcwYcIEvPnmm9i5cycWLlyIzp07o1KlSujVqxeOHDlikyCoR48eqFatGsLDwzF37lwA+tqlgIAAdOnSpdjpE8s55+ONMoxqggghhBDnJeJEOYMiAOBoaGeb2LBhA1xcXBAVFYWHDx8Wuv2YMWPg5uYm/MTExKBnz54myyyh0WgwaNAgMMawZs0aYXlkZCTatGkDADh79iwqVaqEefPmoUmTJvjiiy9Qs2ZNYVtfX18kJiZa+Y7zJhaLERISgoiICDDGwPM8Nm7ciPfff5+GES9hVBNU0sRUE0QIIYQ4K7FIDJHxV7TYOW+VOKkI1ea3cdixrXH27Fl8++23OHz4ML744guEhYXhjz/+KLBJ3fz58zF16lThdceOHfH111+jVatWFh/XEAA9ePAAf/75p8nkmVqtFkqlEoC+aZyrq6vJvsZB1uXLlzF69GgA+jlqGGMm22o0GovzBAAjRozAV199hT///BM8zyM2Nhbvv/++VWmQ4nPOM7sME54oUU0QIYQQ4nTEnNi0JshJ+wRxHGdVkzRHycjIwIgRIzB27Fh06tQJNWvWRMOGDfHdd99h7Nix+e7n4+MDHx8f4bVEIoGfnx+CgoIsOq4hALpz5w6OHTuGSpUqmawPCgoSRptr0aIFbt68ib1796Jv377Yt28f/vnnH2RmZmLx4sWIjY0VRpbz9vZGamoq0tPThcDp6tWrVnwiQO3atdGhQwds2LABjDF07dpV6B9ESo5zntllGdUEEUIIIU5LxImEQREAOG2foNJi/vz5YIxh4cKFAPRDXS9ZsgQff/wxoqOj7XJMjUaDAQMG4K+//sKWLVug0+kQFxeHuLg4qNVqAEDXrl1x4cIF3L59G35+fli1ahWGDBkCmUyGhQsXokePHpg0aRJOnz6No0ePQi6XAwBatWoFFxcXzJw5E/fu3cPWrVsRERFhdR7DwsLwyy+/YPfu3QgLC7Pl2ycWoiCohAk1QVqtYzNCCCGEEDMSkcSkORz1CSq6EydOYN26dVi/fj1cXFyE5aNHj0abNm0QFhZm1rTMFh49eoRff/0VDx8+RJMmTeDr6yv8nD2rH0zCw8MD06dPx6BBg/DixQuMGDECSUlJiI2Nxblz5/Djjz8iOTkZe/fuhb+/v5C2l5cXfvzxR+zfvx8NGzbEtm3bhAEOrPH2229DLpfDxcUF/fv3t9E7J9ag5nAljWqCCCGEEKeVe2AEqgkqug4dOiA+Pt6kL46BtcNBW1NrFBgYaFFwNW3aNERFRaFJkyaYPXs2+vfvD19fX6Snp+P48eP4/PPPsW7dOjRv3txkv/79+5sFLiNHjrQ4fwCgVCqRlJRk1T7EtigIKmHCzNPUJ4gQQghxOiZ9gkTWzYdDShfD0N09e/bEokWLMGbMGEgkEmi1WjRv3hyffvqpWQBEyg4Kgkoa1QQRQgghTkvMGY0OR03hyoV+/fqhX79+yMzMRHx8PDw9PeHu7l6ktOrXr48HDx7kuW7t2rUYNmxYcbJKbIiCoBJGo8MRQgghzkssEgsDI3DUFK5cUSqVCAgIKFYa+/fvz3fI7CpVqhQrbWJbFASVNMMFlTEwxqianRBCCHEiuZvDEWINGuq69KCzu4SZjDJDtUGEEEKIUxFxopzmcE46RxAhpPjo7C5pRlXr1C+IEEIIcS4mNUHUHI6QMouCoBJGNUGEEEKI8+I4DhKW3VSdmsMRUmbR2V3SjGuCdFQTRAghhDgbKcv+rqYgiJAyi87uEmZSE8RTTRAhhBDibCSG2yPqE0RImUVnd0kzqQmiIIgQQghxNjlBEPUJIqSsoiCopJnUBFFzOEIIIcTZSFj2d7WIprEgpKyiIKiEcRwnBEJUE0QIIYQ4H0MQxKhPULEwxtC/f3+8/vrrZutWr14NT09PPHz40KbHTEhIwMSJE1G3bl0olUpUr14dH374IZKTk/Pc/vr16xg7diyCg4NRqVIl1KlTByEhITh37pxN8zVx4kQEBwfnuS4mJgZisRi//vqrTY9JCkZntyMYqtepJogQQghxOkJNEPUJKhaO47By5UpcvHgRa9euFZZHRUXh448/xv/+9z/4+/tblE50dLRFx3z8+DEeP36MJUuW4Nq1a4iIiMDBgwcRFhZmtu3ChQvRqlUr8DyPJUuW4MSJEwgPD0etWrXQr18/zJgxw+L3WpiwsDDcvHkTZ8+eNVsXEREBHx8f9OrVy2bHI4WTODoD5REnEoEBNEQ2IYQQ4oRymsM5bxDEGINGo3HIsaVSqb5liwX8/f3x7bff4sMPP0T37t0RGBiIsLAwdO/eHe+9957N89agQQPs2rVLeF27dm18+eWXePfdd6HVaiGR6G99V61ahXXr1uHvv//GSy+9ZJJGu3btMG7cOPTo0QOVK1fGlClTAABz587Fnj17cPXqVWHbZcuWYdmyZYUGaU2aNEHTpk2xYcMGtGnTRljOGENERARCQkKEvJGSQZ+2I2TXBNFkqYQQQojzkUJ/g8+cuE+QRqPBggULHHLsmTNnQiaTWbx9SEgI9u7dixEjRuCtt97CtWvX8N9//9kxh6aSk5Ph4eEhBBnx8fGYPXs2jh8/jpdeegm7d+/GZ599hoSEBIwYMQIXLlzA7NmzsW3bNrRu3RqjRo2Cu7t7sfMRFhaGTz75BMuXL4erqysA4Pjx44iKisKIESOKnT6xjvM+4ijDhGGyqSaIEEIIcTpi6hNkc99//z2uXbuGjz76CN9//z28vb1L5Ljx8fH4/PPPMWrUKGHZ7t270alTJzRs2BD37t3DkCFDMHbsWOzfvx9xcXE4duwYdDod6tati/r16+PMmTM2ycvQoUOh0WiwY8cOYVl4eDjatWtnVhtF7I9qghzBUBNEQRAhhBDidErDPEFSqRQzZ8502LGt5ePjg9GjR2PPnj3o379/gdv27NkTp06dMllWv359oQlejRo1LKpJSklJQe/evVGvXj3MnTtXWB4ZGSk0STt06BBee+01jB8/HoB+wIZt27YJ2/r6+iIxMdGSt1goT09PvPXWW9iwYQNCQ0ORkpKCXbt2YdWqVTZJn1iHgiAH4Gh0OEIIIcRpSXjnbw7HcZxVTdKcgUQisajfy7p165CZmSm8rlOnDvbv3w8/Pz8AlgVhqampeP311+Hu7o7du3eb7KPVaqFUKgEAarVaaJoGADKZTPhceZ7H1atXMW3aNACASCQCY8zkONb2ywoLC0OXLl1w9+5dHDt2DGKxGAMHDrQqDWIbFAQ5Ao0ORwghhDgtCTMEQc5bE1SWGYIdYzVq1EBgYKBF+6ekpKBHjx6Qy+X49ddfoVAoTNYHBQUhMjISgH4QhFmzZuH8+fNo0aIF1qxZg6SkJKSkpGDKlCnw8/NDixYtAADe3t6Ii4sDY0yolTIeJMESnTp1Qs2aNREeHo5jx45h8ODBJkEYKTl0djsAR83hCCGEEKeV0yfIeWuCSN5SUlLQvXt3pKenY/369UhJSUFcXBzi4uKgy77v6tevH3bs2IGEhAQ0b94cn3zyCdq3bw+5XI7Dhw+jWbNmGDx4MBITE7F7924h7Y4dO+L58+dYtGgR7t27h1WrVuHAgQNW5Y/jOIwYMQJr1qzBuXPn8hy6m5QMCoIcwdDGmGqCCCGEEKcjLgWjw5G8Xb58GRcuXEBkZCSCgoLg6+sr/MTGxgLQ1wQNHDgQQ4YMQUZGBj777DOkpKTg8ePH+PXXX7F//34kJSUhIiICnp6eQtrBwcFYvXo1Vq1ahcaNG+PixYuYOnWq1XkMDQ1FcnIy6tevj1atWtnqrRMrURDkAJwouzkc1QQRQgghTkfKKAiyh7lz51rdfAzQz6VjaVO4jh07gjGW549xGsuWLYNCoUDz5s2xfft2qNVq+Pj4ICkpCb/99huaNm2Khw8fmqU/ZswYxMTEIC0tDRs3bsTMmTMtnsjVwN/fHzqdDteuXbNqP2Jb1CfIEbJrgmieIEIIIcT5iAxBkBOPDkeKRyaTYc+ePdi4cSO+/vprDBkyBDKZDDzPo3379lixYgX8/f0dnU1iRxQEOQDVBBFCCCHOS0w1QeUCx3EIDQ1FaGgo0tLSkJCQAG9vb2HkOGu5ubnlu+7AgQNo3759UbNK7ICCIEcw1ATpqCaIEEIIcTbCENkcBUHlhZubW4FBjCUKauqX14h3xLEoCHIAoSaIp5ogQgghxNkYaoJ4MQVBxHJBQUGOzgKxAjV2dQRhiGyqCSKEEEKcTU5zOAdnhBBiN3R6OwBnmHyNaoIIIYQQpyPUBFFzOELKLAqCHIFqggghhBCnJWb63zQwAiFlFwVBDkA1QYQQQojzEmqCKAgipMyiIMgRqCaIEEIIcVpinvoEEVLW0entAFQTRAghhDgvcfYzSqoJsq/o6GhwHCcMLX38+HFwHIekpCSH5ouUDxQEOQLVBBFCCCFOy3BzxFMMREiZRUGQA1BNECGEEOK8RLyhT5CDM0IIsRs6vR3BUBOkpSCIEEIIcTaG0eGceYhsxhh0ugyH/DDGrMorz/NYtGgRgoKCIJfLUb16dXz55ZeF7peRkYGePXuibdu21ESO2JzE0Rkoj6gmiBBCCHFe4uyvZ50T3yXxfCaOn2jokGN37BAJsdjF4u1nzpyJdevW4dtvv0W7du3w5MkT3Lx5s8B9kpKS0Lt3b7i5ueHIkSNwcbH8eIRYgmqCbOTevXsIX7cB8fHxhW9MfYLsIiEhAdu2bEVqSqqjs1JuqdVqbNuyDZcvX3Z0Vsq1fXv34egfRx2djXLtzOkz2PnzDuh09LDLUa5fv44fN21Genq61ftKdPqaDl5Mt0nFodFoEB8fjxUrVmDRokUICQlB7dq10a5dO3zwwQf57hcXF4cOHTrA19cX+/btowCoGHQ6HV7Ev0BmZqajs+J0nPgZR+myefNmAMDGdRGY8snUArflxFQTZA/7d+3D/UdRjs5GuXb1/GXcunMLt+7cQpMmTSAS0Q1ESUtJTMbfV/4GALRs1RLu7u4OzlH5dOSPIwCA6tUC0LLdqw7OTfn0888/AwB2bd2B4SNDrdpXrNUHQTqx8zaHE4mU6Ngh0mHHtkRSQiJu3boFlUqFLl26WJx+t27d0LJlS/z0008QZz84JkWTmpwClVoFlVoFpdKycisv6A7FxlKz0grfSKyPPakmyLYkz3OCSpVK5cCclF+S51rh74fRMQ7MSfnFZ+ScB9cvOuYGieT498IVR2eh3Lv/KNrqfUS8PgjSOnEQxHEcxGIXh/xwlvaV4gGFQgEAVvUj6t27N06ePInr168X5aMhRjhNzt9arTb/DcshCoJspAa8hb9TUwtujkV9guzD29dH+PtJ1CMH5qT8UlZ2E/5+eD3acRkpxzijh6aP7lEg6mhPU184OgvllpLJhL953rqHjoaaIF7ivEFQaSATS1CzZk0oFAocOXLE4v0WLlyIkJAQdOnShQKhYhJLc74UNFlqB+bE+VAQZCMKD1fh70e3HxS8MfUJsgtOmvPvHHefgiBHe/LoiaOzUO49S3ju6CyUexporb4BJ7bhKc55KJP0ItGqfcXZ388aaolVPCIRFAoFxo8fjxkzZmDTpk24d+8ezp8/j/Xr1xe465IlSzBs2DB07ty50EEUSAGMau00KgqCjFGfIDuIvReDl5s1yHc91QTZiVFN+9O4OMfloxwzbu3wPMmCQUKIzTGj++34rCTwPE99sxxAxiRQc/qmJ0kJifCqXMnBOSp/RBIxkH3P9/heLLy8LS8Dkc75+wSVDvrP8aOPPoJSrsDs2bPx+PFj+Pr6YsyYMYXu/e2330Kn06Fz5844fvw4XnrpJXtnuEzTUHM4E07zzbhw4UJwHIePPvrI0VkptvinhTx9pZogu3ueRE1QHC0+M4megDuYFjokJlj3BJzYhnGficd3HzowJwQAnjx4bNX2htHh1Bw9rLQFkUiEjz78CNHR0VCr1Xjw4AFmzJiBwMBAMMbQpEkTAEDHjh3BGIOnp6ew74oVK/D48WMKgGxAq6MgyJhTBEGXLl3C2rVr0ahRI0dnpRhyHoEnpiUXuCUnyR4YQU3VkrZk3OnyRWaS1ZO5EVvI+cy10CEpMclxWSm3TAPPuPt0A+5ocTHW3YATW8m5Hj179syqPWW8/vYohdGwwrZCN+COknMe6MDTw0kjFjWH8/LysipRjuNw+fJl1KhRo9Bt09LSMGzYMPzwww/44osvrDqOMzG+4U5VFzwngcRbP4iC9ulTu+apPNNCB5VKJYxKQ0pIrsAz+WkCvCpZd/0gtpX8lGqCHC01qeAHY8T+0jIsGLnViEyjv5YlMuvnGCJ540E3386A11ETaQOLgqCkpCQsW7YMFSpUKHRbxhjGjRtn8QRx48ePR+/evdG1a9dCgyCVSmUy9HFKSgoA/WRcGo0mv92EbYx/21paQiIg1f+dxdRQq9X5DiEpquYLAEjatQtZd+4AYrF+7iCRGBCJ9PuJRICIA8eJALEYTKVCxunTgFQKZdNXCshJAe2XLRnS0uQmluW9nBkW5bc+vzTyOI7RtsyKY+d1vAT/JoDR/fadCR/BXZMFW+GkUn0ZAFC2alnQloUkVMh6az4HGH1uRS0Do7+tKgPj5dm/n1SsBQTkDBLycPV6cKm2GyCBk0iQceYMXgLwcOcucKKCPktbnQtWlIHxNkUsA9P0rCiD7L/T5G5A3ZrCovgTpxG9MwI2IxYj66+/wNRqKJq+Ak4qLWDjopcBYwx+L17g4a5fsq+lef2fm25v9CKPv4taBkY7WFgGAMAaviK8/ZSoB4gOCYXNiETQxMRA++gRZLVrQ1xgfyM7fydYVQZGOzCAMR4BSUmI3bot5/vSmu+EQspAHdxK+F7OSEtF9HvD9WkafsD0aTAGxvNCgiKlErIb0QCAG1nReGffO3CRuEAikkAqkkIqlkIqkiJLm4UTj07AS+GF6u7VhcNzuT7z3PcCxutzb2v+MmeBp9gTb1V6C7JUGcSqoo3YwEw+NBvun89iV41SeE8MQHRydLGOL3weRp9Tmlof4CqlSvPtbMCWaQF2LAP9SjPKTDmMP7AnKU+gk9i2mScDg06ngztzL5GaJp7nwRiDRqMxm0fKmvt8iwdGGDx4MHx8fArfEMDEiRMt2m779u24fPkyLl26ZNH2X331FebNm2e2/PDhwxbPJmzNEI3W4HUa4WLLwPDbvt8gluR9kRJpNKheuTJk8fHIunrVugNpNMi8cLF4mS2jkgNNg8PUew8geRJtl2NRGeTtcbuXTV6nxb9A5tULdjlWloXXjfLmqX8DoG7O64z0DGResFMZXLbvHDiuAGz3GKOENcy5HmXp1HYrA/W9e8C9e3ZJuyQoAahQyIiqRcQH5zysUnFaZBbhmpEp53A/oeAhmhOyEpCQlWB12tbylfmit2dvZGgzIOJKx5N8d6aEziiGyFRngufsc5OcqaGmi3lx1ylMRjnUajXIsEMzTw5coVPE2IparUZmZiZOnjxpNvdRRkaGxelYFARZG9VZ8iHExsZi0qRJOHLkiMVNlmbMmIHJkycLr1NSUhAQEIDu3bvDw8OjwH01Gg2OHDmCbt26QVrgk8uiWX/uhsnr19q2R4VKnvluz/fpA9V//0H34oV+gAReB/AMjPEAzwM8AxivfzrFM4DXQR0dDUnVqpBUqZJ3ogX1gSlwHUyfPhk/tcrvb+MnWSbbFD0d4+VcUdL5/RyMKYa8iyo+rrAJBjCNBuqo+xC5uUEaEJDPdoU84bG0HEppGYgPXQWQIiwRt2yFKoN7wSYYwHRaZN25i/uPH+Hlzp3zn0m8LJ4LFqaRcvsZ8DRnOFk+wA9VFn4FW2E6HTTRDwAwyIKC8q9NKGYZ6HQ6REZeQ8NGDXPK2dFlYE06J88Kr9SuCtuWAc9D9+w5dEmJkNUOAieX5bOhc58HOq0O//z7Dxo3bgyxRGK+Q3HL4M+coEfF8aiyeBEATp8/Lnt7jgM4EcBx4DiA8QzxX38N7RN9DfaCnv/DEw8dsrRZ0PAaaJkWGl4DjU6DZ5nPcCPhBpr7NEetCrWEY+V+Um/2mhW8Pq+n+QwMYp0YnmpP+Ch8IFfKzTcqJotrPCzejIMqy7Q5YVVFFZPpLCyV32fIwJCsSoaL1AVKsTKvXS1Kz1nYpQwy02H8T1VBWgEVXWzbTJ0xhszMTLi7u1s+kW4xZGRkQKlUokOHDpDLTc8FQysxS1hcE/Tbb7+hV69eNmtH+Pfff+PZs2do2rSpsEyn0+HkyZNYuXIlVCqV2Q2OXC43e7MAIJVKLQ5srNm2ONQZKkirFnAcqRTyVq3sno/yhNt/3uS1uE5deHVq7qDclE/iU7dgHAShsg+8+ve16TE0Gg3+2r8fnr16lci5XNq4i6+YBEE6hQJe/fs7LkNFpNFokCqRlN5yPnlG+FMrQqksA3vTaDRI43Wo0KOHfcrYKAhiHINHz56QSAq/7ZF5VkBM6PsQe3nh5QavoX5+D1tKGM/zuHPnDlJfpELhrYBMJiuRG04zVsQPadokaI1uG8U6CWTSfIJ2axi9bVeFjR52liZWlEG6Nhla42amWjkUsG1/aZ7x0Gg1UKlUdu1vxBiDWq3G8+fPIRaL4eLiYnY8a64lFgdB/fv3R5UqVRAaGor3338fQUFBluc6D126dEFkZKTJsvfffx8vv/wypk+fnv8T3lIiK83y6jhiH+pMVeEbEZviRCKTwcnUKiqDkibK1QxXo7VPP0hiOQ1Po2I5A3WGChKPwm97XF99FdU3boSkciVwTnQvIhKJULNmTTx58gSPH5eOEQdTE5Oh43JuwJMSkiCVl8KHGqVYWmIytEZloJAqoHC1bRBkqAlSKpUlEpi7uLigevXqxQ64LA6CoqKiEB4ejo0bN2LhwoVo164dPvjgAwwYMABKpeVVkAbu7u5o0MB0QlFXV1dUqlTJbHlpwHKVuTrdPjd/9+/fx5EjR/Daa68hODjYLscotXKdePa6AY+Pj8eePXsQHByMtm3b2uUYpRWXq5262k4DkWi1Wmzbtg2enp7o27evY56GOilR7k6iOvuUAc/z2LdvH1JTUzFw4MA8a+nLM+MHtRpmv7lmTp06hVu3buGtt96yeiTXsi7393JWehZcPCyrNXAtcPAbUxlXnyHlaAw8+9SCoq59y0Amk6F69erQarUWD0DlSD/tXIvnypxrUI9WnVHzZdvP96N+lIbkww/g0sQbrq9Y1n+9vNi9cwMeKXMezDet3gBt+nW06TE0Gg1OnjyJ1157ze4192KxGBKJxCbf+xYHQQEBAZg9ezZmz56NY8eOISIiAmPHjsXEiRMxePBghIWFoUWLFsXOUFmhzrLPDfjvv/+OFy9eYN++fRQE5cLlmvZKZacg6NSpU3j48CEePnyI5s2b082fEbFYAhh9L6s19pkLKzExEQ8f6ue/adGiBXx9fe1ynNLJtJ2Exk5zczx48ABXrugHRrhx44Yw2SExp4UOjDGbB+vp6ek4evQoAODixYt4/fXXbZp+WaPOsH1ncMYYEnbeAbQ8kg9E2z0IAvR9rkqqaX9xqVLTkabL+R7QZKjtMnVFyh+3wD3IQOaDB/BqFVDIyKHliyYtC2m6nCHiVWmZNi8DsVgMrVYLhUJRKv4vDYpUj9SpUyds3LgRT548weLFixEZGYlXX30VjRs3LlZmjh8/jmXLlhUrDWdhjxvwrKwsvHjxAoC+U1hycrLNj1GqiXLXBNnnCXhMTEyefxNAJDG9pNirKZbx4Cv3SvHIWHaRq624vZpiRUdHC39TGRSMgZmNYGQLDx7kjKp2//59m6df1qgybD/WoDY+E9Dq2wBr4tLBZ1HTR1Om38saOzwgZjoe6tic7wT1w5IZoay04HI1GdOoqYm0QbEa07m7u6NLly7o1KkTPD09cf16wcNIlmW5nznY4wb8+fPnJq+joqJsfoxSLVdTLI3G9hdblUqFxMRE4TXdeJgS5+p0rLZTU6zMzJwnunQemMo98pSG2eem7KnRZM9RUVFmxyWm7NFH0bgMnj17hrQ06yYELW/UmbavmdY8MR39THU3yebHKNVy1X6qsmxfBtoXWYA25/qjup1YwNblT+4gyF4tNEqjIgVBmZmZ2LRpEzp27Ig6depg+/btmDx5ssmTwfLOHv1RjG++Abr5yy13UxOVHZ52UBkUzLw/iu1vwHU6HdTqnIv4gwcP7PKUvbTKHYvYqz9KQkLOvChpaWlmD2mIKVW67WshjMsAAH0HF0KVZYeaoBemTeyy7tANuKncLTTsEQTlLoMkmx+jNDOrCbJTX93SyKog6Pz58xg1ahR8fX0xZswY+Pv7448//sDdu3cxa9Ys+Pn52SufTo/lrvJV2/5EN3zhVahQAYC+FoKevubI3SlfY4enHYYgyDAvVVxcHNLT0wvapVzJPVKLPYIgwxwAhuExtVotYmNjbX6c0sqsJgham18nGGPCuWB8PSL5s0dTLCoD66jtUQsRry9XaYA7ALoBN5fr3sgO38tCGfi7AQDUsSnULNGIWU0QjRgqsDgIqlevHtq2bYvLly/jq6++wpMnT/Djjz+iU6dO9sxfqWGY4ErM9B+p2g5BkKEPUMOGDSGVSpGamoqLFy9SIJQtd02QPU50Qxn4+/ujatWqAIBjx46VilF6HEHD274MDEFQhQoVUKdOHQDAyZMn7TYQRuljfj2w9ZO/zMxMIc1mzZoBAC5cuGDVJHXljT2CIMP1qHlz/XxokZGReJI9yScxZ48Bi3TJ+jRdm/oAYg66hCwkH4oGr6LvBABmfQXscW9kKAN5zQqQeCsBHkjcfRe6FGr2BQAiUcmMGFoaWTw6XNeuXbFt27ZiD35QVhlqgiQQQwc+35uOrKws3Lp1CwkJCdBqc57QMsYKDWYMIzF5enqibdu2OH78OA4cOIAzR07CVSuFlBcJwRjHzG+FijZWStECLEeEZaki/YVQysTQcLp8T3TGGKKjo/Hw4UOoVCrwPC8sN/6dl/Pn9ROyurq6omHDhvjpp5/w119/4frVa/DQySHlxRAxDgAzH58VlpZByXx69jhKFq8BpDlloC6gP0pqaipu3bqFlJQU6HQ68DxvUUD/33//AdCXQdu2bXHt2jVERUXhm0VL4ckrIeXFEJeSMrDHkXSMByT6BzI6Tv+/rVapIZOZT1BY2LmQ+2+D+Ph4APrhelu2bImLFy8iMTERy5cthxdcIdOJIWEcAC7fN1hYOTAw6HQ6/PjXmiJeuyxnj9LWifSfpaEcVAX0CdLpdLh79y7i4uKg0WjMHqrkVQaMMWGAkIYNG+LWrVt4+PAhvl/7PbzE7pBrxZAyo+ecebzJ4n2uxf/UGJBvGduiTDJF+uuPiHHgOWZRTRBjDKr7ydDEpYNl6cB0PJiWN5n/zLjNqaEPkMRLAbe21ZB68iGun7iCxFOnkSLKgBoa/fd7oe+o9F73C5Iu1X9wQhkU8ECGMQZ1TCrUMangs7RgGh7g88hxrvMh7Yx+ziSxmxTuHQOQuOM2Hvx7F5euXUaKOB0qqMEzQwk4thwccW+UzlSABOAYB8axAgfL4dU6ZN1IgPZFJpiGB9Mxi8qA53n4PbB+uhxHszgIWrFihT3zUeoZKiGkTAQVl/f8KC9evEB4eHixO6+6uLigadOmSLgTj/8e/ocUbTpSgGIOc1F2KJkMGi4T6jyaYvE8jx07duDGjRvFOoaLiwuCg4PRuUVnnL5wEhnaLGQgS39XUZ5H5sx+4KRgUmg4HbT59Ee5c+cOfvrpp2L15RGJRPDx8cHAfgOxb9dupEOFp1BTGWSTMTE0ALQcD1V6Jtzc3UzW2+JcUKv1w90OH/Yetq7ZhCSk4zlSbFcGzjNPZZEpmBTpnCrfUbFUKhU2bdqER48eFfkYLi4uGDJkCDZ/swFxuhd4obNhGdhbCZSxksmQzqkK7RDOeIaEbTeRGRlv9TFErlJUeL0mdkcewoPMp4XvUM4omRTpnDrfEUMZY0jafRfpF+OKfAyRqxSuzarg2D+n8FfMtSKnU1YpmQQZnCbfIEiblIXn3/0LXVLRakx9ONsPfW5vFgVBTZs2xdGjR1GxYkWLEm3Xrh1++umnctVHqKLcHeJUFTipDGlyVZ4n+uHDh5GWlgYPDw/UqVNHeDLLcZzwk5/nz5/j1q1bAPRfeNrnmXjlTiXUF7VFNB4jkUuDWqQzevBt+syjWN+FpWQiSsYYtJnJkGqzkFIx7yrfyMhI3LhxAyKRCPXq1YOrqyvERp35jcsgd3lkZGTg8uXLAPRlwKu0qHpSjcFcW0QjDvFcIlQiHfg8ykBfQ2fFM6BS8pnnRZ2ZDEl6AlKruEALfQ2PcV8hjUaDX3/9FVqtFlWrVkVAQADEYjFEIlGh5wEAnD59GgAglUr1T1h3P8EgdRs8xHM8xnOoxNrsGcpzPvPyWAZ86lMkVq0CLXioMsy/1P7991+zc8FQBgaGv3OXiaEMDJJ+eYC31a0QxyUhln+CTLEGWhEPmHzmxmkUXg6GWgKxWFwqJ8NVZyYDWWnQVHRHOlT51kKcOXMGjx49gkwmQ3BwMBQKRYHv2bDcuAxkMhnij8aiT3oTvOBS8YB/hDSxChqRofrCUA7WlUEeB7d+n0JotVpIJBY/j7WKRpUBqNLBKWVIV6gK7aubGflcHwCJOCiDvSBykQISDpxEBE5s/t7VMalQ3dc3SRS5SXHn9i0hAHLPZHCVuEPGSXJaaOT6JjZLkct3Taml02rBq1LAMS3SK+Q/bYLqXpI+AOIARXAliD1k4CQiwOhzN/lUsl9k3UmC5pH+wbLITYbk5GT89SAS4Dgos3TwEHtAxkkgyn5KXGgZCAvLThkAgDojCVClIqOyAlo+74eTKUdioEtSQeQhg6JORYjkYkDM6edcKuTj0Ol43Lt/D6Vtxj6LrjxXr17FP//8Y/Fs1FevXi137fNfe7cvts4cDe+qrQC5+YkeHx+PW7dugeM4vPfee/D29rYq/WvXrglBkFKpxJNf70AqkiAp6wnqj2gG/0b1bfZeSiue5/HtkDdQybMuALc8n3ZcvHgRANCxY0e89tprVqX//PlzIQhSKpVIPP0YLpwc6doUuLd0Q+dBQ4r9HsqCFaGjINVmAlVqA9AHPcYTyt6+fRupqalwd3dHWFiY1ROrGW7+lEolVPeT4Z4lgZbXIK1CPAbOGmu7N1KKhU+eh4Sk+5BUqQZwGqgzzfujGP6Xi3IuGMqA4zjoUtVQxGSC40R4mnULb34z1SZBi0ajwf79+9GrV69SNfmewd5vwnH3wi64eXYBkPeIoTzPC+XQr18/NGjQwOL0b968KTRLZDxD1ulYyCDGs+RbeP3bsZDJnf+prL3L+K/fT+HEpq9RsUZHAIC6kBFDM67qRzh07+iPCt0DC00/5Y8HOUGQixTHDh4GAEgTkzD+q6+hcKGJtJ8+eIIfPx6JCj6NAMjybaZuqAFybeWLiv2DLE5fXjsR8ev1tT4iFwlOH/sT4DiIM9IwJPQjVK/nX+z3UBZ8M+QdKJQeAPzynDZBl6ZGxtVnAIBK7wZDXt3DqvQ1Gg0e77+GJjbIa0my+PFLly5dLO6AXxqf2hWXVJ59Ac+OsHPPj2KYQ6l27dpWB0C5yeVypEcnQwwRbmVE4pVGQ4uVXlkhEokATgKWHfzkPtFTUlLw6NEjcByHpk2bFutYcrkcKVefQArgTvLf6Np7crHSK0tEYil06mThwbNarTYJggznQqNGjYp14yOTyZB8RX/Rjk2/iXrvdyxGrssWcfbnKsl++pm7Jig9PV2Y6Lc4/Tzlcjky7yRCxImQqIqDV5s65fL6nxdZ9ozsouyvTVUezeEMc/tIpVK8/PLLVqVv3O9U+ywDMp0YGl6NVH++VARAJUGm1PdR4Fh237gCmsMxHRMCGmW9Shalz2uMOgpJODxN0o/g6iX1pgAom9xF/7/IdBoAsjwfTjItj6yb+pEOXZtVKfKxRDIxbt+8rT9uOkNAcPlpjVQYTiQFnz1QUV7N1DP/ewHoGKTVXK0OgEozi4KgosyF4u9fvqJvqTy70zGvBSAxGxr44cOHAICgIMufcORHpAZkuuyqXZ/y889qCY6Tgtfqv+hyz49iuOmrWrUq3NzczPa1hkQiAV5kARAhVaKCwrV46ZUlIrEMGl4DKcTQQAd1Rhbg7i6sN/R9KO65IJFIkH7jBWQAXqji0PalusVKryyRSPU3YJLsDhe5J+o0XI8qV64sDK9cFGKxGGnZHcPjVY/Q4NW3ipxWWSPJbu5sCILymqXdMK9PjRo1rG4SZtyfTvVQP0BCovopajRpVITclk0ypf484LIfTubXFAsANI/TwFQ6cEoJpNUsvJ5rc4KglJQU/dgJjIdfQJ2iZrnMUbhmB0GGh5N59NVVx6aCqXUQuUkh9bPyu9TomQsTc0jNzAA4wNPVhx7IGBGJJOC1+u8BLXTgdTxE4pxm6oYBPpT1Kzsiew5j0VW3Ro0a9s5HqSeR6Z+8Ml4HQGL2tOPZM/0Ta8OwytYyGS0oSX+Tn6ZJgldQ+Qo2C8OJJMLTDh68SXtzQxlUq1ataGkbXVDFPAcJnx2IVix9I6LYk1giRhbLCYKyjGohMjMzkZSUBKDo54JwHLEYSFEDECFDojGbqLU8E2dfj8TZnQRzDw1sGEa5uP02JRIJMh8mQQogWf0CXr5FO7fKIsODMS47CMpraGDDBLO+vta3pDcOgtJj9EOTp6ifo17wq1anVVbJFNkPJ7NvvDUFDMSieaqf703m56bvA2EBZhQEGcpSpMqC30u1i5LdMkkslQAQgdflXwuhicv+7P3dLf7s85KmytD3yWU8fHwDi5xOWcSJJNBp9NcJxgHaLA1krjm1lUIZBLjnuX9ZReOJ2YihORzLPtGN50dRq9XCjZ+Pj0+R0jf+wuMy9BfeTF0afAIDipReWcVxEvC6nBs+4yYjhslmLe3bVuBx1Po7Gw2vgodv8W7myxpOJAEDg4Rl10IYzY/y4sULAIC7uzuUyuIFj2KxGJLs00Ls7lqstMoaUXbgL86+xOeepd1wPapUybJmP/kRi8XQperLVyMGxHbq4F4aSbKbJIqyh5fNKwgyXJOKUg7GD8aynus7hmdo01CxiA95yiLhe9lQE1TA/CiaZxn6fXxcLE6faXO6CCRllyWn1aBqbXo4aUoEXmdooWEeiGqeZn/2VSz/7AVGvTTSs/Q38pxWC5+A0tZF3744kRg6Xc41SJWeKfzNNDy08frX0qpFKINSjIIgG5HI9F/+jDcEQTlfUIa5HKRSKVxcivYPZvyFp82uCcrSpVMQlAsnEkPHa7Ln6jG98TDMrm7pKIcFEWXpr7xZunRU9KOLrTGRWH8uGJpiGU8SaTgXitMEy0DMRMKIP7JKxU+vLBFL9J+9cB7k6pRvCII8PT2LdRyJRAKRKntuIYX5PETlmf4JOIT5NPKaO87wUKAoD2aMvxM0SfobGDW0kFJ/IIGhSSIMDyfzaIploI3XX6ck3pY/nGG6nJqgF9ktDTitDhWrFv87pkzhxOB5/XdxXjVB2gTrP3sDpsuJgtKEIEgDL7+i9y0qi0RiCTgYfSek53wnaJNVAAM4mQgi9/J1HacgyEb0QwCLc2qCkDMRquHGz9296NWMxjVBWdkX6yxdGjwqF79WoyzhODF02U2xAJgMS2uYXb24N34AwGUaauPS4VmleE/Ty5qcICi7FsKoDFJS9NXxxTkXhONo9RdzlS4Trl6exU6vLBGLczWHy6cmqLjnglgshoTXn2ucS/n68iyMoYl0Qf1R0tP1N21FOR9MBirKyP7eETtiKkbnJc0OzHMeTuYfBOlS9eeI2MOKAQ2MmsMlPNeP1CfScVC4lb7RDO2KEwv9UTTZ/VGM8UX57A2MyiApQf9QgdNq4FWNgiBjnEh/nc7r4SSfkvP5l7d+VBQE2RKX0+4VyHnyZ4sgyPipn+qFvulDli4dCrfy1X6zMJxIDC3TGJ3oOVW+WVn6k76ozbCMLw66FP2XaZY2HZ5VKQgyZph3SWiKlWVeE2SLIEicfUqodBnwqExPXo0ZaiHy649SnJtvYxKRGKLsnsmSCtQ3zpihORyyb/jUuYIgrVYrXNcViuLV3og0+oLmZfSVbswQiPIWBEGGG3GRu+UBjHFzuJQU/bVNDClExejXUhZxEEGXXRMEDtDkmjPLEICKihA8GvfLSkwwBKIMbhXLV7OuwohyBUHG0ybo0or++Zd2RbpiJiUlYd26dZgxY4bQpvny5cvFmvG6LOAg1p/ouW480tL0QUtxRiQzrgnSpmWP8MF4aoOfCycSg2c6SJnp0w6tVit8hkW94TB+8spn98vSMBXcPOkG3BgnNu2PojL6wrNlECTS6W80NLyKakRzEUuy+6Nk/8+qjZpi6XQ64QGN8dDlRToOpz/PtLwGLp40UqUxsTBiqKE/iukNuPFceoaJs4tKlD1Ds1hJwzIbE/oEZQegefVHAfTXdsONoNiK5kDGN+BZ2YOPSLjydyNZKE4EnVFfXXVazg044xn4dH35WPPZC/sbBaKpKfp7LY4H1cblwolytdAwGjFUl2L9/35ZYfUd9L///ouuXbuiQoUKiI6OxsiRI+Hl5YVffvkFMTEx2LRpkz3yWTpwYvBGo2KpVCq4ubnZPAjiVfoRsXgxPfXLLXeVrzp7ZDJb3HAY18bx6dntm3k1lB7UH8WY2BAE5dEfJSND3wHW1bX4Axlw2aeEhqnhRTVBJoSaoOxO+RqjmiDjWqHiBkEiTn8N0jI1XGzQz6sskebuJ5qrU77hmiSVSoXa06ISMxHAARJXqo0zZgiCeN7w4NC8PwoAsCwdkH0zLXYrWhBkeLAgkdDNtxlODA76/1Mdx0OVkQXDYzA+XSPMKSdyLUJNkFHTuozszv4iiKg2LhdRroeTxs3U+SI8ACgrrL6Lnjx5MkJDQ3Hnzh2TJ+q9evXCyZMnbZq50objRNDyRv1RstvhF7cZFqCfWdyAqfUXckZDApsRiUw75WdlmgZBxbnhMA6CdOk5X6qSUjibvT0VNDKZ4VwobvMfAGDZI/RpeTXcK3kWO72yxDBZKmfolG/UFMtwLkgkkuLffBuCIF4DNy8KRI0ZOuWzfDrlG8qhuIEokNNUV0ajJJowNIfTGYZnhs7ku9TAUAvEycXgpFbcFhl1wdJl1/jJpFQblxuXfZ0QJm82roVI05eNyEVatOGx+ZxCUGU38RJZ/3y/zBOZNVM3CoIy9dcmkUv5+9ysDoIuXbqE0aNHmy338/NDXFycTTJVaomyO+Uz/T9SVnZ/FFt82RlfuDlD9a+EaoJyM9QEGU50jco0CCrOzbdxGfCZ+i88HT1sMmMIgkR59Eex5Y0fr9KXgZZpqG9cLkJgzpv3R7HpzXd2GWuZGq7UHM6EYcRQQz/R3E2xDA8EbFEOgL5Jl8yN+kEY0w9YJMp32gSDot4EGtdCGIIgqZRq48xwebfQAACmyv7sFUV7IGM8Opzhu0YsKn8384Ux1AQZ+nAaP5w0fJdy8vL3uVl9Fy2Xy4URnozdvn0b3t7eNslUaaUfmUybb1MsmwVB2RUSTEo1QbmZDc+c3U7bFjccJqMxqfUXbp4zf6pY3olzBUHGNx22rAnis/RloOXVNCxwLsLwzDrz/ig2DYKy//31zULpBtxYTk2QYWjgvGuCbHEu6NNXQ05BkDlObNIfRZNpPl8Ty74JFMmt/E41qoXQZVcLyRUUBOXGGYIgztApP6c8hBtwRRFvwI3KwFDjbRgdk+Qwaw5n1EydZRXx/78MsDoI6tevH+bPny/c2HAch5iYGEyfPh1vv/22zTNYmhhOdGmuIQhtceNnHAQZxnnnZOXvH7Ywolw1QYanHbYORGEYjYlqgswYgiDDDbJaY6fmcEJNkJYGCMnFEATlNUmkLYMgCINTaOBCTbFMCP1RdNmTyebqj2LTcoC+SaKSysAMB30LDQnTfydkGU0SacCK+CScM3oQafh2UCipDMxkN9cUWmhkmd+AF/l+xqgJnTb7YY9UTE0SczM0hxMeTqpzvhNyaoLK3z2l1UHQ0qVLkZaWBh8fH2RmZqJDhw4ICgqCu7s7vvzyS3vksdTgcvVHUWXaribIz89P+FucfTEXK+hpR2457V5NO+XbogyMRzTjsjvEMglFQbkZRibjco1MxvO80FzBFjd+Ljr9k3ZdPp2dyzNpdnO4vOZHseXNdxVlZQD6WgiZCz0BN5bTH0UfBOnAmzxIKW45+PrqJ2l+ObAOAH0ZKN2pJsgMJwYDM2qhkWW2CZ9VtJvAim/XgaSKCzzfqSPc6Lu4UtPc3AwPiHNGDDVuDle8WgjXFlUh9XeDR9fq0GWfX1IZBUG55TRTN59I3tDPnCtik8TSzOrHpxUqVMCRI0dw+vRp/Pvvv0hLS0PTpk3RtWtXe+SvVBHGYecMTbH0F1tb3HQ0adIEABAQEICsJTf0x6MZ2s2YtXtVmw5OUZwaCC8vL7zzzjtwdXVF5to7+oViCoJyE2pleNNO+cYj9BWnHEJCQnDy5Em4PdWfTzqOJojMTZgfRacBILZ5EDRhwgQ8ePAAPtEuAOKh5dWQUTMgE7Ls6zOvMx2Zz/C/X9xyGDZsGG7cuIHaMn9k3LwLLa+GK9UEmeE4MRgMDyc1Jv1RDPgi9kuR+rig6v8103+/7NUvc3Et+iiwZZbQQsN00Cig+LUQIrkYVSa8AgDQneQBjoNMRtei3AyjtsIwWI5RM3WW3bS8PDaHK3Ibknbt2qFdu3a2zEupZzY8c5btaiFEIhGaNm0KXq3D4+wnTlJXCoJyE4Ig4WmH6Q14cZ9+BwcHAwDu8PogiFGTRDPiXJ3yDU2xDIGoRCKBpBjN1/z9/eHp6Qn2UAdADJ6CIDOGIEg/P4rtg6DKlSujcuXKiP7vX0gA/YAw1C/LxP+3d+fhclR1/vjfVdXb3bNcspmEAIGAQCAgu0pg2BHEmXF0Zh5B/c6MOuB8GRwdmFGQWUTmURSRQb+OgjOOAsrA+FO2GCXIviRAgBBICGv25W691nJ+f1Sd6r739lJ9+1RX9+3363l4SG463ZU6XcunPp/zOXJOkO0UoAlAaO41QQZBjc5T7O3txXHHHYfhp92GRJYw0c15WZPpOmCXPpycHAQVsxFTOy/5T9WFg1QPj4OJZHc4WaFhlgRBfmMEBTfg8kqQYCZoEl1WaHi/L+0Y6geiHXg/U/cR/53vfKfszzVNQyqVwtKlS/HBD36w4dar7ciflK8V56MIIdROgC1ZlyDGhfEmKQZB7u9NS92coHGf472/HudclIn8SfkTFolU3Q0LlhsECWbjJpE34G5XrBRM2BBCQNM0pceCnSt4QZDjl6KSK+6VK9uOiZhcOy6dB2a4f67qumB7N5G2sJDsZhA0kValM5nUaDbCf6ruOEj1cAwm0d17ookVGgDgFNTNR5FzdJN8IDNJca6u93CyNBMkHwJMtTlFG6v7X/ytb30Lu3btQiaTwcyZ7roQ+/btQ3d3N3p7e7Fz504ceOCB+N3vfodFixYp3+BWNrE9c6FQQKFQ8LuKqbjpkO0ghRCswS9D1r3K5ICcj6JyQr77/hqgAUaC87ImivnzUdybMxkEqe6GJY8FedxRUbEczt3nAgK2bSMWi6kNgrwuiUJjIDqREXO/lw5sPwgqnY+iahysvHtT4wgbcZYkTuLP1dUMQBQrNErJcqCp3ojLNeQ0IZBkJmgSGYjKIKjsDbjCUqxEig+IJ5JBkPArNLxzty0gTPdnbIwQwNe+9jUcd9xxeO2117Bnzx7s2bMHr776Kk444QTceOONeOuttzBv3jz87d/+bRjb29ImtiDMF/L+hU7TNH+yciPkugSOsPnUrwz5NHriIpGqM0GadzI3EixJnEiWwwlLro8SzhjIcjvEOu/EXYvsTGZZxZtu+fRV6VpNpgyCGn6racddo6Z8x1BA3TiYXgMeRzhINLAg93SlT5iUXzofRWr0RtxfSFsIJPlwcrKJmaCSjqHFphSNZSEcx/GbUyS7GIhONLlCw70uy6YIAOcEBfLlL38Zd911Fw466CD/Z0uXLsU3vvEN/NEf/RFef/11/Nu//VtHtsvW9YmT8s1xFzpNxdNS7+m3A5sn2zL8zmTepPxC2EEQm1NMIp84OX5nMvckK2/CE4oCR9mCW2MZ1iR+JsjJQRcaHE2gkC+gu7s7hCDIYCaoEk0HhF12fRRlmaBsAQa8TBDnQkyilTYsEuWDoOJaNQ2WwwmBOK8Jk2heEKQJAWjhZIL8QBQKH7RNI8VMkBcEeZUasikIDA1arO68SNur+1+8bds2WJY16eeWZWH7dneC5oIFCzA6Otr41rWZSZPyzYLym29ZAuQIB8luPu2YSJagYELKV3U5nAx040le8CYa35kMsGCPa4+tKgiS3ed0ZoImkWNgOflJWQilQZDl3XgwCCqrOB/FvTaUlmKpmiNne81fHDj+zSYVySCo3HwUqdHGCKbsfCkEEoquMdOJPA7gz9Ut3kOqWqOmNAhiWehkfoWGd08kg6AwyhHbSd1nzNNOOw2f+cxnsG7dOv9n69atw+c+9zmcfvrpAID169fjgAMOULeVbaI4H6WYhVA9GVx4Nx1u/TefdkwkO6DIlG/BUZ8JEo6A7jW/0JOcEzRRLOFlgkpXaTdN9Zkg/wM78+RdjT8pXxQmrY+idrFUb70snUFQWXIB7TKdyVTNkZMTywXYJbEcv0zdO2ebZYKgRm/EC3n32NKE4HyUMoqZIO/hZElnMqGoMcK4TBCDoEn8Cg35cNJbX6+TF0oFphAE/fCHP8SsWbNw7LHHIplMIplM4n3vex9mzZqFH/7whwDc1p3f/OY3lW9sq5vcmcxUujgkANjeBDYHtl/3T0Wy7lWmfC1n/KR8JePgFG82jAbrmKejWNwNciwr7z/5k01CAIUliV7GVTf49Hsi2R1OQCDuZSHyGXUt+33yvoMxUFn+IpGyHC5XvAFXNQ62Ny/LEQyCyvEzQX6FhjnpNf46KVMshyv4a6AJ/yEQlfCCINkkqrRlv/JyOCGQYOfcSWTDIkuWqQsvE5RrLAva7ur+V8+bNw+rVq3CK6+8gldffRUAsGzZMixbtsx/zWmnnaZuC9vIxMWoCrapvBzO9jsBOXziVIZf9ypTvsJS3qZcliQCQCzFQHQieRNge6VYJmwUCsXSUHWZIPemRot35hOsahIlD0j8+SgK1y3zeWWnbIxQnl8OpxU7hgIYd05qdByE6T3RZSaoLP/hpCY7k1XJBE1xnZRiORxgdOC8ilr8Dp62DcSKk/IBwGmwM59UDIIcxDknaBJZDudY7rIJFmwIy+n4TNCUQ79DDz0Uhx56qMptaXuyHA6iuEik+iCopByOmaBJZCbIdrybDbilWGGUAAFAjGMwicxCmE6hGATlC8rL4XQBQENHTuasJVYyOTuuxQAB5LMhlMPJQ4FrNZXlL5sgA1Fv31uW5XazQuPjIOdlCS4aXJauy46h7u/LZoIKjWUj5LhqAtBjPBYmkuVwjj8pv1i6pioTZFmlzSkYBE0k54na3tqJFhyIgu3vfwZBdXjnnXfwy1/+Em+99dakSYY33HCDkg1rRzILAdsB4kDBsZTf+MmF8Rxh+5E9FcnucI5V/F6OjY2FtlYTGyNMJgND28khJgxAA/LpbAhzgrx5WcwETRKLxeDWqImS9VEKcBxHbRAkS7A4J6isYjmcnI8yft0yoPHjQVgOAJ1zgiqQmSD5DZXNciThCIhCY+uk+B3nBGCwPHcSGQQJR85H8UqxHHVr1Jg5GYiyOUU5xSoZ97tqaw6snOl3h5tqKWi7qzsIWr16NS688EIceOCBeOWVV3DEEUfgjTfegBACxxxzTBjb2Db0CS0IbWEjm80CUD8nSMApBl3kk5kgyzFhiCRszfE7Feq6rmitJtmhz0aMEzAnifu1xwUkUJwLoT4I8tqUMwiqwABgIa7HAMcthyttTavinFRsU84gqJxiJsgrhzMnN2rRG+zo5gdBHIKy9All6qWT8oFiOSEw9XK4ggxqmQkqS/MCQ8crWTO9Sfnj16hp7H4mn5djwExQOf5ctZIGEoV0vpgJmuJ3v93Vffa96qqr8Hd/93dYv349UqkU7rrrLrz99ts49dRT8dGPfjSMbWwbMgshSp40jYyMAFAYBOWKmSCdQdAk/uQ/u4CEF+OXjoGKtZqcgjcGsJHgnKBJ/BJBYSOmyUn5OeWNEWSNvx7ncVCWd+PtzwkqmZel67qXLWqQTD7w6XdZmj6hM5mpfsFaNwjivKxKJnZtLZ2UDwAiLyN5QItP7XssM0EaNDZqKUM+DLC9jqEWbAhH+PNRoANoMHgsBqICcTanmMRvllPy/S9k8myRXe9f2LBhAy6++GIAbslFNptFb28v/umf/gnXX3+98g1sJzIzYzsW4sL9Qg0PDwNQ9/Tb8oIgW9h+0EVFMZkJsvNICPfXQ0NDANTdfFv+vCyH5XBlFPeJjYR3E5grCYKUzQnyTl9Gihe8cvxJ+bqcj1JQvniznGeh8cavLHnzJ/d0GIs3C9mtkkFQWbJh0cRFIiXZYlxLGFM+JmSZIwSgszR0ElkOZ3vffxM2hFkyHyURa/h8VChpTqEzMz1JPFHycLJk7bjiQsGdeR2t+8rV09Pj38zMnz8fmzdv9v9s9+7d6rasDfmlWHYBSbhfOPU34HLCP8vhypHzpEwn72eChofcQFTVQqnFDn02g6AySptFJHT317lsTm13OAF/rSaDT/3KmxgEFdQv3ixvNTSWAJWl63I+iteZLIQgyF+riUNQVrFM3WtYNCkT1PjEcKtQzATRZH45nDdXV2gCVsZUmoUwC8U5QezQN5nhBUFC2G6zHACFLDNBdd89nHjiiXjkkUdw2GGH4bzzzsMXvvAFrF+/Hv/zP/+DE088MYxtbBsyM2M6eSREF6C5k/IBld3hLMQgy+E680tbjax7tew8uoUXiO4bAhBCJgiO33GFiuIl+ySpxwEbyGXVNkYobYTFNuXlaZoBARRLEgt55Ys3a0LzOvTxXFSObozPBMlJ+UrHQbbs531fWXIMHC/4kZPyJRU3gZbltXlmEFSW3xihZKpALp1DwkveqOhMVtr6nCWJk8XldVfYiOsGsrY7T9TJew9qGAQFc8MNN/g39tdeey3GxsZwxx134OCDD+7oznBAaSlWAUnRN+7PVJUA+fNRhOO3/qQiuVCnLUw/EzQ0tA+AukyQLJ9whM1sXBnxkqAkYcQB073pCysIMtimvKyJ5XC5Ql55Jkj3bvr4QKY8PxMk2zPb4zNBSs5J7NBXlTxHO3LtONjj/ry0HG6qGARV55fLOhY0aBAQKKRziFvutUBFFsLKu8eWJgCDmelJ5ANiIWy3WY7tZYK8qVTMBAV04IEH+r/u6enB9773PaUb1M5K10dJYPyNmaobcIsL41Vl+Ae642YhAOwbHgIAdHWp6eRmlwRBbE4xWawkyEno7q/zioMgOMWLXDzFksRy5HwU2RghbxYzQarOR8UFa/nktRzNb8/snq/ztvrGCHKtJsEgqCx5jrZka2A4sC0bhhe4K8kEeR23GASVp3nZOOHYiMNAARYKuRy6HC9TqqQcrmReFsvhJvHXlRQO4kYMMN15ok6hszNBdX9TDjzwQOzZs2fSz4eGhsYFSJ1Izgky7TySYvzNcXd3t5LPkO08BZwar+xMpZP/koaXFfIuUMoyQbJNueC8rHLcdTLcU0vCuwkcy6aVjoNW8vWPdejJuxZ/jRqvFCVvFdRmIFDMBBnMBJUlS7HkAtoFR/2cIL85BYOgsmSZum3l/Z/lx7L+r4WCTJDNTFBV/pyg0vkomTyEt0aNmnK4YhBksDHCJMW5ujbihjd1I1/o+DlBdQdBb7zxhn8zUyqfz+Pdd99VslHtqtieOec3RpCUBUEWM0HVxEom/8kgSFIWBHktaR2wQ19F3g143Ns/Q2m3TbmmaWpu/Cz3ImcLCzFFpV3Tjb9GTUkQpHxOkHcJ0dimvCy5Ro3jdSYrwILjOP76cUoeCPhtynnjV44fBNkmDOF+XzMjaf/PHQWNEeQ9kaYxA1GOnBMExyvFgtssR21jBK8cDoKZoDKKTZwEYt55qZArlHz/O/McHvhf/ctf/tL/9QMPPICBgQH/97ZtY/Xq1ViyZInSjWs38gbccsxJQZCqUizHkpkgBkHlGCWZoFQsAZSsi6esHC5vQQPL4aozAJjunCAAw1l3wdquri41rZm9TJAj7HHd6KhI8zuTuQq2qbwczl+rqUMX2qvFKCkDkgqFYjCq4pykCbjNKRgElSUrNIRjIaHFkEUBudGM/+cqbsQdr0Ofxu4UZcmgxH046TXLyeTgJBoPQCXLzwRpbFNeRrzkOhn3jolCPg+R6+xMUOA7uIsuugiA+yT3kksuGfdn8XgcS5YswTe/+U2lG9duZCZIOBaSejEL0dXV1fCq4D7bAaAxE1RBsTOZjWQiCRSrHtS1yC7IDn0sh6tE0wwIAf+JkwzaVQWick6QIxyk4gyCypGNU+T9QF6YSjMQQMlaTWxTXpbMBNlOATo0OJpALptTGoz6t3tGZ97E1CIzQY5jI6HFkRXjgyAn65VkdU39O2x77bd1ZoLK88rhhGMjEUsABSCfzfkPB3QFWQjTlCWJVE5pxUQ85s3VzeaK5aANfP/bWeB/teMd5AcccACefvppDA4OhrZR7crw0o1C2OiJpfwJq/39/co+w10d3IDQGASVU+xMJpBKjC/56enpUfIZjpd2d8vhOvPEUYvfnnnCXBFlQZAtgyDbXxuKxtPK3BSPjLhliSpuvoUQXKupBpkpzlsFJGIx5GAiO5JWXA6nMRNURSzutci2LXfdMhvIpotPx5yMez7XG7gJlPdHKrLc05F8ICOE93AyA+QyWX/xVL2n8fOHPy+LC2aVFS8pWY5718xsxmsNpzX2/W9ndf+rt2zZEsZ2TAtxeSPg2BhI9vlZiJkzZyr7DHfBN4N5oApK1+1JJcffcKsKRm2zpDuc0Zknjpp0A7CL5UCSsgyELIfjosEVyfbMlmNBF24WQi7erGQc7OJZSGcQVJY/H8UxkUDcDYJGM2rL4eT/uTZKWYZfoWEjGUu4pVjpnP/nMhOkdzceBOkas3Hl+IspC9t/OJnL5eDIIKi78QdZsk05lefOy9IBOP69aj7rHgd6d6xjG6sEOuq/853vBH7Dv/mbv5nyxrQ72RpYCBsDqV4/CJo9e7a6D7Hk6uAMg8opTv4DepPjm1H09fVNfPmUFNcJcvjkrwLZmWxiGaiqMZBLfXBeVmUyQLdgIQE3CzE8PAxATVZUOMVzEOdllaeXrFGT1NzzUXYso7QcTnbo44K15Y0rU48lgLy7eLPkZLwgqGvq32HH6/6nqSp7n2b8FtmwkfS+8/lcHo7eeAAqWZZsU84xqEjTgZIyflOT+79zz9+Bvnnf+ta3Ar2ZpmkdHQTFSzqTJVJJrLAOwDuzR3Dssceq+xB548F777JiJU+k44nxB7a6FtnegrXMx1UkO5MJTSApYsh7J1tV2ThZ8uC2Ke/cE3g1sj2zaReQEDHktGKXkN7e3obfX1jFPuUMgsozZHc4y3LXzHKAzFha8ZwgrtVUjWyW4zg2kt5i2rlsaSZIZiMayAR5QZDBBczL0mWWUjhIprxMkJkvZoJ61GWC+GCyMg0GBCy/WUjBe5qoYv+3q0BHPUvggineCDjQkzEcax2IM95/MHpmzVL2GfLpK8tey3OfcGhwFwvQMNPpwT49jf3220/ZyVGwQ19NsizEEhZ6RAp5bQyAwiCodE4QM0FlyUxQwZbdKotPv1UEQbIsFACMDm2vWov8bjqOjWQsDhSAvXv3AnBv1lRk5GQmSGcmqKyY3x3O9lvD5/LFNYP8TFADT8MdRwA6y+Eq8cvhYCPZ5Qb+hUIBTk5dJkK2oedaTVVohntr5J2XCt7DSaO3c4Oghh4dCSEgxNRvBG+55RYsX74c/f396O/vx0knnYT77ruvkU2KVNwrh4Ow/ZaPsge7KpqfCeKBXpn7tbZ1gROtQzC/axDnn3++sncvrtXEBWsrkZkgU1joFcWn3bNUPRDw5qOwOUVlfjmcXUAPik1CYrGYknWCnIL7/beFNa4MlYrkE1fH9kqxAOze5y423tPTo6RrqCz/0blWU1mxeLFMPZX0SrEKbiZIOKIkCJr6/pMPxCbOgSRX6Xw1mQnKmwW/M5mhIBNhsxyuJnldlqcdE14QNFNNlUw7mtK35T//8z9x5JFHoqurC11dXVi+fDn+67/+q+73WbhwIb7+9a/j2WefxTPPPIPTTz8dH/7wh/HSSy9NZbMiV+xM5kBLeC0hc4on68lMEI/zyryncY4m8B5nFv5o7mlK17CSi6UyE1SZPNlajoWZovi0e968eWre318nyOGcoAr0klKsXqM4AX9gYEBJVrR0blws0blPEqsxSuYEpeLujcbuYTcTpGp+HNdqqi6WLGaCZPlhvlAAADhp072mao09DZcPg3WWw5WllwSHsZTXntl2x0BLGNBSje+3YptyPiCuxJ+r6936y0xQrIODoLrvHm644QZ85StfwWWXXYZTTjkFAPDII4/gs5/9LHbv3o2//du/DfxeF1xwwbjf/+u//ituueUWPPHEEzj88MPr3bTIxUqehgov/StvFFTRZOatQzt5BOMe6LZmu71QFGfjYNkAdAZBVciFOguOicOshXhH34tDP7BcXYtsy8sEsRyuInnjYVsW+hPd/sLBqpY3kJkgR9hIcE5QWaWdyXpT3cAwsC/jNqdQUZIIlKzVxExQWbIxAoSNlFeKlTfdcjh7xL0R13vjDXXXc4TMBHEMytFixX0rF+30sxAzkmoeyshyOK7VVJEMgmRfrYI3BrFBRdflNlT3EXvTTTfhlltuwcUXX+z/7MILL8Thhx+Or371q3UFQaVs28bPf/5zpNNpnHTSSWVfk8/nkS+p5ZVrXpimCdM0y/4dSf55rdc1onSdBsubcGZna29bXbwn4EIP99/SrkzThKbpEMKdCxEH4OTUjoHtBUGOJjgGFcgnogUrh17MwkcKx2POyccp2V+mafploQ5sOILHQjl+EGSamNHb5wdBs2fPVrK/8lnvabqwAWjKx6AZ5+ywya5Yjm2hJzV+/k9vb2/D/7bStZoQUz8GYWvKGMuFOoWNZI8bBOXMPEzTRGGvu2iq3pdoaBvk4zBdN9puDMJmmub4ANN7QCyzEHp/XMk+s22vQx90jkElsmGRN5/ThA0BAW1equF91krn63q2oe4gaNu2bTj55JMn/fzkk0/Gtm3b6n07rF+/HieddBJyuRx6e3tx9913473vfW/Z11533XW49tprJ/38wQcfRHd3d5m/MdmqVavq3sagHLs4R+S1LZuxBP149/W38ci9ryj7jMWWDhhAJpfFvffeq+x9pxXvacfGza/iGCzG2N5RPKlwX80eFhjEbNiOzTGooOB10HvzrTdxGOZDg4ZV9z4IK6Eme9ZjezeXwsF999/PjkBlDHkPiYaG9qG7J44ukUBWK2DPnj1KvreJ3TEciX44cPDo448juWFjw+9ZTpjn7LDtfedtAEChkMewt0aTtHPnzobHQXOAY+DOs9u85XXsaNPzUZhjnN3hZt6EsLH5bbfJU9pyr5+D25PYHz3Ynd3X0DXC8dbvGx0d5TWhDPf87K5R88K6FwAUsxBvj+3A4/c23nwrm80CCQO2xetyJV7FIDa/usn9hQa8vmQEa3/3oLLPaIXzdSaTCfzauoOgpUuX4s4778Q//MM/jPv5HXfcgYMPPrjet8OyZcvw3HPPYXh4GL/4xS9wySWXYM2aNWUDoauuugpXXHGF//uRkREsWrQIZ511Vs2uU6ZpYtWqVTjzzDP91XLD8J07fgRAYMnSJcD2vZg3OBeHnXeosvff+PhvAAA9vT1Yed55yt53ujBNE6/feRcEgEX7LwL2At2xFM477xRln/HS+oeAMXey53kcg7J+vPpJDI8Bc/bbD/pIDCJn4/T3r1SSdjdNE4+/tBqAGwSpbHoxnfxyw1a8sRXo7urCvAULcNHG4xD/g3lYtFLN+Wjv87tgvrYZQthYufI0zFzwHiXvKzXrnB2mp8zf4okXH4SuAYcvPwKP//5F/8/e//73Y+nSpQ29v5O3sevJpwEAhy4/HMvPWtnQ+zVbM8Z4x+vv4I7VdwLCxgfOPBXrf/QKsijgnLPORvo37yCzZRvmL1uMZectmfJnvPC0OwazBwd5TZhAjrHbmczBMUevwOZtW2BqNhw4OPjE92L5sXMa/pxN655HDg6SySTHoILv//I+5AvAAYv3xztb9sBxHBzx0ZOUdG1tpfO1rBILou4g6Nprr8XHPvYxPPzww/6coEcffRSrV6/GnXfeWe/bIZFI+BeCY489Fk8//TRuvPFGfP/735/02mQyWbarUTweD7zT63ntlGgxQJhwINxK7YJQ+nmaAKC5C+NF/UVrWd58FNMxASTg5G21+6pkrSaOQXlyLoRjWdCTMdg5G4atKdtfxXI4tcfXdBL3zpWOZSLWHUcPUhhIzFA4BrJNuYNkVyq0cQj9nB2iVLcb9AvHwqw5sxEXBkzNLUVZvHhxw/8uu1DMrCa7km27n8Ic464+WYZoo3+2mzVzNIHcviycPW55fXJej5LPj8cTbTsGYdM0A0KYMIQBDRoEBHIw0b1sdnHeVgOE8Bpc6DGOQQXFZjkOUqkUMpkMbFvt/VErnK/r+fzAM8hefNF9gvVHf/RHePLJJzE4OIh77rkH99xzDwYHB/HUU0/hIx/5SP1bO4HjOOPm/bQbTXN3fsFxU71CeWME7xcGy38qkZPyZRtUWA6ErbCdtd+hj2NQieG1pTULBb/zj5NTeCzIMWCb8oriXita2zL9xfDstLpulcIsNqdgh77yEt3uHBThmDD6EjjIngsAOOigg5SsEeSULlib4o1fOale2flKwLZspOCem0a274G50y2bie0XrJy+EnlZVnEzP11putcQIVdAd4+7v2PnLFDWmUw2p9AbaHAx3Rlem34znyuumZXLVfsr017gK9fy5ctx3HHH4S/+4i/w8Y9/HD/5yU8a/vCrrroK5557LhYvXozR0VH89Kc/xUMPPYQHHnig4feOiqbHIRx3Un4K6ltk+6uD80CvSLZnzps5AG6aV+RtaN1q9plWkgmi8mIJ9wRrFfLQZ3mTMRUeC7JFNjv0VZbw1kRxrLwfBDlphQ1CCu54ums18eavnKTXktlxTBi9CZxkLcNCfRDv+6iacp3StZpiycZu5KcrmY0DgFw6h75EN3KFAna9thVz9ron8cT8xgJS4c1JZBBUmQyCCll3/nc6nYb9HnX7y21TrkHX+UCmEj8IyuX9TomdHgQFvitcs2YNDj/8cHzhC1/A/Pnz8clPfhK///3vG/rwnTt34uKLL8ayZcvwB3/wB3j66afxwAMP4Mwzz2zofaMk042m14JT+WKpMgiKcz2CSmQmyCwUoMXdr3goWQhmgiqSCwdbhQK0lJeCVzgGekk5HJWX6CpmgowwgyDhsE15BbIbmXAs6H1xGNCxpLAfErqamz/bb1PuIM61mspyr8nuuTqfzmKw3y2Je/elNwEA8Xnd0LvV7DsGQZXphgyCsn4WNJ1OK3t/hwvW1mTE3WtCIZ/318xiEBTQBz7wAfzoRz/Ctm3bcNNNN2HLli049dRTccghh+D666/H9u3b6/7wH/7wh3jjjTeQz+exc+dO/OY3v2nrAAgAdN1bCMxygyChOAjSmQmqSfMC0UIuBy3pZSFUliXK+27GQBXJTJBt5qF3ySBIYVZUZoI0BkGVxGUWwjah93hjoDQIct+L5XCVJb2yHwgTiOnFhzKjBSXvX1yw1uaCtRVomgZ4Zeq5dBbzFi4AAOwR7uTp1GGzG/4MmQmKei5EK9MN996okM37a2SNjY0pe38hGATVEpMPJ/N5f82+bDYb5SZFru476Z6eHnzqU5/CmjVr8Oqrr+KjH/0obr75ZixevBgXXnhhGNvYVnSvLEQuxiZMB8JWd6MmM0FGjAd6JTITZOUL0JNyPor6UizOy6pMzkexzAL0lPpyON07pFgOV1lSTsq3S+cEqQyCvBtwMBNUSXE+igXLcqD3uzch9rCaIMg2iwvWMgtRmT9PNJPFkqPdLrZb9X0QKQ29J81X8AFeEJSY3LiJXLIUS5bDAWozQf50aYPHQSWlZerMBLkaSicsXboU//AP/4Avf/nL6Ovrw69//WtV29W25NMOf1I+1GYh/ExQgkFQJTITZJn5YimWwoyc5j1xAsvhKop781FsswA9hHI4mQASHIKKEl1yPkohlDlBTmkmSOf5qJxUT3E+SiGdgyGDoBE1zX9kJkgwEK1KVmgUMjksWrwI3V1dKGgWshfMgtHfWODidiWTQVCi4W2droqT8ouZoNHRUWXvL/xyOB4HlfiZILPATJBnykHQww8/jE9+8pOYN28evvjFL+IP//AP8eijj6rctrbkP+0o5P1MgcobcN0bMp2ZoIpkEGQWipkgofIGXP6CJYkV+TfgVsmcoKzCbJwfBDETVEmytDOZFwSJvA1hqemo55iyFIsd+iqRxwEAZMey/g23PaKoHK4kE6SzOUVFcj5KPpuDrus4zFuH8OW3X234vW27eG2JJxkEVSKXTTDzOfT19QFQHQS5YnwYUFHx4SQzQVJdd3Fbt27F1772NRxyyCFYuXIlNm3ahO985zvYunUrfvCDH+DEE08MazvbRumB7t+A5xXe/HlPnIwED/RKNC9AtAt5f06Qo3IMhJyXxTREJQmvHM6xTehdIXSH84MgjkElfhAkLDcQ9c72qrJBjiWzEAxEK3EzZO73P5fOwBiQ5XBqMkF2SSDKTFBlpZ3JALfbLQC8/PLLKBQaC0hLg6AEy+Eqkg+IrXw+1CCInSork2vH2cwE+QKfNc8991z85je/weDgIC6++GJ8+tOfxrJly8LctrYU87pvWHnvBjxjhZMJYhBUkezQV1qKpTQTJBesZSaoonGT8lPqGyPo3hiwOUVlqV45Kd+CAKB3x+GMmbDTJoyBxm/WhClbZDMTVI2mxyAcG/lMDjP63TIgVZkgf60m2AyCqii2BnaDoEWLFmHGjBkYGhrCq6++iiOOOGLK721ZxYcK8uEPTWZ4AaJZGB8ECSH8h7sqsDlFZfK6bJsFZoI8ge/i4vE4fvGLX+Cdd97B9ddfzwCoAiMh615LSrEUBUHCEdA13fsclsNVosWKQVAxE6SyHI4d+mqRWQjHCadFNucE1SbbMwM2CtmC3wbYyajKBLnBDzNB1ckFtPOZ0jlBihoj+G3K2aGvGlkqWMi5GThd13HkkUcCAF544YWG3tvMF8cykWQQVEmsZNkEGQSZpol8Xk1WVFYFMBNUWUIGQTYzQVLgu7hf/vKX+PCHP8z2gzX4mSAzDy3pZSFU3YA7xZsNg+1QK5LzpWwrnM5kfhDEeVkVJUo7k6VC6NAnU0BsTlFR6aT8fCZX0iZbzTjIuUVcq6k6TbYGzmT9DJyqxgjFNuUOb/6qmJgJAoDDDz8cAPDmm2/67ZWnwi+ncxwkUhyDSvxlEwp5JBIJJL2AUWVJHMBMUDVxb+04x2ImSOKjbMViyZJFIhPemhCqMkF2sezE4Mm2Ij8TZJt+IKq2JFEGQTx8Kimdj1IsSVTfIptnsMriJU+ls2MZ5ZkgIecEsTlFVXIF+0IuPy4T1MiNt2Tni5kglsNVZsSLncmkwcFB6LqOfD6PkZGRKb+3WfDeUwi/EoQmk+3DLdMNGvv7+wGoC4L8tZr4gLiiZFexTJ2ZIBdvIRQrTjzLQ/dK1oSp6Aa8ZL2hGOcEVSQzQY5VzEKoXLRWZiHYoa+ylMwEOSa0rmI5nIobP6A4FUgwE1SRu0iktz5KOud3iFPVGEE+lGEIVF1xkcgcjD7vJtkWSsbBKZmXxfNRZaVzdf2fxWKYPdtdKHXnzp1Tfm9LZoKEQJzX5Yrk2nG25e4v5c0R2Ka8pmRX8bosM0GmaY5r7tFpGAQp5rcgtEx/PorIq5k4LBfGA4BYigd6JbI23rGLY6B0Ur4MguK86agk2StLsUw4soueLSBMNceCLjv0MQiqqjgfJQu92zsuMorK4WQQxExQVcVFIrPQYjr0Xm/hWgXzgsbNCeJaTRXFSibll5o5cyYAYHh4eMrvbXpBkAYBnR1DK/KDIG8heZVBkOM4xSCIbcorSvhzdYtBENDZ2SAGQYoluooHulzQ1FG0WKos6bKFhViSKd9K/AycY0JXPS8LJR36GARV1NXX7f86bxb81I2qLn3+nCA2p6hKtgbOp7PKy+E0LzPN5hTVyVIsOSlfZXMEuVYTm1NUF/MqNKwJQZAsyWqoHM70jichYLBEuiL5gNix3f2lPAjysDlFZcmSCg1d1/15WZ08L4hHrGJ+941xmSA1N352ycJ4TPlWJoMgxy5A8yflKyyH02QmiKUPlSRLFonMjWVLOsSpyUL487L45LUquUhkLp3zgyBbVSbIkZkgJW83bflBkLdGjb9gqoK1grhgbTBxPwgaH3iquBGXc1wgmAmqRs4TnVgO10gAKo1bq4lBUEVdskJDmHAcwXlBYBCknN8a2CoUMxKKMkGlC+Nx8l9lhpcOF6JQEoiqLIfzMkFJZoIqcSdpu/spO5JV3iGOmaBg5HyUXDpTUg6nJhPkz1HkfV9VshSr4D1t9RdMVZAJEpacE8RMUDXy4WSYmSBNgJmgKmQWwrHVzwkat1ZTF4OgSlL9skLDgpk12SEODIKUkwsUOnYhhHK4YiaILbIrM2RwIkw43pwRVZkgIUrXauIYVCNLsXJjmWKHuKziTBBvOqoyvAnhhUwWuuLGCPK+m80pqoslvAnIuRAyQRbnZQUhW/bL+ShST08PACCTyUz5vU2/MQKDoGpK742A4r5Pp9MNv3chX+zQl0ikqr+4g3X1FsvUM6MZZoLAIEi5rl73wHacArSku3tFQU2pgl/6AIftUKvQ/flSDvLeEyJRsCEcBTcKJR36jCTHoBpN97IQYxnlC6b6zSmYCaoqFndvCPKZLHTZpU9RIKo5zAQFkfBuNMy8e6Ohck6Q7DyqquvidJXqdm/+bGv8E28VN4H+YqlCQI/xYKikq8+9NxKOu79kFkLFYqlmSYc+zpeuzJ2X5X5HM8OjzASBQZByXf3FA12LyyBIUSbImxMkhM2F8aowShZLy+XkEyI1rcpFaZtynmyr0g33iXd2LF28AVc1J8iblyWPMSpPlmLlMxm/fFMUFLUql+/BTFBVfilWXmaC3CDIUREEsUNfICnv4aRtjb/hVnETaHoL1moADD6UqahLlmKJAmzLGbfvGz0fmWxTHoimaf7DycxImpkgMAhSrtsLgiAKcLwbNXWNEYpzgnRmgirSdB2Ae8OXzWT8b7mKzmRygUgAiDETVJUsxcqlM8X1mpTNCfLmZfE4qCqW9LIQuZw/Pw4OAKvx7LQm34JBUFUJLwthFdwbbX/dLAXzFGUQ5HAIqppYiiXJm8BcLjeuw1g9ZBAEATZGqMK/N4KNXDrvdyZzHAeW1dixMG7BWjYsqsqv0BhNMxMEBkHKFVsD27C8jj2q5gTZBRkEcXXwWjRvQnh2LAMtKW86Gh+HYjZOIMb1CKoyYl4WIl2cE6SuHM49dWlsU16VzEKYuaw/RxFQcyz4yQcGQVX5pVjefBRdZddQf8FaZoKqkWXqwh6fCZJBEDD1G0HTW6tJE1y3rJpkT4//6/TwKBIlHW4bvQm3ZDZOCBgsSayqWKHBOUEAgyDlEt3FAz3vHZiqMkFOzn0/BwyCatH9px3FMiAVpViON7/LXauJQVA1filWNltsVa6qMQLblAcST8n5KDlougYt4ZXoqgiC5C/49LuqpD8fxb0B9+fH5RsvSxT+Wk0MgqrpGvCCIFEYt88Nw/Bvxqd6I2iajZc1dgL3nsWr0BhJj1unptF5QQW/9bngPNEaSh9OMhPEIEi50tbAOa/8QcVcFKD4tMMWNnTOCapK9w70XCZdbJOtICNnlzSniLE7XFWyK1YhU9IdTtk6QVywNgg/EyRLseQDAZWZIAZBVRVLscZngmALwGoseNG4VlMgxTJ1E+aE736jN4KWbJHNDiE1yVKs7KjbEU7VTbhVMieImaDqimXqnBMEMAhSrnTiWS7nfrFka+tGOaXlcAZv/qqRTztyY5ligwqz8XEoLUmMMxNUlVwh3MzlShojKCqHk23KOS+rKj8LYbo3Gbq3v5RkgoRcsJaXkWomzkcZX5bY2EMBuUYqg6DquvtkhYZAdnT8DZ/MBBUKU8voWHKeKJNxNclSrNyo25JcVSZINkbQBDuG1lLsGMpMEMAgKBRygcKs/GJZzriuYlPleJkgRzje5H+qxF8fJZtVGgTJcjhH2IjFmQmqpliKpbYcTjjFtZp0dgKqKtkzfj6K0kyQXKuJ2biqih1DvTFQWJYoM0Gcl1VdomTuT2ZkbNyfxb3zuFz0tF5yUr/OTFBNeqy4eDNQDIIavQkvMBMUWMx7OFnIZpkJAoOgUMhSrGyuuACbipK40lIsqi4Wl62Bs/5NmpogiM0pgkqUzEfxMxAqmoSwTXlgqZ4J81ES6ibl+wvW8slrVd3++igmHK+RgbJmLcwEBaLpOqB5DydHxi/O2WgmyPY7m3EQajFiXuZhzB0Due+nGoBKhXxJJogL1lYVL+kYykwQg6BQ+KVYmWyxPbOCmz/HdE+2gkFQTaVPO5Rmgkz3BtwRNtsz1yBXabcKxfbMKjolyrbAANuU1+KXYlnqO5PJTJAeYyaomu6BXu9XJgpZ92ZP1Tj4bco5L6smXXcfmMj5KFLD5XC2O4bMBNVmxIvrlgGNZ+Ekq6RNucFjoSq/TD1fzAQVCgXYtppS9XbDICgEsZIDXWYhZBlVI2Qg5bD4uKa4l2Y387mSIKjxg9zy2qE6cJgJqiHpBUG2mVeagSjNBBkpZoKqka2BHW+VdpXlcH4miAvWViUDUQBIj7g3f355aKNBkDwUNN741eLPRxnLjPt5o0GQ480J0jQeB7WUzkcB1AVBhZIgiG3Kq4un3PORmc/55YjA1L//7Y5HbQiMRMl8lIS6zmRyoU5HMBNUS2nKV1dZDpcvLYfjDXg1Ka9dvG3mocs5EEo69BXnZbE5RXXF+Shua2BdYafEYoc+Pgyoxm0V796YZb35KLqi6wI79AXndwxNq84EeesEMRNUk8xCFLzyK2WZIK9NuQa3ORVVJh9OWvksDMPwm2wxCCJl4oliKZbKmz/Hku1QmQmqJd5VUoqlsjtcXjansFkGVEOy18sE2fmSNuUOhNPY93dccwrOCaqqy28NXIBlOsWHMgqyon45HBsjVFXaMTTjzUdRlRmVlwKNQVBNpR1DSzU6L8XxmlPozATVFJMPJ72J+OoyQXLBWh4HtSS8jqGW1yyn0YcA7Y5HbQj8rli50kyQgnI4LwhiOVxtiS43ELUKecUtsotBEMvhqvNLsez8uLbAjY5DsTkF12qqpdga2EY+XfC7kikph5NtyhMMgmrxl03wJoSrKkssLljLS3ktct2y/IROWPJGfMqNERgEBeavW5ZXGwTZVmN/v5Ok/MWb3WwcgyBSLu4vUJhXWw7nTVwTDIJq8g90M690TpBdMidINxgEVZPqc8dA2AVoMd2/Y2v0WHBkORxsxBMsh6tGtsgG3NbAelLNQxkhBAzNfS+dgWhNcj5K1lsfRV05nOzQxyfgtRglizeXanhOkBcEcU5QbYkubz5KQXE5nMWSxKDkHEXZMZRBECmXGJcJ8p68KshCyK5YzPjW5k/Kt3JKW2T7QZCwWXtcQ3e/2xVLiAIcIYrj0ODTb7lgrS1sZoJqcOetueegzEha3UOZkpJGLlhbmyzFkhPCNUVzs/y1mliaW1NcztXNqV0sVc7R1XWOQS3FCg3VQZDXnIJBUE0pWaFhud93BkGknHz66s5HUZcJkl2xOCeoNpmFsC215XCiJBNE1fUMyPkoJgpZC1rSeyDQaCaoZE4Qs3G1abp785cZHvODoEbLsITFIKgefmtgb5FIVWWJut+mnJfyWkrL1EspmxPEIKimRPf4xZtVrRNkMwgKbOLizQyCSLmuPhkEqe2KBWaCAuvqk/NRCoC3grSSTJC/YC0D0VqSPXI+ioPMUFZZCZBjFjv0xeLMBNUiV2nPjirMBJWs1RRPsSSxFjkfRXYmU1WW6GeC2KGvJr8UKz9+YchG5wQJ4V4LGATV1tUjO4aqzQTJBWtZnVFbV1+xYyjAIIhBUAjkhHDbyittjOAHQeyDX1O3l4UQogBHk0GQgg59BblgLYOgWmRZKACkS7IQjR4Ldr5YkhhLJGu8mmQpVnY0raxFtt+pUgjEuzgGtch5ovm0m4UodoezGnpfPxOUYBBUS8qr0KiUCZp6OZx7LTAYBNXU5ZVIy0n5yoIgRy5Yy1vaWnpm9Hu/spDP5ht+CNDu+I0JgUw3OlYeiKvLBPmthRkE1eSv0i4KsLz9pmSdIIvNKYLSDQPQ3Juz9PCoso5YZs49WTuwYXBOUE1ygUI3EyTPR4126CuWJMo6f6os0eVeE/LZ8S2yG11EWwZBBlvF15Tqda8JZl5xYwQZBLE0tyZ5A+6oDoJsuWAt741q6ZvV7/96bM8QM0FRb8B01F26QKHXtafReRAAoHnXS66IXFuqRwZBeZjyqbWKOUGWnBPEICgI2RUrPTSmrBTLysk25Q5iXLC2pljSfQKeG1U3J8iS2TjYiKeYCaol5ZUBFTITyuEabZEt25RzXlZN3QN9AADbLN8ie6o34vKBGJdMqK131gAAQDg5N4usKAth27JNObNxtRgxA9Dcc/bonmEGQVFvwHQkT7ZC5GF7T+qUlMN5T5y4JkRtsv4bALJe+YOSIMgrqRN84hRILO6WxGVGRtWVYuW9TJBwoOk8FmpJpLwgKD2mbl7WuEwQg6Ba5EMZmYVQ9UDA8C7hsSTnZdXSPeA+AZ8YBDV6EyjnBMUYBNXUPzjg/cpCdjSrLBPkyHI4Xg8C0Q33ujy2b4RBUNQbMB3JtDtE3u8hpmSFdodBUFCxRALwngplvTp8Fdk4R04IZ4e+QGIJ92SrMgshW2SzQ18wyW73fJTPpMe1ZpY3b1NhlzSnSCQZBNXS1e8+GPODIFka2sA5STjCzwTFmI2rqXemV4plj2+M0HAQ5P2fWena5LIJADC6V10Wgh366mPE3OtyeohBEO+mQ5Dsll2xTJhygVMFmaDiwngctiDkgZ7x6vAbLT0BUNKhj5mgIOIp91jIjo6WzEdpMAjyMkGclxWM7NJXyBbnBEEAsKZ+TrJzMghy3AcOVFV3//hSLCXlcCUd+mJdvAGvpW9msRTLKdl38ibQtm1/bkk9/CCInSpr0g0Dmu7OIRzbq+4GnM0p6iMfTmZGRpW1KW9XvJsOQTEIArI596mTisYImnegc2G8YAxZiuUtUNjo028AxRtHHjmBxP1SrLSyeRB+i2xmggLxJ4TnMv66ZUBjGTmrtDlFnEFQLXJCuG1N7A7XQCbILp7LWJJYW+/sYles7EgxGxQvCV6mciMol6yIMwgKRDe8IGhfMRPkOA4sa+qdEv0Fa/mAOJBYwr0uZ0eYCeI3JgRGLAbNcL9YOS8IUtIYQbZDjTMICiKe9FK+6VH3B6LxeUGyQx/blAcjsxD5tLoW2cKUbcopCJmFsAoZaLpWXDy4gXEws3Jelo0YO/TV1OOVYgk7DyFEMStqOsWun3VySs5l8W4GQbV09RZLsUb2Dvm/jsViflexRm4E48yIBqLLCo2SUiygsX0vM0Exg+eiIOLenOlseoxBUNQbMF3FvAPdn5SvshyOEzADiSeLB7pcSLrhbkx+m3IeOkH4E8JzmZK2wI2uUcMFa+sh56NYXimWpqBBhcwE2cKGztbANZV2xbJMx8+KAlOfL1q6aDA79NWm6XpJKdZw8eea1lBJkCyNTrBNeSClpViGYcAw3GNBRRCkG3xAHESyq/hwkkEQhSLmZSFy2WIpVqN0ZoLqIjvE5TJpZZPywUxQXbr6vAnhuYy6zmSyQx+DoEB6ZrhjINfmUBGMWvlim3KuzVFb74zSUqwsENNLHsxM7QGZnS9pTtHNtZqC8EuxhkbG/byRVs3yLBTnws2BxJPFeaJA440pAHboq5dsllPIpBkERb0B05WcC5FOjwFQ1B2Oq4PXxS/FKgmCVGWC2JwiGBkEWYUMtKRXAtRoICrXfeK9dyAyC+HY7oRwPdH4ONj+nCAGokHIdYIAYHTPCDRNazgYtb3qAlvYSDITFIicJ5odGh3384ZuBL2HAEl2SQykdJ4ooCgIAsvh6pHqda/LhVyGQVDUGzBdyUg7PeaebFWUw/mrg7MGPxB5A57PjCmblC/v+RgEBSNXp7bMrLJyOCE79HEIAvFXCBd55NKWkjVq7Lycl8XmFEG4pVjuTfKYNx+l0XNScdFglsMF5ZdijaoPguJdnBMUhGwclfceEKsJglyxOB8QB9HV596fWnkGQbyNCIn8kqXHZCZo6hNgJc0bLgZBwcgyoEI2Ay3l3YDnpt6BBiguD6TFeOgE0bffDACAY2Uhb/UaLYcT/lpNTAUFIR8GACZG96ZL1qiZegDjeM0pmAkKTrbsH9ntzkfRGgyCzGwegNslMcYOfYHIlv3pCeVwU50T5DiOfx5KpViSGESqRz6cdANRud9kE6mp8EsS2aEvkN5ZMwEAZn5kXClow91z2xDv5ELSPeAe6JlM8YlToyVxulwYj2tCBCIXx7MKGei93loQI4097SgGQZyXFYScCyFEHnnvpnuqcyB8zATVxS0LdW/U9m7do6Q01C64N4uclxVcPOU+GBvetQdA43OzrJIOfXwwFkxXv3vzl963d9zP5Y24XE4hqNJ1hVI9XQ1uXWfonT0IAMiPDQEA+ryHNKMTsnP1KM7L4sOAIPrn7AcAsArjO/R14lpBvI0ISa+3MFs+NwJ4T/zs4cZuwHVmguoyY557oAsnDeFlguyRfEPvWWxTzrR7EN0DM9xfiAwyWa98R1FzCmg8fQWh6wZiCfcGfN/WHdBT7nfXyUz9gldsU84gKKhUr3sDPrJ7N4DStYKmlp2WmSAhHOhcJDKQvpmzAQCZ4T3jft7f7z6sGRkZmfR3qrFKbhqTzAQFMnPeHABAPjsEQE0QJJuMsF1/MIOL5rm/EBasXNZvbtNINq5d8S4iJDO8A104YxjOuBc5a29jXzCZCYqn+LQjiH7viZNwxvDS2l0AAGu4wSBIdshmJiiQ3pmz4F6hHGzZuBUAIHJWY2WJMggyWA4XVKJ7BgBgaOcuZL2Sh0bOR7JNOZtTBNczw70BH9vrBkG21yjE2je1c1JxwVrOywpKPgHPpYfG/bzLa2pQbxBklsyjSPVwXlYQsxfOBQDYhREIIWB4C50yE9Q8M/brAzQ3c7nn7XfR5QWP+/bti3KzIsEgKCQDgzILMYKMt7K3uSs75fcTQpSUw/FkG4RMu0OkMexlITJvjzX0njo79NVFNwwkutys6PO/fwU5L4CxGjgWNFm3zLWaAusecG/Ad72xDc8+th0AkN069WPBkR36Gt+0jtG/n3tNyAzvwcjuLF5+wc1GFLanp/R+sjkF52UFN3O++3DSzA35P3NsGy/e/0sAwO6dO+t6v0LeC2CFQILX5UDmLlng/crCnnfexfr73H2/fevWqb+p9zCGazUFE0sYMOIzAAC/+eG/I7/HfUi8d+/eKn9reuJdREj69pOZoFGMeTd+w682EGWXPOxjF5pgugcGoOkGAIEh02tQsTvbcIMKADA4ATOwnpkyIzfiHwv5bQ0Eo2xTXrdZC+YDAPZtfxejptdaeWd2yhNhhZcJYnOK4OYeuAgAkB3ZgQ2PbcOINw7pN+rLPkh23stCdOBk5qna/8hDAACONYShne71+I0X1iK/ewcAYMeO7XUdE4VcaRDE63IQXf1d0GPuNeGh/7wV9pD7MGD37t1uo4kpEF4UlGCXxMC6+tzz0b6tb0IvuN/jd97YEuUmRSLSu4jrrrsOxx13HPr6+jBnzhxcdNFF2LhxY5SbpEz/fnOg6TqAAvT5bumU+XYDNa8lJ4c4nzgFousGBhctBgCMFrbBFgK6I2Dtqm/y67j3ZCaobu85dCkAwLF2YJ/l3mDse3731N9QyCCIJYlBLVl+KAB3DIZtAUsI6JYDa+fUjgXBtZrqdtCxRwAAHGsXnv71a9jnVQhoQ3k4U5gXZBWYCarXjDmz/CfgGx5dCwB44Tf3Q89nAeHAtJ26SoLyWVnKKBBnFiIQTdPQM3N/AMCbLzwJvZADHAe2ENizZ0+Nv13pTd3/JbhWU2D7HXC4/2sj52ajX9+0KarNiUykQdCaNWtw6aWX4oknnsCqVatgmibOOusspNNTKw9oJfFEEnOWHAQAKPS+CSEEEjkLhSnedNglHYS4Onhw85a6T/6Wvi+H3ZZbErfn0amn3WWbck7ADG7hoYcBAHr6dyG+xK1Ddt4Y9m+k6+V36GMmKLBF730vAEDYO9A3KLDXC0b3Pr5tSu8nHO98pDMKCqp/cD8kumYCEHDMTcjYAmnbgQ5g39M76n4/u8DmFFMx6z3usfDsr36O3//sP7H5mSehCQE9616b1z35ROD38oMgIWBw2YTAlhz9fv/XGgAj61YGPPf0U1N8R5kJYjYuqIOPPx56/CBoRhJzZ7vl0vvG0nV3SGx3kT7Ovv/++8f9/rbbbsOcOXPw7LPP4oMf/GBEW6XOgccchx2vv4YXHr4dA3P/GAu6D8Ib330K2mH96Np/Bnrm98FIxqDHNS9r5HUf80pMipUmGvJDxUnM8R4GQUEddOwJWL/6Aby8ZhXSPe9i7pwLkHtyK17dsw/dh8xAcm4fkjO6YMQM9zyqaSgZAhRv8dxfxTQ3+2AkebIN6oAV74MRi2Fk11t4ete/Ys6iz6IbfXj1+kcQP2Imeg6YicRAErFUHEbMcI+FKvfWuqMBBtuU12PGvPmYd9DB2L75Nex7+3vYbByAOXMuQO7xd/Hqrr3oPmwWUnN6kehLuseCrvkdgwD44+H/xHsoIxgEBaZpGo4662w8/b+3w8quRk9qLV4fWYojZ74fw796DXs2bUPvYfshtV8XYl0xaLoO3TCg6Zp7PvLOTZKVyQHoZjauTh/4sz/B/3ztKeTH3sFT99wJAOibcyLMzChy3cBjTzyJ4V1DOPCQQzB7cBCJVArxmAE9pgOa1x9U06BBw9AeN2ukCYw/Xqiq4y84BRsefQmOuQXdM4+DmX4Bdg/w+BNPIrN3DPPnvwez585HKpWCEYvBMHRohg5N12AYmrf4sFa8R/Lun1gOF9yBR89Bqv8iOI7A2J4R6LMeg5Pqxg9u+i4OX3YY5s6bh4FZs9AzYwDx2OSHvhO/7qZlwcy134KrLVXTMzzsLiI3a9assn+ez+eRzxc76chOLqZp1uxvLv+8mX3Ql591Ht5c/xy2bnwZL+xdg7mp/dFdiAHPp4Hn05hqvstI6B3Zzz2IieO86IijsPT4k7DpqcfxVnoDluZWYDC1ELHNeWDzDuSxA/X0ZkoabiZDi3MMgop3deP4P/w4Hr/zJ3Dg4Lm9v8PJcy5Ez6gGPD4E8/Eh1LMnB+PuBHNoGsegDqf86Sdxz/VfhZnL4m1swEG5ozEntQjdm/PA5m3IAQjaL24B3DmPhh3eGERxzg7b+y68CG++8Ax2btmEsT078Jo+hP17DkN/YjYSr2ThvPIWgj6HnYtuAMAMY2bb7qMoxnjhe/fHBy/+Ep64625YhRz0+FIUCkegy3kX+cIG2IkkXnj9Vbzw+quB31PEYm07BmErN8Y9s+I4/sPnY+39b8MygW7bQN5cDyeewLpNG7Bu04YpfVYsznEIKtGtY8U5i/DsvW9B1/uRGu5CJgXsy2bwyHPPTu1NHQfnXXC+2g2dgnq+A5pokSViHcfBhRdeiKGhITzyyCNlX/PVr34V11577aSf//SnP0V3d3fYmzhlQgjkdu9C4bk3sMCZg9mJueiNDaAr1jul93v6hD3Q+QS2LnY+BwiBoec2YPbeBOYmFmBWcg6SRg8Mrf6MwtPz34K+ZGrj16nMsVFohoHc7l1wXtqBhfoCzEkuQHesD3G9/id4LzmbkDul/AMTKs9Mj8EcGYKR6sLIK69jcKgLCxILMSOxH7qM3rqfZu8t7MKWU5mRq4ewbYy98wYAINE3gJENr2PuaD/ek1yMgfgsJPSuusfh2ZM6r6tTo4QAzBEdhSG3CiDe62DvKzswnNmEQpcDJxGDMGKBm3+sWLEi5C2efvL7dNg5HYkBG7tefhf7Rt6AlUTd+1469MBD0TXARWvrYY56rfqzAu+uX4ecMQY7GYOTiNffgdVxsOLYY0PYyvpkMhn82Z/9GYaHh/01wCppmSDoc5/7HO677z488sgjWLhwYdnXlMsELVq0CLt37675DzVNE6tWrcKZZ56JeAt09hJCwMzl4VgCTsEu6Yoi5AtKf4eN31+DRQW3v/7cfz6xuRvbRuodZ8s0UUjnIGzh7uwyh4P80bZnXkf/4+73L3/+LCw+8RCVm96xbMuCbdqw8iaE5dTs3pe+yX1K+GbvThz/9xc2YxM7gnssFADbHncclLtCjH3HHYM9hZ147/XhjEGrnbObQTgOzLwJp2BDOA4c24EQ7oKoE2VuesX/dbteE1p5jIUQsG33vGSZFmzbcedfCeEdEwI/vOkm5JNuQc0//uM/Rrq9rWqqY2xbFizLgm1ZANx97jgOhO3Asd3fCwj89u57sXH3WwCAyz57GQZmD4T0L+ksQghYBRvZdAaOXbtxS8Gy8Ojvf48PfeTCyI/lkZERDA4OBgqCWqIc7rLLLsOvfvUrPPzwwxUDIABIJpNIlun+EY/HA+/0el4btkQ9C3uVPBBple1vZUHHOR6PoytgFnHfazsAr3gu1dvFcVAkHo8DdTy8k2WkejzGMVConmNBNjgXCP981Ern7GYI2uEqg2IQ1O77p6XHuCvYyallt79F1DvGQV8bK5mv0jejj+OgUCIBdPcG+/6bpomkd18U9RjU8/mRBkFCCHz+85/H3XffjYceeggHHHBAlJvT2hSsbUPqJLrYnCJqOrvDRY6T8qmTtUghTUezrGKWIs6urVSnSIOgSy+9FD/96U/xv//7v+jr68P27e5K5gMDA+gK+PSlU4gpLiJG6tilJ1u2KY+cHudclKixPTN1Mn77o2eXlGrp9c5hoY4X6TfmlltuwfDwMFauXIn58+f7/91xxx1RblZrYiYocna+2HEk0cNWnFFji+wWwEwQdTRel6Nmm3btFxFVEHk5HAXkOLzhiJhVEgTFu7hOUNSMeEtMaexogicl6mC8g4mebTMIoqlj7rBNaFNo40xqOVaxJDGW4HhEzQg4gZzCo3FeFnUyPgOInBAMgmjqeAVrE7MXHBj1JnS8eQcdVPwN12mK3JwDFke9CR2vf+57ot4EosgkODc0crMXzY56E6iNMQhqE4MLZ0S9CR1vYFZJsw7GQJHrnc0bkKjNnFd9DQai6axvcL+oN6HjzWFXYWoAg6A2wXvuFlAyh63eFd0pBByDyGm8glAH43WAqL1xZrEiIyMv4JWNX4ZlpWu/eAqcPhPiZIHZmz8M4AOhfEa7y+d34YX1l6G75008/cyNUB06CtOBfUoeA1vfj4Ucg7Icx8KLL16GsfRroX2GdUoWXUNLMYBvhPYZ7e61176GXbtXh/b+1ilZxHODWIprQ/uMdvfOuz/F22/fCiHCWd7AOiULw+zB/Jf+KpT3nw727Pk9Nm26DraTD+X9918yjAULBF5//X2hvP90kMm8jq7ub4dyTQaAXC6LY9+XxbvvvFf5e08XljWKF9b/NXK5rSF+ikBXdx7AeSF+hnoMghTZufN+jI6+FN4HGAB6geGFDwH4u/A+p43t2/c4Rkaega4D2WxIH9ID7Nv/QQD/FtIHtLdMZjN27V4V7of0AGbPDljYB2BOuJ/VhoQQeOvtH4b7Id4YpEdewX5YEe5ntal33/1vZDKvh/cBPYAJYGzOOgAfDe9z2tj27fdgLL0xtPdPJNz/5swNcZzb3J49v4VhvBXeNRlAdzcwf0F449zuhofXYt++x0L/HF1vv5Ci/ba4RQm4T/vmzvkQFi78hPL3f/f3/x+29/yEdXFVyDGw7UU4ZsX1iCleR2Zky0a8tu9qpe853cin3rHYDBy1/PuhfMazz34c0IT7H1V11PL/QCzWp/x9X/j938Ds2cHzURXyWDj44C+jv+9I5e//yoP/gvTgeo5BFfKasHDhxZg753zl77/qN1/DrFnPK3/f6USOwayZp+KAA/5a+fuve+5uOM7tyt93OpHnou7uA3HYodeF8hmWZePxxx8P5b3DxCBIsWRqHmbMUJ8a39f9ovL3nK6E6MbAwDGIx+Nq37c/BuxT+pbTlq4nQjkOAABCAzQBLcXTVy39/UchkZil/H11221KYfRzvaxaenuWhXIsGOaA+/8BtoqvpatrcShjUMizMUhQ8cRgONcE8aT695ymDKMntOuyaZpwnO2hvHeYOK1VmXCfSqcOdW9k4gu6Q/2cthby4rvxeT0AAC3Jw6ayJmRnvPbksf3YHa688Mcg5nXm6zqc7WkrC3ccug5zrwndR7NDWWXhjsEBB7qdyWYMMBiqLNwxWLzYXSrB4JplNAX81rQJPeYOFZ9+R0+L8bChzqYn3fOQZrAWKyq6dy3QU1y4OSrveY+7Ttbi/fePeEs614yZMwEAg4ODEW8JtSPezSkX1k0BbzaipnEMAgtzX7EtbXCh7SsOQXChfV85CFGT5zleG2oLax/5Y8DrQk38nk7GIEiVkEuxKIjmjIHgWFfBfRO95o2B4HhHjiNQRdPO1RyFipo1BrwuV8F9UwmDICIiIiIi6igMgoiIiIiIqKMwCFIstJpL1rvWgTX4kQv1+8pxCI7HQtR4TYheeHMhOAaB8fsaPY7BJAyC2g5rOytj/XfUmjtHhONQTlPnrLEOv6KmjQPHoKJmnY84Ny56HIPKuG8qYxBEREREREQdhUGQcky7T18cA2o3PB9Fj2MQPZYkTl8cg+C4ryZiEKRI09KNLH2oqHkpX45BRU38fjLFXwn3S2vg+Sh6HIOo8brcAnjfWBGDICIiIiIi6igMglQLKT3OlX7rEdIYsPShDuwO1xp4PooexyByPHe3AJYkRo/7aiIGQcow3UhERERE1A4YBLUZzoOoomm7hmNQGdszR49tylsD50J0DJ6LquC+iR7HoBIGQURERERE1FEYBCnHdqjR476KWpjzFTg3K7jQ9hXHIDjuqxbAeVlRC2tfcQyC456ajEGQKk1LhzOtWVmTVgdn6UOL4DiUxzblraFJ5yOOQWVNOldzDKpo1hjwulwF900lDIKIiIiIiKijMAhSLLR0I/OYLYCDEFioJUAch+hxDIIKrVyHZXaBhVcyxTEIjmMQOZ4zJmEQpAhXRW4F3DdRa25ZCMe7nKZWhbAEpaKmledwDCridbkVcAyixnLNyhgEERERERFRR2EQ1CbYAaUeTLtHj+VwrYHHwvTFMQiOJYmRC21fcQyC476aiEGQMjLdyC8ZEREREVErYxDUblj/XRHrv1tAE7+fHIVKOC+rNfB8FD3um6jxutwCuGsqYhBEREREREQdhUGQaqx7jV5ITz001n/XgXOCWkNYq7RTYCGdNzhPtA68LrcAzsuKHvfVRAyClGnWytRUUdNKsTgKlTVx37A0tAKWw7UGXhOixzbl0eN1OXrcN5UwCCIiIiIioo7CIKhtMI0ZHEsfohZmqQ6rH4ILrYSTgxBYaMcCxyByLEkMLryrMscgKO6ryRgEqeJnG/klIyIiIiJqZQyC2g5rOytrUg0+67+r4HyU6DWzTTnHoKKm7RqOQUVNOlfzOKiiadOyOAaV8PtZGYMgIiIiIiLqKAyCFGP993TGMQgs1F3FcQiO8+OixzGIWnhzITgGwXFfRY73kZMwCFKEqyJHj2MQveam3TkO5TS1LIRDUFHTjgWWAVXEa0Ir4BhEj/umEgZBRERERETUURgEKcfVwaPH0ofohbmvOA7B8ViIHscgeixTjxzb9bcA7quJGAQpw9KHzsExqKip30+OQ3kcg9bAMqDOwTGohCWJLYD3jRUxCCIiIiIioo7CIKhtMI0ZNY1p9zqwHK41sDw3ciGdNzgGdeC5uwXwOKDWwyBIGS/dyJMtEREREVFLYxDUZrjybxVNq3vlGLQCrhBeSfP2C89H1TRn33AMquFc3eg1awya8zHtiTunkkiDoIcffhgXXHABFixYAE3TcM8990S5OURERERE1AEiDYLS6TSOOuoo3HzzzVFuhmIsh4sexyBqYc6f4tys4ELbVRyDwEKbs8AhCCysMeB8lODC21ccg6D4fZ0sFuWHn3vuuTj33HOj3AR1WIrVAppUfsIhqKi5pTkciOhxDCriNSF6TRoDliRWwzGIGvdNZZEGQfXK5/PI5/P+70dGRgAApmnCNM2qf1f+ea3XTZXjOO7/bTuUz7BtG4A7DyKsf0O7k/sICGecTcvyfsUxqMT29lGY31M5F8iyLI5DGZZV3CemaUHX1Sf8hXe+s61wzndA+OfssMnbjrC+p47t+P9v130U+nVZuPvI4nU5MvJ7ajvhfE8tXpdrsi33e+qE+D1tpfN1PdvQVkHQddddh2uvvXbSzx988EF0d3cHeo9Vq1ap3iwAQDL5FuIJ4NXXXsVLL92r/P0NYwO6uoHh4WHce6/6958OYvGXkEoBgBbKOGvaEHp63YCXY1CebryO7m4gPZYJbR/19FrQNODRRx+DEJtC+Yz2lkVvn/ur+++/H2Gc5ru69sGIAWvXrYVtOcrfv1RY5+ywdfdkoevu99Rx3lb+/onkm0gkgE2bNuHll9v7fBTWGKe6diIWA9a/sB7r1ga7R6hHLP4iUilgx/YdePON9h6DsCQSW5BIAm+99RY2vaZ+H+n6m+juATKZ8K457S4Wew6pLmDPnr2h76NWOF9nMpnAr22rIOiqq67CFVdc4f9+ZGQEixYtwllnnYX+/v6qf9c0TaxatQpnnnkm4vG48m179bUnsH374zjkkGXYf/F5yt9/795evPjSDzAwMIDTVqp//+lg69YhbNp8FwCEMs75/HY8+dQ/Qdd1nHcex6Cc4eFn8PwL30VPbw9WhvQ9ffSxr8K2szjllJPR339IKJ/RzixrFI89/o8AgHPOOQe6nlD+Gc+/8DMMD2/GMSuOwX77naP8/YHwz9lhe/KpbyCf34dTTjkZfX1HKn//TZvXYuvWR7B06VIsWdKe56Owx/jFl36JvXtfxvLlyzFvnvp9tG3bGF7b9HPMnTcXh7+3PccgbJs3v4x3twL7L16Mgw9Wv49GRp7Hc8/fiO7ubqw8lWNQzs6dAq9s/C8Mzp6N5cvD2UetdL6WVWJBtFUQlEwmkUwmJ/08Ho8H3un1vLYesuTE0PVQ3t+IGQDc+chRf8FalW4Uy37CGGfbLh4uHIPyDEN+T7XQ9pFsjBCLxTgOZY3/nuq6+n2kad75zgjnfFcqrHN2+NyCuLC+p/Kao+vhHWvNEtYYy3OFYRjhXJebcL5rd7quef8PZwxiMV6XazG8eyOtCeeKVjhf1/P5XCeIiIiIiIg6SqSZoLGxMWzaVKzp37JlC5577jnMmjULixcvjnDLpkJOg2UrzqiF1geFbYHrwH3VGjgO0WNr4OiF1aacYxAY2/W3AO6riSINgp555hmcdtpp/u/lfJ9LLrkEt912W0Rb1eLY6bAKtqSNHltkR49j0Bp4Pooex6BzcAyofpEGQStXrvTb3RIRERERETUD5wSpFt4S7SG973TEksTohbmvOA7B8ViIXEjXBI5BHcKqhuMY1IHHQdS4ryZjEKQKV6aOHldobwHN2zfMIlfSxDHgsRA5jkA1Tdo7PBdV1LRzBMegCu6bShgEERERERFRR2EQ1DaYxowexyAoLcSOPUzpBxfaOLAjU2ChfV85BoGFd87gGATF83Yr4BhMxCBIMR7oREREREStjUFQ22FtZ2VNmpfF2uOKmjtHhONQXhP3C4+FyjhHMXqcq9sCOAZR476pjEEQERERERF1FAZBihQjbdZ/R4/139Maj4U68FiIHscgehyD6HEMIsdr5yQMgtoO05qVNC/lyzGoqKnlURyHcliu2RrYGjh6vCa0AJaFRo/niIoYBBERERERUUdhENQm2HWuBTCVXIcw9xXHITiu0h49jkH0wipTD+dtpyW266cWxCBImZDnBPkfw7Rm9DgGlbEcLnocg9bAMqDOwTGojPsmehyDShgEERERERFRR2EQREREREREHYVBkCqyTI31qS0grBp8Circ+QociaC00M5HHIPAeE2IXkhjwHlZ9eAYRI37ajIGQW2GK/9WwflSHYWjXUnz9gzPR9U0Z99wDKpo1jWB156K2Cq+FXDfVMIgiIiIiIiIOgqDIGXCjrSZxowexyCwEEuAmNJvASzxCiy07yvHILDwzhkcg6A4Bi2A54xJGAQpFv5XjGnNyppYBsTUe1lNLc3hGJTV1L3CMaioeecIjkFlLEmMHscgatw3lTEIIiIiIiKijsIgqF0wjVkHpt2jF+K+4jAExB01vXF8g+M1YfriGATHfTURgyBFiulGfsmIiIiIiFoZgyCaNppb98oa27KaOkeEY1AWx6BFsDVw1DgXogU0bQg41hVx11TEIIiIiIiIiDoKgyBlvFCbK1O3gJDGgPOy6hDmvuI4BMM25a2B14Rpi9eE4MLaVxyDOnBfTcQgqM2wNXM1LAOKHscgehwDIhdLEqPHVvHR476phEEQERERERF1FAZBqoQeaDONGT2OQVDhlupwHIIItXyTJSjBhbavOAaBsUy9BXAMosZ9NRmDIOXC/pIxrVlRE0sSWJZYSRPHgMdCBRyD1tCcfcMxqKJp52mOQSXN+n7ymlwN900lDIKIiIiIiKijMAhqG0xjBsfyk8iFuqs4DsGwJLEVhFaCwpLEwMIrA+IYBMd9FTmeMyZhEKSMm25kzSURERERUWtjENR2WNtZGVsDR62p8xNYA15Wc8egeR/Vbpo3R4GDUEnT5qNwDKrgcRA1fj8rYxBEREREREQdhUGQIqFH2qzlbAEcg+DC21ehtn6eVjgnqDVwPkr0uK+ixnlZrYD7aiIGQcqxRXZUmrtnOA5lNbVEjWNQFsegRTRp37AstAVwDCri9zN6HIOKGAQREREREVFHYRDUJth1rh4hrUzNMqw6sBQreiGWJHIM6hDS+SiUd52mwjp385pQB44BtR4GQcp46UYekERERERELY1BUJtpXtvVNsS5EERgq/hWwfbM0eO8rOixRXb0uG8qYRBEREREREQdhUGQKnwS1Do4FJHjnJHohVqZy7LfwMKbS8gxCC6seVkcg8DCmhLEMQiM+2oyBkFth3f4lTVv3zDmraSJY8BjIXIcg2pYBhS5Jp2oeRxU1rSjgBflivj9rIxBEBERERERdRQGQYqEHmmz/KQOLD+JXLi1WCG+93TCMZjWeE0ILLwyII5BcByDyPGcMQmDIMXCr7lkWrMydsWKWlPT7ix/KKupZSEcg4qaNw4cg0pYBtQKeBxQ62IQREREREREHYVBUJtgV49WwDEILrx9FV63remG+6k1sAwoemG1JuMYBMWSxFbAfTURgyBlZCqWXzIiIiIiolbGIKjdsOy1oubWf3MgymrqHBGOQXkcg47CIaiC81Eix7lx0ePczYpaIgi6+eabsWTJEqRSKZxwwgl46qmnot4kIiIiIiKapiIPgu644w5cccUVuOaaa7B27VocddRROPvss7Fz586oN63FsMwuuJBWB2f9dx3Ynjl6Ic7L4hjUIaTzEccguNB2FccgOF6Xo8d9NVEs6g244YYb8Jd/+Zf41Kc+BQD43ve+h1//+tf40Y9+hCuvvDLirZuCkA9Iy05j584HQv2MdpVOv9a0z9q1axV0Pdm0z2sXIyPPN+2zhoafhG3vbdrntYuCuadpnzU6+lJo5yPbtmDEXsDu3TEYRuSXqroJYTblc7LZN9v2mhD2GJvmPuXvWU6hsLdtxyBsudzbTfkcxzE5BhWMjr0U9Sa0rEivLIVCAc8++yyuuuoq/2e6ruOMM87A448/Pun1+Xwe+Xze//3IyAgAwDRNmGb1C47881qvmyrHcQAAtm2H8hm27dZ0muYerH/xr5W///SihzQGtv/rl17+W+XvP72EMwYuAwDwxhvfCun9pwdNM0IbA+EVEby79Wd4d+vPQvkMAOjqAl7ecFto798Mti1CGQdHuA/c9ux9GHv2Pqz8/ZulGWPs2OFc+x3vkpDJbOJ1uQZHaKGMgWW590aOk+UY1CLCuy6HfY9dj3q2IdIgaPfu3bBtG3Pnzh3387lz5+KVV16Z9PrrrrsO11577aSfP/jgg+ju7g70matWrZraxtaQSNgwjAPw4otv4/nn7g3hE2wkU8dD13aF8N7Th0AcpnlCaOMcT5yNmPFqKO89fWjYseMo3HtvGMcBEIudjHicaf1a8rnwxkA3DkIicTA0WKG8/3RhO+/Bb3/7HAD1GVJN60EydRg05JS/93TiiAE8+eQQgDCOhRySqaOha8MhvPf0IdCFVzb0YsPLYYyBQCL5fhj6uyG89/QhEMObbx2ALVvCuSZIYd171SOTyQR+rSaaurz4eFu3bsV73vMePPbYYzjppJP8n3/pS1/CmjVr8OSTT457fblM0KJFi7B792709/dX/SzTNLFq1SqceeaZiMfjav8h1DI4ztMfx7gzcJynP47x9Mcx7gytNM4jIyMYHBzE8PBwzdgg0kzQ4OAgDMPAjh07xv18x44dmDdv3qTXJ5NJJJOT52HE4/HAO72e11L74jhPfxzjzsBxnv44xtMfx7gztMI41/P5kXaHSyQSOPbYY7F69Wr/Z47jYPXq1eMyQ0RERERERKpE3nLniiuuwCWXXIL3ve99OP744/Htb38b6XTa7xZHRERERESkUuRB0Mc+9jHs2rULV199NbZv346jjz4a999//6RmCURERERERCpEHgQBwGWXXYbLLrss6s0gIiIiIqIOEOmcICIiIiIiomZjEERERERERB2FQRAREREREXUUBkFERERERNRRGAQREREREVFHYRBEREREREQdhUEQERERERF1FAZBRERERETUURgEERERERFRR2EQREREREREHYVBEBERERERdRQGQURERERE1FEYBBERERERUUeJRb0BjRBCAABGRkZqvtY0TWQyGYyMjCAej4e9aRQRjvP0xzHuDBzn6Y9jPP1xjDtDK42zjAlkjFBNWwdBo6OjAIBFixZFvCVERERERNQKRkdHMTAwUPU1mggSKrUox3GwdetW9PX1QdO0qq8dGRnBokWL8Pbbb6O/v79JW0jNxnGe/jjGnYHjPP1xjKc/jnFnaKVxFkJgdHQUCxYsgK5Xn/XT1pkgXdexcOHCuv5Of39/5ANE4eM4T38c487AcZ7+OMbTH8e4M7TKONfKAElsjEBERERERB2FQRAREREREXWUjgmCkskkrrnmGiSTyag3hULEcZ7+OMadgeM8/XGMpz+OcWdo13Fu68YIRERERERE9eqYTBARERERERHAIIiIiIiIiDoMgyAiIiIiIuooDIKIiIiIiKijTKsg6Oabb8aSJUuQSqVwwgkn4Kmnnqr6+p///Oc49NBDkUqlcOSRR+Lee+9t0pbSVNUzxrfddhs0TRv3XyqVauLW0lQ8/PDDuOCCC7BgwQJomoZ77rmn5t956KGHcMwxxyCZTGLp0qW47bbbQt9Omrp6x/ihhx6adCxrmobt27c3Z4Opbtdddx2OO+449PX1Yc6cObjooouwcePGmn+P1+X2MpVx5rW5vdxyyy1Yvny5vxDqSSedhPvuu6/q32mX43jaBEF33HEHrrjiClxzzTVYu3YtjjrqKJx99tnYuXNn2dc/9thj+NM//VP8n//zf7Bu3TpcdNFFuOiii/Diiy82ecspqHrHGHBXL962bZv/35tvvtnELaapSKfTOOqoo3DzzTcHev2WLVtw/vnn47TTTsNzzz2Hyy+/HH/xF3+BBx54IOQtpamqd4yljRs3jjue58yZE9IWUqPWrFmDSy+9FE888QRWrVoF0zRx1llnIZ1OV/w7vC63n6mMM8BrcztZuHAhvv71r+PZZ5/FM888g9NPPx0f/vCH8dJLL5V9fVsdx2KaOP7448Wll17q/962bbFgwQJx3XXXlX39n/zJn4jzzz9/3M9OOOEE8ZnPfCbU7aSpq3eMb731VjEwMNCkraMwABB333131dd86UtfEocffvi4n33sYx8TZ599dohbRqoEGePf/e53AoDYt29fU7aJ1Nu5c6cAINasWVPxNbwut78g48xrc/ubOXOm+I//+I+yf9ZOx/G0yAQVCgU8++yzOOOMM/yf6bqOM844A48//njZv/P444+Pez0AnH322RVfT9GayhgDwNjYGPbff38sWrSo6pMLal88ljvH0Ucfjfnz5+PMM8/Eo48+GvXmUB2Gh4cBALNmzar4Gh7L7S/IOAO8Nrcr27Zx++23I51O46STTir7mnY6jqdFELR7927Yto25c+eO+/ncuXMr1oxv3769rtdTtKYyxsuWLcOPfvQj/O///i9+8pOfwHEcnHzyyXjnnXeascnUJJWO5ZGREWSz2Yi2ilSaP38+vve97+Guu+7CXXfdhUWLFmHlypVYu3Zt1JtGATiOg8svvxynnHIKjjjiiIqv43W5vQUdZ16b28/69evR29uLZDKJz372s7j77rvx3ve+t+xr2+k4jkW9AURhOemkk8Y9qTj55JNx2GGH4fvf/z7++Z//OcItI6J6LFu2DMuWLfN/f/LJJ2Pz5s341re+hf/6r/+KcMsoiEsvvRQvvvgiHnnkkag3hUIUdJx5bW4/y5Ytw3PPPYfh4WH84he/wCWXXII1a9ZUDITaxbTIBA0ODsIwDOzYsWPcz3fs2IF58+aV/Tvz5s2r6/UUramM8UTxeBwrVqzApk2bwthEikilY7m/vx9dXV0RbRWF7fjjj+ex3AYuu+wy/OpXv8Lvfvc7LFy4sOpreV1uX/WM80S8Nre+RCKBpUuX4thjj8V1112Ho446CjfeeGPZ17bTcTwtgqBEIoFjjz0Wq1ev9n/mOA5Wr15dsWbxpJNOGvd6AFi1alXF11O0pjLGE9m2jfXr12P+/PlhbSZFgMdyZ3ruued4LLcwIQQuu+wy3H333fjtb3+LAw44oObf4bHcfqYyzhPx2tx+HMdBPp8v+2dtdRxH3ZlBldtvv10kk0lx2223iZdffln81V/9lZgxY4bYvn27EEKIT3ziE+LKK6/0X//oo4+KWCwmvvGNb4gNGzaIa665RsTjcbF+/fqo/glUQ71jfO2114oHHnhAbN68WTz77LPi4x//uEilUuKll16K6p9AAYyOjop169aJdevWCQDihhtuEOvWrRNvvvmmEEKIK6+8UnziE5/wX//666+L7u5u8cUvflFs2LBB3HzzzcIwDHH//fdH9U+gGuod429961vinnvuEa+99ppYv369+L//9/8KXdfFb37zm6j+CVTD5z73OTEwMCAeeughsW3bNv+/TCbjv4bX5fY3lXHmtbm9XHnllWLNmjViy5Yt4oUXXhBXXnml0DRNPPjgg0KI9j6Op00QJIQQN910k1i8eLFIJBLi+OOPF0888YT/Z6eeeqq45JJLxr3+zjvvFIcccohIJBLi8MMPF7/+9a+bvMVUr3rG+PLLL/dfO3fuXHHeeeeJtWvXRrDVVA/ZDnnif3JsL7nkEnHqqadO+jtHH320SCQS4sADDxS33npr07ebgqt3jK+//npx0EEHiVQqJWbNmiVWrlwpfvvb30az8RRIufEFMO7Y5HW5/U1lnHltbi+f/vSnxf777y8SiYTYb7/9xB/8wR/4AZAQ7X0ca0II0by8ExERERERUbSmxZwgIiIiIiKioBgEERERERFRR2EQREREREREHYVBEBERERERdRQGQURERERE1FEYBBERERERUUdhEERERERERB2FQRAREREREU3Jww8/jAsuuAALFiyApmm45557Qv0827bxla98BQcccAC6urpw0EEH4Z//+Z9R79KnDIKIiCgSn/zkJ3HRRRc1/XNvu+02aJoGTdNw+eWXB/o7n/zkJ/2/E/YFnoionaTTaRx11FG4+eabm/J5119/PW655RZ897vfxYYNG3D99dfj3/7t33DTTTfV9T6xkLaPiIg6mKZpVf/8mmuuwY033lj3kztV+vv7sXHjRvT09AR6/Y033oivf/3rmD9/fshbRkTUXs4991yce+65Ff88n8/jH//xH/Gzn/0MQ0NDOOKII3D99ddj5cqVU/q8xx57DB/+8Idx/vnnAwCWLFmCn/3sZ3jqqafqeh8GQUREpNy2bdv8X99xxx24+uqrsXHjRv9nvb296O3tjWLTALhB2rx58wK/fmBgAAMDAyFuERHR9HTZZZfh5Zdfxu23344FCxbg7rvvxjnnnIP169fj4IMPrvv9Tj75ZPy///f/8Oqrr+KQQw7B888/j0ceeQQ33HBDXe/DcjgiIlJu3rx5/n8DAwN+0CH/6+3tnVQOt3LlSnz+85/H5ZdfjpkzZ2Lu3Ln4wQ9+gHQ6jU996lPo6+vD0qVLcd999437rBdffBHnnnsuent7MXfuXHziE5/A7t27697mf//3f8fBBx+MVCqFuXPn4o//+I8b3Q1ERB3trbfewq233oqf//zn+MAHPoCDDjoIf/d3f4f3v//9uPXWW6f0nldeeSU+/vGP49BDD0U8HseKFStw+eWX48///M/reh8GQURE1DJ+/OMfY3BwEE899RQ+//nP43Of+xw++tGP4uSTT8batWtx1lln4ROf+AQymQwAYGhoCKeffjpWrFiBZ555Bvfffz927NiBP/mTP6nrc5955hn8zd/8Df7pn/4JGzduxP33348PfvCDYfwTiYg6xvr162HbNg455BC/AqC3txdr1qzB5s2bAQCvvPKKP+ey0n9XXnml/5533nkn/vu//xs//elPsXbtWvz4xz/GN77xDfz4xz+ua9tYDkdERC3jqKOOwpe//GUAwFVXXYWvf/3rGBwcxF/+5V8CAK6++mrccssteOGFF3DiiSfiu9/9LlasWIGvfe1r/nv86Ec/wqJFi/xSiSDeeust9PT04EMf+hD6+vqw//77Y8WKFer/gUREHWRsbAyGYeDZZ5+FYRjj/kyWRB944IHYsGFD1feZPXu2/+svfvGLfjYIAI488ki8+eabuO6663DJJZcE3jYGQURE1DKWL1/u/9owDMyePRtHHnmk/7O5c+cCAHbu3AkAeP755/G73/2u7PyizZs3Bw6CzjzzTOy///448MADcc455+Ccc87BRz7yEXR3dzfyzyEi6mgrVqyAbdvYuXMnPvCBD5R9TSKRwKGHHhr4PTOZDHR9fDGbYRhwHKeubWMQRERELSMej4/7vaZp434mu87Ji93Y2BguuOACXH/99ZPeq55Obn19fVi7di0eeughPPjgg7j66qvx1a9+FU8//TRmzJgxhX8JEVFnGBsbw6ZNm/zfb9myBc899xxmzZqFQw45BH/+53+Oiy++GN/85jexYsUK7Nq1C6tXr8by5cv9Dm/1uOCCC/Cv//qvWLx4MQ4//HCsW7cON9xwAz796U/X9T4MgoiIqG0dc8wxuOuuu7BkyRLEYo1d0mKxGM444wycccYZuOaaazBjxgz89re/xR/+4R8q2loiounnmWeewWmnneb//oorrgAAXHLJJbjttttw66234l/+5V/whS98Ae+++y4GBwdx4okn4kMf+tCUPu+mm27CV77yFfz1X/81du7ciQULFuAzn/kMrr766rreh0EQERG1rUsvvRQ/+MEP8Kd/+qf40pe+hFmzZmHTpk24/fbb8R//8R+TatAr+dWvfoXXX38dH/zgBzFz5kzce++9cBwHy5YtC/lfQETU3lauXFl1zbd4PI5rr70W1157rZLP6+vrw7e//W18+9vfbuh92B2OiIja1oIFC/Doo4/Ctm2cddZZOPLII3H55ZdjxowZk2rGq5kxYwb+53/+B6effjoOO+wwfO9738PPfvYzHH744SFuPRERRUUTUS3XTUREFIHbbrsNl19+OYaGhur+u5qm4e677x63vhEREbUfZoKIiKjjDA8Po7e3F3//938f6PWf/exny3agIyKi9sRMEBERdZTR0VHs2LEDgFsGNzg4WPPv7Ny5EyMjIwDcrnM9PT2hbiMREYWLQRAREREREXUUlsMREREREVFHYRBEREREREQdhUEQERERERF1FAZBRERERETUURgEERERERFRR2EQREREREREHYVBEBERERERdRQGQURERERE1FH+f/yNshXXrcEeAAAAAElFTkSuQmCC\n" + }, + "metadata": {} + } + ], + "source": [ + "## Importing the SPICE file of an externally designed component for simulation\n", + "\n", + "from PySpice.Spice.Netlist import Circuit, SubCircuit, SubCircuitFactory\n", + "from PySpice.Unit import *\n", + "import matplotlib.pyplot as plt\n", + "\n", + "circuit = Circuit('HGU_Comparator')\n", + "circuit.lib(f'{CONDA_PREFIX}/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice', 'tt')\n", + "circuit.include('hgu_comp_flat_RC.spice')\n", + "\n", + "# circuit.X(1, 'hgu_comp', 'cdac_vn', 'cdac_vp', 'VSS', 'VDD', 'clk', 'ready', 'comp_outp', 'comp_outn')\n", + "circuit.X(1, 'hgu_comp', 'ready', 'cdac_vn', 'comp_outp', 'comp_outn', 'cdac_vp', 'clk', 'VDD', 'VSS', 'P', 'Q', 'X', 'Y')\n", + "\n", + "# Define the voltage sources\n", + "circuit.V(1, 'VDD', 'VSS', 1.8)\n", + "circuit.V(2, 'ready', 'VSS', 1.8)\n", + "circuit.V(3, 'VSS', 0, 0)\n", + "circuit.V(4, 'Vbias', 0, 0.9)\n", + "\n", + "circuit.C(1, 'comp_outp', 'VSS', 0.005@u_pF) # 5 fF capacitor\n", + "circuit.C(2, 'comp_outn', 'VSS', 0.005@u_pF) # 5 fF capacitor\n", + "\n", + "# # pulse input source\n", + "# circuit.PulseVoltageSource('cdac_vp', 'cdac_vp','Vbias',\n", + "# initial_value=0@u_V, pulsed_value=0.007@u_pV,\n", + "# rise_time=10@u_ps, fall_time=10@u_ps,\n", + "# pulse_width=4@u_ns, period=8@u_ns, delay_time=4@u_ns)\n", + "# circuit.PulseVoltageSource('cdac_vn', 'cdac_vn','Vbias',\n", + "# initial_value=0@u_V, pulsed_value=0.007@u_pV,\n", + "# rise_time=10@u_ps, fall_time=10@u_ps,\n", + "# pulse_width=4@u_ns, period=8@u_ns, delay_time=0@u_ns)\n", + "\n", + "### liner input source\n", + "circuit.PieceWiseLinearVoltageSource(\n", + " 'cdac_vp', 'cdac_vp','Vbias',\n", + " values=[(0@u_ns, 0@u_V), (30@u_ns, -0.002@u_V)],\n", + ")\n", + "circuit.PieceWiseLinearVoltageSource(\n", + " 'cdac_vn', 'cdac_vn','Vbias',\n", + " values=[(0@u_ns, 0@u_V), (30@u_ns, 0.002@u_V)],\n", + ")\n", + "\n", + "circuit.PulseVoltageSource('clk', 'clk', 0,\n", + " initial_value=0@u_V, pulsed_value=1.8@u_V,\n", + " rise_time=1@u_ps, fall_time=1@u_ps,\n", + " pulse_width=1@u_ns, period=4@u_ns, delay_time=1@u_ns)\n", + "\n", + "print(str(circuit))\n", + "\n", + "# Run transient simulation\n", + "simulator = circuit.simulator(temperature=25, nominal_temperature=25)\n", + "analysis = simulator.transient(start_time=1@u_ns, step_time=1@u_ps, end_time=30@u_ns)\n", + "\n", + "print ('done')\n", + "\n", + "# Plot the output\n", + "plt.figure(figsize=(10, 6))\n", + "plt.plot(analysis.time, analysis.cdac_vp + 6@u_V, label='cdac_vp + 6@u_V')\n", + "plt.plot(analysis.time, analysis.cdac_vn + 6@u_V, label='cdac_vn + 6@u_V')\n", + "plt.plot(analysis.time, analysis.comp_outp + 4@u_V, label='comp_outp + 4@u_V')\n", + "plt.plot(analysis.time, analysis.comp_outn + 4@u_V, label='comp_outn + 4@u_V')\n", + "plt.plot(analysis.time, analysis.P + 2@u_V, label='P + 2@u_V')\n", + "plt.plot(analysis.time, analysis.Q + 2@u_V, label='Q + 2@u_V')\n", + "plt.plot(analysis.time, analysis.X + 2@u_V, label='X + 2@u_V')\n", + "plt.plot(analysis.time, analysis.Y + 2@u_V, label='Y + 2@u_V')\n", + "plt.plot(analysis.time, analysis.clk, label='clk')\n", + "plt.title('Comparator Output')\n", + "plt.xlabel('Time [s]')\n", + "plt.ylabel('Voltage [V]')\n", + "plt.legend(loc='upper right')\n", + "plt.grid(True)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ABRCfNLl-GPI" + }, + "source": [ + "## Accuracy Measurement" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "yLqcjfjq6dMj" + }, + "outputs": [], + "source": [ + "def find_indices(input_list, target_value):\n", + " \"\"\"\n", + " Find the indices of a target value in a list.\n", + "\n", + " Parameters:\n", + " input_list (list): The list to search.\n", + " target_value: The value to find in the list.\n", + "\n", + " Returns:\n", + " list: A list of indices where the target value is found. If not found, returns an empty list.\n", + " \"\"\"\n", + " indices = [index for index, value in enumerate(input_list) if value == target_value]\n", + " return indices" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 509 + }, + "id": "t4_3A2r66b-0", + "outputId": "04c4ce04-2e26-49ce-a7e4-219af1b0617a" + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "acc_n: 0.00019482666666670312 V\n", + "acc_p: 0.002877226666666788 V\n" + ] + } + ], + "source": [ + "### Code to plot only the desired results\n", + "\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.ticker as ticker\n", + "import matplotlib\n", + "from matplotlib import pyplot as plt\n", + "from matplotlib.pyplot import figure\n", + "from matplotlib.lines import Line2D\n", + "from matplotlib import cm\n", + "\n", + "##Track changes in a variable called 'output' (e.g., voltage output) from simulation results\n", + "comp_outp_voltage = analysis['comp_outp'].data\n", + "comp_outn_voltage = analysis['comp_outn'].data\n", + "ready_voltage = analysis['ready'].data\n", + "time = analysis.time # simualtion time\n", + "\n", + "threshold = 0.001 ## For example, save data only when the change exceeds 0.001V\n", + "\n", + "## Calculate the difference in output values and select points where the change exceeds the threshold\n", + "comp_outp_filtered_time = []\n", + "comp_outp_filtered_output = []\n", + "for i in range(1, len(comp_outp_voltage)):\n", + " # Calulate difference\n", + " if abs(comp_outp_voltage[i] - comp_outp_voltage[i - 1]) > threshold:\n", + " comp_outp_filtered_time.append(time[i])\n", + " comp_outp_filtered_output.append(comp_outp_voltage[i] + 4)\n", + "\n", + "comp_outn_filtered_time = []\n", + "comp_outn_filtered_output = []\n", + "for i in range(1, len(comp_outn_voltage)):\n", + " # Calulate difference\n", + " if abs(comp_outn_voltage[i] - comp_outn_voltage[i - 1]) > threshold:\n", + " comp_outn_filtered_time.append(time[i])\n", + " comp_outn_filtered_output.append(comp_outn_voltage[i] + 2)\n", + "\n", + "ready_filtered_time = []\n", + "ready_filtered_output = []\n", + "for i in range(1, len(ready_voltage)):\n", + " # Calculate difference\n", + " if abs(ready_voltage[i] - ready_voltage[i - 1]) > threshold:\n", + " ready_filtered_time.append(time[i])\n", + " ready_filtered_output.append(ready_voltage[i])\n", + "\n", + "# Ploting fittered data\n", + "plt.scatter(comp_outp_filtered_time, comp_outp_filtered_output, label=\"comp_outp\")\n", + "plt.scatter(comp_outn_filtered_time, comp_outn_filtered_output, label=\"comp_outn\")\n", + "# plt.scatter(ready_filtered_time, ready_filtered_output, label=\"ready\")\n", + "plt.xlabel('Time (s)')\n", + "plt.ylabel('Voltage (V)')\n", + "plt.title('Filtered Output (Voltage Change > 0.001V)')\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.show()\n", + "\n", + "# if(len(comp_outn_filtered_time)>0):\n", + "# index = int(comp_outn_filtered_time[int(len(comp_outn_filtered_time)/2)].value)\n", + "# print(\"acc: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))\n", + "# if(len(comp_outp_filtered_time)>0):\n", + "# index = int(comp_outp_filtered_time[int(len(comp_outp_filtered_time)/2)].value)\n", + "# print(\"acc: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))\n", + "\n", + "if(len(comp_outn_filtered_time)>0):\n", + " meas_time_n = (comp_outn_filtered_time[int(len(comp_outn_filtered_time)/2)].value)\n", + " index = find_indices(analysis.time, meas_time_n)[0]\n", + " print(\"acc_n: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))\n", + "if(len(comp_outp_filtered_time)>0):\n", + " meas_time_p = (comp_outp_filtered_time[int(len(comp_outp_filtered_time)/2)].value)\n", + " index = find_indices(analysis.time, meas_time_p)[0]\n", + " print(\"acc_p: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "whCFlvFi-L17" + }, + "source": [ + "## Transition delay and transition time measurement" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "uAya2R9PH8R7" + }, + "outputs": [], + "source": [ + "def meas_trans_time(start_time, time_list, signal_A_list, signal_B_list, voltage_A, voltage_B, trans_A_percent, trans_B_percent):\n", + " \"\"\"\n", + " Measure the transition time between two signals reaching specific percentages of their target voltages.\n", + "\n", + " Parameters:\n", + " start_time (list): Time points corresponding to signal values.\n", + " signal_A_list (list): Voltage values for signal A.\n", + " signal_B_list (list): Voltage values for signal B.\n", + " voltage_A (float): Target voltage for signal A.\n", + " voltage_B (float): Target voltage for signal B.\n", + " trans_A_percent (float): Percentage of voltage_A for signal A transition point.\n", + " trans_B_percent (float): Percentage of voltage_B for signal B transition point.\n", + "\n", + " Returns:\n", + " float: The time difference between signal A and signal B reaching their respective percentages.\n", + " \"\"\"\n", + "\n", + " start_time_index = (find_indices(time_list, start_time))[0]\n", + "\n", + " # Calculate target voltages based on percentages\n", + " target_A = voltage_A * (trans_A_percent / 100)\n", + " target_B = voltage_B * (trans_B_percent / 100)\n", + "\n", + " indexA = 0\n", + " indexB = 0\n", + "\n", + " # Find the time when signal A reaches the target voltage\n", + " time_A = signal_A_list[-1]\n", + " for t in range(start_time_index, len(signal_A_list)-1):\n", + " if (signal_A_list[t] - target_A) * (signal_A_list[t+1] - target_A) < 0:\n", + " time_A = time_list[t]\n", + " indexA = t\n", + " break\n", + " else:\n", + " if len(signal_A_list) <= t+1:\n", + " raise ValueError(\"Transition point not found for one or both signals.\")\n", + "\n", + " # Find the time when signal A reaches the target voltage\n", + " time_B = signal_B_list[-1]\n", + " for t in range(start_time_index, len(signal_B_list)-1):\n", + " if (signal_B_list[t] - target_B) * (signal_B_list[t+1] - target_B) < 0:\n", + " time_B = time_list[t]\n", + " indexB = t\n", + " break\n", + " else:\n", + " if len(signal_B_list) <= t+1:\n", + " raise ValueError(\"Transition point not found for one or both signals.\")\n", + "\n", + " # Calculate and return the time difference\n", + " if time_A is not None and time_B is not None:\n", + " return abs(time_B - time_A), time_A, signal_A_list[indexA], time_B, signal_B_list[indexB]\n", + " else:\n", + " raise ValueError(\"Transition points not found for one or both signals.\")\n", + "\n", + "# Rising Time and Falling Time calculation fuction\n", + "def calculate_transition_times(time, signal, low_percentage=10, high_percentage=90, voltage=1.8):\n", + " \"\"\"\n", + " Calculates the rising and falling times for a signal.\n", + " Works for signals with both rising and falling transitions.\n", + "\n", + " :param time: List of time points (UnitValue or float)\n", + " :param signal: List of signal values (UnitValue or float)\n", + " :param low_percentage: The lower percentage for rising/falling time (default: 10%)\n", + " :param high_percentage: The higher percentage for rising/falling time (default: 90%)\n", + " :return: List of rising times and falling times\n", + " \"\"\"\n", + " signal = np.array(signal)\n", + " time = np.array(time)\n", + "\n", + " # Find min and max signal values\n", + " min_val = np.min(signal)\n", + " max_val = np.max(signal)\n", + "\n", + " # Calculate the low and high threshold values\n", + " low_threshold = min_val + (max_val - min_val) * (low_percentage / 100)\n", + " high_threshold = min_val + (max_val - min_val) * (high_percentage / 100)\n", + "\n", + " rising_times = []\n", + " falling_times = []\n", + "\n", + " # Rising time: Find transitions from low_threshold to high_threshold\n", + " rising_indices = np.where((signal[:-1] < low_threshold) & (signal[1:] >= low_threshold))[0]\n", + " for start_index in rising_indices:\n", + " end_index = np.where((signal[start_index:] >= high_threshold))[0]\n", + " if len(end_index) > 0:\n", + " rising_time = time[start_index + end_index[0]] - time[start_index]\n", + " rising_times.append(rising_time)\n", + "\n", + " # Falling time: Find transitions from high_threshold to low_threshold\n", + " falling_indices = np.where((signal[:-1] > high_threshold) & (signal[1:] <= high_threshold))[0]\n", + " for start_index in falling_indices:\n", + " end_index = np.where((signal[start_index:] <= low_threshold))[0]\n", + " if len(end_index) > 0:\n", + " falling_time = time[start_index + end_index[0]] - time[start_index]\n", + " falling_times.append(falling_time)\n", + "\n", + " return rising_times, falling_times" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "947e0oFq6h45", + "outputId": "5f5a322b-016b-44aa-f68b-a829f32f1e35" + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "time interval: 0.10000000000003068 ps\n", + "1.0000000000003067e-13 s\n", + "\r\n", + "========= Transition Delay =========\n", + "Transition_n Delay: 0.6479000000007327 ns\n", + "Transition_p Delay: 0.597900000000676 ns\n", + "\n", + "========= Transition Time =========\n", + "CLK Rising Time: [1.0000000000001e-12, 9.000000000006897e-13, 9.999999999994796e-13, 9.000000000006897e-13, 9.999999999978252e-13, 9.00000000002344e-13, 9.000000000056527e-13, 9.00000000002344e-13]\n", + "CLK Falling Time: [8.999999999998625e-13, 9.000000000006897e-13, 9.999999999994796e-13, 9.999999999994796e-13, 9.00000000002344e-13, 9.00000000002344e-13, 9.00000000002344e-13]\n", + "P Rising Time: []\n", + "P Falling Time: [4.800000000005443e-11]\n", + "N Rising Time: [5.800000000006577e-11]\n", + "N Falling Time: [4.30000000000043e-11]\n", + "\n", + "========= Plot =========\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" 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\n" + }, + "metadata": {} + } + ], + "source": [ + "print(f\"time interval: {(analysis.time[1]-analysis.time[0]) * 1@u_ps}\")\n", + "print(analysis.time[1]-analysis.time[0])\n", + "\n", + "start_time = 20@u_ns\n", + "time_diff = (start_time - 1@u_ns)\n", + "index_diff = time_diff / (analysis.time[1] - analysis.time[0])\n", + "index = round(index_diff.value / 10 + (index_diff/10000*3)) # index 오차 보정\n", + "temp_time = analysis.time[index]\n", + "\n", + "print(f\"\\r\\n========= Transition Delay =========\")\n", + "\n", + "transition_time, signalA_time, signalA_val, signalB_time, signalB_val = meas_trans_time(temp_time, analysis.time, analysis['clk'].data, analysis['comp_outn'].data, 1.8, 1.8, 50, 50)\n", + "print(f\"Transition_n Delay: {transition_time * 1@u_ns}\")\n", + "\n", + "transition_time_2, signalA_time_2, signalA_val_2, signalC_time, signalC_val = meas_trans_time(temp_time, analysis.time, analysis['clk'].data, analysis['comp_outp'].data, 1.8, 1.8, 50, 50)\n", + "print(f\"Transition_p Delay: {transition_time_2 * 1@u_ns}\")\n", + "\n", + "print(f\"\\r\\n========= Transition Time =========\")\n", + "\n", + "rising_time, falling_time = calculate_transition_times(analysis.time, analysis['clk'].data)\n", + "print(f\"CLK Rising Time: {rising_time}\")\n", + "print(f\"CLK Falling Time: {falling_time}\")\n", + "\n", + "rising_time, falling_time = calculate_transition_times(analysis.time, analysis['comp_outp'].data)\n", + "print(f\"P Rising Time: {rising_time}\")\n", + "print(f\"P Falling Time: {falling_time}\")\n", + "\n", + "rising_time, falling_time = calculate_transition_times(analysis.time, analysis['comp_outn'].data)\n", + "print(f\"N Rising Time: {rising_time}\")\n", + "print(f\"N Falling Time: {falling_time}\")\n", + "\n", + "print(f\"\\r\\n========= Plot =========\")\n", + "\n", + "plt.figure(figsize=(12, 12))\n", + "\n", + "plt.subplot(2, 1, 1)\n", + "\n", + "plt.plot(analysis.time, analysis.P + 2@u_V, label='P + 2@u_V')\n", + "plt.plot(analysis.time, analysis.Q + 2@u_V, label='Q + 2@u_V')\n", + "plt.plot(analysis.time, analysis.X + 2@u_V, label='X + 2@u_V')\n", + "plt.plot(analysis.time, analysis.Y + 2@u_V, label='Y + 2@u_V')\n", + "plt.plot(analysis.time, analysis.clk, label=\"clk\")\n", + "plt.plot(analysis.time, analysis.comp_outn, label=\"comp_outn\")\n", + "plt.plot(analysis.time, analysis.comp_outp, label=\"comp_outp\")\n", + "plt.scatter(signalA_time, signalA_val, label=\"clk\")\n", + "plt.scatter(signalB_time, signalB_val, label=\"comp_outn\")\n", + "plt.scatter(signalC_time, signalC_val, label=\"comp_outp\")\n", + "# plt.scatter(ready_filtered_time, ready_filtered_output, label=\"ready\")\n", + "plt.xlim(21e-9, 21.5e-9)\n", + "plt.xlabel('Time (s)')\n", + "plt.ylabel('Voltage (V)')\n", + "plt.title('Filtered Output (Voltage Change > 0.05V)')\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.show()\n", + "\n", + "##############\n", + "\n", + "import matplotlib.patches as patches\n", + "\n", + "plt.figure(figsize=(12, 12))\n", + "plt.subplot(2, 1, 2)\n", + "\n", + "red_box = patches.Rectangle((21e-9, -0.5e-9), 0.5e-9, 4,linewidth=2, edgecolor='red', facecolor='none')\n", + "\n", + "plt.gca().add_patch(red_box)\n", + "\n", + "plt.plot(analysis.time, analysis.P + 2@u_V, label='P + 2@u_V')\n", + "plt.plot(analysis.time, analysis.Q + 2@u_V, label='Q + 2@u_V')\n", + "plt.plot(analysis.time, analysis.X + 2@u_V, label='X + 2@u_V')\n", + "plt.plot(analysis.time, analysis.Y + 2@u_V, label='Y + 2@u_V')\n", + "\n", + "plt.plot(analysis.time, analysis.clk, label=\"clk\")\n", + "plt.plot(analysis.time, analysis.comp_outn, label=\"comp_outn\")\n", + "plt.plot(analysis.time, analysis.comp_outp, label=\"comp_outp\")\n", + "plt.scatter(signalA_time, signalA_val, label=\"clk\")\n", + "plt.scatter(signalB_time, signalB_val, label=\"comp_outn\")\n", + "plt.scatter(signalC_time, signalC_val, label=\"comp_outp\")\n", + "# plt.scatter(ready_filtered_time, ready_filtered_output, label=\"ready\")\n", + "if signalA_time <= signalB_time:\n", + " plt.xlim((signalA_time-1@u_ns).value, (signalB_time+1@u_ns).value)\n", + "else:\n", + " plt.xlim((signalA_time-1@u_ns).value, (signalB_time+1@u_ns).value)\n", + "plt.xlabel('Time (s)')\n", + "plt.ylabel('Voltage (V)')\n", + "plt.title('Filtered Output (Voltage Change > 0.05V)')\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "LMJsKB_fxEHY" + }, + "source": [ + "# Results" + ] + }, + { + "cell_type": "code", + "source": [ + "## Importing the SPICE file of an externally designed component for simulation\n", + "\n", + "from PySpice.Spice.Netlist import Circuit, SubCircuit, SubCircuitFactory\n", + "from PySpice.Unit import *\n", + "import matplotlib.pyplot as plt\n", + "\n", + "for loop_index in range(1,4):\n", + " circuit = Circuit('HGU_Comparator')\n", + " if loop_index == 1:\n", + " print(\"\\r\\n========== ff, 1.98V ==========\")\n", + " circuit.lib(f'{CONDA_PREFIX}/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice', 'ff')\n", + " opVoltage = 1.98\n", + " opTemp = 0\n", + " elif loop_index == 2:\n", + " print(\"\\r\\n========== tt, 1.80V ==========\")\n", + " circuit.lib(f'{CONDA_PREFIX}/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice', 'tt')\n", + " opVoltage = 1.8\n", + " opTemp = 25\n", + " elif loop_index == 3:\n", + " print(\"\\r\\n========== ss, 1.62V ==========\")\n", + " circuit.lib(f'{CONDA_PREFIX}/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice', 'ss')\n", + " opVoltage = 1.62\n", + " opTemp = 100\n", + "\n", + " circuit.include('hgu_comp_flat_RC.spice')\n", + "\n", + " circuit.X(1, 'hgu_comp', 'ready', 'cdac_vn', 'comp_outp', 'comp_outn', 'cdac_vp', 'clk', 'VDD', 'VSS', 'P', 'Q', 'X', 'Y')\n", + "\n", + " # Define the voltage sources\n", + " circuit.V(1, 'VDD', 'VSS', opVoltage)\n", + " circuit.V(2, 'VSS', 0, 0)\n", + "\n", + " circuit.C(1, 'comp_outp', 'VSS', 0.005@u_pF) # 5 fF capacitor\n", + " circuit.C(2, 'comp_outn', 'VSS', 0.005@u_pF) # 5 fF capacitor\n", + "\n", + " circuit.PulseVoltageSource('clk', 'clk', 0,\n", + " initial_value=0@u_V, pulsed_value=(opVoltage * 1@u_V),\n", + " rise_time=100@u_ps, fall_time=100@u_ps,\n", + " pulse_width=5@u_ns, period=20@u_ns, delay_time=0@u_ps)\n", + "\n", + " # pulse input source # initial_value != 0 => err\n", + " circuit.V(3, 'Vbiasp', 0, opVoltage/2 + 0.0035)\n", + " circuit.V(4, 'Vbiasn', 0, opVoltage/2 - 0.0035)\n", + " circuit.PulseVoltageSource('cdac_vp', 'cdac_vp','Vbiasp',\n", + " initial_value=0@u_V, pulsed_value=-0.007@u_V,\n", + " rise_time=5@u_ps, fall_time=5@u_ps,\n", + " pulse_width=25@u_ns, period=50@u_ns, delay_time=0@u_ns)\n", + " circuit.PulseVoltageSource('cdac_vn', 'cdac_vn','Vbiasn',\n", + " initial_value=0@u_V, pulsed_value=0.007@u_V,\n", + " rise_time=5@u_ps, fall_time=5@u_ps,\n", + " pulse_width=25@u_ns, period=50@u_ns, delay_time=0@u_ns)\n", + "\n", + " print(str(circuit))\n", + "\n", + " # Run transient simulation\n", + " simulator = circuit.simulator(temperature=opTemp, nominal_temperature=25)\n", + " analysis = simulator.transient(start_time=1@u_ps, step_time=1@u_ps, end_time=150@u_ns)\n", + "\n", + " print ('done')\n", + "\n", + " # Plot the output\n", + " plt.figure(figsize=(10, 6))\n", + " plt.subplot(3, 1, loop_index)\n", + " plt.plot(analysis.time, ((analysis.cdac_vp-(opVoltage/2*1@u_V))*500) + 8@u_V, label='cdac_vp + 6@u_V, *500')\n", + " plt.plot(analysis.time, ((analysis.cdac_vn-(opVoltage/2*1@u_V))*500) + 8@u_V, label='cdac_vn + 6@u_V, *500')\n", + " plt.plot(analysis.time, analysis.comp_outp + 4@u_V, label='comp_outp + 4@u_V')\n", + " plt.plot(analysis.time, analysis.comp_outn + 4@u_V, label='comp_outn + 4@u_V')\n", + " plt.plot(analysis.time, analysis.P + 2@u_V, label='P + 2@u_V')\n", + " plt.plot(analysis.time, analysis.Q + 2@u_V, label='Q + 2@u_V')\n", + " plt.plot(analysis.time, analysis.X + 2@u_V, label='X + 2@u_V')\n", + " plt.plot(analysis.time, analysis.Y + 2@u_V, label='Y + 2@u_V')\n", + " plt.plot(analysis.time, analysis.clk, label='clk')\n", + " plt.plot(analysis.time, analysis.cdac_vp - analysis.cdac_vn - 2@u_V, label='comp')\n", + " plt.title('Comparator Output')\n", + " plt.xlabel('Time [s]')\n", + " plt.ylabel('Voltage [V]')\n", + " plt.legend(loc='upper right')\n", + " plt.grid(True)\n", + " plt.show()\n", + "\n", + " #####################\n", + "\n", + " start_time = 20@u_ns\n", + " time_diff = (start_time - 1@u_ns)\n", + " index_diff = time_diff / (analysis.time[1] - analysis.time[0])\n", + " index = round(index_diff.value / 10 + (index_diff/10000*3))\n", + " temp_time = start_time #analysis.time[index]\n", + "\n", + " print(f\"========= Transition Delay =========\")\n", + "\n", + " transition_time, signalA_time, signalA_val, signalB_time, signalB_val = meas_trans_time(temp_time, analysis.time, analysis['clk'].data, analysis['comp_outn'].data, opVoltage, opVoltage, 50, 50)\n", + " print(f\"Transition_n Delay: {transition_time * 1@u_ns}\")\n", + "\n", + " transition_time_2, signalA_time_2, signalA_val_2, signalC_time, signalC_val = meas_trans_time(temp_time, analysis.time, analysis['clk'].data, analysis['comp_outp'].data, opVoltage, opVoltage, 50, 50)\n", + " print(f\"Transition_p Delay: {transition_time_2 * 1@u_ns}\")\n", + "\n", + " print(f\"========= Transition Time =========\")\n", + "\n", + " import numpy as np\n", + " import matplotlib.pyplot as plt\n", + " import matplotlib.ticker as ticker\n", + " import matplotlib\n", + " from matplotlib import pyplot as plt\n", + " from matplotlib.pyplot import figure\n", + " from matplotlib.lines import Line2D\n", + " from matplotlib import cm\n", + "\n", + " rising_time, falling_time = calculate_transition_times(analysis.time, analysis['clk'].data, 20, 80, opVoltage)\n", + " print(f\"CLK Rising Time: {rising_time}\")\n", + " print(f\"CLK Falling Time: {falling_time}\")\n", + "\n", + " rising_time, falling_time = calculate_transition_times(analysis.time, analysis['comp_outp'].data, 10, 90, opVoltage)\n", + " print(f\"P Rising Time: {rising_time}\")\n", + " print(f\"P Falling Time: {falling_time}\")\n", + "\n", + " rising_time, falling_time = calculate_transition_times(analysis.time, analysis['comp_outn'].data, 10, 90, opVoltage)\n", + " print(f\"N Rising Time: {rising_time}\")\n", + " print(f\"N Falling Time: {falling_time}\")\n", + "\n", + " ###################\n", + "\n", + " ##Track changes in a variable called 'output' (e.g., voltage output) from simulation results\n", + " comp_outp_voltage = analysis['comp_outp'].data\n", + " comp_outn_voltage = analysis['comp_outn'].data\n", + " ready_voltage = analysis['ready'].data\n", + " time = analysis.time # simualtion time\n", + "\n", + " threshold = 0.001 ## For example, save data only when the change exceeds 0.001V\n", + "\n", + " ## Calculate the difference in output values and select points where the change exceeds the threshold\n", + " comp_outp_filtered_time = []\n", + " comp_outp_filtered_output = []\n", + " for i in range(1, len(comp_outp_voltage)):\n", + " # Calulate difference\n", + " if abs(comp_outp_voltage[i] - comp_outp_voltage[i - 1]) > threshold:\n", + " comp_outp_filtered_time.append(time[i])\n", + " comp_outp_filtered_output.append(comp_outp_voltage[i] + 4)\n", + "\n", + " comp_outn_filtered_time = []\n", + " comp_outn_filtered_output = []\n", + " for i in range(1, len(comp_outn_voltage)):\n", + " # Calulate difference\n", + " if abs(comp_outn_voltage[i] - comp_outn_voltage[i - 1]) > threshold:\n", + " comp_outn_filtered_time.append(time[i])\n", + " comp_outn_filtered_output.append(comp_outn_voltage[i] + 2)\n", + "\n", + " ready_filtered_time = []\n", + " ready_filtered_output = []\n", + " for i in range(1, len(ready_voltage)):\n", + " # Calculate difference\n", + " if abs(ready_voltage[i] - ready_voltage[i - 1]) > threshold:\n", + " ready_filtered_time.append(time[i])\n", + " ready_filtered_output.append(ready_voltage[i])\n", + "\n", + " # Ploting fittered data\n", + " plt.scatter(comp_outp_filtered_time, comp_outp_filtered_output, label=\"comp_outp\")\n", + " plt.scatter(comp_outn_filtered_time, comp_outn_filtered_output, label=\"comp_outn\")\n", + " # plt.scatter(ready_filtered_time, ready_filtered_output, label=\"ready\")\n", + " plt.xlabel('Time (s)')\n", + " plt.ylabel('Voltage (V)')\n", + " plt.title('Filtered Output (Voltage Change > 0.001V)')\n", + " plt.legend()\n", + " plt.grid(True)\n", + " plt.show()\n", + "\n", + " if(len(comp_outn_filtered_time)>0):\n", + " meas_time_n = (comp_outn_filtered_time[int(len(comp_outn_filtered_time)/2)].value)\n", + " index = find_indices(analysis.time, meas_time_n)[0]\n", + " print(\"meas_time_n: \", meas_time_n)\n", + " print(\"acc_n: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))\n", + " if(len(comp_outp_filtered_time)>0):\n", + " meas_time_p = (comp_outp_filtered_time[int(len(comp_outp_filtered_time)/2)].value)\n", + " index = find_indices(analysis.time, meas_time_p)[0]\n", + " print(\"meas_time_p: \", meas_time_p)\n", + " print(\"acc_p: \", abs(analysis.cdac_vp[index] - analysis.cdac_vn[index] * 1@u_V))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "WORdlnqveqOD", + "outputId": "516a1597-f0d3-472c-d21c-b77887e1837c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "\r\n", + "========== ff, 1.98V ==========\n", + ".title HGU_Comparator\n", + ".include /content/hgu_goss/hgu/spice/hgu_comp_flat_RC.spice\n", + ".lib /usr/local/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice ff\n", + "X1 ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q X Y hgu_comp\n", + "V1 VDD VSS 1.98\n", + "V2 VSS 0 0\n", + "C1 comp_outp VSS 0.005pF\n", + "C2 comp_outn VSS 0.005pF\n", + "Vclk clk 0 DC 0V PULSE(0V 1.98V 0ps 100ps 100ps 5ns 20ns)\n", + "V3 Vbiasp 0 0.9934999999999999\n", + "V4 Vbiasn 0 0.9865\n", + "Vcdac_vp cdac_vp Vbiasp DC 0V PULSE(0V -0.007V 0ns 5ps 5ps 25ns 50ns)\n", + "Vcdac_vn cdac_vn Vbiasn DC 0V PULSE(0V 0.007V 0ns 5ps 5ps 25ns 50ns)\n", + "\n", + "done\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "========= Transition Delay =========\n", + "Transition_n Delay: 20.25300000000017 ns\n", + "Transition_p Delay: 20.293000000000216 ns\n", + "========= Transition Time =========\n", + "CLK Rising Time: [6.100000000000001e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", + "CLK Falling Time: [6.100000000001871e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", + "P Rising Time: [4.900000000005556e-11, 4.900000000005556e-11, 4.900000000005556e-11]\n", + "P Falling Time: [3.2999999999999886e-11, 3.900000000004422e-11, 4.000000000004536e-11]\n", + "N Rising Time: [3.900000000004422e-11, 4.000000000004536e-11]\n", + "N Falling Time: [3.100000000003515e-11, 3.100000000003515e-11, 3.100000000003515e-11]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "meas_time_n: 8.028850000000021e-08\n", + "acc_n: 0.006999999999999895 V\n", + "meas_time_p: 8.030350000000023e-08\n", + "acc_p: 0.006999999999999895 V\n", + "\n", + "========== tt, 1.80V ==========\n", + ".title HGU_Comparator\n", + ".include /content/hgu_goss/hgu/spice/hgu_comp_flat_RC.spice\n", + ".lib /usr/local/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice tt\n", + "X1 ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q X Y hgu_comp\n", + "V1 VDD VSS 1.8\n", + "V2 VSS 0 0\n", + "C1 comp_outp VSS 0.005pF\n", + "C2 comp_outn VSS 0.005pF\n", + "Vclk clk 0 DC 0V PULSE(0V 1.8V 0ps 100ps 100ps 5ns 20ns)\n", + "V3 Vbiasp 0 0.9035\n", + "V4 Vbiasn 0 0.8965000000000001\n", + "Vcdac_vp cdac_vp Vbiasp DC 0V PULSE(0V -0.007V 0ns 5ps 5ps 25ns 50ns)\n", + "Vcdac_vn cdac_vn Vbiasn DC 0V PULSE(0V 0.007V 0ns 5ps 5ps 25ns 50ns)\n", + "\n", + "done\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "========= Transition Delay =========\n", + "Transition_n Delay: 20.450000000000394 ns\n", + "Transition_p Delay: 20.51100000000046 ns\n", + "========= Transition Time =========\n", + "CLK Rising Time: [6.100000000000001e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", + "CLK Falling Time: [6.100000000001871e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", + "P Rising Time: [7.000000000007937e-11, 7.000000000007937e-11, 7.000000000007937e-11]\n", + "P Falling Time: [4.599999999999984e-11, 5.7000000000064633e-11, 5.60000000000635e-11]\n", + "N Rising Time: [5.7000000000064633e-11, 5.7000000000064633e-11]\n", + "N Falling Time: [4.400000000004989e-11, 4.400000000004989e-11, 4.400000000004989e-11]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "meas_time_n: 8.048050000000043e-08\n", + "acc_n: 0.007000000000000006 V\n", + "meas_time_p: 8.050750000000046e-08\n", + "acc_p: 0.007000000000000006 V\n", + "\n", + "========== ss, 1.62V ==========\n", + ".title HGU_Comparator\n", + ".include /content/hgu_goss/hgu/spice/hgu_comp_flat_RC.spice\n", + ".lib /usr/local/share/pdk/sky130A/libs.tech/ngspice/sky130.lib.spice ss\n", + "X1 ready cdac_vn comp_outp comp_outn cdac_vp clk VDD VSS P Q X Y hgu_comp\n", + "V1 VDD VSS 1.62\n", + "V2 VSS 0 0\n", + "C1 comp_outp VSS 0.005pF\n", + "C2 comp_outn VSS 0.005pF\n", + "Vclk clk 0 DC 0V PULSE(0V 1.62V 0ps 100ps 100ps 5ns 20ns)\n", + "V3 Vbiasp 0 0.8135\n", + "V4 Vbiasn 0 0.8065000000000001\n", + "Vcdac_vp cdac_vp Vbiasp DC 0V PULSE(0V -0.007V 0ns 5ps 5ps 25ns 50ns)\n", + "Vcdac_vn cdac_vn Vbiasn DC 0V PULSE(0V 0.007V 0ns 5ps 5ps 25ns 50ns)\n", + "\n", + "done\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "========= Transition Delay =========\n", + "Transition_n Delay: 21.02100000000104 ns\n", + "Transition_p Delay: 21.12600000000116 ns\n", + "========= Transition Time =========\n", + "CLK Rising Time: [6.100000000000001e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", + "CLK Falling Time: [6.100000000001871e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11, 6.100000000006917e-11]\n", + "P Rising Time: [1.1900000000013494e-10, 1.1900000000013494e-10, 1.1900000000013494e-10]\n", + "P Falling Time: [8.20000000000082e-11, 1.0200000000011566e-10, 1.0200000000011566e-10]\n", + "N Rising Time: [9.800000000011112e-11, 9.800000000011112e-11]\n", + "N Falling Time: [7.800000000008845e-11, 7.800000000008845e-11, 7.800000000008845e-11]\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "meas_time_n: 8.106350000000109e-08\n", + "acc_n: 0.006999999999999895 V\n", + "meas_time_p: 6.558550000000044e-08\n", + "acc_p: 0.007000000000000117 V\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ywQSrDqaxNVK" + }, + "source": [ + "\n", + "|conner test|SS, 1.62V, 100deg|TT, 1.80V, 25deg|FF, 1.98V, 0deg|\n", + "|:--:|:----------:|:----------:|:----------:|\n", + "|Rising Time |119ps|70ps|49ps|\n", + "|Falling Time |102ps|57ps|40ps|\n", + "|Rising Delay |21.02ns|20.45ns|20.25ns|\n", + "|Falling Delay|21.12ns|20.51ns|20.29ns|" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "1VvjC9KXa0Jm" + }, + "source": [ + "# References\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "BFOD88b4obq5" + }, + "source": [ + "[1] Moser, & Manuel. (2023). Design of a Low-Power 12-Bit Non-Binary Charge-Redistributionpp SAR-ADC Utilizing the SKY130 Open-Source Technology. JKU. https://epub.jku.at/urn/urn:nbn:at:at-ubl:1-62352\n", + "\n", + "[2] Razavi, Behzad. (2021). The Design of a Comparator [The Analog Mind]. IEEE Solid-State Circuits Magazine. 12. 8-14. 10.1109/MSSC.2020.3021865.\n", + "\n", + "[3] SkyWater SKY130 PDK. available online at https://github.com/google/skywater-pdk.\n", + "\n", + "[4] Ngspice Circuit Simulator, avalable online at: http://www.ngspice.org.\n", + "\n", + "[5] HGU_goss dedign Github, avalable online at https://github.com/midolls/hgu_goss.git" + ] + } + ], + "metadata": { + "colab": { + "provenance": [] + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + }, + "language_info": { + "name": "python" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} \ No newline at end of file From 594cade4ad2500cccf9d8e80af94689a32860b10 Mon Sep 17 00:00:00 2001 From: midolls <89965013+midolls@users.noreply.github.com> Date: Fri, 6 Dec 2024 02:52:30 +0900 Subject: [PATCH 5/8] Delete ISSCC25/submitted_notebooks/analog_comparator/text --- ISSCC25/submitted_notebooks/analog_comparator/text | 1 - 1 file changed, 1 deletion(-) delete mode 100644 ISSCC25/submitted_notebooks/analog_comparator/text diff --git a/ISSCC25/submitted_notebooks/analog_comparator/text b/ISSCC25/submitted_notebooks/analog_comparator/text deleted file mode 100644 index 21136373..00000000 --- a/ISSCC25/submitted_notebooks/analog_comparator/text +++ /dev/null @@ -1 +0,0 @@ -analog comp From e0d2858122cf200e4f4e5a9ee4fa75de2cfe96cf Mon Sep 17 00:00:00 2001 From: midolls <89965013+midolls@users.noreply.github.com> Date: Fri, 6 Dec 2024 03:02:13 +0900 Subject: [PATCH 6/8] Create README.md --- ISSCC25/submitted_notebooks/analog_comparator/README.md | 2 ++ 1 file changed, 2 insertions(+) create mode 100644 ISSCC25/submitted_notebooks/analog_comparator/README.md diff --git a/ISSCC25/submitted_notebooks/analog_comparator/README.md b/ISSCC25/submitted_notebooks/analog_comparator/README.md new file mode 100644 index 00000000..6ffd8670 --- /dev/null +++ b/ISSCC25/submitted_notebooks/analog_comparator/README.md @@ -0,0 +1,2 @@ +# OpenFASoC: Design of Analog Comparator with Open Source Tool +This repository contains code for analog comparator design and simualtion. From 81c8bc64868a9cf1ccdfcdb91657e443e4576c10 Mon Sep 17 00:00:00 2001 From: midolls <89965013+midolls@users.noreply.github.com> Date: Fri, 6 Dec 2024 03:03:35 +0900 Subject: [PATCH 7/8] Update README.md --- ISSCC25/submitted_notebooks/analog_comparator/README.md | 9 +++++++++ 1 file changed, 9 insertions(+) diff --git a/ISSCC25/submitted_notebooks/analog_comparator/README.md b/ISSCC25/submitted_notebooks/analog_comparator/README.md index 6ffd8670..f44f9cc2 100644 --- a/ISSCC25/submitted_notebooks/analog_comparator/README.md +++ b/ISSCC25/submitted_notebooks/analog_comparator/README.md @@ -1,2 +1,11 @@ # OpenFASoC: Design of Analog Comparator with Open Source Tool This repository contains code for analog comparator design and simualtion. + + +## Design Flow +1.Design schematic using xscheme tool +2.Extract schematic SPICE file +3.Draw layout and check DRC using Magic +4.Extract GDS and SPICE with magic. +5.Run LVS check with netgen +6.Simulation SPICE file using python From 5b47b42a10eb954cb4d7b2d93b545ed0c0db277a Mon Sep 17 00:00:00 2001 From: midolls <89965013+midolls@users.noreply.github.com> Date: Fri, 6 Dec 2024 03:04:31 +0900 Subject: [PATCH 8/8] README.md --- .../submitted_notebooks/analog_comparator/README.md | 12 ++++++------ 1 file changed, 6 insertions(+), 6 deletions(-) diff --git a/ISSCC25/submitted_notebooks/analog_comparator/README.md b/ISSCC25/submitted_notebooks/analog_comparator/README.md index f44f9cc2..e2b13bcb 100644 --- a/ISSCC25/submitted_notebooks/analog_comparator/README.md +++ b/ISSCC25/submitted_notebooks/analog_comparator/README.md @@ -3,9 +3,9 @@ This repository contains code for analog comparator design and simualtion. ## Design Flow -1.Design schematic using xscheme tool -2.Extract schematic SPICE file -3.Draw layout and check DRC using Magic -4.Extract GDS and SPICE with magic. -5.Run LVS check with netgen -6.Simulation SPICE file using python +1. Design schematic using xscheme tool +2. Extract schematic SPICE file +3. Draw layout and check DRC using Magic +4. Extract GDS and SPICE with magic. +5. Run LVS check with netgen +6. Simulation SPICE file using python