{ "cells": [ { "cell_type": "markdown", "id": "a6132857", "metadata": {}, "source": [ "# Writing a new data loader\n", "\n", "One of the goals of this library is to make it easy to import/export data to and from different simulation codes. This example demonstrates how you would write a new data loader to read in data.\n", "DataLoaders must inhereit from the `ParticlePhaseSpace.DataLoaders._DataImportersBase` class. They must in addition provide two methods:\n", "\n", "1. `_check_input_data`: In this method you should check that whatever data the user has supplied is what your DataLoader is expecting. For example: is it a file? Is the extension correct? etc. Basically this is a pre-check for some basic error handling.\n", "2. `__import_data`: this is where the data actually gets imported. The fundamental goal of this method is to populate the data frame attribute stored at DataLoader.data such that it contains the [required columns](). If it does this succesfully, then it is guaranteed that the data can now be loaded into a PhaseSpace instance.\n", "\n", "For the purposes of demonstration, I am going to develop a new DataLoader which reads in some data I received from a colleague. This data is ASCII encoded (i.e. text file) and contains the following columns:\n", "\n", "```\n", "x (mm)\ty (mm)\tz (mm)\tpx (MeV/c)\tpy (MeV/c)\tpz (MeV/c)\tE (MeV)\n", "```\n", "\n", "Note that this data already contains all the columns we need, and with the correct units, so reading it in should be pretty straight forward. Note also that this format does not include the type of particle. This means that users will have to specify particle type using the `particle_type=` input.\n", "The basic format of any new data loader looks like this:" ] }, { "cell_type": "code", "execution_count": 1, "id": "be332430", "metadata": { "execution": { "iopub.execute_input": "2023-04-13T05:33:15.941633Z", "iopub.status.busy": "2023-04-13T05:33:15.941217Z", "iopub.status.idle": "2023-04-13T05:33:16.996487Z", "shell.execute_reply": "2023-04-13T05:33:16.995435Z" } }, "outputs": [], "source": [ "from pathlib import Path\n", "import sys\n", "sys.path.append('../') # not required if library is installed\n", "from ParticlePhaseSpace.DataLoaders import _DataLoadersBase\n", "import numpy as np\n", "import ParticlePhaseSpace.__particle_config__ as particle_cfg\n", "\n", "class NewDataLoader(_DataLoadersBase):\n", "\n", " def _import_data(self):\n", " pass\n", "\n", " def _check_input_data(self):\n", " pass" ] }, { "cell_type": "markdown", "id": "3e6ef426", "metadata": {}, "source": [ "Now, our job is to fill in these two methods. Note that both of these will be called automatically; in addition the data entered by the user will be available at `self._input_data`. Below is an example of the complete data loader:" ] }, { "cell_type": "code", "execution_count": 2, "id": "3ee4da56", "metadata": { "execution": { "iopub.execute_input": "2023-04-13T05:33:17.000761Z", "iopub.status.busy": "2023-04-13T05:33:17.000357Z", "iopub.status.idle": "2023-04-13T05:33:17.010637Z", "shell.execute_reply": "2023-04-13T05:33:17.009423Z" } }, "outputs": [], "source": [ "class NewDataLoader(_DataLoadersBase):\n", "\n", " def _import_data(self):\n", " Data = np.loadtxt(self._input_data, skiprows=1)\n", " self.data[self._columns['x']] = Data[:, 0]\n", " self.data[self._columns['y']] = Data[:, 1]\n", " self.data[self._columns['z']] = Data[:, 2]\n", " self.data[self._columns['px']] = Data[:, 3]\n", " self.data[self._columns['py']] = Data[:, 4]\n", " self.data[self._columns['pz']] = Data[:, 5]\n", " self.data[self._columns['particle type']]= particle_cfg.particle_properties[self._particle_type]['name']\n", " # we also need to fill in weight, particle id, and time; since none of these are specified we just use all\n", " # ones for weight, 1,2,3... for particle id, and all zeros for time:\n", " self.data[self._columns['weight']] = np.ones(Data.shape[0])\n", " self.data[self._columns['particle id']] = np.arange(len(self.data))\n", "\n", " self.data[self._columns['time']] = 0 # may want to replace with time feature if available?\n", "\n", " # because we have momentum and energy, we can double check that our momentum to energy conversion is \n", " # consisten with the values in the phase space:\n", " E = Data[:, 6]\n", " self._check_energy_consistency(Ek=E)\n", "\n", " def _check_input_data(self):\n", " # is the input a file?\n", " if not Path(self._input_data).is_file():\n", " raise FileNotFoundError(f'input data file {self._import_data()} does not exist')\n", " # does it have the right extension?\n", " if not Path(self._input_data).suffix == '.dat':\n", " raise Exception('This data loaders requires a *.dat file')\n", " # the header is on the first line; does it look correct?\n", " with open(self._input_data) as f:\n", " first_line = f.readline()\n", " if not first_line == 'x (mm)\\ty (mm)\\tz (mm)\\tpx (MeV/c)\\tpy (MeV/c)\\tpz (MeV/c)\\tE (MeV)\\n':\n", " raise Exception('file header does not look correct')\n", " if not self._particle_type:\n", " raise Exception('this data loader requires particle_type to be specified')" ] }, { "cell_type": "markdown", "id": "7931ba0f", "metadata": {}, "source": [ "OK, now lets check out if this works:" ] }, { "cell_type": "code", "execution_count": 3, "id": "5fe98fc2", "metadata": { "execution": { "iopub.execute_input": "2023-04-13T05:33:17.014228Z", "iopub.status.busy": "2023-04-13T05:33:17.013974Z", "iopub.status.idle": "2023-04-13T05:33:33.351631Z", "shell.execute_reply": "2023-04-13T05:33:33.350490Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "generating weighted scatter plot...can be slow...\n" ] }, { "data": { "image/png": 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RNAxaQ9Fo6gEhBE+Mvo/po2fT57g9G3o6Gk2DoAWKRlNPtO7cktadWzb0NDSaBkObvDQajUZTL2iBotFoNJp6QQsUjUaj0dQLWqBoNJotns//O4xzd7qSYa+PaOipbNNogaLRaLZ43rj7PZbNXsFb933Q0FPZptECRaPRbPGcdN2xNGndiBOuOaahp7JNo8OGNRrNFs+J1x7DiddqYdLQaA1Fo9FoNPWC1lA0mq2ERDzJK7f+D8M0OPeeU4hEIw09Jc02hhYoGk0D4TgOTtIhmhWtl/FGDRnLB499BsBOe23HASfsUy/jajR/FG3y0mgagKryas7b6SoGNj6XScOn1cuYXXt1Jis3i5yCbLr06FgvY2o0fwYtUDSbnMH/9xCzxs9r6GlsViyft5Ll81aRjCfrTaB07NaO91e9yHsrXqDtdq3rZUyN5s+gBYpmk5FIJAGY+MM03rpX5weE6dqjE2cPPplDz+rLMZf2r7dxs3JixLJj9TaeZvNj+byVDH3lByrLqhp6KrXQPhTNJiMSUX9eVtTU9vwMhBCcNfikhp6GZgtDSsnV+99G8apSfv12Mre8dVVDTykNLVA0mwwhBAAfrHqJaLR+HM8azbaOFVXLdiS6+S3fm9+MNFsdvmDRaLYEpo+dzZKZyzj49P03u9BrIQT/GX0fM8bOYa+jejX0dGqhBYpGo9F4rFtZzLV9b8exXYqWruOM205o6CnVolnbphxwQtOGnkadaKe8RqPReFgRC9Pz/WXl6uCGP4vWUDQazRaLlJKfPv4F0zLZ95g9//J4BU3zeX7SI6xcsJpeh+xWDzPcttACRaPRbLH88uWv3HXCIwA8OOwOdq8HIdB2u9Y6j2cj0SYvjUazxZKVm5X6PUdHEjY0WkPRaLYSVixYRTQrStPWjRt6Kn8bPfrtwpNj70cYBjvu2bWhp7PNozUUDaBs0Q8Neoqzt7+cqT/NbOjpaP4kk4ZP45ztr+CsLpexbO6Khp7O38pOe23/u8JESsn0MbMoWVP6N81q20QLFA0Aa1cUM+y1EayYt4qvX/6+oaej+ZOsWLAa6UqS8SRFy9Y19HQ2O/73wEdctd9tXLjbdSTiyYaezlaLNnlpAGjaujFHXnAIU3+cwZEXHtrQ09H8SQ498wDK11WQW5hD9747N/R0NjvWrSgGoKKkkmQ8STS2eSUsbi1ogaIBVAbutc9f0tDT0GwkVsTipOt0C9z1MejeU2nZsTk77b09uQU5DT2drRYtUDQazVZPbmEuJ11/bENPY6tH+1A0Gs16WTF/FTVV8YaehmYLQQsUjWYTs3rxGsZ8No7zdr6K0ztessVEYX323Decvd3lXLDLNSQT2pGt+X20yUuj2YRUlFRywa7XUl1RE2z7ddjktExsKSVFy9bRpHVjTHPzecdbMHkRAKuXFFFdXkOkqXZkazaMFigazSYkGU8Sr04A0HGXdrTu3JK+J+2bdsyz173GR098Rfsd2/DStMd+t9z/7AnzmT52Noed1bdOB/OK+at46Za32HmfHTn+6qM3eu5n3Xky2XlZ7LTPDhQ0zd/ocTTbDlu8QBk5ciQPP/wwEyZMYMWKFXz00UcMHDiwoaelaQDspM0DZ/6HFfNXccvbV9Nu+4avx5TXOI+LHj4Lx3YZePkRRLNqlwcZ/cl4AJbMWs7s8fPYsfd2wb6VC1Yx/usp9D1xH5q2bky8OsG1/QYTr0qwaNpSrnrmglrjvfvgx4x4bwwj3hvDqsVrqCyp4qKHz/rTQqFxi0IufOisP3nHmm2ZzUe/3kgqKyvp0aMHTz/9dENPRdPAzP1tASPfH8OcCfP59o0RDT0dAJ664mWeu+4Nvnrp+zRhIqVk+byVJBM2J19/DAjILcimZacWaeffffK/efba17jp8HtJ1CT47q2RJGqSIMC2nTqvucfhPTEtg/Y7teXDx7/g61d/4MsXvt2k99nQJOJJZo2bi520G3oq2zRbvIZy5JFHcuSRRzb0NDSbAV16dGLP/j1YMX8VB57cZ5Nf77fvp3LvqY+z877bc9dHN2AnHSpLq2jcojA4pmRNGQBlayuCbeXFFbz3yGe8+9AnNGndiHUrS9jtgG7c/8XNZOWk9+DIzlcmrcUzlnHDofcwc9xcQOUNtezQrM55HXD83nxa9gY1VXEu6XUDpWvK2PWAbhu8F9d1GfryDximweHn9tviumzedcLD/PLlb+x//N4M/uD6hp7ONssWL1A0Gp9oLMIDQ2/7W661ekkRD5z5H8rWljP2819ZuXA1N/W/j5ULVnPdS5ew1xG9aNKqEdf89yK69+3G7oeqsuozxs7h2oPvRLoSgHUrSgCYNnpWnYv4He9dw3ndrqGmMs6Mn+cE21t1bsFhZ/VFSklpUTl5jXKQMtVnPJoVJZoV5Y15T+PYTp2mtjCjPxnHvy96DoDGLQvZ+6jd/+oj+ltZMW+V+jl/VQPPZNtmmxMo8XiceDwVV19Wpt4gk8kkyWTt0Eh/W137NBtma352w9//iYqySiLZFvsP3AthCtauXEck2+K5G1/nyate4vgrj+Ks20/k2Mv6A+o5zJ28AMMSgMASBlJCq07NOeGaARiWqPXMcgqz+NfXt3DrMQ+SqFHO/X4n78sFD5xBdWWcp699la9e+o5ILIIQcMPLl9H78B5pcxWm+N3voLBlAdHcCAIobJG/xX1nt713DSOHjKXfyX3S/lve0u5jcyDz2f2ZZyiklHKTzKoBEEL8rlP+zjvv5K677qq1/e233yYnR5dk0Gg0mjBVVVWcfvrplJaWUlBQsMFjtzmBUpeG0r59e4qKiup8WMlkkmHDhnHYYYcRieg4/D/D5vbs1q5Yxz/734srJf8aeivN29XtgwBYMnM5N/a/h2gswiPDB9O8bdNgn5SSUR/9zOhPx3PCVUezXa/Oaee+ec8QPnj8cwCEaWKaBg9/cxudd+uAlJJzu11LaVFZcPwhp+/P8nkrmfHzXKJZUd5b+ixVFVUMHzmcVy/5lES1ekNst31rls5OT4o8+oKDKV9XzoRhU6gsq6KwaT4vz3g8yGeZMGwyrw5+lwNP2pcTrxkQnLdoxjLWLCniyxe/Y8qPMzjusiM487YTgv1PXv4i3775I41aFPLKzMcxjC0rfmdz+9vbksh8dmVlZTRr1uwPCZRtzuQVi8WIxWK1tkcikQ3+4f3efs362Vye3YzRc1k2eyUA00bN5rCz1h9WPHvcfEpXlwOwcPJS2nRqBYBjO1ze5zbmTVoE0qVkZTkPfHULIz8Yy7zJizj5umMYdPep9D1+H649+O4goXHepMXssHtXls1dSdGS9PLyu/bZkbxGeUwZOQsnWcNz17/Jnod3ByBZY2PXqGiuHXfvSr8T+9CqU3NqKuOsWbqWk68/hskjpvPdm6MBOPbSI8jKSv19f/j4l8yfuJiFU5Zy6g0DEUJQtGwdV+5zK3bSCXw5Qx77gkF3nRqc5yRdktVJktVJIpHIFidQfDaXv70tEf/Z/Znnt8ULlIqKCubOnRt8XrBgARMnTqRJkyZ06NChAWem2dzYZ8DuHHTqfriuS5/jem/w2ANP3peZ4+YSy47S+4iejPp4HD99PI5DzzxACRMABLv13YnTO11GaZESPsm4zWX/PoeuPTtx7KWH8cG/v2SXPjtw8Kn7AdCoRYF/auCEn/vrQoShfpeu5PP/fsuwt0dy/osDyW+SR8XaSoQQrFy8hpnj55OTn82lj57FfgN7Y1omwjAobF5AIp5kz/49+OHd0bTbvjXb796ZARcdxuIZy9jrqF48d/0b7H1UL1p0bIbjKEHSrF0T1i4r5pAzDki7/8ufPJ/dD+nOzn122GKFyaZm8cxlXH/QYHIb5fLEqHt18idbgUAZP348Bx10UPD52muvBeCcc87h1VdfbaBZaTZHsvOyGXTvaVhR63dLmGfnZXH1sxcGn/919lMkapKM/mw8XXt0YN6kxTTv0IzVS9YFwgSgy26pl5jz7zuN8+87jflTFvP6PUM44tx+tN+hNU1aNaJ4dapz4IJpS7j8iXP54sXvScaT7Lr/jiyetRyA8uIqnhx1D4tnLuf+s54Kzrly/8EIIdhhj87MGj+f/Y7bkxtfuZSrD7iDBVOXgICHv7mNvifuQ98T9+G2gQ/zyysj+OLF72jSshFSwtEXHcrl/zkvMI9VV9Ywfcwcdt5ne7LzsmoJGU06vw6bTPGqUopXlTJr3Fx6H9GroafU4Gzxrx79+vVDSlnrnxYmmkym/DiDc3a4grO7Xs7imcuYNX4eF+x2Hbcd+68ggspxXKrKq2udu+t+O4KAmso4y+ev5tb/XUnRsnUMe+NHMAwwBHmN85j920Icx00799qD7+aDf3/JTUc8AMBBp4ZzZASNWzai7XatUGqLgevCFU8NAqDzru1p07Ul3Q/YiTZd05MepZQsnrkMgBXzV7N2+TolTAAkvP3ARzz/z7eZ8fNctuvREYAOO7Vl1aI1AHz1ynDO6HI5V/e7k6ryau455XFuPuoBBp/w6F96ztsKB522H30G9qb/Of3ocdCuDT2dzYItXqBoNH+UlQtVm1w7abN2+TreuncIi6Yv5ecvfuOt+4aQiCe5qMf1HN/sPD56cijL563k/O7Xc3TBOTi2E+R41FTGWT53JbkFOQjDQAiBEAaVZdV8+eL3/Pjhz2nXralSwqqsuIKxX/7GxQ+dyQ0vXwqmgRG12HtAL6yIxS1vXU52fhbTf57Luw8rp/7DX9/C5y99zzm7XU+Ljs3pe9I+dNqtfTD2PkfvwWk3HcvNb1xG684tOPi0PlgxNc/fvp/OkCe+4q6TH6fviftw5dPns0f/HlzwwOkgwHVcileVMmPsHO49/T/M84pBLpm9fIPP8JajH+C5617Hdd31HrctUNisgLs+vJEbXrlMd4D02OJNXhrNH+Xg0/anfF0FWblZ9DxoV9YuL2bMZxMAaN6uGSWrSlnimZqeve51Xhn8HjWeU33SyBkcctp+jP5sAtKV7HFYd448/2BuPfZh5k1cRDQrQrwqDkKwbG4quW710rWB4zsZTzL4pH9z38fXs//A3jx84fO4jsujF7/ICze/Q6MWhVRXqgjERTOXAXty+YF3smS6iuyaOGJG6mY8n8sPH4xhn6N6cfOxD3H+PSdz7KWHs+sB3fjPZS8rzQnIyotx6V63BqcWNMun/zn9WDh1MSsXrKa8uJIJwyZjWiYA1eWpysiZfPH8t4wbOpFxQycyY+xsHvnhzkDQajT6L0GzzWBaJsdflaq+69guR190CPv9317seVgPhBD849/n8tVL37Ng2lJqKmro0r0DKxasxrEdfv1hOi07t2Tp3BXce9ZTdNypLY1aFHDB/afS+4gevHX/R/z6w3R++XoS/c8+gMf+8TKRqEXXXp2YP2WxEixCcN85z3DFY2enzaN4dRklni8mt1EOibjSalYuUOYpK2JiJ0O1uzyHvjAEY7+cCMCD5/1X7ZOSvMa5VJQq013r7VqyYv5q7zwoW1fBsLdG8cjXt2BFTB4c9AxNWjVm0YyllK+twF1PjTCAfQbswZB/f0EyYTP95zk8fN7T3PTaFZtV2X1Nw6H/CjTbHCOHjOXcblfx6IXP8eWL3zP83dHBvoGXH0Fu41yEIRCGYMHUJQx+7xo67dqBktVlLJqxDCfpsmphEb8MncT4YVN44bZ3uWTvW0kkbMqLK5k5fj7n7nYjv/0wnV++nkx+03y6dO8EhoEwDKrKa5g6Zo6K7AqVW8ktyMaMWOQW5gYaSLM2jTEjlorKEup4EYq6yinIrvMe+564D3sethsIwa/fTQvODXP94fezbN5qbnnjCqaNmUNFSTVN2jQhkXS5qu+dDH9/LMlEerHFXfrsyPOTHqZFh2YIIRj+7hhmj5v3V78SzVaCFiiabY7//etjls9dBd76Ouz1Hxn66vBg/7K5K0NHC24e8BCFTQsobJ6PEIJoVgQzYnq71SCuIxn75aRgsXfslH9h5i9zWbNsbWhIwRevDCcrPzsIF0ZA41aNcF3JmqXr8Cd32JkH0KJDMyVIvH8AZsQCIagsq1GCygr9p2wYfPXqSIrXlIe2Ce9f+n/yv3w9UZVt8eZRvKoU6UpmjpvHA2c/zY2H38+txz0cOP8B2u3QhksePRsrFqFRi0L+9+DHjP9mUtq4ju1ww6F3cVyjs/n1uynr/S40WxdaoGi2OY69tD+Nmhdw7CX9gzf3klWpMN4bXrwEhAEIDM+UM37YZBq1bEROQTaddmuvBEawuJtp44uMRdu2XXIb5QbCQKByUGoqEwhD5ZFYkQhrlhWntBBPoLzzyBesXLzWiyQzgv2u4yIsEyGEEi5SCQthmsH1Dz19/1oViQ3LCI5DCEZ+OI6bjnkQKWUgYMNMHzuH8cMm89wNbwGwfP4qVi5aw9BXh2MnHErWlDH28wk88Y8X084rWraOid9PpaqsmlFDxv6Jb0ezJaN9KJqtklnj5lLYvIBWGf1FAI4YdBC77LcTLTs0Y58Be7Bs7kqOPO8gpJQ8fc3rTBw+jZ4H7cyiacs49MwD+OCJL5BSlSsBmD1hQTBW684tKFlXQU2mI9tMCRnHkcoXYgiQ0LxdE9auKMZ1pLeQC1wEcS8aDEiZpwwDcFPbfKFkCvIb5VG2thzXlUpIhKOuhOCFO96nxwE7su8xezD0tZHEa5JIKVOWLyG8asUV5BTmUtgsj2ZtGtN2+1aMGzqJtcuKfenHzAnzefHWd/ng319gmIIjB/UDoLBpPqVFZewzIL06cYsOzTj1nwOZ+fNcjrviSJbOWcFv303lwJP3paBJ3h/5CjVbIFqgaLY6vn3zRx485ymiWRFem/MfmrVpAsC0MbP58sXvMSyDb14bQTQrws777sDg964hmhVl4bQlfPZf1YiquqKGwR9czY1H/guJSHt7j2ZHSVQnVRmTlSXYCaeWKalulNmppLiS4688krkTF2InbKaOmRsIFvyfZrpJLTWEn1GvnOu19vml+QwD6UomjpjJxBEzab9Da5bMXpEaP3yaITj/npMZcMHBAHz/3hiGvjoy8OMAVJZW8f6/PwcJji3p0qMjuYXZlBVXcvTF/bns8UEZUxGcf/8ZwedT2l3CuhXF/PrtZAZ/cN0feFaaLRFt8tJsdfiFFxM1Sb55dTgrFqgIp0cv/C/D3hjJiPfHBPsn/jCNj57+mjO2v4pL970tWESLlhcz6pPxqjtiiKzcGIkaW+WfRCxs21vAfe0hw/ltmEYtc1WyOskH//maiSNnkdckj7bbt1LXtUxi+Tm1hVNoXMMUGBEDSNV0jflNuUyDll2aY8QiYKpkS1/DWDJnRbogEQJhmlhRCyS89/hXSCkpWVPGC7e+o441DDp3b59uChMQy43x/D/fpsrTykrWKHOh67q8ee8Qnr32taCGGcCCqYsp94RfLLd2Hb2GorKsCsdZf0Sb5s+jNRTNFk/JmjIeu+i/5DfO5apnL+TYfxxONCvKN6+P4NXB7/H5f7/l0eF30v3AnVk6ewVde3amuqyKkqJyStaU8frdQ9IXWy8f49u3R7NX/+78MmxK8GYfr7EDX4ifX1JLAHimLUCZo4BWnZopX4gQgQULAWO/mpQmhBJxW/k3Qs56DEMpH64klpulFmvhXcMwiOXEkEAy4bB6aSl+AXEzatJ9v52Y/OPMVPa+MNW9ePNzbBdMk9XLivnx4/FUllZRvKosuMeF05d7/qSUAPPzbRAGzds24vLHz+WrV35g+dyVvPvQJwC03a4Vx/7jcAA+e24YybgSzKf9c+Cf+3I3Ed++OZKHznmSLj068fQv/wpycDR/Da2haLZ4fnjnJ8Z8Op5vXhvBpOHTiEQtjrnkMFp1bg7A2pWlnLPT1exzVC9u/d9VTB8zhwXTllG8ptwzZ6nFM5YbJacwJ4imKi0q5/z7TlGfvYx4gIKmeRvUIoSvGYRYuWRdSmgJL+KqVihvugahfhpqPMNAmAax7GigPfhhyOUlVSQTTsY4gqycLCaOmBkUgkxd2wDTIK9pbtp9LJyxjN79u6fPXXpFLOvQvhBw1IWHMmnEdP598Qu8+/BnZOdnE4lF2H6PLsFh/U7el0YtCtnryF6026HNer7Fv5dJP0xFSpg3cSGVpVUNPZ2tBi1QNFs8exzWncYtC2m/Uxt23LNrsP3a5y/mwofOVG/sEpbOWcGEYZNTJ4ZaAR16xv4k4y7VFfHw0Fyy9+21FtO227UKFl1hGux2wI5BuROE4Iwbj0lfeD1to/v+O6rKvUIt+P7xSiNJCaxwJWJhpi/iwvSEm398WHgFMkgJn6qKeGD6yinIpv/pfbCiqTfxipLqNMFWUlTBsnmraNq2ScpE55GdlxVct3HbJjRr05jGLQpJ1iR5cNBz/q3Q+4hevL3waVzH5cRWF3JKu4tJ1CTZrlcnttu9M0tmLePcna7mpsPvDeqnNQSn33YCh519INf892JdJbge0SYvzRZPh53a8t7y52ttz87N4qRrBuA6kqGvDmfamDkcfu6BfP3mjykLjl9CfuIimrZpRNGy4vVex7AMjjj7AE684kj+99gXDHvrJ6QrmTJatU8QniP9q9d/RDngU+fmFeZQtrbSs5ylJIAM5EpYMIg0h3iAEJSsCTniM7WcsFM+7TRBdVWSzru2hyHjwZDguiEHvRK4hU1zuWngo+DKtHENM30+WVkxXp3yED+8N4aX73jPu3cD6br8+OHPHHxqH5659jXK1qo8mP898BFTRs1kwrDJ1FTWsGzOCpbNWcHc3xay8747rPd5b0pad27Jja9e3iDX3prRAuUv8tmzXzP3twWcfdcpNG3duKGns9UjpWT+5EWM/GAs1RU1DH9vDAMvP4Llc1eyx2HdOcjrO1JdUcPzN71FNDvKsjkrWT5vNcvnrVYhv2ELkKnyTRbNWkGzdk1SO7w39JYdm1G0bB2O7eI6ki9fH8V+x/Vm+EfjgmMCYeCNu25VmRrXq3wthKCyIk7lTK/oor82Z6Z+ZDjNg3ngEMuJpocVZx4f3pYZMebx4t0f4doOQgikv90TQJHsCMPeqztfxHUkNZUJDMuk255duOKJs6ksreLB855DSkmLjs046rx+vP/Y51gRi+16daZLj46sXrSGRi0LOe6yI5jz2wK2370LAy46lGk/zaJlx+ZpZjHN1oEWKH+BVYvW8J/LVEJXdl4Wlzx2bsNOaCunvLiCy/e5lRXzViGlxDANXMflldveQRiCb98cSZ/jehPLjjLig7F88cJ3AOQ2yg3GqKmMk98kj/LiypRj21tbi5auU+G6UtJ5t/a07dqSUZ+o4pHhhfnWEx9Xmzz/gwxMVDJNWKnTwhpEsDH1uY6SKLUwDOI1dt3H1hEGjKGEWWC2kkojcUPZ+8Iw6Lpbe3bduyulays4/fqjufbIBz3tKH38SMQimbBxXUllZZxfv59Ol13bIr2bzcqL0apTC16Y+BCNmhVgWiZ3vHM1w974kbbbt6L7Ad1o1q4Jz13/JqM+GsdTY+/f8P1qtli0D+Uv0KhFAW22a4UwBLvs362hp7PVs2DKYpbPXRlEMXXs1lbt8NbTHfbsSjRLlRHvttd25BRkk1OQTVVFTeBruPWty9iljzKziAw/QVgrWDBtGaM+/ZW8xrkZzvRUNroUgJEqh1LL2R5ORDQEb099iCYb0mLXl8viO9LXp5F4TnZMU/0zvN8z5p05r3lTltBp57aM+WoSF+13F1UVNSmfjf/PMOjVr1swzsJpS3n+lnd46MIXgwe/eMZy/jXoWa45+B6klDx3w5vcfPSDPP6PF7nhsHsZ+soPfPDYF8z8ZS6v3PEeNVXx2veh2SrQAuUvEMuO8dK0f/Nh0SsccPzeDT2drZ5d+uzIcZcfzg69u3LKTcexR//uqoijENz54fX8e+TdweLeced2vL/8vxx5/iHB+Y1bFrL7wbup/iThxTu88Pr5Gx5de3RUQsNfqMPO9LoW+UyfhvdPSnjp3o9Yt7qsbgHhfw4LhfB2j7QaYv5xXgjvBjWd9QijJ657m7iXa6PcKqKWYCteU15LOK1bVYowTQwrZeQoW1vBmC9+46OnvmbyyFSp/X9f+iKxnBhW1GKvI3tiJ20+++8wFkxZvP75arZItED5i1gRi7yQSUWz6TAtkz3792DOhPm89/CnVJWp5Lm8xrn0OmjXWiXUI1GLfQb0IpodJbcgm0e/ux2ADju2CTnGSS3wYQy1YE8eNTsQHMLLB6lF6G1+Q4v6iM9+TR0fOk9Y1vrPyxA6jkv6dTJ8IXVpR2n3mClIM+YdFKAMItEEcyYtIq8wJxXJ5p0rTIMzbjmOoy88hJyCHGqq4vzrvOcwg0gyT9AB37/zE47tMOG7KVx38N08ecUrXLHf7djJ9GrGmi0bLVA0mz2TRkzn6r538PFTX1HQJN9f5zjivIN4fOTdvDDpESpLq5g4fFqtLoKfP/8diZoklWXVvHzH+9x9+pNYMYtzB59QW5CYphrYD8sFT2MxUtV6fQ0iTTsQ6RqDaYJlsvtBO6eZouyEW3uRN82U2yXTNOXjb8v8GT5vfZpShvBp1DIfKyuSnr0PRDI6DgpEmnAREYNzbjs+bXwp4c37P+HLl4dTXRlHIrATdqpwpqfpHXLGAZgR9Zxd22XhtKWASqpcMms59572OJ8//+2G/wg0WwTaKa/Z7HnrviFM+2kW08fM5sRrBwSO79uOfYiCZvkk4zaVpVVUlVdzzp0ncfo/B1JaVM7Lg9/jx0/GA8qHMeqT8alKwL7fwXNaG5blNcAitDjXDsFNw1+wM4oyqlMlsyYtCd7QA4d9ePH3Naq6LmOEj3HVTz8z33fEhzLyf3ee3jklayrT5+kRiVkqmz3QdMJTE1QUV/PSnUNS8whrROFQZe/+cgpj3PbG5dRUxJk6ZjZ7H7UHv3z1G3bCDiobn3jNUbz70KeM/GAsI4eM5aBT+5BbkPMHbkizuaI1FM1mjeO45DfOxYqY5ORn88Fjnwf7ytdVsGzOSlYvLqK6Upm/yotVnsbbD37C0FdHIIOSI0rrqGX2AfW27YYWSB8zoxxHXVoJqG2+L0GmFtvK8prQcaL22OG5+L4bX1gEgkikBJ8vZEI1uuoqOV/3NlH7Z0iLqapMBJoVoefkVwlQp4Svn+HwJ2UuE0JgJ112238n8hrn8uGTQxn9+a/83xVHcMwlhwXHLJ65nObtm3rPDQYf/2gdE2941q4oZsmsZb9/oEYLFM3mzehPxjHyg5+xkw7R7CgA2/XqTGGLQhACM2qy6/47cuf713DZ4+dwzh0nMm/yIoZ/MNaz85vsPWB39aadKUhCL9ZSkFq4w+Yr7xwjGqltdoL0xdsw1IJsmakoq7SFV6h9EYsgb0UY6Yt4xAJzff4UIzW2P75hBCbAtPkEAic0Vh1Jj7WPydhf130G44fG8OfhkYzbTB09m047t6Np68YIQzDjl3nsdsBONPN6tIz94lfsULvhySOnpWXPlxaVkYinF+f8u1m9pIhztr+c87pdzZjPxjfoXLYEtMlLs1nTfsc2yr4vJTe9+g+KV5Wy7zF7MvvX+dx7+pNUlFQx+9eF9Dp4N5bNW8nHzw7j3ce+oKpM9VOXUrJ68VoiWRHspK+tkEpKNIwg+TClHWRoH4ahrE2ZfoqQySzIZ8l0kofGwHXTF+EgMkukbReGSSw/oypvcKysLRgMw7t+ZhKMPw+R0n78+3BDPVYyx1tPRJi6tvfTf0a+BmgYap9fvdeAV+76gKJl69hxzy6M+WwCU0fPZuro2WnX/fCJrzjw5D4smr6Ew87qSzRLvTSM+ugX7j75MZq1bcJLUx8jOy+r9pz+BkrXlAUJpasWrmmQOWxJaIGi2azptEt7/rf4GQAKmxUE21+54z0qvOTEZNxmyH++4q0HP1G9SUIIoXIn9juuNz99nh5lldcoh8qympQpx8r4z6EuZzekCxKfcKkUIZTunxYthWdC88qehM1dfqkTD+lKlcjoz8kRKf+JL3x8AeULDFOk+3LCcwn7O3wVxPSEUFiIZmbYh4WO91NIFxC06tSUNUvXIiMmTsJOu0/TMnASNnN+XQjA2K8mUtiyECeRpKJYFWIUpom01T3OHDePc+88iX2P2SOY9sxf5iJdyZolayleVUJ2Xqva9/Y3sP3uXbj5zStZu7yYoy46tEHmsCWhBYqmXqgsreSTp79mhz27smf/Hn/q3EUzljJv4kL2P35vohnRRpAuSEAtQLvttxOzxs3DX2BfyyxBn+GvSBMm3r6KkioMy1T+k7qSCjOFiSHqvoYwUtnp/mKfmcEeLOrp0VVqfqFFPyP0OaUxhYVCyCwXHtvL8leaw3r6fKTNn1Qp/ZAwUXW5ZOo+0q6h5hfNjtG8bTNWLFwTGlPS76S9Gf7+zwQl920HJJQVVSDdVJRb+25tKF9TRvHKUlYvXstD5z3LQaf24Z+vXgbAidcOoLqihk67tKdN14YRJj4Hn35Ag15/S0L7UDT1wut3vs8rt/2PW4+6LygK+Eeorqzh8r3+yQNnPMF/r3uNdStL6jxu0fSlrFtZwvD3x3DVAXfw8TNfc+J1x9Ra5MOVeIVlpWz7porqymsUiiIyDLVO1pWfkfaZdP+Kv9EXDmboGoHPIUMYhf0vviAwPZ+IEEjDQEasYC5+0UhpGoH/R1ombbq0qD1m2F8TOPkzMuWFl5QZ1piAtGrFHmkWsMxn4R2wePZKTK+nffhBDf9wXDCXO/93BR13bps+lsfi6csoXlWW9kyN0HUaNS/g5OuPQQjV70azZaAFiqZeaNlJ9R4paFZALCf6p871F6VPnx3G6R0vDTKopZS8cc8HXHfw3VzY80bO7XYN8yYuBMBO2CyYuqSOwWoNTmHzlIbTtWdHVTrFNFOHhhfFIIrL254mJLxFOYiGCgmJDZVGyTCdSRESFKjffaEk8YxSUSs1n2gE6Tn7ly0txsiOes75kCNc1HG9tFIs/jVCkW6Z2pYQZOXFaj+T8LihfcsWrA6qCPj/wsd9885orn7qPPY6eneA9f5dFDbP5+rnLuTKJwcF24pXlXBB9+t54h8v8sAZTwCwZulaXrrlbSYNn1bnOJqGR5u8NPXC/115FN0P3JkW7ZsRy/7jbV6zc7N46pcHuLLP7VSWVuHYLivmr6Lzbh2YN3Ehb9z9gTpQGNRUxr3V1n99T3cmGxGLjju3Y/GsFbheBrYQUFqkSofs1md7+h2/F5N/mpN6K7YMXEfWWvQNy8C108dXO9ZjVkvzU2Ts9/ZJANNIFZUEVWDRF0zS2+pHhIVuNfB5CHAcmdkDSy3mjlvrmdSaU61tIbuXgJrqZPr9BPcdCiqQmWMQhEsLLwBASpefPvuNnz75Ve0zTaxYlGQ8GRSpFKbBTS9fgnRcOu7SjqzclOP969dGUOO1EU7E1Xf57HWv8eMHP/PhE1/yaelrusviZogWKJp6QQjBdj07/+nzFk1fytV97wh6t3ft2ZG9Byjn7JRRM8gtzKGmqgbH81Evm7eKPsftiXQllz12Nmfvch2uo2zzZsRk4XQvX8AzdUlhEIlZZOVGmTJ2HlN/np92fdd2a2en+/7owJxW++08dOMpR3bmfiFUBJkhkCKlTQQy0TAAqUrJC6GGcT1h4Y0jDYE01D4MQ+XVhDswhpMbDQGuL3dkat5hZ3vY0S6EFxDgtwV2Q+N454fuS0Qsrn/8DL58fRTTxs5NzSHws6Q9GDI3VpXXgDARBux7zO4IKZkwbArD3vwRK2rxvwVPUtAkD4A9Du3OO//6GCtqUlVezdsPfESHndoBP9O6a0uMTF+TZrNACxRNgzJ55AwVrQX84/FzOfbS/pimweIZy3j22tcBOO3mgYz/Zgpzfl1A977dOPi0/fjwya94+oY36bJbB0qKyilaXoxdk0xPRvSSGe2kS0VpKJor2J/pH5AZpqAMYQLpznb/p7+oC1WORBjhhdwzbZkhe5aQSM/PI6W3L/jdxJUytQxbBjgpf79vupLSEzyekJASJWgyAwcgFCFGuqN9fQQ+l/TjpCt55Ko3adQsr24h6keaCRBS1FXNP3h+8yYuZNWiInK8cGDXdSlZXRoIlEQ8ya3vXM3nz33DmM8msGDKYj4re41+J+9LfuNcXFdiri9fR9NgaIGiaVDWLl8HQLN2TRhw8WGBGaNxq0IaNS+gpKiMHXbvwtl3nETZugqS8SSv3f0Bn7/wfdrCLtIESR0mMT9PxN/vR0T5n+vSQAJ/RMa44eNrdU1MHSeFSE9S9OQTpoXwhUZIqAWGMdNERlIlYqQplbCQpF1DCsD16m1J6ZnF/GNT9x400zIMcFSDrVRipcSKmrhJG9f2tslQ+HGm2U5C8ery2iVnMoWL8O7FMMjOjVLt5QWp70rgesdXlas2xK4ruazP7Zx647Hs1mdHrj/0HgBOvm4AU3+axb7H7EEsO8bMn+fy2EXPsf0eXXhyzH1pjnxNw6MFiuZvZ/rY2Tw86Bl22W9H1dQKKCsqx4qkhEJ+4zwe+PIWrj30bh487znu+/RGRn82gQ+f+pqsXOWjEYZIhbemLego7SQzRBZqR3OFf0JGuG8o1LcuMvwu/nWk/3Lv+Uak66a5Hnw/ifRMXoEpzFQmK+E70P1zTAMsgWu7CDd1vDKNeSYzP2dSKJ+IDEcNi+BgEGbQT0a4KqfETrrKjRJoJQaYMpW06D+XTDKFSh3PRxgw6PbjGfnRL0wdPUcN5ULRshL1fELmu0Tc5vW7hnDgCalWEDvttR0XPHB68Hni8GlICXMmzKe6okbX/trM0AJF87cz9OUfWDp7BUtnr+ChYbfRrG0T+hzXG1UDymbI41+SlRsjpyCH6nJlqrrzxEepKFO1sWoq49z/6Q00adWIK/rdg510UgteXdFWnoM7mhMLfDX4ORFh000tc1GwEnsf6xAe3gIftNU1fe3E2wZgmSqyy3EhGgn5UjxNwZufEh4S6YDrCRTXMgKTlrBCIcmOq/752oabcvyraCtvn+um/CG+9uQLH8NIOfLD44QLRNblgIcNJ0RmHLNg+lLWrS5PbQv5XJq2aUzx6lLly/K25zXO5boXL6Zxi0J6H94DAMd2kFJy9uATMQxBj367aGGyGaIFiuZv56BT+jBp+DR22W8nmrdvxqB7TqFpmyYA/PDOaF669R0A7vroelq0b8qapevIKcimuiqJYzv83+VHsMchu1FZWoXtl0rPJGyq8j4nqhMhU9UGEhkzf2b6TaTyVchQzomUUgkTIxQODAT5Kf5xwvOx+PjRW+FjTZkylXnRZr6z3v8nTUNpNEkXIaXytQC40vPFeJ+lAAOVF5n5mPxoMknKz+L7WKTEilmq8oBk/X6X0PHBswqNb1kGX70+yjtWEC7P0qhFIe12bEP/Mw+geHUpQ18eDsCXL/3AFy9+z057d2XHPbsSr4pz2d4349gO//npXs649XiyGqgUi2bDaIGi+Vv58D9f8uw1r7HXkb047KwDOG+Xa4hEI7ww6WHadG1Fm+1aYZgGpmXQon1TykuqQRjscVgPjr/iSJ658S3mTV3C6/d/TPf9d6L9jq1ZMmuFGjwkWNIWbaj99uy6GaayOsxXYTKPy1xf/dBf/3IAlunJH+/alrqev7ZLIVJKgJE6TxoiMEthCtyIkTrOlUg/bFgYEBXIZMik5vkuRLDAe2Yu10mVePEti17ZFqGcMaH9JriuMoWJdGNdreeR+bs/rnd9O+E7ZvzJycBUVlpUzqTh05k0fHrG6er4mWPn8NGTX7Fdz04q9Bv4/Plv+fCJL4lmR3l56mO08ApNajYPtEDR/K2M/3oSABO+nUyfgb1BQjKeZMT7Yzjtn//HLvvuwBtznsCKWGTnZ+F41WiHf/AzFWXVTPQWnymjZvG2mSplX+eiVtd2n/UJE19YZAqk0DGBgPBe+9WaHcotMVA1uAy8lrqk1euSplB+b0sgvfMxDVzpKr+PaSAjvulMhQ3L0GIshINQ7g8MVyj/iiTYJqQ3R0+TwjTADrmCvIAA5UORXol/EQpu84Sj64Wl+ZpMuMR/msYSEtZh81f4uflhav5my1TX9fZZEZOClgVEYlFOvOpIXrn9XarKqnj3kc947IfBHD6oHz8O+ZmvXx8JQKI6QcnqUi1QNjN0iITmb+X8+0/jwJP25cZXLuPwcw6khdcP4/1HP2fSyOkMf280a1cU06hFAVk5MXY9YCcQUF1ezY8fq/Lh681BMFT14FYdmwVhvAF1RW+FzktPWMTLMBe1orgCJ3nUDDLmhZnSPKQhIBIJQoEDf4mXTyItVW5FWgZSCFxD4EZNXEsgo2q775MJzosayJiBjJpgeRqEN47rm95MAyJqXtIQyIiJjFjIqBX4dgIRYKh/Es88ZgiIGMiIWVuQhp9ZWmZ++Lls4BzhRaFlHCM9Aeu3V7Ztl3Wry1m1uIhv//cTx1yiCjG6jsuSmctp2bEFVeVxKkuq6NKzEze+ehk77Nm17utqGgwtUDR/G+OGTuShQc+w415dOfi0/bAiFkdecAig8g5uOPRe7j/zKa7c/w4+fvprFs9azsQfpqcvTEKFmBqxSJ1mKilh1eJ16Rf2jolmRzjgmN2J5m4okz9DW/Hf1v1NYQFjhAQJXpRWxEzV4QJcAY6pBIljeX4PQFoCJyJwosLzvSinvvRdGt5xTjS9TIo0BG7UwImm8ltcS6jj/Xn7UWJ+2RjhCTr/+v78LdOriuzfK6nSL74ACdcmC/79gS/b10qkLzg8oZJ5rtc6INxueNb4+Uz+abY/MRq3KmT//9sreJE48ZoBHHqGKtgY7p+yubNm6Vo+eXooRcvWNvRUNhlaoGj+Nt556BPmT1rES7f8L9h2xi3Hs8+APUhUpzdS8vNTpG9zDzm7gaB8BxCYZERmqHAGiXiSw0/fN73Evd8vXg1Ut5DyFlxleiK1AJMyf0nLgKil6nJ5wsE1QMaUNuGa/oJu4HhCQEZUPa5gEQdcS+BkG7hRI/gcCCxvLr6mY8cEtulpNlkWjiVwhFTHiAyNBF9ghbYLoebs35ev1ZlecUq/8KSRCufOzs+qW1sJjZlTmE1B09xaz1EYQvU7CT9jw8CImFjR9MrJZkiAPXPdm3Ts1pY35/2HV2Y8xqGn7w/Ai/98i6Nzz+Lpq15Z31e+WXHHcQ/y1BUvcecJjzT0VDYZWqBo/jZ22KMLpmXQ+4iewbZ4dYI227VCmAaFzfI5+Iz9OP/+0zjjluNZNGMZB/zfXulvsGkteNUYwjQRwiC3IMt/qa3zLbpRswJuO+NZVaolwA+pFekmLlCCwruWnxwoTaEirAyBNECaajEnkqruKw2hwn39baFx8M1PfstfwxMuUaU9yEhG2HPUwImBGwEn28ARAtdSGo6MGMhsI5ibGzVxs5Vgkaby5SgznIEb8Y73TGJpQtpQhR2llZqvSIuCk0GhyaTL+n1PwM69u7DP4T0oL61J0+L8f32O7qU0jVBUmGu7QQtm/7pzJy8Mrr587krGfzeFQTtfy9V9B7N2eTEAP30yDlBdPbcEsvOzAcjxfm6NaKe85m9jzKfjcWyX+RMXMuaz8UwZNZPffpjOvIkLabdDa/qdvC/9TulDhx3b8PT1b/Dpc98C0GW3DiyYtjQ1kC9M/MXaM5tUltXU8gEYpiA7PxtXgpu5AHq/FzTOpay0OrUAZl4n0DrMwHwUOOENkSa7HAHCFKnERCmRhjJhCUGgishQ6r4ycaEc8S4YUn0Oz0ManrM/JpTzHVImwIhEONKLERDILFMVthQuRki18VuqyIiJ60eGCQOBE4wnLS+izHFU9JcfDedHbcXtlDkrLPik0iSnT1jI9PEL0p32od9HfDyefif05of3fva+IBXx5Uj13FzbRRgGNVVJwk78xy99iURNkkRNkn9f+gL3fnIjF/zrDD5/9hv+76qjaEhK1pQyffRsdj+sO1k56zen3vPpTUwZOYPuB+78N87u70VrKJq/jYNP3x/DEOx77J4MPuERPnjsc+b9poo1rly0hrfu/4i7Tv4337zxIz9++Etw3prlxRlmFYLPgebib89gn8N7sOu+21NdmaCsqKL2AUJQVlKVNr7yhyjzVEpzMVJKkSFCvgaUY12AY4CMmriWgRc/hRM1cKOmcpZHlBbiWp5ZyQBMcKMCaXnXsQSOJXC9KC9XQDIKTrba5phqmwveNXytSY3j+1KkJZAxE8fIuC9QmknMxPWc8DJ8P5mFMg2/TH5YE6nDn5JZgmZ9JVGEYNHMFRx2eh/10Q+wcCXSJU0zimSnyt0XLV2HGVHvvxOHT6NkTRmPXPAsE76fEkQCNhTXHXQng//vIR4Z9PQGj8styGGfAXts1RqKFiiav42zB5/E0MT/OPeeUzBDkVqdd+vAzntvDwiWzl7JY5e8QPGqUrLzYhwwcM/AGSsMQbvtW6UWITwNYAMhwpPHzFEl2etyJvv9QggvloSc2Z5vxDMNuaAWYcuPsvIioyxDRW1FDOVgtwykJbAjnuAwhWdm8jQNS2BnCZwsAztm4MQy/CRWys+RjBJEkbmmQGYZ2HkGyVwDN6aEjGuRcrb70Vz+4h7xTFyWEjKur+ngOcp9M1jMTJn1UD6YIBgh8JmEBXfI7+Rfz8gQJn7flQzhsq6onCsePZPnx97NgPP7pX2f+U1yGXTnCVzy0Bm8PPEhzr/vFHLyVRKjk3Ro1q4J/3j0HIpXllBZUgUS5k1axIoFqxpMsMSr4gDUeD+3ZbTJS/O34msUjudU77bP9kSyItRUxFNah1ejq7oizqhPVeveHfbswo57duGzF38AQosXMsPeT5pgqSitZtJPc/wdqR+Zocd1lWwJRURJgKgXb+stsrXS/TzHvfDnYAmk5f3uyiB6K9BGvCx1aYATlYGmJQHbt5xYqpCi4a+V/n1LiRsVCFt6oWTKVAYS1wLT9RInDXAwMJ1UiLAIBzT4T9E7Fv86Qni1xVSJFxE2cQXZ8WQIF3+wjHwV//vxtpeuKee4DldyxJn78dWrI9KqIbfq2JxTrh0AwJgvfqVoeQkPfXMrtw98hOJVpRQtL2G3vt1ov0Nr/u/Ko5jz2wI+fX4Yr9/1PmbE5OFv76BVx+Y8dP7T7HdpdxLxBJFI7bbS9cnD3w3m12GTOeCEfTbpdbYEtIai+dv55auJ+ItQ+53aMuXHWcz5bQEduql2sYHTPLTAz5m4mM9e+CGwqXfr3QUzYtYy0Qw478DgjbZOhFBmnLTOjF5YrfDzTISnVajQW9cQKu/EUGYq6SUOut5xrueEd2KmOk8QCJLgrV8I7KjAzfZMX75cEJ7z3DRwTEjGlPbiRj2TlwGOJUiaShuR+JFl3vmmQEYFrue4dyMG0gsrVkmNAhlR2faup0FJS81RyaGUcJGWZ4Yz/BBeUv4jw0hpLeEulZktiMOtksM+qTpMYF+9/qN3Tur8ORMXcWa36/ji1R+454wn+eS5YXzw+Jecf+8p3jBKoD93wxt89ORQpo6aRcmKUkBpME9d8TI/vPsTU0fNBGDG2Lm4rsvciQuIV28aDaJ155YcfdFhFDTN3yTjb0logaLZJKxatIZnrnmtzn0itNg0adko2L54+lKatWtCTmF60T8RLkXimVbmTV2Ka8vA0ewzY9x8zrxhQLo93z/PDC2AYVONaaTm5CUO+gl3mAbCTAkAUAuvk20hLQNXCNyYqcJ8fbOW6YXn+u4BAbaphAb4GojAtpQm4kbAiYGTJbykw9TcZQSlpUTVONLEyztRwiaYk1AhxI7pPV/TM29Bergzanwn4oUyRyzcmBfhFSzspGtf4TbCIjS/OkyM/vh1khn0EC5CGdJiipYX89Q1b9Juh9YAbL97Z3ocuDM777s9h56xP//5x0t89OTQ4H52PaAb0SylhZStLWffAXvQsoNqSb3DHl149ppXuXT3G7nuoDvrnpem3tAmL80m4bXB7zH8g9FcfNjJVFfU8OPXv/Dvi//LTntvz0Nf30ZOQTb5jXPp2rMTy+atYtRH40AI7LjNU6Pu5rweN6ZMQKE3cp9EdYLAD+AjBPOmLWPe4CHpC55v3/cdyqR+hLWI4HOwO9ToygiFEIfqdrlCqrd+QbAKuyYqs90bSPWQVwJGuF4EV0Q58vGsQtLw5yLTr4vaJmPKGuXGQZiAIxAOOBGpor4MgSlVBrpful5Ghar75QpcBAKJbYBw1e9IAXGv3IvXA0VaJtiOEqxJJwhC8E1c0ovKCgIhgjI0vqCQpNfOp7bpKyh7H3ruwTXUnUtX0qh5IffOuA7XdXn/8S+ZPnYO08fMDo4RQiU97nvMHlx4/2l88cK39D+3H+12aMPzkx7myy+/JDsviyUzVRfP5XNXotm0aIGi2SR022cHhn8wGoBodpQ37v6AeFWCST9MY/GMpewVykW55OGzSNQkmTh8OkdfeDAlq0vVGuS6WFkRDMMgmXDS3mJFKNmuTtYTIgyy9ht0uP+I4Zl+0kxSKi/Df9t3LRE0yJJWKvpLWp5GEFXajRCp8F8nCkJ6kViWmkZQAVgobUPtV8In4k3AtVBah/852zvXApGQGBhIEwzpKhXGFNhRF8PG84Og3D6GxHS90GEp1XjCCwCwlcAWkiDR0nBc5dD3y8obnvB2lGCQwitAaXgCyPdJ+fW5DFJ+ljDhlsKmkSq777UTyMrPpqYyDq7L7N8W8uilLzJx+HSlgXjfYced27JszkqatmnMyvmrefm2d/iq8g267bM9AGXryrnr5Efpe0UvZv48h6v/ezFfPP8tfY7rveG/Gc1fRpu8NJuEYy45jNdmPQGAaRocdIoKE41lR4NS9QCO43L5frfzy9BJHDmoH2fffgK/fDM5WHfshEMybmfkNZAygWWSaYrxEwgDu76Reqs2DGK50ZST3TCQpkVQe8oPHY6YOAKcbJU4KE1DZaVnGV6Bx1SElmOprA4pwEXiosKJMZSgcE3/WuBkgR0BO0tpE8lcsHMEThRsL2LWyfLH8n56CYsYpIX7uobAjqnxHEvgxIRKiIwqH0tgQjOASMocJ70sfhkxlEkt9L/w8xTh5ypDfe99U6K3HVLPNqhC4Gt0Yd9K4OAXZOXFgm01VYng/JqKGiaNnAlCBH1sojkxbnv7Kr4oe42zbj2e3MIcBlx0aNqfwK0DHmTGWBWI8eSVL+M6Lufffzrd9t6+7r8ZTb2hBYqm3kkmbIY8/gVTfpwBQNHydYz+dDxde3bixSmPktcoFyCoiFtdUQPAb14l4eXzQqaJkBkkKAoZMlel50eQJizSBEu4iVbo3JpqO+U7wPPXeKe4UTOVwW4ZgeMeU+DGvO2gcklM5RdxYwYyphb0ZI7AyRW42V7drpg6zhVSlVixBHaOcsAnDeUfwQIiyq8CIKNKu7FzlZ8FK6UJuVFwstU/148m8533Xqhy4McxVNKlX37F9UOZhcCQynwkY8rxLkwDaZkqF8czFwbBAIa6fxl6Tmn+qFqJoZ5wrmWCNIhkR9nn8O5027NzusAKf59AuJyOk7S54/8e4dU736dZ2ya06tScxi0LmfrTTK4/9B4+efYbkvFUfa+ls1fw9NWvovl70CYvTb3z5Yvf8dx1rxPJtrj4rZMZ/81k5k9eBMDkkdMZ+toInITDvMmLaNGxGdl5WcSrEiyesYzy4grabq+cscIwUm1+hcD1TCtChARLXWatsDDxV73wW3JGE6iUzySFE6urhbBndhLeeAL8FrxuhCB6S5qhc0IuGylUGLG0/CRItc9FCQTDTpnB3FDCtWuCzAJRow52Yp6PPFT+zI0KRFIJK+GdgwSRJMhLkaZybwgAWz0cgUAmvOv64dhSePclEY6b2p50Qs8aZa4KhfzW2YRLCDXp4HtIZd07rmTc99NwkqFMfcNQ/hw3faxoVoREdQLHdlmxYA3/e/BTZk+Yz7zJi5g/ZRE9++3K5JEzmPLjDKTrEstLhQo3al5Qe16aTYLWUDT1TkuvR0XUy3Te+8he7NJnR/Y4rDvD3/+ZKSNnMn3sHOLVCZbOWkHJqhIADMtg/LeTWbu8OMgtyWuUw67771R35nVa5FcolDWMb/LytZAgzNXbF2p6JS0jFQ1lmkHBRNd/K0d6JqeUoJGGSmB0/aiuwMSjlms8BUuZk5SwkajorUATioCbA3auxDEliWyJk6X22hbYeeq8ZAEk8kHGwM6BRBY4lhJImMp05mYJ1UDL1yxMoRzskfSKvr4JThpKs3JMz6wW1uBCPVwAlbAZ3DhBgEJaBBl4UXSh7ygsG0JCx3Wkykfy5yq8gUNRgP7viZpkaLtgp723Y+8je3rvFAY777s9kZhF2+1aBWMDtO7SkquevbD2345mk6A1lG2UytJKpo+dQ/e+3Yhlb6ic+59nnwF78NK0xxj9mepfEsuJ8u8RdwFw0e43BccZhhH4QoShytL/69znMKOpt8umbZowY9w89cFb5KTh0rJDM1YvL/EHSp9AoLVQ93YP6boQiaiXbS+nRUoZVPr1TT2+o9qxhOo54npaiCdsXBO1aAsRuBGkp2X4i7Y0lGkKR62pTg7qQAfPx6E0l3iexMCLAAMSBS5OQuJYnmkqDrhChRMLcB31Qm9VqeGEgcq8jytHuunXaMETjK4KtfYtUVKgqiFLiTDVQiwSjnK+ewEHhh/tFRbYbiryThioG3QzqjiHm3z5mqGf9vI7DdByCrKpKq0KjotmR0hUJYJzZ/4yl0XTl6hLOC5N2zThi/LXKS0q46P/fMWsCXMBuPrpC4jGNm1i4+bO9LGzeedfH3HQqftz0Kn7bdJraQ1lG+Wm/vdwy5H38a+zntwk49sJm9fveg+AL174Lti+U6gpki9MYjmxQJtBCJykrRZ71MLi+JFGAYKq8uqUvyRM0L+D9S5W6toEpdxdkfpdWkJFN3mtd30zlp3jNbmylJNbmsop78ZUd0VXeImCnmPcjqmx3Cxl2rKzlCYio2AXgpMlcaKSRBOJHXNxDYmT7SKzXRzh4sa8MN4sicyWyq8S9Xw1Eder3eXV9YpCspHn3PcFhaW0ECdKquy9hcr+9xIyA4e750MJqh97xS+FldLgAjy/USovJ918mP6A6xAaG/g9/G1VlVenfV+um3G8hKqyGvY+uhcnXH0Uh56xP47j8sI/3+K376dy6aPnADBz/FwWzVjKtsyLN73JmE/H89iFz27ya2mBso1SXlzp/ayjYOJfJF6d4P3HPiMSUwrwvIkLKFlTxoyf5zD01eG1jrdtlzveuYrC5qlM46y8LJXAOHlx6kBfmzENKkqrM4dZvwAJOd0D/Na4njlMBAuaepMOl5t3zNRi6+N6vg7fnUBERWf5zbIykwOl4SUwRsCJqbd2aQnlZM8GO9/BzZXKXNUoCXm2OjHHRsa8uCshcfIldiOJne0gcbHzJE62d62Yct67BiHtTAQ9VTBEYCLzo8OQMog+C+qiecUug9wTL4FT3Uj4eZOKuJOkZ9Fn1kcLf4dB7kod31ddfi6UNrv/wN4cdtYBnHLDMbTu0gIBjPt6MsdfeSRZOTEWTlnMN6+NYPrY2dx3xhMAvHL7u/zz8PtqX2cbYt9jeyME7HvMnpv8WlqgbKM88NWtXPrvc7n5zavqddxlc1fy74uf59s3flThvsDYL37lfw98RPm6uqr9GkSiFt322o6rnzyPRs3z6b7/jgy89DCQEK+M07hFyKnqLzZ1aSb+vnASozDqFiZBuKvnK5CpZMJUkUSZKo3iSw7f1u8tuipk13tjD/3X5EQFTo6KrEpkq4VeRsCNurgRiWu4Xr8SZcIjPwlIMF3MbIkRVbOxshNgKc1F5iUhKwmWROaA3dhvppUyPyG8qC8v8syNKj9MUFHA9AIITBEUpRRCKP+IDP1ueeY7L8INKxXxlaYF+uf71w8EBukBE3X9rMuJH5jJjECA5xRkc/cHV1O0bB3D3hxFVVm114BNImUqybJ9t7b0OmRXIlGLJbOWB0OuXV7MU1tIE65NwUnXHcPnlW9xy9tXb/JraR/KNkqbrq04/qqj//R5juNghp2uGdx+7IMsmbUcM2KS3yQv2N6le0d6H9GT028eyI8f/cKOvbvSvF0zytZVBAvLI5e8QGVpNSVrZrFdr87BuaVrPUFUlxlLylTPDqj95uu/aYe2STP8Ju2/aEuIWqkWHL5ZyFAJin5rXoHnF7E8QWL5jbbU78Lx/CpR72ATnJzU9d0YyBxPExAuItfBjDqYpiQZUT4GKVMLdE62g4xUUV0ZU450CVR5nn3LxSmQgTQzq73ILwFuRGDa3hyikHTBinsyUQrwNRJTpBLbYwJqQgIhcNCHfxdgeNd0PE3LlaHOLqSOE0J9N3W9AARh3H7WPJgRS5k7nXRfTHVlgs67tGfF/NUALJmzkl367MBv303lsDMPwIpauK5LNBbhwaG38c5Dn/D63crc2n6ntsz/bRFDX/6ey58YxLZKNCv6+wfVA1qgaP4w9576b378YAxXPnMhR190WJ3HNGpRwJJZy9nryF7c+s6VDB06lBcmPUKbzir65ty7Tubcu04GYOH0pVy8x80ALJq5nMqQGevDJ4ciPMHl2o6nfUDg8faFixCqnHyYsEkl/A+I5saIx+2UoAEvX0NpNy4ovwEgHakERUQVxZJ+/SyvXpYIkgyV6QojZdpyhdJIpCeMhFCJjk7E9yuAyHMQpiSW5S+gSksqzKkmhgVJMIRLYV6cvOwE60pzcBwTmWOnnNtVEaWVFDhIBG62gVBKDMJNrf1CKCEnJAjbCxcGnIjANVX5FispcGISIwmm7WXZhyoNS0MgMsJ5MUQoxFekPVe1KWS+8r+XzP2GAY6jys8LpVUKbzgpbaSU/PL1JLILsmnZqTnXPH0ezds1Ze2ydXz79ihObnsJux+yK//66hYATr3xOI668GB+GPk9Fz5wOm/cPYT+Zx1Y59+rpn7RJi/NH8J1XUZ9+DOuKxn1oeq2t3DaEq458A6ev/GNwMF+3+c38+A3t3Hr21epyrCo7Pjx30wimbD54PEvuKDH9fz0yTiatGoUVGhdtbio9kUzbO1HnXcguV7hSMMMmU0yLSdBL/Ta0V8JzwznO4GllMiomSq9YorAnyJ8c4/vX/HMX44FjiVTjmmvORTeVKQBMgZuFrhRz/dhuTg5DkRciCURubYSSNJFeNKhMLeKzk2LyI7ZZEVVkklONIkhJDnRBK2alBGNJbBiSWI5CbLy4mA66sIGuDkq3NiV0tOMVMa9SisRCM/pI71Mef8e8Rz4au5ez3u/arIXrICUqaZgjudb8YS8Gc14zuE8oEwBFNZ26vq+/Sx877sBaNQ8n/ce+4JVi4qY/esCileXYpoGLTo0Y+xnEwD49bupfPHid8E52Xmq4nSPfrvwxI/3cHRGNr1m06AFiuYPYRgGVz17Ib2P7MXZd6lS4p889RVTf5zB+498ympPIGTnZbH7IbsRC3Xbu7H/Pdxy9AM8deXLvHbXByyZtYJ3Hv6UgiZ5HDHoQBBQvLqM/Ca5avE2DPIa5xLNTg/33P+YPbjpufNp3q6xbyVRrK8Mi0/IZq9qRqVkkPDNMqFQY9crTQ+oN3IplcZheEmNGWY1J0sJD1XqRDnew8mNTszFbW4jGzmQ7ZBdmCCakyASSdKh+Ro6N15DlyZraJRdQ0EsQZe8IjrlqufZIrucgmgNTbOraZFbSdO8CrKjCUxLYhgQbVQDUe9heJqbm59qOiYNfw6+2U4Gfh/ChiqHUCUAQ/lfvIZcKoDACHxJfoa9r7U4STcUnZDx3A2lcaQ56ddn/vIxVM6P8OyPJWvKWbemPLinoL0BqjmbzxP/eImxn/9a11+A5m/iD5m8unTp8pcvdPXVV3PllVf+5XE09UuiJkFNZfwP9XI48vxDOPL8Q4LPfU/alxHvj2HHPbvSrF2T9Z5XVaZKq5QWlWEnlIbgO1L9xDbHdihfVxkkNGblxlSP+PDC7biYEZM1Xv+LNMK5J3VFEvkLnv+G7LrKl2KqsFnpuEFrXt9pL1BmIymUkMAUKX+LVG/wTkyNl5Z/EgWEEkJ2voRcB2G5RGI2VkRpJIaALMumRW4CQ0hMYZNjJSi0ajAMsLxElHY5xSy3c0i4EYSQdCgspSpZxfziprhSaQKRvDjJigjEI8G9xhtJoqUgLOUjEUKliRgJgTSlyo43Us56/ykH/n1TgK3MfdJ2PMEaen6GANtR5xsG0lG94JEOftJjmqlLuqnf6/ruMkxhfsxdXmEOFaVVVJVXIwyD7LwY1x56H9v36oRrOxw5qB8dx85h0XQVGpxdsIFeOJpNzh8SKAsXLqSwsJBGjRpt1EUWL15MSUnJRp2r2XRUllVx/s5Xs25lCXd9dOOfDivsdfBufFj0+9Ez939+M5NHTGfV0rW4n/8GqDwDKSWV5dVYUUsJGiGCUivFq8pCEVtgRS1uP/kJuu293fqdvKZBENUVeNBl6E1ZBJ8FqFLt4XG8JlIyFC0mhar2S0QEi5x0JHY2yrHtl2PxeprgFcV1TEmyiQRDIqIuVszFtNSiKgS0LyzGFNKz/ggkgsaRSppHK1ibzKVlVAUiFEZriFhVrE3m4rgGOZZDwjJISpOVFYVEIw7xuInMNXAirvKpVJuqMrAXfWZHIVLlJWDGwIyDiAIJ/xkpU58f6RZ+sgZ+50a12IvA+0LKIW8IVNKLizQMVa4lLNQzbZJBOF1oe9i/4lcghsCsmJufTWVpFdXl6iVjzq8LAPjs+e9o3aVFIFB+/PAXeh64y3r/FjWblj/slL/mmmu44447NuoiRqYtW7NZsHZ5MWuXFwMw65e5fzlOfcWC1UjXpU3XVmnb2+3Yms67duAf+9wabFu9ZB3n7HwtqxavTR0ovLpdgOtKrKjFxQ+extuPfknx6jK1kPy2iIImuex9eHe+HTJOvfiG33BF5pJIhhNYffZ9AyLtMD/cVQbZ8a4AouGkO6nyR7zyJsLTXtyYWgBdUzm83SieQVkEq6LjGEQsm6Y5VRTElI8k24zjSoGBQ6toKTmWQ6FVQ7Z3TpZIYlo2TaI1SAlVboTSZDZR06V9QQklNVGKk7kkXM/nk2cj4yoEWPoRapaaguErDIaKJJMRiZlU2qITlZj+Wi4BJ7U4KI3FAEMik26aIz7t+fmfDZGeER84oDL9KaFtnmMe/3yUubHS0279UG0cZQrr2qMjKxauYcCFhzBjzKxgyM+eHcbxVxxBi47N0Pz96CivbZgOO7Xl8ifPZ+ms5Rx/9Z8PIQ4zd+JCLtvrZqSUPDHqnjpLhfc5Zg/mTVwIqPySVQuLlEkm6PirFpImrRuzbmUJtu3y9A3/UzsNZa9ybJeyogoqSqvZ9/DuTBgxk3h1uEqiG/gBvEEBlO/ENGs5hCWo0F+vM6OfOe6/Gau2u17uiVAlUDBA2qo3iTT8GlioYo9ee13H8EKsUPeXHYtjGJL8WA0tcspRJask+VY1BWYVXWJFJKRJmZuHFC7Cc29GSRAxkiSJIgRkm0ks4WAYLknXwnGbErGgMhZnTUkBbo2l/quWyvRmJKXq4RJRxSexlR9ECCUsjWRKhuKHQPuhx0mJ6aS0DAle6ZZ0wSCl1zkz5MAX/rMPgiZEKAJMZkSHkfquwmYy//vEM5sGhwtK11UyZNmzCCE48IS9WT5vFTN+VuVW7jzxMS7412lp8xs3dCKx7Cg9+mntZVPyhwTKjBkzaNZs4yX+Xz1fs+k47rIj6mWctcuLA2dp0dJ1sDdM/Un19S4vrqRJi0YMuPAQvnzxe4pXlwbF+6S3YLXZviUrFhSBhHUrilWjpapUGfJMM9eYryalFQ8E0s1XmdtDixEQKsuuKtwKRGotM0M+FBF6OwaVZyKUIx7P8e5aXkVgy5+qhAIXslwQkkjEJhJRb9+tc8tpmVVGVNg0MitoHlVFuLJFguaRarqIIiSQdHJwgR2zVuEaCebEWxEngkSQY8RxTINqEcUQXomamE2zxhUUWzES8VykNEjmSiKlhtI8ssFJguWqe1D3JpCGH5qWejwSz3dkobQn4eJ6x2MKpNd60nDUcxFSZAQ2GKj+khnfQ9i3IkmZxTLLtLiuZ0pb758ba5at47mb3+bUawbw6XPDOObS/syeMB/Hdlk0bQmv3P4OR96m6laN+Ww8gwc+BMATo+9j5312WP/Amr/EHxIoO+6441+6yF89X7P5s9eRPbnmvxfh2C5L56zgqJwzMCKCC18/iRsOu4c1i9exXc9OvDj5YT7777e8fPt7BG1fgZWeMPEXn5pQIcDUopThO0mzu7uAFwtbR08O9XLsgqH+5NVo6k1dFZz01jVHQsQTOoTWPm8416uppSr5qh1OLCRMkCQLbYiAFU2Sm50kK+Zg4LJdozVkGUkKrDgAOZbt3Y4gz0oQM1yi2CQxMYTKiTGEJGLY9MheTJUTYa2bR4mbR2OjGidh0CGnmIVVTRECbFdQkGuwNp5EJiJKdSoXKl0fVE6N6TnnXe/mTGVpMv179PJrkBISwrPYCQxf8PiKn/TzUgTSddJdJdKt5WQPvgsncG6ltofNXfhfs/C0SuWbCc4PhhJ8/OTXDH3xB2oq45gRk5enPsq7j3zK0Je/Z/n8Vd7f1ao0k7uxvpBlTb2gTV6aekEIwVEXqAiwC7pfh510iHpVg1cuXEOy2mbqT7OY+9tCTrn+GH78ZBxzfl0YOMyDtSdDEzEiJq5vGsns+pc+AfUDAtNMEBQfHCsCs4y0DC/SS5nSkHhlRryF0h834vkhkLie6SjVC8U71cuUB4kTc8GLmDaE8DQTJRQE4GIEt+i4AmE6FBjVRIVKa88xEjQyErjEmQ3kiDiGSOJiEDElLc0Ksh2b5XYTss0EuZZJxPDyWGJxSqtjuLanOglJMt9FlAoMR6i+9H6wVlxpIZheH/uk95y8aC4pBIYnWIx46jFL13cNZQh5w/vuXPWcJW6tKOJaCY2hcO6U5uJprr4d1D82eGkglRcD1FTFg++9WbumXP3Mheyy7448ftnzACycsYwDjtubB4fdQTQrwk576a6Nm5K/JFDWrFnD9OnTWb58Oclkss5jzj777L9yCc1mTGVZFU7SSQs5Xj5vJe22b40VsTju8v4kqKBL947MmbCArj068sA5z2BGTKorlbO138n78OsP0ylfp4pVBquQ69KoVSOiuVFWL17nbZMqnNWnDm1FrTO+ADK9XTKosutHg4mQkAmiifye6b7fxdsuUGYiGVU/HU8Rcj2zEEIGPh43x3sDd8B2lNpTGKuiWXY1NgZNzQoKzCpyzRoaWTUUGpXkGXEsXCzhEhEuMeG1DQY6WDWUiQRlbgzf7R0TSfKNSqrcRsQMm3Y5JVTaMSrsGLZjIiwXaQNJA2EK3IjETAqE7a3NEaUQWCGlIK3Wr+/r8ISLY0hMG6+HvIHEK2cfetYy8JugtApbqiABO3SR4KmGtJc6NJn1tnf2jhdSktckl8qSKlq2b8KKeatxHIcJ305hn6N6ceBJ+7Bo5hIA9jysOwC7H7Lb+sfU1BsbJVCqq6u54ooreOONN7Btu85jpJQIIf4WgfL000/z8MMPs3LlSnr06MGTTz7JXnvttcmvuy2zevEaLtztOuLVcR4dfje79FFmzSevfJkJ30wmmhWh3Q5tmF80m8e+v4NIJMI3b4zk0YteAFCl0YFEdYJ4ZchXEkqAK1lTDmtDC53hRTKlRRBl+E/S+puHSGsJLFP/75+OJzy8Bc71qwF726Uf1eXNA0HQrteyISm9zHnflBRxycuJE7Egy0wtqu2ySzCFpNCsIdeIk5QmjYwasoSNjUGE0Js5YApBI0MSFTVEHIe1bi5CuOSJaqqMKMWyBTlmEqSgPBFDYpCVk8C2IVkRQ9rgRAwsN+XoBy+YICoQCa/DowDDlQj/P2e/BBeocv5ezokSSAbYrnqc4ZBsxwkKbQJBxF5g2vQfeNhnkulD8daN4MUgtC+SFcFO2EhHUr5W1YArWVOmTnMk953xBJ+ue4VoVpRz7jyZL7/8EiuijTB/Jxv1tK+88kpefvllunfvzoknnkjr1q2xrIb54t59912uvfZannvuOfbee28ef/xxDj/8cGbNmkWLFi0aZE7bAsvnrQp6VsyfvCgQKJ137cCEbyaTqEly6zEPcP4rJwTn7Hdcb8YPm8LM8fNYs3QdbXdoxWgvL0WF4IpaJi9lukrZl3wnPt7b8gbJFDhh05efde2ZrDABx8uQ97cBJFUWvBTeAmkqc1BmxRcpJE62l5PhCETMJhZVq/O66mwaxaoosKqJuya5hkpgVFOxyRI2ESHJFurNPw8DRyjtKopBTJgY0qXScGhllLPGyaWUPPKNOALXS3CU5EZqyM+KU1aVhWGYWNkOtkqWIZkPsTKCJEfpRYIREUqbEARdKWXcVRYsC7BD1j3f/REuj+8LC9v/PqSq/0VIYPjP3yBVO9//Lpx0DaZVx2asXFiEEIJO3dqwYGqql8m+R/Vk5JBf0o6vrohT2CKf0lWlRGMR0to2AxUllTRu3qiOPw7NpmCjpMCQIUPYc889GTNmzAYrz/4dPPbYY1x44YUMGjQIgOeee44vvviCl19+mX/+858NOretme4H7syFD55JRUkl/c85MNh+4rUD+PbNHylZXYrhFW28dK+buezRc9ll/53Y/ZBdGDnkZ6SUrF4SykEJLf75TXKJ5WZR5HdkBK/qb6bfJGNS4WQ6I6SpmN5Cl6oSpX73P/pNpKSK9HUc77yoIMhJMYEInmBSpxtJZZpyowLhgnD8wiaAKamsiZETi9O6oJzGkWos4VDpxGhlrEXgqogtkSQS5KtICg2LqFCJiwCWUOa5fNPEkg5FjouLQbaIE8eidaSY5ckmZJk25cmYJ2A8f5Lh+TQ8IezEJJYj1DYj9Cic0O9+CLCftGlKRAJcUyAcz6zlV5vM8K0H34lUocqZ4cVp31Md31vLjs1o1DyfXfbuyoqFRXTYoRULpi7FsExu/O/5jPt6UnBK513bs3jGUlxHUrq6HBBUlFRRUVJJXqPc4LgzOl/GLvvuyCWPnE3XHp3qno+m3tgogeI4Dv369WtwYZJIJJgwYQI333xzsM0wDA499FDGjBnTgDPb+jEMg5NvOK7W9jfu+oCS1aUA2Am1Uq2Yv5qXbn2HJXNWUlOZ8vAmqhMgBIXN8unetxvTxsxBGIKmbRpz8X2nctMJj6k6UQivRMj6tBfSt4WrDws84ZLyiwQ/TcMTIF6yohDBWmlIsF2JzDJSC7AfSOYoE5iQeD1OlA/CjBvYOcpkZQC2LRBZrvdSLim0ahACimUhbUR5MD1fBmYLg5hhEMHCELX/07SEwEBg4ZBnJsiVCeIySsQoYlplG8qSWVgWNM6rprw6SmVpNsIWEBG4UiKTqrqwWaOEoevJBFN4Ilaq6K3UI3aVEJEgTAPXdDESEr+zvBQEiYa+0pdWjVgI9V2E/SiGWTv/xGPVoiJWLSqirKicZfNWMW3sHI4a1Jc1i4v416DniEQtDFPgJB0WTFtCq47NKSsqo8qrUt2ifdOgeGiYid9P45q+gxmy5iUiUW0C25Rs1NPt3bs3c+bMqe+5/GmKiopwHIeWLVumbW/ZsiUzZ86s85x4PE48nlrUysqUDTaZTNYZWOBvW1/QgSZFyZoyvnlzOJFsi2hWNEgOjGRZ7Np3RxbOWkYkO/Qn5wmDoy7ox3EXH8b8qYu589QnKS+p5KFLX6BxywJKiyoATzvxNQPLVDkvfodACExaVsTC9t0QfgVhywzeyKUAGbHUtb18E9MUquKw8PrGR5VAMiPqszREYKlxTLAiQkXiWsqxbUvP5GWCKYWqHe9Y5OUkaBJzycEinsgB01aVg40ayhOFFBhVFJg2VXYOjQ0XQxgkpIEQEWwnpubg5CAQJHGpdh0SriDqGlTJmHrRd6JEpEVTI8EaN0JUmkQEVNkRYpbh1Y0BImotjxgCI+blowAYYEkB2VL1S/F8RaatNDMzIoM4CGFYiIhEJL0H7KgotUBrcVyEY6hB/R4pUqpqxo4TaEBpAj+Z0d5ZwpoVxUSyLAzTYNhbowBJJEv93fQ+cjcmfDMFgLUr19Fxh9YsmrkcwxDssv8OJBIJDMMI/nvttGs7Fk5dSn7zfBzXgeQGHP4aoPaa92fWPiE3GFJRN2PGjOHQQw/l3XffZcCAAX/29Hpj+fLltG3bltGjR7PvvvsG22+88UZGjBjBzz//XOucO++8k7vuuqvW9rfffpucnNpvNxqNRrMtU1VVxemnn05paSkFBQUbPHajBArATz/9xLHHHsvuu+9Ojx496ryQEILbb799Y4b/QyQSCXJycvjggw8YOHBgsP2cc86hpKSETz75pNY5dWko7du3p6ioqM57SCaTDBs2jMMOO4xIJFJrvyadlQtXc8keNwFw9EWH0PaAJqweV07PvruS1ziHaaPnMHzIWBZOXxacE4lEsP3ktbAZ1bO95DXOpbKsBjMiOPD4vWjXtRWvP/I5aU4U04/iEupVPBR9JL0KwlKg/CWGEepbEklVzzWUK9nOMb1GW6pQpDS9XvARoWp2GWBHhfKpoF68E7ngZLm4+RIiEoRLXqMqsrNsTGHTrclqLMPFxKFX3mKyRZJmZhkFZgKBS2vLVT5yBPlGDMfJ4vuJgzmk591YZpxSWY0LlDiQQLDGzmGdk4sEVicLKHezmFPRipJkFhWJKEuLGiNdgUyaSnsoM7HKIZLwmle5YFV41WE8U5VZ5Zm3khBJSJUJD5BwsOJeXonjgi0x/GXDcb1ikCj/i+v97siU+UtK8N9yfT+X38kx7XeCByrdUJiZ7ZCVG6X3obvx48fjkW7KhJaTn8Uhp+7LZ899C8Dg966lZ7+dg/9uX77gQ5LVNre/ey179u/+x/+Qt2Ey17yysjKaNWv2hwTKRpm81q5dy80330xxcTHfffcd3333XZ3HbWqBEo1G2WOPPfjuu+8CgeK6Lt999x2XX355nefEYjFisVit7ZFIZIMC4/f2axTtt2/LoLtOY9a4ORx9wWFMnDWBj5/8hvcf+hLDVEl9Tdo1IVmdCjc/7uLD+Omz31i5cA05jWJYUYt4dZJ4tQonLl5VxmnXHc33Q8bx9Zueb8wMhxqh/pKDiC7PKeELGUNVwSViqkgtLxHQNQVSOl67XyMlUExwIwbYABLHAdtvlVuj1ucEEum30gXshMSJogSjKSEmiVdkUWhV0DgnwdJENo0j1eRbCcoxKJNZNDHW4ppJojiYplfWHzAMN3Duu0YFtlFDVDpUS5ekoZ5hzHSIy2xAIM0kSRmlXBqYVgJcQY10cR0TDAeqBaY0SeZI7IRU1YZtZYUKBIotifjrtOPiOCAc5TMRCTfoPyMcCUkHwzeZ+QLFBRzP/OXKIHxYuJ7A8CsQu57x0Bc2jpMWGuy3E05rAywlyZoqhr+nGrw1aVXI2mUqN+mSp8+gy24d+e6Nn8hrnMuYTybwv399zJVPngdAfqN81lUWU7yiRP/3+yfx17w/89w2SqBcccUVjBo1iqOOOopTTz21QcOGr732Ws455xz23HNP9tprLx5//HEqKyuDqC/N30/fE/bm3Yc+ZtLI6ZzxdKropFKGBeuWFasNhmDnfbdn7cpSEjUJMAyqyqrTQ3yFQAiDIc8OI5kI5Wg4bro2E0a6YFre6hzqOOgtnuDHeQmv26JEWkZKPNnSK7DoLXIIDFvV7PKd16ZEhRQ7kIwqJ71RLRBRgYyllP7yyhgt8yuIGS7ZloMhJDYmppDMSbamp7EIabgk/KAyoEomSXpxy3EcDOkQR2kwJhIpDIxQ7K4hXBKuEZxTlbCwTIek4/03aSv/kEh69clsJUikBa6tZA42wfMRBkhDYiRqRwlLlJ9IoJ6nKqQpEOHM9nDeSThsmNTn7Pwsqkur0nNQ/MMkhHvNg8o/siIWieoE2/XoxIOf30jLDs2CXunvLX2OaaNncU0/Zc5+95FP2em4dtRU1JCM23z+32FBJQfNpmOjpMDQoUPp168fn3/+eX3P509zyimnsGbNGu644w5WrlxJz549GTp0aC1H/aagbF05uQU5mJk9zbdRxn8ziU+f+ZouPTpSWlQeOOAfGz6Y376ZSl7jXF687V3V0wLIbZzLzHHzmf7zPK/woF8yRBCJWjRr15SVi1TnwmS1nUqgg4xERdJzTvx9wVrmCxXXs3Opviu46hzhlX6RAqQhvLd2iesqc5dhCHDAtWVQ5yuIQnbUwmx6DbFkpYEtBTLPgSyXWMxmVXkuVoFNMiIQwkJIsAwVvbbcaURLUU7STpBjOOQISSMzVf3dRmJ5NyIERJDUSLXqWtisc/KokVHWJvNCUbwGsSwHO+kgbRNhqz7zhq2KWAoLTK+iMKb36CJAQpXeNxMq2ktaKtFRmgLX0xwCh7wQIF1PwHraiP9cfGHjB1I4vhRPCYgaP5k1Q9DUCkP2v15HkrDVOT9/9RvrVqzjqVF3px2zdM6K4PcmrRoBMPCKI3jn/k9wHUllaVWdUWCa+mOjBIqUkj33/Gu9M+qTyy+/fL0mrk3F0Fd+4NHzn6FL9448M/7BbV6ozPl1Pvee+m8qS6uZN3kR/3fFkUEVhS67dmDHXl1ZNGMpZiQlNCpLqlIDZCQpJhM2KxauUYtSXQX9wsIkMz8lPJa/8PvVgqVqAyyFr5FIlW/hSK+fvHrrdpMuImKofa5ngPIWcoTAjIMTVQLGdFTRSFACyUwK7Er1+h63YhjZsC6eh4NJzLRpFi2jtVGGAJKuwQq7kGZmORFqKJUS25bkheZvS0mNVPNMAkvtRsRlhKS0SEiLhGOyNpFPxHCoSEQpq8mipkZNSNogDBejxlQamaEEoEyqsQ1bmbtwVVtg0y/2hVfuXqhoONexMW1JqGelF1IsvdBhT9g7bkiAyIwQ4dT3FPhIvO9PGCDtkJaDTB3umc8CTRMo8vr4+Lxx7xDeuHtI8Lm0qIwW5NGifXPi1QnmTVrIz1/+xsGn7Ydm07FRna/2228/Jk2a9PsHbsVM/XEGAAumLAoyxrdlHjr3GSq9fID9/28vLn3sHC55NL3szv1nPEnF2nKiWRGOPK9f+gCZ5Th8wn+hmeXqM7PqoU5BI6UMBIr/u/82L723aOFKhOMipUpOFEJpJcJzuQjXc73Y3nVDbdwNB4xqvy+Kl9wYlSAN3AoLQ0ikK0jYBjWOxcLKphTZ+RTZecEtFbu53m0LKjEo8xbiKikpl1AjBavsGOvsLBJEVIqHcIkKm7mVzYN6lXHHJB6P4NgW2CZGdQQwlLnOc7gbnqImHCUUTNvbJrwcG0NpBNJ/XlJ6Je+94pmASDqpxEXhHee4Id+IG6oS7D+zkMBIiwWSqgKCYaTb1vzvWvoamgi2Fa8uY9jbo4IRpo+ZnTb2D+/+BMDSOcvp0K0dnXZtT6+DdS+UTc1GCZRHHnmEcePG8dRTT9X3fLYYzhp8EkcMOojrX76M/MZ5v3/CVs6Oe3UF4IAT9ubSR89J2/fmvR9y23EPBYu6nUhy0En7BPtjubHaJqygFMsfnEBwnEgJJ+k7BUTGAlYbIaWX7e5ZZhyZfmlvwbYcMOLq7d1IgBn36l+5KlnQqlQLcjheIJ60qEjEqLJjmAass/NYUV3AumQOa5L52K4g7pqssAtwJdhSUOkq40GZa1LmmMxMtmCl24gima98Kq5JiZPNqkQB5U5O8AjK41HvhV6my2Xvhd/whWSSIIrLi41LOdpNT5MxRPBMhNfBEkkqKit49uHnTapIJKS/APifw9traTGh47wxC5oX1DZvAh88/iWndLiM1+56n388dg7b9eyEYRpEsyPB38Ovwybz0tRHeWHSIzRu2aiOb15Tn2yUyeuhhx6ie/fuXHXVVfznP/+he/fu6w0bfumll/7yJDdHWnZsznUv/aOhp7HZcN0Ll3DGrSfQ0mu9unLham4ZcD/H3XcQHzz+Bclqm136qMZGruOSnZcVnGtZFq4LdtIJLTh4FWy9lTxc52tDWon/2d/ml7H3s9wFqgKu5TntHVU00au6DobymbgSDCmRcZCWhKiK+pJRgrpWDmAgEAmwLc865Agol8QNAVkSchz81TW8Ble7UbKxWZhoyRq7gBZWCbGIw2K7CY4E184mC5gWb4U04+SIJEKAKw1W2/ksiTcjQQQpodo2iRiShGtSXJGHxFD9VGxVm8usNDDskHD2NC4BYKgiMKYnaCRKsOIqzSXQULzSMsJx1e+GkdI6ZGosP5rL7+CYCgf2DgoVj0wTLqGxgol6P7LzszjijP2YMX4+pUWlLJq2DKRk4RRVUfjtf33KmbedwDO/3A8oc+nVfVV06em3Hl/3H6xmk7BRAuXVV18Nfp87dy5z586t87itWaBo0hFC0LpzqhjnhGGTWbVYOdTbdG3Jirmr6X92X/oc15tWHZvRokMz9h/Ym1Efj6OyvDq9Tpe5AcV5fUIlmEidk0tfvLxwJj/KC9O3yviLnWcG8zwGjlT/ZwjUIh3xSrQYBE5p4QpEXJ3qGhCtNHATYCclyZiDK02kozouWsKhRaw8mF7cjVDi5pPt2OSaccqdGKYbJQtYnSwkJitZKwUxw2FpvDHVbgxQNb3WxrMBSZVtUVodTVkNbaGiuyRE4l5QQlJpVUKmyq743RsDv4frOexdgXBdr4uxoWp6xb08FVDhvWFhEkhLoV4EwuZL1wsNNjzJ7l9rA19xmJrKOO89/hVSunVrM8DHTw3lhKuOAiAStWi7fSsAvnz+O/oM6L3B62nqj40SKAsWLKjveWi2Mg44fm9++fo3AC568AxuHfAQT/zjJZ4ccy/jh03h3jOeokuPjurgzKrAAesRHuEikH7yW2a0kE+aZhNsTL0J+8561Bu40oxcz+yjHOEqLkC1CzYccCxV/BBXCRNXePkc3uXNuEBaap+ZsHBKwLYEVqFLPCKIE6EsEaPKjtAyq4IcK4GUghV2Y5IJkyo3QhuziiaohlzlbhY1MgKuoMqNsjqh+s+srMzDxcSVsLI4n2RCOeKdhAFeZFe0xGvolYCgwLELZgIQEuGIoOuW8CsRS5W4KMOJicFjU89IOBkNtNzUcekCZgPUqWnKtOvhSkpXl4U0nfDxqCZpUvLuw5+y74A9aNO1JVJKls1ZyS50YsWCVb8/D029sVECpWPHjvU9D81WRkHTfG7739V8+eWXVFfUoHLZJFf3HUzTtk0AWDhdlSY3TcEF95/K8ze/o05W3uD0isEbNHOFHfUZx/s5EUGLYF+IeELFIUhOlN5mIcFwJMqNIVVSpD8uanE2IkqDcQyQ2UrQuIDww3BtkFlqPKPaxM12idsWIgmuI5hX0hyQLDKbkB9LkBupplmsivxoAlfCbxVN6QyU21GqsVgZL6TCjmEgiUW8xEwMqhMREraB45r4ElMgkElBpNzAcEMC039ctsSQSiCace93X6twPD8LItWZESCpbtCPFEvDEzyp6sIhk5bjKg2HkJPeR0pOvvJwRn4ygZUL11ALX8AIAYaB8IRHxkGYpqBkdRmPXvhfHv3+Dh698DkWTF0M7MPNb11Ze1zNJmOjnPIazR/h7Qc+AmDJzOVc/+LFNG3TmGTCprq8mkPP2J82XVSukGO7TPOjdMIO3jrecvc9qpfKV0nbHzquDsGTZk4LTgmd43oZ3TLDee94/oSkZ2pxlDAyhOeslp5W4/kMDC85UFrKwR0pR2kBCIxqA+kY1FRHSSZNbFuQSFpgGJQnsyiqyWd+RXNmljRndU0BSakS9uZWtWJWRSvWJvKJu1Fq3AiViQhz1zZhRXEB6ypyqajJxhDKMeImgVJBZJ0KE/ZvKWic5XgmLf/xhASlb+STnpYg/X3hPBMh0qo8S7/ooxBBDEQQoZX2/YmU3A9Fa/U9dg/uefsyTCtU5NP/fvzs+hBmxKTtdurvxrBMzrnzRHbeV/nm2u/UBoCpo2YFx69dXszAxudwy1H34boZAm0DVJRUcs8pj/HwoKeJV8d//wQN8BdbAE+cOJFJkyattwXwpi69oml4/P/YYtm1y9l899aPnNDjUH54ZxQvTnqMSFaEj54cysB/HE4kFmHlojUsnbsSgNGf/apO8jWT9QgUlZxYh1kL1JuwHxkWHicjzNjPRfGFjd9d1HBcpDSQUbWwGl5Ze8NRtbyEEGBLLzdSKD+CJbCqwY5IiKk2u/iPQgqMGnCzvc9lJrLAQWJQXRkjmpPEcb18Te+WypNZmAbkCTeY8pqqXCqTMRrFqolZNiur86moyUIGwc+CZFUEuS6KlVDl9lNZNqgqwnYqOk14kXDCVgLTSHpHShCuVBFgUglZEWRYyqBMirCVNiOlX69rff6ssAlLPXvpL+qeqfKhy15hyZyVSMe/35R2k5UbVe0OQn8LXXt05D8/3MHMcfOIZkXoslsHTrzmaJbMXE6nXdsDcOMr/2Do6z8A8NPHv1BZWsW4oRMpXlVK09aN655rBiPfH8PI91WZn/0G7kWf47Qf5o+wUQJl9erVnH766fzwg/rS1ldfUguUrZsls5ZxWe9/IoTg6fEP0m771sG+Ob/Op7RItQaoqojz1v0f8vYDnxCJWhSvLuX5f/4PQIWjuiF7vZH5poonHNS2MV9NwopFsMNJcH4kVziUC+88KYK+8BKCcdRntRimMulDpjH/2v6wruc7EMpUZLgy1cgKMB2QSYkrBKYEqdI/VKa9Da4hwDGRCdMrSmljC5d15flIKYhmJ8jPr8F2DMprophODAyYVdSUpKna7ZbEs6FGUFUWwYiq+dg1Fm7CRMa9YiyuJ9RciZEUWFXe3CQqgdEXoI4SNEYyZSjDlap2l+evkIbAsFU2vGG7SiNzvRv2o+/850Ydv6fUwZBfRKQVg1w8e2V6fkpI4MRrUi+p0nXBdVk8fSlXH3Q32/fsyGfPDeOgU/vwz1cvo6vvjwN23ncHtt+zM19++SXHXtqfpTOXs+v+3f6wMAHo3m8XGrcsJJodZae9t/vD523rbJRAueyyy/j+++83i1pemoZj7m8LlX8EmDdxYZpAmTZ6Fsm4srOUrinlk6e/JhlPkownef6fb6fMJN6baX7jXBLxJPGqBKZl4PitfsGLGiL4fPaNA/jgv99SttbLtPcER1A1OMPBH5hqgrR5dY4QhsrXsF2IGoFpTHrCwy9iJVBOdyXzVEa9etsm3VHsCSoDVJ2viFrglRNbYiJw8r0xXAunzIRslQySKI+ytjLqaVkuhQVqMa2syMaNJohEHFxbkKi2sGuiUAEiKZBRNUfDNjCqQSQkVlJ5TKSb0nwEIKTASMqgWZkkZfJKCQulwQVPS/pO9ox7xddYSJnD/HI2YUukIVTYm/STXrzvKNO86H+P4Y+eySucVV9TGWfmuHmsXa6KQ/723VQ2RMed2/PY8Ls3eExdtNu+Ne+tePFPn7ets1FS4Ouvv+aggw7aLGp5aRqO/f5vL0689hgMQ9DnuPRSPIeddSALpqs8gVh2lA7d2lKyegYIQX7jHMrXVdLr4F1YPHMFTVo14pTrB3DfOc+CUB35/u+y/nz8/PeqVLkQ7HHILkz4QTVNe/ke5ZtJKw7pL0auG6rllWHuyjwWT+OQUi1eXnViI+niWko0SEeqiC9HYnjlSVSauvKNyCDajEBTEr7QckDUgIh4UWKuWriTeXg97AHUWCRMiEm1PW4QX50NrUFKQaI6SqLYL/QoVd0tzxch4qi+71JgJcCsEWpcyxMQLirc13eye/cvpAiqBAtXBlFqSGXSE7b0ytKrHb6QCTSMpBMIoPRn+3t/NRn4z88PQRYGLdo1YYdeHZjw7VRVLDREq87NySvM4cybBzLi/bEccsb+wb61K4pZtWgN3fbenrFfTAABNZU1RBrpKsN/FxslUCKRCHvssUd9z0WzhRGNRbj4kbPr3JdbmEMsS/2HHK9OMHnEdLbfowtzfl1IeXElT4+9l649OrF2eTGzf13AbgfsSNM2jVm7ooTcwhw+f/H7lJMXyW/DZ3gLdrhOV0hghD+nmbxkyknsb4PA9KPemNWbuJSoopEQOJAN28XxBJcIuwskyn0tVQSY6UocU3h1wQiCyQTK/6LMbqrwIhVgxySmbSCkCUh1jC1xoy5GMqUtieKIl57vXdsWgV9D2mC4gkiJv0219xUSZFKZtJCej8SXGK4XxeUJNyFDJeylRCQ9Vcx2MZNuqkql9DTF4N4zqCsSD1J5I2mCJzBApgjtX710HYedtg8/fjQ++D5zC3PY/aCdue3NK4JT9h2QWoMqy6o4f9drqSypYs/DezBpxFQufvsUhjz+BefeeWrteWk2CRslUA444AAmTpxYz1PRbG3MGj+ftgeqEOHGLQvZ64hezPl1IXmFubTboQ1L56zgkj1vwU46tOzQjKKla0EI2nZpzuxfFxK0+JXgxG2Eaao3WV9ohMOKw/haSvC7mTrOC6NNq8kehBC7qi8KasGVnlQQvmATyh8iLYlw/c7qrupHj8CMS2SWZ+byhjVckNVe6fuoWsCjlQJhi+AzCMykEjxG0ggadwEIW2A4JiKp/B6up50IF8wK4flvvOt55eaVeQsl2LyIZ8ORofuUqaKQvrnQVq19DU8AmIFpzMNQWhrxcPCNTPU+qet7WJ9vRVBnBJcMxnR584FPg61CulSWVvHjx+NZtbiIvMKcWlWDEzVJqj1tZvzQiUGl69adN33VcU2KjRIoDzzwAPvttx9PPfXU317lV7PlcNkT5zJj8VRuffsq9jy0B5FYhD0O242s3Cy+fPF7FkxdjJ1QddT9rPqmbRuzZqmyj6clMOK/IXtvt3WVYhHBcpqaRGCOctOP8/wGUsp0zccTRsJV+6TfF8UlUDuMODgxqS6d5mhQmejS9PwTEcAQmDaYNrgJcGPqcKsanKTnbxFgRyVGhZqbtMDwG7l7fhCzRgQajlHtXc8UBM3uUT/9Rdkv5ihsieGZvJCqC6NIKMtaoL24yhFv+J0Y/UKRMvQdSAmJVBMw/3qB/6QufL9VpvDw81EyBIowRJr/3nfQ+59zC7I5u9u1xLIi3PPR9RQ0yaOzF9nVuEUh//r6NuZPXsj4byYzZbQq3nrw6fuzLbFuZTFWxKKgaX6DXH+jBEq3bt348ccfOeCAA7bZWl6a36fzrh2YsXgqvQ/vGXR923W/nbj+0HuYPHIGzdo2CcJ2/WWqvLiC5h2aU+xnR9dh0mrZoRlGxGLF4qLUYuoLmMxkyPWGH6MWa+8NPgha8sJhVUgxmAjchIuMKMHlevJL2kozMaVAJsCN+oYcVVkYoRZux5YI33Hul2cxQ+YzZfEiUul7/9XnqKXu26z2MtxNoc5L4iUiKmXLrFQmLD+SDSRWQgQmLDPuhRBLFQ4spHcNR6o8m6DkSoY5yxBI20XYjhJGCTs9ac11PUHknRTywdR+3jLtR524MiXEMg70/0YqS1UQRrwqwT+PuB/Hdrjvs5vofXgPAHodvCu9Dt6VE64eQDweZ+jQoRu44NbH9LGzubbv7ZgRi/9OfCQtSObvYqNLrwwcOJCSkhJKSkp0LS/NnyK/iarO3LRNYwqbFzB/8iIatyygeFUZiZoky2YvJ5IdVdG6fkkP33mOJDs3xqplxZ6pJaSluJJQXGtqe0hApIW4+2HChpEKC3ZAOg4yaippAyBURBgoU5jrmb5c01vFfYHo+qu8dxrK307Cs7R5+SnBDGwCAeIv5L6c8V0e0QqBSBJk8gcJlIA0VUiwLwiw/T7wXg5JgsDfYiRk4EsStlQmMJmajEAgDZV3EhSIhKCbchqeFiMCgQ2sL2lQZvz0v5dwGLHf7tcX5hnjSSlp0qoRQqhowF322Z7PnxsGqDfyujAy+utsCyyZuQzHdnHsBCsXrN5yBMoVV1zBvHnzuPTSSznttNN02PA2SGVpJbcf9xA1lTXc/fGNNGvb9A+f+8/XLmPKqJl022s7XFcy4+c57LTXdnzzxo+M+2YSE0fMoMMOrbnl9cu4vO9d1FQlUqualCycuVz9Hsq49vepTEHf9yJTWou36AtPuATrW1AZxCtXb4lgoQxyY1TGn6rfhUD45ihbKq3BBUN6iZKOxDVUQqQrQMZQ57ioHiOeZBCOcpU4SVJCxcIzrXm1tlA/bfxcFlKaFBCt8QxchggSEk3PDGXEvbd9L2cm8Id4yYwipZIRRKg5yuwlIdBYJCBs2xMiMqgW7D9H3+eRRlho+4Uh/edYl4EsvDuj+KNfsLO8uILP175EZVkVv303le17dsKxHQ4944Da422jHHz6/hQtW0d2bha7H7pbg8xho6TAyJEjOeaYY3j66afrez6aLYRJI6YzZeR0AMZ8Op5jLj38D58by46SV5jDmM/GU1OdpMtu7SlokseJVx3JwH8cxoyf57JudRk3Hf2QypQO+0vCb551RRWB5y/xfg+/6LhKeviZ8cHSFYythJMAFeKL6uxoGALpeD4XFxzhKD+L1y9EhuYiPI1KWl6lYkeoMFypTFdSgGulfC6pN31vrfYbX3mOecNVwsRwQ7kwERX2iwumr5D53SRRvwvUoq+c86GMd4l3EwT7kMr0pTo3+qYvqUKDbccrS+PNOSy8k3ZtbcN/zmE8Iad+z/Cf1GmOTG3LK8ymoriS7Xt1BuC+0//D+G8ms8OeXXhq9L21Tl00YyljP5vAgafuU2vf1k4kGuGMW09o0DlslECJxWLssMMO9T0XzRZEj3670PPgXamuqGHfP1mWYvWSIq7ueweul7xoWgbvLH6GJbNWMHLIzwy8/HAevvhF1q4ornvB8n8P556YZt0Cxs8vgeAFOe0og9DihmdWU/4OKSXSkKn4X0/YmEmQERBxF9cQiKjwOg6qkQ0XZI3yCbjZMuXg8DpF4gSuEwyJF03ml0BREWH4WpAjMT1NBK93vawBTBk0yPI1MRH3BIz/iLwQYULyFUc1BAvyTpAq2RGlDXj1lQMfTKDZBOYxtSH2/+3dd5wT1drA8d8km21sZ+kgvfdmAaSjgA0VGxZQxAYW5FW56hW7oFwFsYsC4lX0qogFRURQURER6b0unWWB7SXJnPePKZlkV2pwd+H5fj5e2GQyOZnlzpNzznOeE+OhKMdvLjoMnCt0DsXl1tBLKAoZukmXFeQ1twvdcY5IM/V8u1lItMhcPW8tqP199l98/dZcLhvel/Z9WvFwv2fYn3aAv+av4Lw7WiH+WScUUPr06cOvv/4a7raIcqRCQiwvfD/mmI7duWEPzw9+jdzMXK59aAAVqyebw0nGHT4yOhK/T+f/LngGpSuW/rCa8y/vyKcvfxs0f5JaI5mMvdZkPfYNvFj6cNAe9I4hGZfLvJGZw2QusCc8zMV+9l4dEUYQcCmMCXgNMCfmlTVFg7H+RBUoNI+G36PZActIO9Zw5RqpxLg0o2eCZmRSmT0Ye1zJcc91+bGDiKsgEAyU3xi+cnlBt4pO6lbbA20CwFpPYjXIqsulGwHPznqzeg9msNSs34s13wKBoS3zcuLzU1jkDfxs8euBa22PhjkCjPUloIT5Fk3TUD4fbo/bKOKoFMlVk7hmZD++mvwD9ZrX4sG+z9JvaA82LdvGzg17WPLdcl4ePpn9aQdIW7ebqesmkFwlkf1pB0iukljsPcSpd8JbAO/Zs4cHHniAgoKCcLdJnIBvp8ynf/R1jL3x5dJuSjHfvPsDm/7ayp4t+5lwx1tMeXQGSinikivw3OzRvLl0HD6v356z0FwaQ5+8irgkc62BppFYOYH+g7tibcwbskFvcO/EWf4jdGth50t0zL3PzXPa35z1wJ7ouh4okmg971fgM256GubEdaE5bKQHtt7VdEWEOdSl+RVur5ma68MearIn4/XAz26vkWYMRgCxMrJcvkBvwm3NjWAOkVlDWMo41s5ktuZMfMbn1czKykZhSMdQmK6jmfW6jCkjZZae1wJDiGYCgubMpnNSjkChMDPBQup06Tp1mlWnXfemwT0Un/GBfWZqMprGob2HSd95kMl/jmXhzMUs/3Et/3txNnlZ+Shdse6PzbTpbuwT36aH8efz349h/A+PM+LVW0v8nYtT64R6KDfccAOJiYm8+OKLvPXWWzRs2PBv04bnzZt30o0UR/fjR7/gLfIx/8OFPDhtRJnKcul8WQe+efsHCnIL6XBBG2o2rsaWlWl0uKA1zTs1JjrWSH+6Z9LNzHxtDmnrdzOkxf8RmxBDTmY+aBqZB3J477lZxgx66LCVc7GjRZmTC1ZdLsc38eA1EeZjmisw2Q72jR6/CuyTUuQ31pW4XSg/xqp4c35EA5TXaIfuUmhuY92I7jKHcgqVUWklxvzW7zXjhzsQlAB0lwr6HK4i8JjDVuhmpWMPdtBQmjkRb31knwqsxPEre9MsawMszavsQIhPN4OgFUyN82iY8ydgVwe251VCh6+sxynh2oambZt/blu9i72x5v4nuiqeeeew8Is/iY4xerAA3kIvtzx9LQf3HuKyuy5gZFejl7zhzy0AxMbH0Lp78xKrn4tT74QCyoIFC+y/Z2dns3Tp0hKP0/7mm6EIvxseuwqf18/5V55bpoIJQLPzGvNl1nt4i3xEeIwhpmsevIyH+j7Dpck3c8cLN7D8p7VUq1OZ3ExjtfO+7Qeo2agaFZJiyT1srD+IiPTgM3sTqTVTyD6cT2FekXmj8wfX9rImq60MKig+9KJp9rd6ZdcgMW7uyk2girFSuNwu42Q66Eo35hl8oCJddtaYMVFu1sWy5l3M0Keh4dYVep4OERq6y4yN1poVs4ma15xM143foVsHn91DwkxrVoGPpevGfIsW6AVh1fCyhrqU+adPN9ew6EaGmnWdMHsudsAl6MauQSDDy1oxbw5LtTinLuuWbMXndfZOggNI4ESBAFOQU2D0PFPjqH5WRdb8biw9iI6LpiA7UL9r79b9fDX5B/vnHet28fXk73nso5HEJ8dRsXoy29fspGK1ZL58/TtW/7aBwU9cTWrNZMQ/74QCyvFsVCP+Gc07NeaFecc2p1FaPJGBf2471u8mba2R/vveE5+Qn2vsq1KxZiD9eOfGvUa5FZOvyE/fwV1Zu2QLHXo259M3f0DTNONm73YVH5pXKtBTUWZ+sBVrQ77sWJPSdraWmWas/EZvQ+m6sdgP7JRbo2aWMb/iUhrKhzFXAujGqkg7EcB6SxcYGVZmz8gfocyJeeNYq7dhfWrNr4ybvzWfYbVNM1OF/QR6UUrZe8Qra7W8WdTSTpu2hrus62Nt/+sMAroe6OU4Kg0Yr8Fe1IimsWrR5sDPQOVaKRzcmxkYunL+LsC4AD5riFGnYpUEdm3ZZx9jBRPlaE/mgSzOvbgtqxauJzsjm33bDvDghc8wc/9knpj5AOv/2EzVupW5oe5wAFYtXMfrS8dSVv348a+MG/wKHS5szRMzHzytvnjL4hFRKpy1mPKyC9DcxiKLjN2HjD1S7PuJMWRk3ei/fX8hANvX7cZKI9at+Q5nppczA8z+P6zj7h6SOWaU0Xc50q8IHOdTRi/AGgaKcNlzM5putg+FphsVhV0RGlqBH92j4fK4jF0UIwK9IrRA793tda5tVIHsLpOGUbpFKR0iXGbgM97P5cze0s2kArM7pmlmGXp7C17QvCER17k+xbwexlCZY794K8DojusZ1PFwZCgo2J+WEXjK+TswP3ticgVjj3jA43GzeXla0PvYZ9U0YzdIICLKw6P/vYfdm/cyrPWDgDG0pZRiz5b9NGxXl6iYSCrVqkj6jgz2bU9n6fcrgmqilSU/f7YIb6GX375YQkFuATFxMUd/UTlRtsZGRLm2dVUaD/R6gqmPzTjicSt+Xsv/9XyC2k2rExsfHVThF00LTM5rju17SxpGMYdybCGpqPbq+dChF2suwDFprJmvt7b2NfZQ1x29gsC8tObTjUn5Ip/xp/UeZmDTvLpRG8urcOf58eT5cGf7cBUp3IU6WlHgNZp9E1XmsJRRpNEuiWLOd7g0DVeh8bjLr+MutDbCMl/nVWYgMIemvOYkux/j8UI/Lr8yNsry6uYaEz0wx6Ec53NeJ+e1soMwwYE7dP7q7yhF5oFs868Kr7WBVsjvx+qdRJg9Wm+Bl8K8Qmo3rcnYbx/minv68drvz/Dx+C+4ve0D3N7WCDIvLnicqnUrU6tJdXtb4LLomgcH0K53S2574abTKpjAMQaUt95662/nSf6J14vy4bMJX7Ns/ir++/SnHDA3QCrJoq/+JD+ngO1rdtLtqvOMB80MJ4CoCpHExEXTtmez4pO65lh+bFx0cLA50kI5ZzVcO4iooJspBLKkik0SW68zA4mmjCKKGsrItPL67Ul8O+vLa2ZRmY+5FLi8urmiXSciz487X0fzmnuxeHXcXoW7yFzxXmgGugLdrrml+XRcXrPAo1LGEnqvkTXmslKIC3XcBca5NL/RTpcqnsRgt00p8PmNAGZmdgUVhfTrwdfPaJV9Hvs66iVcd+f1C/n9OHudjdvXpWnHenTo3ZJLbu9l/A503Sgcav6+pz7+CQDterbgjvE3kpiawK6NxvbR6Tsz+OL170iplsz0TZN4d/VLJFVOLLk9ZUDDdvUY991jXDXqktJuStgdU0C54447TmozrZN9vSgfug48l5i4aNr3aUVK1aS/Pe6SOy6gw4WtGTjqYu559RZGvjHMfEZxVuPqTPrxCT7b/TrLf1wXmNcI+Qacl5VP/Va1cEU4/glbwcJKX9Ud38B9RgkQKynAvv07b54QHJB8ZtqwY55Bs+YdrBsv5oR2yASOkc6rAqdUxhCVy2vc4F3KeJ1LN+psRTjKxdubWWGsc3EX+nHn+3H7wFVk9HA0r9mb8Ttu2LozqBnDXZpPobx+Y+jL60fz+o3K/T4d5fMbn8PnR7OCjLPnVmQEmmJ9D3tu6m+CyVECfOgjbbs35aW5j3D96Ev54vW5jt9n4K/r/9hc7Dy3PHMdl9/TD92v89p9U/nf+C+KHSP+Wcc8h3L48GHS0tJOZVtEOdexb1u+yJpu/+y3iv6FSK6SyME9h1m1cB3nXdyerIxs8xmNtLW7+GzStyRVTsDvM16vlEIrIXNt01/bIMId6KlYf/p1Bo26kA9emmM/7nJraB4XvgKzLljQHilgV0FU5jCbBriM9GAjgwpwOW6GfmVUfDRLrmsFPmNi3O2CCLexKt6vGyVcNMBjlcdXgRIvZiqwBsbciRV4vIHr5jLXn1jzOgrNDjwuv7kaxy4HD5rP2ARF8+l2yRS3GRR0M1Aps5yKEXzMz++sUGmutQnMz4TMvdg9vZCenMW5gNE5V+UsW68FXhOXWIEPx38VSAwweWIj8eYZRc02LN3M56/OYcDwC80m6SRVSuD6h69g9lvzKMgrJC45DlG6jjmgTJw4kYkTJ57Qm5xOWQzl1Zrf1vP5K99wweAetO3VArczxfYftmfzPras2A7AH98uY+DIi9m2agd/LVhLbmYe82b8YuxH76gNVdFaJR/K5zeKI1oZXOZrPvjPN0E9G92nB9acKIXmVub2wmbFRUXwCnvz5q4ByrpBWtlRbpfjhuhcpa8FpdjqZlaXpkAvMtJ7XWioQmOfFc0c5lMa6LpmxBmzV+P2B4bh7Owqv9EzcFkdMBfmsJvRRjv1V/kDgdLqLWgaLqvkvHPS3UlXQfNGQT0N+3mrMrDjdUcabjQfi4qNpDCnMPCwX8cTFUGTDnX5YOws8nIKcEUEWtXq/CYMvKcfz9/yOtmHckFXvDZyGm26N2ftog1MHD6ZzgM68q/pd9Oqe1N2bdhLu14tSvpU4h90TAFl8ODBJ/1Gbdq0OelziBM38a632bJ8O799sYTC/CJueHQgNz1+dam0xe1xk1o9GXeEm6bnNmLWa99Ru3lNel1/PtXrV2FIi1GBG5YZEA7syCAqLoazmlRn29rd+Kxv8eaNXaET6YlER+G3spmsVd72GweCqLJfr5vjT67ABLPFTI21vllbGbT4/BDhCpw/aEGlsudhIiJd+K2bOBpKucz30ozgpMz2uzTcRbpxGkdpFwC8jtfrxvoXezjMmrjXzP3h7eul7M6G3X5lZGdpoQsTdQKfwe8PBBPnokTruuj+QA9LhWZ7OZTQWynMDQQT63fiLfRxz4s3MqzDIwD4vToJKRXQXBpVa6fy0X++ZMRLg9m6Ko0Zz39BbEIMiZXiWfj5YnS/zsKZi1k6byWLZy8DYN5/FzLkyWv+plHin3BMAWXKlCmnuh3iFOtwQWu2LN+OUkZZ9vkzfim1gPLNOz/YuzKOvWkS+dkFWCvg3131H6KiIynMK8LlcQcVFizMLcBf5GPIo5czecwngROaNy1voY+Y+GjyvebNy7kVMAQPvzj/VApjxSIllhTRgv5u3LCVz7wJuzVH70SZy16Mb/m6WZgykFZsPO9yKaMUvqYZ92rnPESEZrTDZ3VDzAwuzXg9mlEjrFgvwmckCaBAWdtAWsHUSniwA4T5obyB5zXn9bGund+PXRDSkTSBzzGUGXpNna+3nncMjSlHgHe5XSSlxhNoEGRl5ADw3fSfQSl2btjDx2mvceGQ7uzZso+NS7dww7+vZN/2dLav3snYG1+hXe+W7Nt+gG5Xn1fsdyf+WbIO5QwxbNyNXDv6clb8uIYvX5/DFfddXGptOf/Kc5j335+p3awmh/dnsX2tUUnW5XIxotOjxMRFU5hXhF7kC6SominEh/ZnMv2Zz4ybXVCwMG5WeVl5QYshg3od1jfxvyuBr1Tx8zqPV/b/2Ddge88Ut7kuRQucSynNHMJS9voSa2mk0avCzKwKDAsrvzk5bs7xaApzwt/qaSijd2SxOib2/yozXdgcnnK7A+tKzIQCDYy5nZImz+15KEcPUHcGIi34eIs/JMiYz3si3XgLfObDgccjPG5ue/pqVvy8zr6uGhCbEEtuVp59ves0M7b49RX5eOTi51AKRr83gnP6t2P76p3kHM5l9HsjSK6ShCh9ElDOIPHJcXQecDadB5xdqu1odm4jPt79FgB52flsW7WDIq+PB3s/TV5mPrEJscVeU6VOKilVklj7+yZjLxL7xhY4JiLSjc/rp0m72uzZcoDMgznGAS6teOCwy6+A8W0+cNPH7w/MvzjrUzmDkzUXY/5dOV/vEIgvKvi8fmVP2Sil0Mz5A63IjBBWbfoin5m9pQJzOmZNMbtOmW62x95gUqFZN3gzpdnsMtkbWkZFuSjK9xUPDMqxV4wVREIn363yK6Ef0nre8XdnMHG5Nbvj4vP6ObD7ENOe/jTo7fOcQ2PA5SMutF9vnXrd4k2k78zgshF9Oad/WwkmZYgEFFGqYuNjaHZeI5676RXAmF+5+LbeTHv8E9CgTbdm5GUXcNWoi3jmRmNDN7fbZZRFd86PuFy4XRo+n5+1izYRVSEKe5W9dUO17khWL8Ta+hfl2NXRpMx5FXAM3xDIBrPLtDsCk64Hbu6Aho5yWVsHa+ZwlQqsUDd7GsZaED2ojS5zIsWlmwsRtcC8hWb1c8ym2+31BhZqBgaRTEW+wM9+nSKfPzAp5OhVoetG8AsNIs7AavWUHFl1tRpXpW7j6vz0xZ/F5laMdT0qaPgyKjaSL96Ya2ygZh9DUE/noSl30KBNHe49/zHcEW6e/nI0fp+fZwdNpCC3kJbnN2HExJsRZYcEFFEm/Dl3BQB+r4+v3pjL+O8e4eDewzx7kxFEsg5k0/WKs/lz3ipyM/MCL9Q0O6W4MCewlUJhbiEp1ZI4lG72Upw3XgiktLock/GhQzp+H7giApPz1vCbNXTjCEKaWbnFeeNVPmOfFCsA2fdu6z285hyPfUPHXndjzzWYxSadVX+NOl26kfpsD01pgbUx5ry8PVylO1KAncEhNIvLsbd7MaFpwNY1NO3cuJcd6/YUe1lCagUy0820cCvrDCjMyit2bGDOBs65qC2bl29n7E2BXWHzsvLpfvV5tL+gFb/M/IMOF7Ypfo5jtHHpFmNh7dXn4YksozVayiEpvSLKhIEjLzITlBQHdh1k+7pdND23IVGxkaAUs16bw8PT7sJb6A2+ESrF5cP7UKWWY09784adeSCbyEgXyucPfAMuafLYGo7y+Y0/rf1UFMY2t8YETfCktiKwZ4rZjqCfnee39lUhMPeigbnniD+QaaWbiwx9Pjsby1qbYb/W+rvCDgDGuQILLe0Cjj6/uQreESice5Qo83M5H3PsG28Mf1E88JRA6SU8ppRRt8txPpvj96Cc19VUqUYKC2cuBsATFUHzTo1o17slSinuefVWPj80hUH/uvyIbfo7WRnZ3NPpEcbdNIkPn515QucQJZOAIsqEax+8jFmHptDj2i6ce3E7ul55DpVrVaRmwyqAIm3tLiY//CGN29ctNjR1zoVteHn+o1SpnRr07dvv9QeXt7dvqIrO/VuX3JDQ2l/O+6j9LV0PvoNagcRxfqO8iR6o9eUo+R4U0vwqUBPM3ODKXv1uH+MP3JCt7CtdN8vc64EgYGVj+c294K1g4jdf49cDwVAPtCeo3SHspAN7vsn4e4WEaCpWSww8Z5/HKJuizHN7oiLsxwEqJMYEBRelFC6XNWwYuDKNO9ZnxMSb6di3DQ//9x5eWvA4CSlxPDNoItdUv533nwqeezkeLrcLtzncaG0xLMJDAooodTmHc/H7daJjo/jX9BE8+dn/sXXldu7p8iiVHeXsP3npay66pad9k0+saKyM/nnm7yRWjGfclw/QtENdo0qtc47DLBJZsWqiPaxUVBDS03Fy3iBLGuqxjwkdAgrc0O0+hbWQ0MqwsnZ7tMqemPfpqEh3YKW4tYreeh/d0YvwB7byNXo+mAsaMXpTXrN3E/qtv6QimU4lZW+FfH5NKZp2qEtUjIfczHwy9mQGBZKgYUXzP7sApKlyrYpBnUS3x41upiF3uqQd1etXoXbTGnS6pD0N2tRm819bGHvjy/YGWit+XAPAcvPPExGXVIE3lr7AU1+M5qoHLj3h84jiTiig9OvXj5kzZ/5taQ0hjtXc937kitRbuKvDQ3apFYAPn/ucdb9vYtFXf3LDw5ejadC6WzO81l7muiIqJhKARV//BcDYW95gzaKNQcNhzqBxYEeGWctL8ecPq4xv0SEjYJqrhBtr6Ld5+/GSxnkIvgmb51JWnSzrsZAbcFGeN9CbcT7nU2bwUEE9COMcBIKH7tj2NygIOsbB7OEtf6DHQqANJQdNFfTj2j+2UJgfshuilfKsjAn9SjVTgq+HIyBuXb4dt0vDWPgZwZMfj2TESzfR69pODH7sSg7sPMD2NTuY8u8ZPHzxWA7uPUxhXhFrftsAwOjpd9Pnpm7c+9rJbfFbs1F1zr24falWjDgdndCk/Jw5c/juu++oXLkyQ4YMYejQoTRo0CDcbRNngBU/r0Up2LIijdysfBJSjF5H7xvOZ+3vG+lxbSdufGwg1zx4KZ4oD36fn6yMHGLjo6levypfvDmXCE8ENzcfRZKZPlqpZgqH07Pxm8MvNpfLDkjWlrJKV0YQcbvRXJpR+df5FdqeZDfXgZi1uwJBK2TFuKYBrsCxdsaXycqugsDz5uk1CLy/NXfiHCIzS68EaoHpdu/LaIujR2GKiYs2Fo4q63M5joXgOSDH53V73MTERpNz2DF5XlLAwQjCgQwuRfrOg6RWTSQ+uQJbVxj1/1xul90T8Rb5qNeiJs/OeoDkyolACy65rTcFeYV4oiIoKvCyd2s6m5dtA6DDha3pc2NXANr1akm7Xi0RZdMJBZRNmzbx9ttv89577zFu3Dief/55unfvzrBhw7jiiiuIjIwMdzvFaer6R65A9+u07NIUd4QLXddxuVz0vqErvW/oSl52Po9fOR6f188DU+4iPrkCA+/rb7++Vdcm9I8fgtIVB/dlgl8nPe1AYAOskJXvkdEeY7grlFLmhk4lrFmx/rRv3s5eCsE1wJzMle1B1ZKt9SvOYomOYpRW1WLNqr9izz+oQLaZc77Eap+18VXI7HhiYjS+/EK8hSp4Zt/52aw2OAKRv8hHTqGXhJRYsjJyiw+FWZ8PcHtc6OZe9XapnF2HqNe0OluN5D2iYjzkZ/vtduccziMxNR6A/JwC3nhgOpFRHib+/BR7t+6jWt3K7Nywm7ikWB5+/56gDdlE2XVCQ1716tXjueeeIy0tjZkzZ9K/f39++uknrr/+eqpXr87999/PmjUnPsYpzhxV61TmgXfvAuDylJu5t/O/g7aYXjJnOb9+sYTF3/zFsJajuDRxMEvnrWTPln3s3ZaOy+XiqvsvolKtihTmmYvizPtdQsUKPPHRPSRXSQCgWu1UiqxJevsGaeytEp8UW8KEfMgNtyRWdpd1Tr8OPp85ce4Pnv8I6T0EncOZXWVPsuMYMgrpHRTL3Cqh9+Dzs3fbAaPQZlDCgCrertBhQvMzFwsm1rVQxlyUsVGWL3Bevzk/pOss/3k9yu9H+f3kZeYZk/Xmtdq/4wD5ZrHInz5dxDfvzGfWa9+xZM5yYuNjqNmoOtPWT+TV358jLqlCydf+BG1duZ2l369AhX4ucdJOalLe7XZz2WWX8eWXX5KWlsaTTz5JUlISEydOpGXLlnTp0oVp06ZRUFBw9JOJM9qy+atQCtb/scle7Aawf+cBwCjVcTg9i6ICL+MGv8LgJiO5qfG9bF62jaFPXcP7GybQsksT+3UjX72ZKcuep3G7ejRqU4faTatTlF9kzKE4J4+B8/q1NiraWo/5/XYmVbHJeWeKrZMzCFjnKekmDYFMLSsQWeyUZcfxzgwvhRGsfD7HzdsXnMFmtd/c/8X5OYM+m/Mxsz2a1bagtGIVvKjROsaenwnpsTnaXphfVPw6Ae4IFx16NufPucv5/JVvSUiOo0JSLPEpcbwxahoju43hl1l/lPjak7Vnyz7uaPcgD13wFN9P/+mUvMeZLGwLG6tVq8ZDDz1Eo0aNGDlyJLt37+bXX3/lt99+Y9SoUTz00EOMGjUKVwnF94S44bGBoGm06dGcbat3sHbRRlp1bcoGc2Mln89PfEoc2QdzKDD3yEDBDzN+pX6bOsYxReY3cZfGS3e8w7ZVO4mMjWTR7L+M482SLf9+fwQT759OVkYOUbEetq3bXXKjlKJGvVQy9mZSkBcyTObMInNyLhp0u+z5Eftm7nIF3X9Dh4+KBwFCek72CQOvcdYqc57L+R6hAc4cEnS+V9B8U2htLudxSjlqHodwBJ7W5zdmze8bjR6MBve/dgvNz2vMB8/N5Pv3f2bJdytQujE5P/PAZLauSOOezo8CMPHOt5k5cTb9h/Wm53WdS36vE+Dz+uzPWVRQcsATJy4sAWXDhg1MnjyZ9957j/T0dKKiorjxxhsZPHgwS5cu5ZVXXmH06NHs37+fF154IRxvKU4zNRtWY/R7I8jPLeDKSrcaCxiBlGpJ9BzUhXa9WtK+Tyv+mreS3Vv28/7Tn5nPJ9rnsEp8WPXfD6dn0e2qc3G5NBJTE4yA4oL3x80iKz0LNI3CnEI2LdtmTMqHfhMHOl3YktnTfw2aHwidwA4ueR+yPgXHJL8VWLSQZYrOfeXt14YMaeEMHsp+KX5ljDMoivd4/m54zXoutNzM33H2VOyHQl+ngp5LTInj5jEDadKxPoPq3U3GnsO8Pmo61z14KXVb1DI/ioZC4SvycnX127j2ocvscxzal8mhfZlsW7MzrAGlVuMa/GfBk2TsPkjXq6Q6cbidcEApKCjgf//7H5MnT2bhwoUopWjSpAmjR49m8ODBJCcnA9CzZ0/uvvtu+vTpw3vvvScBRRxRhCeCuKRYDu3LBIwby10vDiahojGB2/sGI9unev0qfDbxa9568H1cLheX392PZuc0YM2iDWjouCIiqFQzhbY9mtPvlu58O+0nI7NL0zi0Pztk4h3QdZTmMm/zgZvn/yY5tqR1Tq6Hct5wSzrGGrJyDhHZMaWE89o3fnNIy5r411XxY51pzfZjJaydsSb/FYEeU+hnc+7v4hzusl5jfYSgpADN/kjKPGfmgSxmvjqH+165xUiWAPIy83nnkRl8sudNOl7Ymu1rdjL9qU/ZvnoH+dkFfPT8F1xyRx/mTPuRyrUqsnvTXnrfcH7xa3mSWp7fNOznFIYTCigjRozggw8+IDMzE4/HwzXXXMPtt99Ot27dSjw+KiqKCy+8kF9++eWkGitOf57ICN5c9gLrft/I6t820PSchvz6xRJ8RT76D+tlD5n2vv58Xrr9LZSumPfBzzRsV5fPX52DZmZ26T4fc99fyJLvV7JllVEe3745Wt/OQ7K5nAWM7fUcJWV8hf4c2nNxO4a1Qns9Qedw3rhDzoUK+iNoSMwupx8yjBX0HsFtTUqNJzLGw8G9mcbQYCjnNTHPFRkdgd+n8JvZaHYPEEdw03VcEYHFiZpmrDHRXBq9ruuMy+0iJi6avMw8NJdGhz6tiEuqQHxyHLWb1qRdr5ZcX3c4+TkF1Gpcg9tfuJG7Jw213092ey1fTiigvPbaa9SvX59//etf3HzzzaSmph71Nd27d+exxx47kbcTpyGlFO8+8gEb/9zCiElDqdmouv1ccuVEzrukA+dd0oE/5izjP7e+AUBCxXi6DjwXMOox6ea34Q1LtjDvg18Cuziam4Q0P7cBi+euDL7ZmjeoyOgIigodw0oKoxKwOTehzG/sRmCxXhvyIUoYIgPweCLwWjftkKDj9rgCO0ra762KB5KS1gw7h6v+jjOTzD6v4nB6CdsnO4+xhszA7g0V5XvNjohOoGtjttFKIMAo6GkEJI0bHx7A2sWbuOq+i2jTzegJvPnHs2xfu4vouChWLVxPVka2MQSJsWr9qS8eYlSPx1m3eCNfvz2Py+/uZ14yCSblzQkFlLlz59KrV6/jek3nzp3p3Dl8Y6GifNu7dT8zxn4OwKxXvmX4y7eUeFxK1SRcbhdKKSpWT7YfV8rxTRlYNn81DdvXpUPvViyes4yMPYdp3rkxC7/40zjAefO39i9x/Ky5NePGqTm+fVsdDUWgDL6zcrGVXxIyv+LNLwzabtjRaPyFIb2DkuZhnJyZZn83LOYw5OHLmPr0Z4E22mtdrNcYf7Tr2ZQVv2zAV+g3Prdy9C4UdpAJlLJXeKKNhaW6z0+FhBhyrUWPZvuuHXUxs16dQ1ZGDk071GP1L+tIrZ7MzEnfsmvTXooKvShdsWP9bh589067zcvmr7Lb9fVb35OfU3DChR9F6TqhgHK8wUSIUJVqVaRFlyZsXraN8y7r+LfH1W9dh9HThuP36zTv1Nh+PDE1gUm/PcOXr89hw9KtbF5urMh+7ut/MeTJq/nqre/58dPFjpGfwHyAUop6zWuxfulWe/hIWcUb7QWR5iZTuk58UgWq16vChmXbg0aSajeuRsvODfnq3ZD0U6WMdF5rVT0UH2KD4CCn60TGRpq9gkBigXU+l1tD94cEFmdPxDT3g4XFh8nALPIYGB5r3akxaxdvNjfAcgZncxtjAu2yeB1pwLmH80ApPDERpFROIfdgLjPGfmE//+G4WfiKfHgiIwILSc22z/9wIU061OPSu4zNs756IzBPtX3NTqY8OoO+N/cgpWoSonyRHF5RKiI8Ebz001N8kTX9iKU0li9YzbPXT2TcTZOMb7IODdrUYeSbt5tTBkbV2qgYD5v+2sYr905l5U/G4lrNsZLdExVBdIyHdX9sshfdAY6UW53o2Eiuf/Bi3G5jVXr2wRzWL9nMBYM6Aca3dqUU29fuZs70X4IWClZIiME8KDh91zlMZRd6DKwH8URGEB3pDp4otyiF7vUHT7TbGW3BvZRdm/eX8PLgYKJpGlOe/Iy8zHzHYkfdLKqpMCKKCqxZcaxd0Vwa3a7oaFQIBv71zp1MWzken9foeVWrVxlPlNuepzmraQ1nS3C7NXxeH99MnW8/2qxTIwDqNK+JJ8pDy65NSayUUPw6iDJPNtgSZZpz1bxeQnl1XdfZumIbAJqm0FwuUmukEJsQQ15WPiidNt1aUPmsVBZ88juN2tdl5cL1oGm4PW78Xj+Vaiazf+che8y+IDuf95+eaUyuO4bV0ndmmMNDxjdto2qx9a3dyBDLPZwXmG4IShMmsAVwCXMmkVERZGXkFJ/gLylb62hFWa31Iubf7S19dR1PlCe4AnBJacMKilVSBqIrRPLI1Lvo2KclNzx0KbmZeTTpWB+AK0ZcyKzXvyM6NtKoRgBccW8/ho29HoDtq3ewefl28nPzeffhGWxeuo1v351P31t68O+P7mfnht3UbFQdTeOY1qoppXj/qU/YtXEPw56/kYrVko/6GnHqSUARZVrbni0Z992/AYr1ZJRSrP5lPe37tGbJd8u58KZuTLzzbfKyC6jbohZbVqSRn1PAXz+sQnO5UApW/rSOpuc2YM+2dHRdkZWRw/60DON8LmN9iB1CdBVUp2vpD6uDA0FoBpg1B4FGQsU4sg7mYFd91AheoOhcj6IUuYdy7GBzx1NX8vErc4qd+2/XjDjny8HIuvIGVthbG1hFeNx4C7zEJcUaRR+PtAalhPcrzC2kQauz+Hbaj3S8oBW1GlVj77Z0RvV6kgO7DgKQcyiXntd1JjE1npseG4jbbQSHeq1qU69VbQrzi3jl7ikopVj8zV/0vaUHbreL2k1r/n1bSrBt9Q7ee/xjAKrUrsTNT193XK8Xp4YEFFHmtevdqsTH//efL3n7of9SITGWpMqJzH53vuNZjUYd69OhTys+HDcLpRQxcTHExEWzdtEm+6hazWqww1wpn1IpkVpNqrN28WaKCrxGYPH7qVynErpP58DuQ44eBCHZYwqFC5SOQiPrYHZgcyodzr+sPSt/20RmRk7gNc60X+tnDb6dvpDsjOzAYyX9qWm43S5jCwln0peu0HWrB2MNixk/WdsD5BzKJSLSja/IH/IZjCDiinAH9QyVUrgjNKrWSuXxayewbvFm6rU6i9d/e5o3HphO+o4MI25qGlVqp9J/aA/efui/vPvoDIZPGBKUrRUVE8l9rw/jjznLuHHMwNBf6TGrWrcyNRtVY9+2dNr0bHHC5xHhJQFFlFuZZipsfk4BuVl5aJqGy+0iKiaSgrwiel3XmUvvupA6zWtRkFtATmYeSZUTeWHom/Y5hj51DRPueofD+zM5uOeQvQgvLrkCOWZ9r/1pB0BBQkocWYdD9kIPCjDGTdgV4XKUczf8POtPtNDMLxW42dv71fsV21bvxBMT4TgmcNN3RbjQfcZwlHP/GONQRYl78ZqiY6PIzykApfBZG4yZn8ET6UZzufAW+dCLvGhuF6k1kknfeRCUjr9QsWvTXiJjPPbH/mv+Kn6dtcT+/C27NObZ2f/ijVHvsX7JZtYv2czAkRdRtU7loHb0v7UX/W89ucSemArRvLNmAj6vn8go2XWxrJCAIsq8/WnpPH7leOKSKvDEzAeIiTMmvm94bCCValWkQZu6HNx3mM3LtnHpXReSVDkxaCy+y+UduaLyMApyC/FEeahYNZEuV55Dp0vaU71eFbIOZAcNGaGUHUzscvGaZgxhOcf3S1j42PXyDnTo3ZKZb85j66odweVK/LpdbkRDC8qtCnKEkSjdVzxglLgAMLRQJUbgxdpUzBmk3BreQrPGlaahaRq6z89ld/Rh54Y9JFaKY8bzXwIQn1SBKi1TWPPbRkb3e84x3KZY8dMavn5zLj2u7cSvs/6gUYf6VKp19DVqJ8rlchEZJXlFZYkEFFHmLZy5mI3mFrCrFq6jY9+2gPEtdcCIfvZxXa88N+h1G5Zs5smrX6R281rEJ1egILcQb6GXA7sOcmj3Idp0a8aODXvs3kRMXDSxiTFk7D5kB4tKNVPwev1ExUQacy0hiwo1lFl9xLih/zF3JeuXbOXwgezgvVM0zRgWU5qjBIqiRoMq7Nq831zvoaNpLmMfdmd5L+ccSuikvXmM0v3FA1wIt8eNv8APCmITY4wsL+sUjiE1pRRdr+zIX/NWsPLn9RTmF1GxehIN29Wj65Vn8/yQ1+zXXXX/xUTGePjo+Vn4Cn2k1qxIyy5NmbHjjb9thzh9SUARZV6Xy89m7vQfiU+qQAtHifqjWfDxr+zfkcH+HRm06tqM9B0HAhPh5n23VqNqPPf1Q+xPO0BSlUTGXPGi/XpPZATXPXAJL987DcDYrMu58l0pY38PILVWCgd2HCQ/K5/8rPzi9bms4S1NgeYyegMKIqPcgcwxBRFRLmLiosg3S/gre9dJo+egdN3Y/TB0tXwJ1Yqr16/C7s377BRj5Q0EoUuH9eKXL5awe0s6Pq+XqJhICq0qzhqgw5K5K+14mLH7MAd3/8miL5cE9YguGtqT6g2q0v+WnuQcyqVuy7OO+fcjTj/SXxRlXuWzKvH6kud5/vsx9nDXseh7c08ata9Hr+u7sMJckxIR4eKWp69l+IQh6LqxB3q7ni3oNagLH42dBQS+rddqXJU6zWra8zJNOtQL+iZv/dnp4rZc/8AlJFWKD7x56IS7/TiB4AJsWbkzaIMsb6GXmNjIwPs4yp1Y60n0kLTh2Ljo4Pcwg01MhSjueelGPB63MVnv183khGj2bNlP2tpd+AqLQFcU5hYSlxhr7rGiU791bbsXpWnQoG1tY/2Nrhu9Mr8f5dfJPGgkGVSqWVGCiZCAIk5fZzWtwSuLnuX/3rmLKnUqAXDB4G5c++ClpO/I4MrKtzK0xf3kHM5l54Y9rP5tA8rvxx2hgdLZsnw7hXmFPP3p/UxbNd6oTWUuAFR+o2RJp0va0bZ7MyYMf5fD+zOp18JMf1XmTdfncwQWcwGkXychpYJ9XOiGX3u3pgeXr7cpx46LZsDSlbnexkgLdg7JbV6RRs6hHHsrAJTCE+lm9Du3s+CT3wLnBNAgxwwOqTVSuGbUxXy+722SKyegdJ2KVZO4Z9ItXHJ7Hzt77YIh3ex1KEKABBRxGlNK8eHYmYy76RXGffsI0zdN4r7XbwNg6bwV5GbmsXPDHrat2kHtZjXoN7QHzc5tyIgJQ+xzvD5qOg9fPJb3nvqErlecHXR+TSlue/Y6ew5G6YrNy7ej/H7iK1awFyWmVI4P2v7WpSmy9mfaK9DP7dfa7tG4I0L+L2n3aIr3eAY9eLFRBcCcf/EVFAUfq+u8O+YTu7djbNfrZepTn9DA3JSsTvNaxrGOHR7zsvPYtnonUbGRxFeMAyA+uQIXDevFwPsvpkJiLNGxUVx570VSwFEEkTkUcdratXEP7z4yAzC+dd/2/A32cxcM7s76PzaTWiOFmo2rc0f7h8g5nMvzcx6lRsNqJFdORNcVE+58G4D5M37l99l/BU18K10x6/XvGPbstSSlJvDS3e+Sn22k5WY5qvtm7D5k/10BfqXZm3lFeCJYtXCd3bN4ZMrtfPHWD+Tlmdtm6+Ye7UBUhSgK8732/M1vXy3l3gk38sr97+MrdM6pWEEFe7LfGYq2LE9j5OtDmTRiCi7NyDdTgOYCpevkHsrl9nYP0XXgOfxn3mOsX7KZ1l2NysHV6lZmxo43UEoRHRsVht+SOJ1ID0WctirVSuWspjWIiIygbc8WZGVkk5tppAMnV07ksY/v566XhrBx6Ra2rdrBgZ0H+WPOcjRNo9OlHegyoCONO9ZHKUV+TgEZuw/R9Oz63P/aUOKSYgH4bOI33HXuo4wd/CoXXt+FGx4ewJAxA4NXrruD/2/m/E5fp1kNYioYcyCRMR6+fPN7atarzOjJw8zXBo4uzC0M1ADTdbau2MGE4VPwFRRx8a09AunAjuSykkrdNzu3Iet+34TP62fLijSuvO8iAOq3qk3NhlWJiHSDUqz4cS0JKXF0vKA1kdGR9uujYiIlmIgSSQ9FnLaiYiJ5e8V4fEU+tqzYztXVh+GJ9PDWivFUq1vFPq51t2b0uK4zOYdy6X5Np6BzXD6iLxuXbiU+JY6MXQfJ2HWIjD2HqFnfSPfNzshm68odACz7cS1v/vEsuq4TERnBnq376HxpB3Zt3MfUx/9H1bqVyMzI4baxg2jbrRkz/vMlaxZtZOC9FzJj/Ncc3HOIpT+sZukPq9m4Yis972lDi3MbsuS7lfb6EKDE9OGM3YcY+sRVTH5khv2YsygmALoyg4VOnxvOZ/0fm6lSO5VbnrqGc/u14YePfuXrt+bZiyMz0zM5uPfwEav+Lv7mL/Ky8uh2dScZ/hISUMTpzeVyERkdydaVafi9fvxeP7s27g0KKJHRkYyeNoKtK9OICcmY6nBBaz7e+Qa7Nu3l5mb3k5ddwPtPf2psJ2xRioTUBAaNvgy/X8ftdtHn+i58/9+fSa6cyMxJc8jNzGPzsu18lTmFjD2HWP7jGua+v5CsjGw2Lt1qbA5mzX1oGjGxRjvS1u+0exnK5aJqnUrs237ATCU23ltzubjlyauY+/5CxxyKOdwVkrrsK/Kz5teNzHh+FpuXb2Pz8m38/NnvvPvoR+zdup8Ij9soLOzXqZAUS1RsoGcSat3ijTxy0bOAUbiz53VdTuZXJU4DElDEGaHX9eezb1s60XHRtOtdvFz+lH9/xIfPzSS5aiLvrHqR+OS4oOcP7jlEzYZVKcwvIvNANj5lLBB0uTWUgrrNa/LMdRNJSI1n8JiBLFuwmp8/W4wnyti9MSYulivv6YfLpTH83EfJOZxnT6j7Cn2BIpQKzunfxg4Yh/ZmBhqhFCNevJHIKA+fTvqW379ZBkpR5awUEivGs2O9UZPMuQ98vZa1eHj6cH78dDHTn/jEXpOybdUOe1hs9uTvjV0XgU6XdmDkm8P48LnP2Z92gF0b9/LOIx+SXDmR+9++PajMSVRMpLFvjK6IjT/2dG5x+pI5FHFGiIyOZMhT13LtQwNKLI++fa2x7/yhvZm88X/Tiz3/xFUvsnPDbqrXr8yQJ6/GExlB9QZVmfDjEzw58/+IrmDMKWQdyGbS3VOITYgBhbGBlQ5FeQX0v7Unv8z6w6j0C+aukcb5azWqgtsTYbfhrwWrg96/QZvavLHoadYu2si/B4yn+TkN+Pf04bTv2YK9m/czsseTnHdx2+BGK8WW5dt474lPaNqhHr2v7wwo6rY8C3eEUVcsuUoiy35YTfqOA4x66zYemjac/OwCPnp+FvNn/MJr901l6dwVzPvvz6z5dX3Q6eu2rM0bS19gwsKnOffi9sf3CxGnpXLdQ3nmmWf4+uuvWbZsGZGRkRw+fLi0myTKqbteHMxf81aSn11AUgmbO53VpAarflnHpr+2sf6PzYz//t80Paeh/XzV2pVY9PVSUBCXFMuIiTezePYyDu3LJKVaErc8dQ2PXjqOLSvSiE2IIT+nAJcnwi70uGPtbp749P9Y9et6el57HhNGvANA3eY1iIyM4oHJtxOfXIEvXp9LYX4R05/+DG9BEYmpiQBkH8xh09Jt9gLJ+167hQl3Tgbgp09/55dZfzAj7TX6D+1JvVa1Sd+ZwS+zllCjfhVeGPoalWqm0nXguXgiI0hIjadWk+rs3LCH8688h31p6SRXTqRh+3rFrku9VrXD/asQ5Vi5DihFRUVcddVVnHfeebzzzjul3RxRjlWpXYn3Nk5i++odtDi/abHnx333KD9/uoixN72CUoqpj33ERcN603WgUT/srKY1aNKxAesWb2LgyIuJio5k4s9P8tf8VXQZ0JH45Dg+HGesxG/Uri5drjgbXVd4PG4+GPs5tRpV5/NXv+XiYb3YvmYXm5dtoxft2bJ8O948Hz9/+jvTn/yUwsIiUBregiJzjkRx+/PX0753SzSXxpZVO2jYtg59h3SnbouzmPvej3z19jwqVksmY/dhGnWojycygrOa1GD76p38PnspL//yNHWa17In1SOjPLy9fDwFuYVUSIy1s8CEOJpyPeT1xBNPMHLkSFq2/PstZIU4VkmVEmjdvbm9KVRuVh7PXPcSz90wEV+Rl25Xd2LgyIuo06wWS79fyVPXvMR37/2IruvouiIhpQIJKbG06NwIXdfZ8OdmajSoas/HjPvmYXpc24m9aQd49d6pvHbfNPKyC/jv5lc4sPsQS79fySv3TmXdH5sDjTKHxNJ3ZFCQV4jyKzxREdRoUBUUZKVn0XtQZ7auTOPfA56nVZfG3D7uejRNo0nH+ox4+Wbe/HMsHS9sxe1tH+CBXk8Axt4oz1w/kTlTFzDl0Y+KZWi5I9xUSIylqKCIVQvXOnamPLMd2p/J+iWbHaVxhFO57qEIcSr9OusPFnz0KwDnXdKB7td05rbnb6RB23o8d8PLALxw82tsWb6NP79fyfY1xjzMgo9+Zc+W/fxnmFFx961lL1CneS0qn5XKn3NXmFv9Gu9hzb10v/o8pj/5Kede0o5rH7gUXTcmyZ/4dBSFuUWc078tcckV0P061z9yBV++MZc3/m868RXjWThzsTm8ZWyLW7VuJeq1OIuzmtYgMjqStYs28tWb3wMYJfUx1sY0Pachqxauo1W34j0yyxMDx7N49l+cc1E7nvpiNE9d/R8WfbWU/3v3rjMuqys/J5+hze4j+2AOwyfewoC7+x39RWeYMy6gFBYWUlhYaP+clWWsaPZ6vXi93mLHW4+V9Jw4svJ+7Zp1bkTVBlVwadDkvAb25zh/4Nmk1nyMhy8Zi+7TWfXbBnZt3kNEtJv6rerQ/7ZebF+zA09MBC6XhuaCnRt3sWPDXgbccyGzJ8+n5fmNjTTl+Ci8Xi9V6qQSEaXxy+e/k1wlgf27MqhJCs06NcTj8aBQXPevy8yWKS6+oxfNOjekUo0UXr9/Gp6YwOZdHzz3Gft3HCCpUiI3PXYVfy1YaW/Y9ehH99qf47k5D5N7OJeEivF/+zs6lH4YT4yHg/sPkZebx+/fLAUXLJz1O+cPPOfUXfyTdCr+7eVk5VFUWIgnxsOBPRnl9t/10YReu+P5nJoqY3230aNHM27cuCMes3btWpo0CZQxnzp1Kvfdd98xTco//vjjPPHEE8Ue/+CDD4iNjT3u9gohxOksLy+PQYMGkZmZSUJC8YQVpzIXUNLT08nIyDjiMfXq1SMyMrDg6ngCSkk9lFq1anHgwIESL5bX62Xu3Ln06dMHj0e2Gj0ecu0MeVn53NToHrvqb+gK9rGzH6Zuq9p8/fb3xCfH8e4jH+L1ebll8hV0OrszSWYm19HkZuYyqM5wABIrJZCZnkW9VrUZ/8MYe17oTCH/9k5c6LXLysoiNTX1mAJKmRvyqlSpEpUqVTpl54+KiiIqqngdIo/Hc8R/eEd7Xvy9M/3aJVb0MH7uY/wyawlrF20wFgxu2stZTWvQpkdzNv61jfzsQq4ZdRmzXptD5v5se4hq9c/r6X5152N6n6TUJC66tTc/fbKIES/dQqtuTYlNiD3jgonTmf5v72RY1+54rl+ZCyjHIy0tjYMHD5KWlobf72fZsmUANGjQgLi4uCO/WIh/UMN29WjYzljH4ffrHN6fScVqyXz0wixev28aaDBt/UTO6d+WT1+qTHamsTdJq27Njut9hk+4meETbg57+4U4FuU6oDz22GNMmzbN/rltW2Ol8Pz58+nevXsptUoI0HWdiXe+zebl23jg3buo3ayW/Zzb7aJitWQAkisnAUYZk5i4aJKrJPHexkl4vV5mz55NfIp8MRLlR7kOKFOnTmXq1Kml3Qwhitm5YQ+z3zZSdb+ZPI9hL9zIwk9/J7VmRZp3amwfd8HgbtRuXpPkKokkV0kqpdYKER7lOqAIUVZVr1+Fjn3bsHVlGt2u6czst77n5eGT0VwaU9e/TPX6Ve1jG3eQbXTF6UECihCnQIQngmdnP2L/vG1VGgAul1Zswy0hThcSUIT4B/S9pSepNStSsVoyVetULu3mCHFKSEAR4h+gaRodL2xT2s0Q4pSSvrcoRinF+KGvMbjh3az6ZV1pN0eUQ+k7M7ih7l0Mqn0H+9PSS7s54h8iAUUUc2jfYeZMmc/uzXv55p15pd0cUQ6t/Hkt+7ank74jgxU/rQ37+X1eH//7z5fMnjxPKv+WITLkJYpJrpJEv6E9WfHzWvrf2ru0myPKofMuaU+Pazuj6zrnXdoh7Of//v2feeuB9wCo0bAqrbs1D/t7iOMnAUUUo2ka9799Z2k3Q5RjMXExPPzBfafs/NXqVkZzaUR4IqhYPeWUvY84PhJQhBDlTuvuzZm2cRKR0ZF21QFR+iSgCCHKpWp1q5R2E0QImZQXQggRFhJQhAiDPVv2cW3N27ih3l1k7DlU2s0RolRIQBEiDJYvWE3G7kPs25bOmt82lHZzhCgVMociRBh0ueIc/pizjMgoDx37tint5ghRKiSgCBEGcUkV+PdH95d2M4QoVTLkJYQQIiwkoAjxN3as38W3U+aTn5Nf2k0RolyQIS8hSuD3+bmn0yPkHMplza/rpHKAEMdAeihClEQzNskC8ER5SrkxQpQP0kMRogRut5vXloxjw5LNdOzXtrSbI0S5IAFFiL9RqWZFKtWsWNrNEKLckCEvIYQQYSEBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCFLN1VRovD5/Mip/WlHZTRDkie8oLIYp56bY3WbtoAz9/uoj/7Z1c2s0R5YT0UIQoJz6b8DX/vnQs21bvOOXv1eTsBgA06lDvlL+XOH1ID0WIciD7UA6v3z8VgLjkCjw07e5T+n53vjSEK+67iEq1Kp7S9xGnF+mhCFEOVEiMpU2PFrg9bs69qP0pfz9N06hapzJut/uUv5c4fUgPRYhywOVy8cK8Mfh9ftwRcpMXZZP0UIQoRySYiLJMAooQQoiwkIAihBAiLCSgCCGECAsJKEIIIcJCAooQQoiwkIAihBAiLCSgCCGECAsJKEIIIcJCAooQQoiwkIAihBAiLCSgCFGGTX/yY25rPYqVP68t7aYIcVQSUIQowz558Wu2rkxj5qTZpd0UIY5KAooQZVifm7qSUi2Jvjf3LO2mCHFUUr5eiDJsxMtDGfn6HaXdDCGOifRQhBBChIUEFCGEEGEhAUUIIURYSEARQggRFhJQhBBChIUEFCGEEGEhAUUIIURYSEARQggRFuU2oGzbto2hQ4dSt25dYmJiqF+/PmPGjKGoqKi0myaEEGekcrtSft26dei6zptvvkmDBg1YtWoVw4YNIzc3l/Hjx5d284QQ4oxTbgNK37596du3r/1zvXr1WL9+Pa+//roEFCGEKAXldsirJJmZmaSkpJR2M4QQ4oxUbnsooTZt2sSkSZOO2jspLCyksLDQ/jkrKwsAr9eL1+stdrz1WEnPiSOTa3fi5NqdHLl+Jy702h3PNdSUUuqUtOoEjR49mnHjxh3xmLVr19KkSRP75127dtGtWze6d+/O5MmTj/jaxx9/nCeeeKLY4x988AGxsbEn1mghhDhN5eXlMWjQIDIzM0lISDjisWUuoKSnp5ORkXHEY+rVq0dkZCQAu3fvpnv37px77rlMnToVl+vIo3gl9VBq1arFgQMHSrxYXq+XuXPn0qdPHzwezwl8ojOXXLsTJ9fu5Mj1O3Gh1y4rK4vU1NRjCihlbsirUqVKVKpU6ZiO3bVrFz169KB9+/ZMmTLlqMEEICoqiqioqGKPezyeI/7DO9rz4u/JtTtxcu1Ojly/E2ddu+O5fmUuoByrXbt20b17d2rXrs348eNJT0+3n6tatWoptkwIIc5M5TagzJ07l02bNrFp0yZq1qwZ9FwZG8UTQogzQrlNGx4yZAhKqRL/E0II8c8rtwFFCCFE2SIBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWElCEEKxauJZ/XzqWBR/9UtpNEeVYRGk3QAhR+t566H3W/raBFT+tofs1nUu7OaKckh6KEIIuA85G06Dz5WeXdlNEOSY9FCEEVz9wGZff2x9PpKe0myLKMemhCCEAJJiIkyYBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWElCEEEKEhQQUIYQQYSEBRQghRFhIQBFCCBEWZ/x+KEopALKyskp83uv1kpeXR1ZWFh6PlPc+HnLtTpxcu5Mj1+/EhV47695o3SuP5IwPKNnZ2QDUqlWrlFsihBBlV3Z2NomJiUc8RlPHEnZOY7qus3v3buLj49E0rdjzWVlZ1KpVix07dpCQkFAKLSy/5NqdOLl2J0eu34kLvXZKKbKzs6levTou15FnSc74HorL5aJmzZpHPS4hIUH+YZ4guXYnTq7dyZHrd+Kc1+5oPROLTMoLIYQICwkoQgghwkICylFERUUxZswYoqKiSrsp5Y5cuxMn1+7kyPU7cSdz7c74SXkhhBDhIT0UIYQQYSEBRQghRFhIQBFCCBEWElCO0bZt2xg6dCh169YlJiaG+vXrM2bMGIqKikq7aeXGM888Q6dOnYiNjSUpKam0m1Omvfrqq9SpU4fo6GjOOeccFi9eXNpNKhd++uknLrnkEqpXr46maXz++eel3aRy4bnnnqNjx47Ex8dTuXJlBgwYwPr164/7PBJQjtG6devQdZ0333yT1atX89JLL/HGG2/w8MMPl3bTyo2ioiKuuuoq7rzzztJuSpn20Ucfcf/99zNmzBiWLl1K69atufDCC9m/f39pN63My83NpXXr1rz66qul3ZRy5ccff2T48OEsWrSIuXPn4vV6ueCCC8jNzT2+Eylxwp5//nlVt27d0m5GuTNlyhSVmJhY2s0os84++2w1fPhw+2e/36+qV6+unnvuuVJsVfkDqJkzZ5Z2M8ql/fv3K0D9+OOPx/U66aGchMzMTFJSUkq7GeI0UlRUxJ9//knv3r3tx1wuF7179+a3334rxZaJM0lmZibAcd/fJKCcoE2bNjFp0iRuv/320m6KOI0cOHAAv99PlSpVgh6vUqUKe/fuLaVWiTOJruvcd999dO7cmRYtWhzXa8/4gDJ69Gg0TTvif+vWrQt6za5du+jbty9XXXUVw4YNK6WWlw0ncv2EEGXX8OHDWbVqFTNmzDju157x1YZHjRrFkCFDjnhMvXr17L/v3r2bHj160KlTJ956661T3Lqy73ivnziy1NRU3G43+/btC3p83759VK1atZRaJc4UI0aM4KuvvuKnn346pirsoc74gFKpUiUqVap0TMfu2rWLHj160L59e6ZMmXLUvQHOBMdz/cTRRUZG0r59e+bNm8eAAQMAYwhi3rx5jBgxonQbJ05bSinuvvtuZs6cyYIFC6hbt+4JneeMDyjHateuXXTv3p3atWszfvx40tPT7efkm+OxSUtL4+DBg6SlpeH3+1m2bBkADRo0IC4urnQbV4bcf//9DB48mA4dOnD22WczYcIEcnNzufnmm0u7aWVeTk4OmzZtsn/eunUry5YtIyUlhbPOOqsUW1a2DR8+nA8++IBZs2YRHx9vz9clJiYSExNz7Cc6NUlnp58pU6YooMT/xLEZPHhwiddv/vz5pd20MmfSpEnqrLPOUpGRkerss89WixYtKu0mlQvz588v8d/Y4MGDS7tpZdrf3dumTJlyXOeRasNCCCHCQiYBhBBChIUEFCGEEGEhAUUIIURYSEARQggRFhJQhBBChIUEFCGEEGEhAUUIIURYSEARQggRFhJQhBBChIUEFCHCbMiQIUHl+994443SbtJRrVu3LqjNderUKe0miXJIikMKcYrce++9JCUl0aFDh9JuylGlpqYyZswYACZMmFC6jRHlltTyEiLMhgwZwrRp09i6dWu5/KZvtXnbtm2l2g5R/siQlxBCiLCQgCIExgZD/fv3R9M0Pvroo2LP9evXr8TnToSmaXTv3p1du3YxaNAgUlNTiY+P56KLLmLLli0ArF27lgEDBpCSkkJ8fDwDBw4stovjtm3b0DSNIUOGsHbtWi6++GKSkpJITk7muuuu48CBAwD89ttv9OrVi4SEBJKTk7n11lvJzc096c8hRCgJKEJg3OSnTJlC5cqVuf3229m+fbv93IQJE/j2228ZMmQI11xzTVje79ChQ3Tp0oWtW7cyePBgunfvzuzZs+nTpw+rVq2iU6dO5OTkcMstt9ChQwc+/fRTrrvuuhLPtXXrVjp16kRhYSG33norrVu3ZsaMGQwYMICFCxfSq1cv4uLiuO2226hfvz7vvPMOd999d1g+hxBBwr1RixDl2TfffKM0TVOdOnVSPp9P/fXXXyoyMlI1bNhQZWdnH9M5rI3Etm7dWuLzmJsXjRw5MujxO++8UwEqKSlJTZgwwX5c13XVv39/Bag///zTfnzr1q32uf7u+KSkJPX555/bzxUVFalWrVqpiIgItXfv3hLbV7t2bVW7du1j+qxCOEkPRQiHvn37cu+99/Lrr78yevRorrvuOpRSfPjhh2HdpjguLo6nn3466DGrB1KxYkXuuece+3FN07j22msBWL58ebFz1a9f/2+Pb9u2LZdddpn9nMfjYeDAgfh8PtasWRO2zyMESNqwEMWMHTuWBQsWMH78eADGjRtH+/btw/oeDRs2JDY2NuixatWqAdCqVSs0TSvxud27dxc715GOb9OmTbHjj3QuIU6G9FCECBEVFUW/fv0AiI6O5tZbbw37eyQkJBR7LCIi4qjPeb3eU3ouIU6GBBQhQvz++++88MILVKxYkYKCAu68887SbpIQ5YIEFCEcsrOzGTRoEBERESxYsIArr7ySjz/+mHfffbe0myZEmScBRQiHu+66iy1btjB+/HhatGjB22+/Ta1atbjnnnvYsGFDaTdPiDJNAooQpvfff5/333+fSy65hOHDhwOQnJzM+++/T35+PoMGDZJ5ByGOQAKKEBiLA4cPH061atWKDW917dqVf/3rX/z55588/PDDpdRCIco+KQ4pRJhJcUhxppIeihCnSN26dcvlfijOsjNCHA9Z2ChEmA0YMCCoZ1Le9kMBSEpKKr3GiHJLhryEEEKEhQx5CSGECAsJKEIIIcJCAooQQoiwkIAihBAiLCSgCCGECAsJKEIIIcJCAooQQoiwkIAihBAiLCSgCCGECIv/B4jnqvfKSYGAAAAAAElFTkSuQmCC\n", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from ParticlePhaseSpace._ParticlePhaseSpace import PhaseSpace\n", "\n", "data_loc = Path(r'../tests/test_data/new_data_loader_demo.dat').absolute()\n", "data = NewDataLoader(data_loc, particle_type='electrons')\n", "\n", "PS = PhaseSpace(data)\n", "PS.plot.particle_positions_scatter_2D(weight_position_plot=True, beam_direction='z')" ] }, { "cell_type": "code", "execution_count": null, "id": "6bfd6ba5", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.9.5" } }, "nbformat": 4, "nbformat_minor": 5 }