{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# ✅Visualization based on plotly" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ ".. tip::\n", " Due to the interactivity of ``plotly``, the image rendering speed is relatively slow.\n", " If you have many analysis steps, such as earthquake response time history analysis, you should use the ``pyvista`` engine." ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "First load the necessary classes and functions, where :py:class:`~opstool.vis.GetFEMdata` is used to get the model data from the current domain of OpenSeesPy, \n", "and :py:class:`~opstool.vis.OpsVisPlotly` is used to visualize the model." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:27.807240Z", "iopub.status.busy": "2023-03-31T11:34:27.806239Z", "iopub.status.idle": "2023-03-31T11:34:28.578833Z", "shell.execute_reply": "2023-03-31T11:34:28.578551Z", "shell.execute_reply.started": "2023-03-31T11:34:27.807240Z" }, "tags": [] }, "outputs": [], "source": [ "import openseespy.opensees as ops\n", "import opstool as opst" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "Load the 3D Arch Bridge finite element model.\n", "Function :py:func:`~opstool.load_ops_examples` is used to load predefined examples from **opstool**." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:28.579835Z", "iopub.status.busy": "2023-03-31T11:34:28.579835Z", "iopub.status.idle": "2023-03-31T11:34:28.592114Z", "shell.execute_reply": "2023-03-31T11:34:28.592114Z", "shell.execute_reply.started": "2023-03-31T11:34:28.579835Z" }, "tags": [] }, "outputs": [], "source": [ "opst.load_ops_examples(\"ArchBridge2\") \n", "# or your openseespy code\n", "# your openseespy code here" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Display OpenSeesPy Geometry Model" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "Get the model data from the current domain. \n", "Of course, you can also run your own model code before instantiating :py:class:`~opstool.vis.GetFEMdata`.\n", "Parameter *results_dir* is used to specify the directory where the output file is saved.\n", "\n", ":py:meth:`~opstool.vis.GetFEMdata.get_model_data` is used to save the model geometric data." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:28.592114Z", "iopub.status.busy": "2023-03-31T11:34:28.592114Z", "iopub.status.idle": "2023-03-31T11:34:28.628179Z", "shell.execute_reply": "2023-03-31T11:34:28.627616Z", "shell.execute_reply.started": "2023-03-31T11:34:28.592114Z" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
Model data saved in opstool_output/ModelData.hdf5!\n",
       "
\n" ], "text/plain": [ "Model data saved in \u001b[1;38;2;0;174;255mopstool_output/ModelData.hdf5\u001b[0m!\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ModelData = opst.GetFEMdata(results_dir=\"opstool_output\")\n", "ModelData.get_model_data(save_file=\"ModelData.hdf5\")" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "Instantiating visualization class :py:class:`~opstool.vis.OpsVisPlotly`." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:28.628179Z", "iopub.status.busy": "2023-03-31T11:34:28.628179Z", "iopub.status.idle": "2023-03-31T11:34:28.633523Z", "shell.execute_reply": "2023-03-31T11:34:28.633523Z", "shell.execute_reply.started": "2023-03-31T11:34:28.628179Z" }, "tags": [] }, "outputs": [], "source": [ "opsvis = opst.OpsVisPlotly(point_size=2, line_width=3, colors_dict=None, theme=\"plotly\",\n", " color_map=\"jet\", on_notebook=True, results_dir=\"opstool_output\")" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "Display the geometric information of the model, input parameter explanation see class method :py:meth:`~opstool.vis.OpsVisPlotly.model_vis`." ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ ".. tip::\n", " When `show_node_label` and `show_ele_label` True, rendering speed is relatively slow.\n", " Therefore, it is recommended not to use them, but to use mouse hover to display related information." ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:28.634572Z", "iopub.status.busy": "2023-03-31T11:34:28.634572Z", "iopub.status.idle": "2023-03-31T11:34:29.081986Z", "shell.execute_reply": "2023-03-31T11:34:29.081986Z", "shell.execute_reply.started": "2023-03-31T11:34:28.634572Z" }, "tags": [] }, "outputs": 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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "opsvis.model_vis(input_file=\"ModelData.hdf5\",\n", " show_node_label=False,\n", " show_ele_label=False,\n", " show_local_crd=True,\n", " show_fix_node=True,\n", " show_constrain_dof=False,\n", " label_size=8,\n", " show_outline=True,\n", " opacity=1.0,\n", " save_html=None)\n", "# You can change the function parameters to see the effect after changes." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Display Eigen Analysis" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "
\n", "\n", "Note\n", "\n", "Before performing the eigenvalue analysis,\n", "you need to ensure that the OpenSeesPy model is correct and that the masses have been set.\n", "\n", "
" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Obtain the first 15 orders of modal data." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:29.081986Z", "iopub.status.busy": "2023-03-31T11:34:29.081986Z", "iopub.status.idle": "2023-03-31T11:34:29.136619Z", "shell.execute_reply": "2023-03-31T11:34:29.136619Z", "shell.execute_reply.started": "2023-03-31T11:34:29.081986Z" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
Eigen data saved in opstool_output/EigenData.hdf5 !\n",
       "
\n" ], "text/plain": [ "Eigen data saved in \u001b[1;38;2;51;105;231mopstool_output/EigenData.hdf5\u001b[0m !\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ModelData.get_eigen_data(mode_tag=15, solver=\"-genBandArpack\",\n", " save_file='EigenData.hdf5')" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "Visualize eigenvalue modes. When you set a two-element list for the argument *mode_tags* and *subplots* is False, the method :py:meth:`~opstool.vis.OpsVisPlotly.eigen_vis` returns a slider-style plot." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:29.136619Z", "iopub.status.busy": "2023-03-31T11:34:29.136619Z", "iopub.status.idle": "2023-03-31T11:34:29.484861Z", "shell.execute_reply": "2023-03-31T11:34:29.484861Z", "shell.execute_reply.started": "2023-03-31T11:34:29.136619Z" }, "tags": [] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "cmax": 0.012868199598790734, "cmin": 0, "coloraxis": "coloraxis", "hoverinfo": "skip", "i": [ 0, 0, 4, 4, 8, 8, 12, 12, 16, 16, 20, 20, 24, 24, 28, 28, 32, 32, 36, 36, 40, 40, 44, 44, 48, 48, 52, 52, 56, 56, 60, 60, 64, 64, 68, 68, 72, 72, 76, 76, 80, 80, 84, 84, 88, 88, 92, 92, 96, 96, 100, 100, 104, 104, 108, 108, 112, 112, 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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "opsvis.eigen_anim(input_file='EigenData.hdf5',\n", " mode_tag=5, alpha=None, show_outline=False,\n", " opacity=1, framerate=3,\n", " n_cycle=5, # change steps here\n", " show_face_line=True,\n", " save_html=None)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Display Response Data" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "First we use the function :py:func:`~opstool.preprocessing.gen_grav_load` to generate the gravity load.\n", "Ignore this command if you have already defined gravity or loads you want." ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:30.356688Z", "iopub.status.busy": "2023-03-31T11:34:30.356688Z", "iopub.status.idle": "2023-03-31T11:34:30.372589Z", "shell.execute_reply": "2023-03-31T11:34:30.371549Z", "shell.execute_reply.started": "2023-03-31T11:34:30.356688Z" }, "tags": [] }, "outputs": [], "source": [ "opst.gen_grav_load(ts_tag=1, pattern_tag=1, factor=-9.81, direction=\"Z\")" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "Next, we save the response data in each analysis step.\n", "I chose to do this to strip the visualization from the analysis,\n", "and you are free to tweak the analysis parameters, which is very helpful for debugging the convergence of the model!\n", "\n", ".. note::\n", " Since version 0.7.0, ``opstool`` has added methods :meth:`opstool.vis.GetFEMdata.get_resp_step` \n", " and :meth:`opstool.vis.GetFEMdata.save_resp_all` \n", " to get and save all supported responses at once,\n", " you don't have to use commands like ``get_node_resp_step()``,``get_frame_resp_step()``, ..., anymore." ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:30.373594Z", "iopub.status.busy": "2023-03-31T11:34:30.373594Z", "iopub.status.idle": "2023-03-31T11:34:30.810919Z", "shell.execute_reply": "2023-03-31T11:34:30.809930Z", "shell.execute_reply.started": "2023-03-31T11:34:30.373594Z" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
All responses data saved in opstool_output/RespStepData-1.hdf5 !\n",
       "
\n" ], "text/plain": [ "All responses data saved in \u001b[1;38;2;142;67;231mopstool_output/RespStepData-\u001b[0m\u001b[1;38;2;142;67;231m1.\u001b[0m\u001b[1;38;2;142;67;231mhdf5\u001b[0m !\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "Nsteps = 10\n", "ops.wipeAnalysis()\n", "ops.system('BandGeneral')\n", "ops.constraints('Transformation')\n", "ops.numberer('RCM')\n", "ops.test('NormDispIncr', 1.0e-12, 10, 3)\n", "ops.algorithm('Newton')\n", "ops.integrator('LoadControl', 1 / Nsteps)\n", "ops.analysis('Static')\n", "\n", "# start analysis loop\n", "for i in range(Nsteps):\n", " ok = ops.analyze(1)\n", " ModelData.get_resp_step()\n", "# save all responses data after loop\n", "ModelData.save_resp_all(save_file=\"RespStepData-1.hdf5\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Visualize node response" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "Visualize node displacement by method :py:meth:`~opstool.vis.OpsVisPlotly.deform_vis`.\n", "Of course, velocity and acceleration are also optional, just change *response* to \"vel\" or \"accel\"." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:30.812425Z", "iopub.status.busy": "2023-03-31T11:34:30.812425Z", "iopub.status.idle": "2023-03-31T11:34:31.262559Z", "shell.execute_reply": "2023-03-31T11:34:31.261560Z", "shell.execute_reply.started": "2023-03-31T11:34:30.812425Z" }, "tags": [] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "connectgaps": false, "hoverinfo": "skip", "line": { "color": "gray", "width": 1.5 }, "mode": "lines", "type": "scatter3d", "visible": false, "x": [ 3000, 8100, 8100, 3000, 3000, null, 3000, 8100, 8100, 3000, 3000, null, 3000, 8100, 8100, 3000, 3000, null, 3000, 8100, 8100, 3000, 3000, null, 8100, 14900, 14900, 8100, 8100, null, 8100, 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "opsvis.deform_vis(input_file=\"RespStepData-1.hdf5\",\n", " slider=True,\n", " response=\"disp\", alpha=None,\n", " show_outline=False, show_origin=True,\n", " show_face_line=False, opacity=1,\n", " save_html=None,\n", " model_update=False)" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "Create an html animation by :py:meth:`~opstool.vis.OpsVisPlotly.deform_anim`." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:31.263493Z", "iopub.status.busy": "2023-03-31T11:34:31.263493Z", "iopub.status.idle": "2023-03-31T11:34:31.635772Z", "shell.execute_reply": "2023-03-31T11:34:31.635772Z", "shell.execute_reply.started": "2023-03-31T11:34:31.263493Z" }, "tags": [] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { 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Step 8 disp
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Step 9 disp
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "opsvis.deform_anim(input_file=\"RespStepData-1.hdf5\",\n", " response=\"disp\", alpha=None,\n", " show_outline=False,\n", " show_face_line=False, opacity=1,\n", " save_html=None,\n", " model_update=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Display Frame Element Response" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "When saving the node response data, we also save the response of the frame elemengts by method :py:meth:`~opstool.vis.GetFEMdata.get_frame_resp_step`, which you can visualize in the following way." ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "execution": { "iopub.execute_input": "2023-03-31T11:34:31.635772Z", "iopub.status.busy": "2023-03-31T11:34:31.635772Z", "iopub.status.idle": "2023-03-31T11:34:32.326893Z", "shell.execute_reply": "2023-03-31T11:34:32.326893Z", 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v88a7P99XtBTyIQFdIXuzBDhvrimC6Z5pBWxf30e9HR/IZ38wOA90XUQ7j5ZmxvIxMyqTMfC7LNyq2F9xFM453j7b3ypnXJHzOzBaPJLzurGKo3jnyLKiRZxrk322cVM2TTq9Avjezp07zcOtcNf2eHnpfBEQARGIlUDSiKOBxhzxiRUTLTh/yNasWRPiO+6E5Yxn4U3l1KlTg7EjsUINT0Edz81Gbz/eFEt8wsaYGz7d5I8ORVK4S04s/bZ95tM7GysTy3msEz5eCjm6RFDQRov1omsYb8jophheot3I0kWI+xtRiETa6Jc/rrS28NrOwHo+XWXwL92IEmE1Yv/7SsjgjNmJxLWvNRJ+Tl/7fTnrD5Y4imdd2Y0w410bsa7JaGvKuVY7OzuNZZN8WJgYhTec1gI7nOMd6PcV3X2jZVcLZxItw2Jfa7G34wOZ38HgPNB10dd5vcWj9VcchWe76+vafR13ZqSj6zWFHF3I+f0Xa/ruWMVRvHPkjL3iQy3uFUUvAFvobZGenm4eeMXiOt8XGx0XAREQgXgIJI04Gmi2Opv+2vnl3tsTNd4o8eaCT98prJjtzFpSBpoSdaA3Gwxu5jVZ+IMXyZ2PFgrGVzFexG4u6nzK198+x3Nu+ELkjRLd2BhkzuQUzITG1LK8BguFDp800+XOWfri1duCd84zbxi4ASNvAumjHx5/E88HJ9YbzViv0Z8x02LEGCDOt3Wr5GveENFSxhseutXZLFmDJY5GwtqIlWcs4oh1aEFhPI4VSM7NhYdzvAP9vqL447rneKy7UqTNsJ1uUuHuXn2txb6Ok2t/PvuDyXmg66O38xgfSYsGf4Ocn6VYxJEz/pXuixRIg1lsjBetL/wOoEBibCwt6xQf1hoY7ZqxiqN454gPrqxFk/GyfLjDftKCRG8FPsyi1ZYJj2gxotuny+UaTFRqSwREQARiJpA04ogjimefI+cPGWNSaGU5/vjjQ0DxRok3lE1NTcEsQPyCtr7RtFwwEQBjE/pT+rqZiHbc+aPMrG72Ztd5baYJp3jjD4398XXe+PS3z/GcGwsT3thT6PGGNFra5L549XYdp3Dg2HnjR0thtEQNsfQ5ljp97XPUVxv9GTNv0hhIzzUdKa29kzGvO1jiaCSsjb44RjveG9/wpCfWRZUum/F+9vtaq9E+CwP9vqL7onW36u2zz88E3cT4RD88oL+vtdjX8WhjjvbZT/S6GuiasefZ7KdcD3xgdtppp5lDfYkj56bliUgCwz44v/+t0KBQYj9t1tTexh+rOBqMObKxtbY/4YLOvh++2W6886fzRUAERKC/BJJKHDl/bGjZoVWEbgS8IeANI924eLPBL/zw7ELhbgGf+cxnjIsV93Bh0gVaNJjqmC5q4TcVzmQLdA9iPAtjFBjfwz7RFY1Chpv90dWNiRW4P4Pd8K+vm4lox21QPSeV16W7GzMpcbx0S6B/OX9weM3wH994+hzPudbaRZcPcmKyCLom0qJh/fg5T0w8wb2lGEjMfaKcpS9efS1yZsSjYKTFyhYmJOANAxMUJKIMpTgKD8YmT2ajs2uCTOmGamO+Bksckdtwr42Bzl1fa8oZq8Fr2O8PZpO0mSr7+9mP57MQz/eVc/NR9plWBH5X8vuKa4ffkRRQjDWLZL3ti1W04/GMN551NdA1wfM4vxTAdKVk5kxal20SFMbHPPLII8YCQwtQeAxXNHFEEUjBTU78nmOJtGl5PP225zpdie17vVkMw68ZqziK97PP861rPB9UsbCfdK2mayvXpC20GtltOwaDkdoQAREQgf4SSCpxxMH1FWtBNyPGndB32elOEqvPNG8m+CNJ1zpnhif+SPJmP5b9kpiulDfi9ibFbgLL/js3H+1rc1Kn5ai3iaUFhu5j/PF2loH0mel+WQZ6bjycI20E6BwP07czU114lsFIbMLjlsKfjvf3gxKpPsUIXVmYgSraXkN2LViuznZi3Xco0rjpJsgnrOEbOUYbl90YlvPq7CsTZDBujX3hjSILr0fBxQQfDEa371n2w7E2BjpfHBtTczuTl7Ct8I0oeUPLz314anla5hizyO+T/nz2Od/xfBbiOZfjo1C58sorsXbt2qjouBExPxfWXbev76O+jsfb54Guq4GuDZ73xBNPmCxqdpPqaG3xYRrTn9MlLJbPvW2H64y/G0yqEWnT8nj6bs91xlTy9yU8+6DzGtH2OIrUD35ncGNxZybDeObI6WLo7Ke1zFn3Oj7cYVIjFREQAREYLgJJJ44IypmlizvK253fedNMn+5IwfrOH24+paKl6Ve/+hUYs8ObRVoxeBNEy4wNHg+flG3btpkbYd5wUPDYGy5mYWPcDJ868kksLUf8IezrZqKv4/ZJLG+0+PSXGXy4HxP7zB8XWgvOOOOMQe2zc8z9Ha+9KeNTaj6JDy/sM1mRMxMkhHMeTHFEdhdccIGxCEaLbYr3QxfLTVKixBH7zn28KALtZ4AWT8uXDwa4lm0ZTHHENod6bQx0rmIVR2z/v//9r7kRbGlpCV6O4ohWFlo9+/PZj/ezMBjfV4z74Y0n+00rqv2epFsxx3XOOeeEpIrv6/uor+P2+2ogn30LfCDraqBrw57HeE26LdMCT4u3/V7nZ4ZWbVo4nNk1Y/ncM1U13dr4vc0EA4ksTpe3vr7r4hVHA/3s87xAIGCEKAWWc/NapyU82nYWieSntkVABEQgnEBSiqOBTGNf/uEDaVPnjFwCzn1cmLjAboo4cnusnonAXgL6vtJqEAEREAEREIHhISBxNDzcddUEEnBaAPp6kprAbqhpERgwAYmjAaPTiSIgAiIgAiIQFwGJo7jw6eSRSMCZ1ZAuUXTlUBGBZCIgcZRMs6W+ioAIiIAI7E8E9ntxxHgMZpuKFEwdHpS9P03saBkL/f/p18+4imiF8QJMJsA9q1REYCQT0PfVSJ4d9U0EREAERGA0EJA4uv12kxxAJTkJSBwl57yp15EJSBxpZYiACIiACIjA8BLY78XR8OLV1UVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIiACIpBQAhJHCcWrxkVABERABERABERABERABJKFgMRRssyU+ikCIiACIiACIiACIpDUBL6XkoIUxwi6gSF5fV03r6QSCwGJo1goqY4IiIAIiIAIiIAIiIAIxEngtpQUDJUgsl3l9ZZEEEdLblqFtU9uCI5o4ocPwp03l+CE444OGeXzL7yIK75bje1vvG3ePzErAyu+txiHHDwhpF54e7eXXYa83BODde6qb8KPahtw9umzsPy6BRGvwTcj9SFO7P06XeKoX7hUWQREQAREQAREQAREQAQGRqByj+XICqSh+usNE0cvb30N1y67G7csvRRTpxxqBkPxcv9DT4SIEyuMbigtMkLnzbfeweLrV2DyoZNCBA6F0SuvbQuKpuaWZ3FjZX1IW1YcRRJhvR0bGOmBnyVxNHB2OlMEREAEREAEREAEREAEYibwoxSnU13Mp8Vd8fIY3OoiCZ9w0cOOhAufcAHFOpHaogB6zrcJB40fj4MmpAbFFYXa4ut/iJNOmIGHH3tKlqO4Z1sNiIAIiIAIiIAIiIAIiEASELg7TByFu9iFD2Gwjl8agziiSLnoqttw/IxPGOESzUpk65Vccr6xJkWyEllLFMWQdcGz4uiiuWfh5ur7ccs1lxgXPvv+2aefjNtXrZE4SoJ1rC6KgAiIgAiIgAiIgAiIQNwE6iNYjgZLAEXrHNsvjkEcUeR8q+Iu2FghK4LOOeNkXFaUH2w+/H2Km0efeBr33XF10EXPiiPn+1YE0ZWPLn10zbvO+3Xjpjfn3NNM++GueHEDH0ADcqsbADSdIgIiIAIiIAIiIAIiIAL9JfDAMMUczetDHFnBkzZ5UtDSkyhxREvS75/7M6rveQjzCk5Dy9Nt5pp8T+KovytK9UVABERABERABERABEQgSQn8cphiji7oRRxZ97muV7aFWH8SKY44fbQYPdvWEbRURXPPG+qpluVoqInreiIgAiIgAiIgAiIgAqOSwCPDJI7OjSKOogkjTk5fMUfW3a63mKNIbnU2Bonn0Xpk3fEkjkblR0KDFgEREAEREAEREAERGK0EmodJHOVFEEfWMsS5CI8XsvMTKVsds9Nde+s9wYQKkbLV8Xyey2L3NLIxR5H2SGI9iaPR+qnQuEVABERABERABERABEYlgV8PU8zRaRH2OWJmOmeMUaQJibbPEes6RU6kfY6cyR1YX+JoVC55DVoEREAEREAEREAEREAEIhP47TBZjk4NE0c2M12kXh758SkhliQrkLa/8bapfmJWRogflUUZAAAgAElEQVQwsm1QIK19ckOwSZv1zr4hcaRPhQiIgAiIgAiIgAiIgAiIQJDAM8Mkjk6KIZW3pqmHgBIyaCWIgAiIgAiIgAiIgAiIwBAQaBsmcZQlcRTz7EocxYxKFUVABERABERABERABERg4AT+PEwxR8dKHMU8aRJHMaNSRREQAREQAREQAREQAREYOIEXh8lydLTEUcyTJnEUMypVFAEREAEREAEREAEREIGBE/APkzhySxzFPGkSRzGjUkUREAEREAEREAEREAERGDiB/w6TOPqYxFHMkyZxFDMqVRQBERABERgsAp0BP1ICPa35/f5gs393v4PjXJ/ElMA4uFwu849lLV43f8/GRwarC2pHBERABIacwKvDFHN0mMRRzHMtcRQzKlUUAREQARHoDwGfz4fdnjfxaMVvjABy/pviSUPAH8A413i8G9iJD7nG4xD3YdiNFExIn4wPUg7EGNeHkeKaiKOyP4d/ohtTs2fivO2H4OOuwzAd43A4xmIturEWu7AMByAdY/rTPdUVAREQgSEnsH2YLEcTJY5inmuJo5hRqaIIiIAIiEBvBFpbW9He3o7GxkZQGAUCASxqmYOm0t/gHf/78Hg8QUtQi68V2/09pqOCogIsKF6ArVu2ori42LzHv6zPNiiqHpv4Hg51HwF/YysO9ByLsZ7jAU8Wdrk/iW7XoViIA3E2xuLzmiIREAERGMEEdgyTOBovcRTzqpA4ihmVKoqACIiACDgJULSsX78e9zb8EGdVHY1rpj1oDlPU8F9X4GX8LfBX/L3lnyHg6uvrjfhpaWlBRUUFsmo9WFfYjKXepeb9VFcqFjUsxNWeJUhzpZlzU1JSUF5ejpKSEiOWKMIowO7f9hre8V6Bd1t/j5T8AriOSEd2N5CdApyaAvz0/W5kH5CCcw+QVUmrVwREYPgJvH9gCtDNLzXs+9d2LwHHD/yAjarEQkDiKBZKqiMCIiACImAIWEFUV1cHWopYpronY35tDr6IRSHWIQofCprusCeWVhx1dnbC7Xbj8S2PY2HOwmDs0dLapcb6lJGSgYaGhhBxVFZWFjIT06ZNQ4YnA3ML5pr+NP6jE++dcwYmnH0Gth9+PI4c+y/8563JePnQg+Eaw7sRFREQAREYPgLvu1JA4xG/Fofy7wHbJI5inXWJo1hJqZ4IiIAIjGICFDSPta3CcQUH4Prc3xoRRCtPfn6+sf5QmFDsOEus4sieU1paiqqqKvOSoolCjOJqSdkSjE8Zb/4/XBxd2DgP010ZKMvpEU1/gg8/8dfi+bp2tFT5cLT3S+jqfB8/Kb4M+bk5o3gGNXQREIGRQOCDI/Y+pLECyfYrka8P+JfEUazzL3EUKynVEwEREIFRRsBaiShK+P8fdU/ADQ1fwNmuFUa82DJ//vxBEUe8Bi1BFF50mbOlrbMNPw6sQrYrB3Pcc0JmYVbhTMz0zMKtZbeiyd+EmooaTM1PQ8P8RuwM7MQ4Vyo+evgUvPneDhSedRbKK8uRjvRRNpMargiIwEgh8H7GMFmONkUXRy9vfQ0XXXUbSi45H3m5J+6D6vkXXsQV363G9jfeNsdOzMrAiu8txiEHTwipu+SmVVj75Ibge7eXXRbS3l31TfhRbQPOPn0Wll+3IORcew2+eefNJTjhuKOHbcokjoYNvS4sAiIgAiOTQAdeRE3FStxbdSfeCnyAnJwcYyX6RePPTIfXNjwR0vHBEkebA5uRV5iHcm853C63sRS9n/kWpnnc+GXpWhOTFG45mpGbYZI8dPm2wpXtwtziuZieMh3V5dVGsLncLtRU1aC5cx2mfG0K6r/4E9xU+32c5T4dU/fEM43MWVCvREAE9kcCH3x2eNx7D3guujiyoiVczJC/FS03lBYZofPmW+9g8fUrMPnQSSECh8Lolde2BUVTc8uzuLGyPkTo2OtM/PBB+wig3o4N9TqQOBpq4rqeCIiACIxQArTc0BWuobURLvck5LqzjRixVqLc3FzTcyZScJaBiqNNnZuQ4c4INuUP+HFVYykWeBbiTM+Z5v0nA7/CN3Ivwsu+V8xrCrWCggIUFRWZTHY/RCVSXePxcG6TEU9ziuYgFamm7q8fuxgXX3QftmwFbuwuwzZ/AHdlrcLkzI9h7JbdxoWPboEqIiACIjBUBD7IGR7L0diWfcWRFSR27JHEUbjoYd1w4RMuoFgnkoji9Z7zbcJB48fjoAmpQXFFy9Xi63+Ik06YgYcfe0qWo6FajLqOCIiACIhAZAJWFDHJAsvBrrHA+Al44ek/hbjPDZY4ovtbk78RJR4vMl2Ze8XRHrc69oPixxaKoEmTJoV03mwO6wLSMtMwoyADLaWtwWx2rNj9fgC7H5yG074bwJ/eciGjKAPjXaloq/bhW+VX4teNvzWWJYotWqiys7O1PERABEQg4QR2nZNiktXZEilpXSKOH/BodMtRJHETTeDw/XA3vEhWItazYsi64NnXF809CzdX349brrnEuM/Z988+/WTcvmqNxFHCV6EuIAIiIAIiEJHAy4Eu/Lh6lREHLHSdo6WIcT+lnV6M84/DrTnLgucOljhicofyunK01LaEiC8bcxQujtgBpvJm/yhoWC+8ZORnmBgj13YXljYswdYpm3DgqsfxyD9T0Fy5EUvKl+DdwLvGWkRhxTEHugNo9jdjYzWPL8U3yy7HJ3C4VosIiIAIJIzAB3OHyXL0YP/FkRVB55xxMi4r2mtlD3+f4ubRJ57GfXdcjalTDg2yC3/fiqBbll6Ka5fdbVzzrvN+3bjpzTn3NHNeuCtewiail4blVjcc1HVNERABERhmAjX1q/Bg58/xTPXTmJ2Th8rKyqBQoRDhXkMUGzbdNrvbX3G0vHE5Vjeuxrq6dUhDz35FLOGpvO370cRRAAFcVFds3OJaK9YH04Vv9G1EYW0BNlT0/F2ZW2P67CnKRG55Dh4sXIPZlXm4wb3XNZD7MlEYUWQVVhYgy+vBfbl1eNnXhSOyP4mvZX15n7imYZ4qXV4ERGA/IrDr0uGJORp798gRR7Qk/f65P6P6nocwr+A0tDzdZmKV+J7E0X602DUUERABEUgGAhQgFDn8++mcg/HH1rcw+fDJuPGHN6KooMjE61grDS04tNbU1taaofVXHK1qXIXVvtVoKQ+NUeqPOGI/l1cvx/iScQj4t2NH/U48WNuz2eya9WtQ01KDp29/GqedfxrSUtJgXQPtXDCX0kudnTjAfRgOw8HBKWLa8LrGOriz3fDV+3Ba/vF4K/A+nl2/yYhEtiNXu2RY0eqjCCQXgV2lKT37v9qNXu1+sAl+PaZyZIkjzhotRs+2dcDGOkVzzxvqGZblaKiJ63oiIAIiMEwE7L5DvPmn6HmgcTkuLFiCDb4NOKZyBhpyG40osHE4FCZ8ba1HUcVR6XzQirOpZVPIyPq7z1G45ciez0aXVi6Fz+9Dc3VzsH+Z2Zl4xvcMlpUuM5agiW4Xzqj8Eh4r/Bl6Es4Ch7g/goPdH8WptZcgLTAOk7dMwCv4L37s/RG6kYJj2tZga9UDeKd6Dbxer7FKldeWYfOWHTjJPQN31d6GGa7hSyk7TEtFlxUBEUgQgd3XR445spezMUiD/Xrs9/ovjqJlpgt3q+st5sjpbhceg8TzaD2y7ngSRwladGpWBERABEQglMDGLc9gXs5cYy2ycUWswdgiG9/zePvjWFiwMBjPQ9czJkVgHWs9iiaOfuxfBT/8uMV9a1ziqN3vg2dalknHvbF1Y0h/KegogGjxeQX/wZllJ6O2sGmfqb6k7Qr8X+EvMdE91TyPTcU4bA9sg7ssF5vrn8Z2/zakuFz4UPrHsBtjcZj363g/8DZ2Yhx2uQ7FxMAb+ETOIWhHFrb5t2Na+VdxgecclHhL4GIGCBUREAERiIPAruV7LEfWYjREf8cs6b844jAjZatjAodrb70nmFAhWkIHnsti9zQKF0fhGCWO4lhYOlUEREAERCA2AgtLF6HZ97gRBQgAeQV5yCnJQVdTl4m9YYKCkpKSYGPV1dW4+rqr8d5b7xlLCgVVY2OjsR4xZTfLYKXydsYzsd1nAhvxhKsZmxo7sKH0GVxZdrG53qP1vzbCyJZpniORU5YVFEdMsMA+MY6qsa4O6+tWY7ojRTf7TRHIJBMNxY3ImJRhNo3l2L5RdRO+knUydgXeRLv/H3gh8BrGZh6PMQUFGJOTjfdxII7Y1o7uhvVY/BE3SoqLTTf8u7vhHjM8sQOxzbxqiYAIjEQCu380PN8bYy4fmDiKts8R2To3go20z9G3Ku4KusyxvsTRSFyR6pMIiIAIjBICztii80qOxIcCM5CaMhWBiQGkeICG+Y0hJGiZoUsZ/9qMbkyhbQutR5sCmzBp4iSTYMFZBrrPkRVHzlTiM0tmosvXhUB7AGNdH2B+bQ7+UPGW6Rvd/dLT01FYWGiEDftqLUr2//n+hs4NJgGEkwH72+pvRWtdqxkfC9uj8KtpWYkM9wyzT9LGpo3m/d9NPAS72tuB9GlIyc5GyqnZGPO5bBwfCMA9cSKe+OBtfGfMBFx/0IGjZEVpmCIgAoNBYHd9lJgjR+MRY5LiPJ5S1Pc+R/YSl88vDMlOZwXS9jd6HJZPzMoIEUb2PAqktU9uCPY0fN8kiaPBWEFqQwREQAREoN8EaP2h1cfGFtFCRMsKb/pZmP3N1+ozCRYoeliPQsLn85m/TlHE+h/L/Cg+W3wstvp3IsOTgRJPiTnH7DUEGIsSLTsUO84SS8wRkzP8ddvjaGlqx6v+d8zpbJt9OMQ9FjnZOfha1SXYEdhpMtXV1O3JSOfxoK2tzdRnBjqOg313uV24qtOL/9Z1oWZ+TYiA6jYR0DD1bJ9N/1uK0FKxHvMq52J6ewZOyj4Js3JnGUHW2thjsZqRPx0zCqaj+e/TsfuUXGSdPgnv/e84/GHqQf2eH50gAiIwegl0PzQ8MUdjzo9uORq9sxF55ErIoBUhAiIgAvsJAacFpqCgwKTnttYTpziyAsEZc+REYLPVUUzx/Ddd/8N9VT/BNv8bIaQoYljHiiqKFb5nSzRx1ORrRHlVOdLcaWiueBwn5k/FHO/JeKH+EBPnxDYpjtg//l3UtgBTPWm4IaXCiCBez7rSOTtEi1JzazOu3bYUDxSsRt60PJOWm2KRAtGKIzv+iroKk+QhzZOG1opWc252Zjb8AT+ubb0GRZ4iTEeGsVRNK0nHCcUe3D6tCrtdh+Li2iux+NjFcB84Zj9ZPRqGCIjAUBDY/fjwxBylnClxFOv8ShzFSkr1REAERGAEE9jQ/n/YsG0Vls1fh8uLrw7u1UOLDi1EsYqjndiJ8Snj4S33orKsMjhiG7fjRGDFk3NTVooWCqSC4gL4u/2oK63Dtm3bglYm1l1YuhCPNz5ummLdyZ53cVvZXcj2FIQQpjhifW7wypK6JdW4xNlNa52xT2Zj2fJyU3+29wysq3pi72avgYA5tqN7h0lVbuvSgjarZCambElDY12jEWK0uFGgZWVlmTilrkAXNmd2YF1pMxZWLsQCzwJcVrcI6W43Kgv28hnBS0NdEwERGEEEun8/PDFHKadIHMW6DCSOYiWleiIgAiIwQglYN7o5ZRm4yXsPjnKdEuxpNHHUEejAtY3XYE7OXMxxzwnWpzi6yleKbFdOyPs2zTZdzfjvgV8+gAkHTDBihdfgPwoQWnX4b2pRGtoafeho6jBtT/dkoKjhItR7a7G5aRPyivLQ2tRqxApFCYVIftG5SMV4dPm7QKsT36N4YrvjXeOwxHtNMJveSTkn4dqWpTjSn46K0htN7JAVW3Tva29vN0KH/WIc04yCDHhyPKicVmXa4BiYiIKijyKLr3lNuu3RzW6r72V0tm5BW307vA0lWJKzFGmuno1slz08G9v/5cGtJaHZ+Ubo8lC3REAERhCB7vYUpKTs2edoT7+G4jWOlziKdRlIHMVKSvVEQAREYAQSsK5rtNi43N1oafCFuLb1ZjmaVTgLleWVmJs/N2RkdKujIKFLmrPYzWMpPhjnwzps3+1xw52Zjpa6vRnlKLJKK0pRU15jLDgUQCeVzMIFBWfjAveFwTgnG/tDEbToH99EV/tWVGZVBy/r3ISWbVAImoQRnom4qKXYuM/tbH+3py++VrPfUltLmxFdLOznQu9CYwGilWhTdYepS+tQJDYbAxuxyLsIueXZ2Na6HUXuHjc/W7p3BfCPRz6Bmx7JD26OOwKXhbokAiIwUgm8NDwxRymflDiKdUlIHMVKSvVEQAREYAQRoFCgsKDFhDf7NvlCeHrs/rrVcYi9iSO2Z/dGYl26qD2TvhHrypuRMy3HxDlRDNE6s6hiIZrretznPpfzaRyd/Sq+WbAKJ3nygiStRYpvlHaWmEx1L1dvNcKDYozChP/vLHR56/B3YHZlnsm6Z9ORL29dji3oxF05NcHqzo1kU13jjGWKFiVajWjhsi6H5Me6vm4fZhXMxNHbM4yAmhS2t1H37yrwUlU5bj6kWOJoBH0e1BURSBYC3VsdMUd7LEh241drQUrEa0yROIp1jUgcxUpK9URABERghBBwpqi2woAihVaWoRBHFBLOzHS0ENVV1QXp3N75Q1yVdSW2+wPGpW1j9UYwQQSFXHjsEwUKxQ7LNE+62XjVxv6wPsXRytqVxhLU1NRkhA2tQHRxW151C1ZW/dhYgKx1h6JpY+cGtNb3WLZsym/+ZewTN5GluKOA81Z5UVVehTkFc0wMlImH8i7ErZW3Rt3w9b3PT0LH8wFUflniaIR8HNQNEUguAm8PT8wRDpI4inWhSBzFSkr1REAERGAEEHgusA6t/kbcVfiEERuZmZmmV0Mpjpguu6aqBnPye2KVrGscxRkFyRcrv4Tu9u34nPt05BTnoLy4x/2OhTE904rc6PYDqytWG6HCQtFDqxOFES04di8iT1EmzqsrwOsVAVSVVxsL2byGuUidmIobpvW4/dlsdDyXfSuszUdtbr1JO76uYV0wAYPNVkdXu5qGGkwqnmiy4D1c3AhPSpZxI3Rm2wuf7vcfbcK/Cgrwx93AY8USRyPg46AuiEDSEegGM1zSta4be2WSfR20GQ368RTsSjpWw9VhiaPhIq/rioAIiEA/CVgBNKdyFr5f/BMc4Toq2MJQiSNecEZZBjob/VhX1bMZLN3naspXmf8/2DUWS2pn4NKcNZjiOmaf/rlz3CZWqK3OZ1ziKKgokJyuejyJVhxalNz56UYcPZC7BnNz5hoBM7twNnYGdhorlC3WRY5ecDOv+Cy67n/VHKeFKDyluE15vrpxNfIq81DsKUa+J7/P2fhzbi42t7biJQCdHg9W7tlnqc8TVUEEREAE9hB4Ex8eFhaHIHQrhmHpRJJcVOIoSSZK3RQBERjdBGxGOlL4XP6n8dvGP4QAiSaOmtc3Y3bO7JhTebPR3mKOeJxpur3FXtOmTcxAi81E10TML5hvrEfR3Pt4fmFtATZUbUReVp6J/bFpsxnjY8uq+lVo2taIbf4ANjf91eyxZOOPaKliseLIWpqM5cjl6tm8lYki3G4jumwmPfbJJnTgMRt7FMvK+mdTEzZ4vTja68UYlwupLhem5/ctqGJpW3VEQARGD4GX8TEw6qjHcjR0f9Pwn9EDOc6RShzFCVCni4AIiECiCVjLB+N2WGglccb88L1o4qg90I76QB3muObiJNdJwa7aRAjhFptYxBFFSZ73LEzMmYSfFz5gRAiTI6wsrAlmoWP/KJj4H6/lzEp3Y9UN+E3jU8HYH4qapbVLjega5xtnNl21+xtRQHG/pXABxGx1SyuXYlnhclOXFij+5T+bTY/ihxu6Flbmw+/zY5svAF9Tu6nblwudc07XFBaio7ERC9vaMMXjSfR0q30REIH9mMDfcTQY/bPXgQ5D8vr/4cX9mOrgDk3iaHB5qjUREAERGFQCVhjZlNZWZMQqjgYzW93M3JkYj/HGgkPr0Pm15+CcSaehKN8Lpu5eVb3KvG8SKlR68RGvC6/XBVA1vyqYztuZkMGZDpzWpKxiD+6YVmUEFdvhP2e2Omc8kjsnHVlFHrRVtJv4pPz8/KAAc7KpqCvHev96k5r7eW87Kr2VvcYVRZq8Z6qr0eXzIT8sa96gTrQaEwERGBUE2nDCkFqMrIXKgz+OCr6DMUiJo8GgqDZEQAREIAEErDBy7jk0nOLootZiPFi4xsT7fMrzSfy/7PfwcNU/Q0ZuLVgZ+Rm4sHGu2YcoIyUjKF7Cs9XRsnNR1XykedJMu20VPuMuR2vUtGnTQsSRjRUy2ebcLnNdj9tjRFR2dnaIOHLWNRvJ1pajKGev214CpktNioAIiECfBH6HbPTYimyxNqTEvv4cnorYtyU3rcLaJzcEj91edhnyck/scxz7cwWJo/15djU2ERCBpCXwnborMC7nPRxY//GQzVijiSPG6CwsXohNnZuQ4c4IjnswLEcUGnR1Y5psChjG9dDFjyLFZoCzF3TuK5RbnI2WuvXBPZgoYpziiEKK76VmpmLmtJmY6ppsUnOz0CWO7XuyPXiw7kGsqV8TTM3N68/wTMcS7zWmHvvH/uzADrT72o27nbfQa9qJtJlt0i4KdVwERCDpCTTjrGFwqktBHn61DzsKo1de24YV31uMQw6egOaWZ3FjZT3uvLkEJxx3dNKzHugAJI4GSk7niYAIiECCCFAAURh8rewC/LT8FyFXiSaOmvxNWI9WXO1egjSkDYo4YoKEu+q/b/ryqv8dk+ggpyDH7GlEFzeWzm2deNG1GZP9U1BdUR1MzW33X6LrHAUM46RYFrUsgNszDQ/mrjbvUeiwLRv7RKHDvYjWPfkrvPvW+/AUeTDJ7UJLRasRQEz37UzIwHOZZGFj90ZkeTOR6kpFwL8dO6p3YknJkn670CVoStWsCIiACBgCv8RX9pCIFnVkQQ3u8Qvw85AZeP6FF3HFd6txQ2lR0FL05lvvYPH1KzD50ElYft2CUTtjEkejduo1cBEQgZFIgMKAwsJmXXOmq2Z/e3Or4wamm9o2hQiC/lqOGDs0IzcD7kw3/E1b8DZewTUNM/FG0+eDFiwKEvaD+yzlluUgtzwH9+XWAX6YftuEEc49g6obq9Hka4Sn2GOsT+sKm4PucHSfC08M4XTPY/2caTmo3RPzk5uba6bOsqGgYnpvY0GqLIC3wBuSfGIkzrP6JAIiMDoJ1OGiYYk5KsK9IcCjWYnuqm/Cc75NQWvSaJwliaPROOsaswiIwIgk4Iwxspum9kccMWlDtBTa+8T6+P0mpidclNA9b3P2JnT5ukx80UGuA3FV7am4seDXIcxsXxn7w01ZHyxcjaryKpOYIZJ739KKpVi/bb1pN7AlAAR6XN6YSMHZDwoc627HC1JgUYyZJA9erxFodPFjoVhiPzgGE1dUXo45RXOQitQROb/qlAiIgAj8CCXBmKOerHXhG7/ujUEazOOXY0UIfIqgR594GvfdcTWmTjk0eCza+6Np5iSORtNsa6wiIAIjlkB48oVw64jtOC02za3NeLnz5ZCxxLsJrHNj1B7XtB63ORZmjAvfcNWm26ar3XxvESrLq43lZmbRTMwqn4mc9ByclDITzfU9FiIeY1nT+ACmu48xQsfuRcRjc2vnIs+Vh/LSnroUerRMWVc6us6xHbbvck801idatliX79MF0GmpGrETrY6JgAiMagLLcW1IzJHNJhctofdgHV+CmyWOYlx5EkcxglI1ERABEUgUgUhZ6aKJoxX+avj8PtyVszLEQjJQcbS0fCm6/F1B6wvHaBMc8P8pUMyGqQ1evJu5E51X+VFTVRNEYRMy2NgfugTy/0s7vcY6VJlVFTUhA+OR7P5ETOW9qbEDqVtS0dDQEDVb3bzyeYCrGxkFM4B69Gu/okTNn9oVAREQgVgJXI9b91iOhnano+8ZUba3yHIUfcYkjmJdzaonAiIgAgkg8HDgUVxVWIL5OUUhWemiiaNFpYuw0bcRbS1tIb3ptziCHze2VqCz1Y/WilacX3w2nm59Fi/7XwnJ8MZ+0MLDTV4ZL1Q5rQpLvUvNtWmxCc9WZ/sxv6W4R+y0pxqrU6TYJ5t8wQiwbDf863usQCUlJSZ2yZnKO6Su242VrTXISz8zATOiJkVABEQgcQRKsWJYYo7uwJUhg+ot5iiSu13iiIy8liWORt6cqEciIAKjhAAtRpV1VdjuDwQ3VuV+PSy9udVRaMSzCWxTU5Nxa5vdkAd/qx9HbknHv7rb8Oniw3Ho+s8bcWJLVlZWT1Y5twtTM6dgU9Nmcy4LrUROcWRjhShk5hV/xQgt9pVueXbj2IbWBhRkF5hYIQohW9gWr2P2MHK5TNu0amV6MjHVNTUkrogudCoiIAIikIwEvolas8tRj92oe49QSvzruzE/BFekbHWswPTeLMpWl4yrS30WAREQgSQmYC0sHIJNOpCangpvnRdF7iLMK5xnRjeYCRl4HWcCg2W1y7CsYhl8rT6Md30Il1V+BZcWX2eSKkz0TzSJD2y6bbsxq439sehXdddgnC8V5YU9sUK8Bv/axBAcJ8WUTf1Ni9KG8o3oWN9hXOoodCgEbWIIutpRNE0rc5vYIpsYgnWZjEFxRUm86NV1ERABzMPPh8Vy9AC+vA/9SPscfaviLoz2jWBlOdIHVQREQASGmEB7ezu+4r0Qk/BhbPZ1BJMOcK+icm85Au09yRDcHvc+7nO9pfKOlK2ucX0j5hfPR15+HlZXrzZWGZv1jf1gwgMWmxGOsULcV+iGlPKgEKEgcYo04+JWV2pE0Hl1BWir86Gtwhe0BIX3w8QglZYaAcTMdg3zG7GuYZ2xJrGN8Kx5tGwt8C7AtPxpKPAWYA7mSBQN8RrV5URABBJD4Fysc8Qc2WtYW1LiXj9iNp/dt1AgrX1yQ/DAaBdGBCFxlJi1r1ZFQAREICIBk9Et92SMxzi0tbWBbmsUCXYPnw5/BxbNX2Tc0fjMoFoAACAASURBVOjK1ljXCOtqxwb7K45Wta7CKzldRsBMXO8KWl9ooaHr2zhMMMKH1hv2jfsWMVvdpuoOkxiBooYlXBytalyFjYGNJqtdR1MHZnpmmjHYJAvWcmSz4FEYsWR4MtDh6zBih++lp6cHxRHHGZ6aO78oHy64tJpEQAREYL8gcBqeClqOrDMd03nTxS6Rr3+NU/cLfkMxCImjoaCsa4iACIjAnixwFCHjXOPR3PBYxIxsFpRNhMDXVjxRUMQqjozQ2SN46MrWUt4Kd0rPXkA2Vba1CFHQWNc3Wn1YbOwPLU2sV9NSg3SkY039mpDU3H/q/AMerl9rYoRoIWJfKeyqOqsQqA+Ydmz2OyZeoMhKSUkx16PLXnFlMVqbWsw1WuvWBzPb0YVORQREQAT2NwInoc3IoJ6yN+Yo0a+fRdb+hjJh45E4ShhaNSwCIiACewlQOJxZeJYRCk80rkNmZqY56MzIZmuzLoUNhQn/UVSw/LTtXvys4ufo8G2OmpCB4oNxPuEbo9bV1+Ea7zU4PPswvO7fjt0Yg/LGcmyseMbUZaGLHa1FLDb2x+xFlOPGRS3FeKy4GRvrNxoBQxHE85ypvGn1oUhioXseM9vZWCEr1pyb0TJ+af3EVmQVZ+6xbE1SXJE+NCIgAvs1gWPw4rDEHP0F/2+/5jqYg5M4GkyaaksEREAEIhB4FW/he4FH0Fh8B8a2vxaMn6EIovVkUdtC1ObWmY1No5VJ7on4dNFxeLLid+b8fbLV+evR1NqIDdUbTRIDZ0ps2yZd5H7e8jN83vtpTPKkm7fXFT5u6vKf073PnlNYXoB3Xe9ilncmHihYjblZc42AsdnmnNnqnNaqjPwMdK3vMsKO7nLhqbw5bruRbEFJAcqqyuFBj2BUEQEREIH9lUA6QjfwHqpxbsHUobpU0l9H4ijpp1ADEAERGOkEbqyrQnsO8Grd7zB2/WvB7tIqtNG/ETklOXC1u5DmSjPH+D6tMhRPtMRMnDjRvL+8ehmaGx83/29TY1N40FK0um01sso9xn3u1oJbzXFnoZWGrmyprnEY7xqH9OxPGBGVuj3VXIsWnnBxRAHUvK3ZNDNpy4exofVZ8//WBY9929G9w2wia2OF7DV5jP+sS92ZBWdiUfGiYFyS07Kl1NwjfQWrfyIgAoNF4FC8EYwtsjFG/GvTetPVzvm+fR3v8ddwyGANYb9vR+Jov59iDVAERGA4CVCU3Nx4N15t/UvI5qq2T1f5vJiOGVjgWRDSzUj7HNn039bdjsLD4/EY6xOtSUsblmJp7lIjqqzlaKurC811zfDO70mswMK6zS2PoWvLK8HYHyO4irKxqG4hdjTuRHlphRE2vBavQXc450astq3l25ZhZVZNSBwTr03LFs/l+GvqalDYkG8sY9wYdmP1MxFZDOc86doiIAIiMBQExjkijobievYa75qdlVRiISBxFAsl1REBERCBARBgquwveL+G43CYcSujaAhPNBAp5oiXirYJ7KRJk0w2OVp5VtetDvaqqrYKC4oXGAFiY3/SPek4ocSDhvlNQVFEgRPeD2tV8hRlmtTcd2XVIDUwPmq2OsYjMT6JImxmyUx0NXUZ8UTRZQWczVbHCy+vXo6axhqTCe9oZGCuW6m5B7CcdIoIiMB+QODAHR+YpDR0SR7Kv++ljt0P6A3NECSOhoazriICIjDKCFCEzK2+Fm/4XsLTDY+DomYwxNHM3JnY7N+MtMw05E3LQ35+vhEkKUXAprpNWJi7yGysyr2C6CpnN1+1yRb4YxzeD/Z1Xvk8MGM2hVdrRatxiSspKdlHpIWn5qZ1iNeweyfZ69qYKLuRLIVTbWMtcjJD3f1G2bLQcEVABEY5gQ9t24nubjiEEYbk9fsfSR3l5GMfvsRR7KxUUwREQARiIkCxcE7pJdjS6cdTdb80FpVIooSNxWo5ogCyabh5nt3MlQKG/78+sB7lheXGQkWr0g7XTjzTuNHsK0RrkjOdtre8BEvKliANU43bG4XQjJIMnOSZiRNSPoU7yu/Ehj/8HjOOOtYIH5d7ImoaatBc3ZO8wenWt23bNtOGfX9u2Vw0NzXD4/aYPZo4dh5TXFFMS0eVREAE9nMCB/7nrSG1GFkL1XsfO2g/Jzt4w5M4GjyWakkEREAEDIGl1ctxb8ta3DP/28aywzJQccSNVcM3RnWKJIqPZVXLsD3/daT7p2Fu1jzswE58veUSjPHtxvKCm831rQgyacLLspFbnoMHstaYDVlpYWJWOVqX7Ga0djNXiip3TrpxiavNrQ+m5rZizWarY73ljcuRkgNM9aThvtw6FOcUG1HEPqqIgAiIgAgAB/59u9nfaG9hLFDiX79/lDbTjnX9SRzFSkr1REAERKAPAv/Fu6j2PYXa6mpc7v5sML6oC124rG4RzvTk7ZN4IZrliIkRtgS2YF1psxEXdFujlYiloq4CWz1dyN6Sg5qqGvjR2bMPkbfZJDsY5+pxn2hsaUKe54xgrylgeD2Ko5nemajNqsey8mVGwETqBxM9ZGVlIc2ThtSJqciZloPKykpjOQpP5e20bJU0eFFWUIZJ9NNTEQEREAERCBI44IX/he5ztCf2KDwrnc1OZy0/8R5//7hDNQsxEpA4ihGUqomACIhAXwTuwH/wAF6Fp/F53FNwUUj1qVlTsdS7FCVFPQLHlkiihEKjpmUlZpXPwrrCZqxrWBdifVnvX2+Eysq6ldjq32rc4maVzURLRStS0SOMaCFiumzrzkZhZK1H0zxHGoHT1vqnYEpwWo9m5szEg7UPGhc8Z2ruGZ7pODNnNlbecxfGHzDBuMnZjHiMLQq3bMmFrq+VouMiIAKjlcCBz3ZFSda914IUOZl3fMc/OLFnqwiVvglIHPXNSDVEQAREoE8CFBRfbrwXf2/9HX5aej3Ozj4t5JxY3OoYLzR//nwjTvIK8pCWn4YHrnwAxxx1jBFA3NOoCy+bWCEmeLDJFihs5hZ9BfmF5+PdwA4jfHhsYe0C4wbXUb+5R9AgAHe227jP0bJDEWb3LGJnma2O111WuNwkZqCYY59YmI2OrnbGpa/bj9nleWZ/IwoyF1yKK+pzhaiCCIiACAAHtP57WGKO3s/++KDiX3LTKtPe8utCt6Hge2++9Q4WX78Cz7Z1mDoTP3wQ7ry5BCccd3RIH5pbnsW3Ku4Kvnf26bNC2nt562u46KrbsP3NtyKezz6sfXIDws+Ld6ASR/ES1PkiIAIiAKCgbgUer1qJne0dRkiEb8IaTRxNnTYVmZ5MTHVNNZae8AQGztifuZVzcIw3A38t78DqijWGO2OEjNUn92Rs8m/GivI7TDsUNYW1+cgq9uCGlIrgBq/zquZhbtbcoAWLIsomVKA4crldcLVPMu5z7EuklOKlVaVoD/iMa96O6p2mLcUV6WMgAiIgAn0TOKB5S096OltSUobk9QezBy/28/kXXsQV363GqScev484ssJo8qGTgsfuqm/Co088jfvuuBpTp/S491EY3VhZHxQ9Vgidc8bJuKyoJ1bXvvfP/2zdRwD1dqzvWei9hsRRvAR1vgiIwKgncHP9vbitZR1O277LJDaIVRx1Bbpwt2sVtvkDeDB3NRYWL9xnHyTCpYApLS2Fr9uH8+rycV9OHYpz5xtrDYXQ075n8HDrI/iB92bjRmdjhTxFHmMB6qjvQFtbW8SsebRS0VpFMTXJPRE7Au8izZVm2qWlyimOmKablib2Oy8nD0uqlmJm+kmjfv4FQAREQARiJTD24b+bmCMTQxQURntfmxijBBz/4LxPxtrFqPWsKNr+xtumTiSLTbjocYocK3wiCSjWCxdRVgB94dQT8ORTf8Qt11wStD6x7l83+/H2jh1wCrG4B8kESt021dBgtKY2REAERGCUEXiqvQ2FLU34xpbtOLPgTMwrnofVDatxpufMEBLhliO6tK3ufBAnl89CZ6sfmyo6THIECpLwYmOFKGSyC7KxvnG9cZ07yH0Y0rJn4MWmp3FZ8SVYWrI0aAViG4u838SR7mlYXr48uBcR3fOKy4pQUlyC6ooVQWsVBRjd7WiFogCiwCooLjAufq50F9wp7oiWrVE23RquCIiACMRF4ICf9biaDXX54KsZg3bJaOImksCxF3W64UWyErEexde1t94TFEG2Xskl56Pl922mKbrx2fcvufBLWPvk0xJHgzazakgEREAE4iRg9g7y/RZvVPwAz7eshz/gx22+5ViSsxSZrsyI4oiWHVpjTIpstxt1bXXwt/rhne81AsaIk0ovNrs6sKNxJ8pLy01dvl9WVmbOsbE/b+cfjmO8eXi39XfI8qRjZdaqkP2MbEIGtsukCRRGLMxWR2uVr749mAWPfaIroE3lTUG2ceIGTCuYhvGuVNwxqSq40Wuc2HS6CIiACIxaAmPv/vOwxBx9cMmxg8a8N3FEEfTKa9uw4nuLccjBE4LXdL7/t85/G7e8G0qLkJd7YrCOtUzZ953iiJWsG94r/wtgzSO/wS1LL8W1y+6WOBq0mVVDIiACIhAngbMa1+C5qjvxZPWdyMzMNK5pFBnhbnVM5T27eLZJXNBa3xpxY1Qb+0MBk1uZY2KFuFcQ/IiY7IACaX7tDZjgGoczvMeiy/cyNpQ+Y6693bUdFY3lKMopRr67x3ebha55bJ/udh1NHSYNuM0sF541z6bm3jlxJ4rqirHQtUBxRXGuF50uAiIgAmN/2L53X6OIaekc+x4N4vFdiz2DBn84xNEpn/2USfJw7PRp+MvmTsw59zTY9+RWN2hTq4ZEQAREYGAEfofdeNT/ElZUVWLZtOnB/YeiiaOKqgpsLwgg4A9gYpPLWIDoFhdebArt5rZmI47aqn1YXbd6H1c71ruwegn+ULcW7wfewVTPZIzDBNM+XeK48WxhaSFu9d6Kuflz90nNPbvgTGzybTbvW2uRtRyxb07LFsWWki0MbJ3oLBEQAREIJzB2+R/2xhrZmKMh+Lvr6k+HdCU8o1ykmYqWZW44xBEtTDa73YlZGcYyxULBJHGkz5kIiIAIDDOBT3XvxD9TgC9XrcS93tJgb8LFkXNj1IWVC41liRYbChgrkHZip9mbyFmXLnQUMLeWLzexPxQwtPgEMgNIC6Rh/vzFaPf58I7/FXNt7jXEQssQE0LYVN5za+cgbUsaqsqrgxvJ8tpM5MANZW0s08ySmUhxdWMcUtFY2hTRsjXMyHV5ERABEdgvCIwt3zgs49hVPnPQrjvQmCPrbvfW2ztMim5nZjp2rje3Oooje93PemaYjHa99SOewSohQzz0dK4IiMCoI0D3txn+v+G1up/g1+U34lTXpCCD5vXNmM3NUutW4vHGx41QodWFwobWHGZ5W16x3LymgFnUshCuTBdqT6hDh68jaMVxWmpsmm24gKs6vVhXvgH/8L2J2ZOODooYiiN7jo1Hsqm8N1Q/gzxPXjBeKTwxBMczuzQP0/LdSPNMxcR6lxFOkSxbo26yNWAREAERGGQCY5b8zmSjM1npUlLQjZ7sdIl+vWv5KYM2kt5ESaRsdbGKGp5bfc9DwZTfzpgjZ2ySHYjE0aBNqRoSAREQgYET+La/E5VeL3Y3PYJNnZuQ4d6bAWi9fz2a0IiOxg5squ6IujFqe3s7FlxxKT528cfhznGbNN7MVGfjf8J7Z1Nzf67sdLy0ZSym+981sUW0NtHK5BRHzo1k0zxp6PJ1hViqnOIo3FpVUumFJyyRxMBJ6UwREAEREIFwAmMW92ysPdRl94qcQbtkb6Ik2j5H9z/0RMhGrtH2OTp+xieC+yNJHA3alKkhERABEUgMgfV+P06rq8Xn/U8hq9yDErcX6Ug3F6PQqKqrwqzKmSb73JFb0rGsbNk+FhibeGFZ1TKMd43DRNck+H17Y3+cViMbg8SscyyTi87ChPV/DWa6Y6ptHqtrqUMmMk1GOr62bnXGFS8QMCKN75VXlpuseMUlxfC3+42bH6/HDHXhm9YmhqBaFQEREIHRTWDMJU8OS8zR7ru/EDf48H2ObIM2BshmpwuPZ4oWu2RjiGw74fsmSRzFPWVqQAREQAQSR4Ai4zOdnTik9CoUFxZgaflSbGrbhM3bN2NhwcJguu2FZQuxrGIZGuv2utSl5U8xHeuo32yEijM1N0WLjf1hHabxHlMM7G4E6krrTN3pLXfjkJxPozt3MZ5seBS0PNFilJqZitzyHLjcLqzMqgECMFYiWqCYfc6m8rYbvU4rc5u6bXU++Ov9US1biaOolkVABERgdBMY89XmHgCOpHRD8Xr3z/JGN/h+jF4xR/2ApaoiIAKjl8DFr21D7fmFaKuuRse2DiytWAqPJxPTSqahrcKH4pziELc4Z+zPorYFRpTcOmm5sdREygBH8cWECsxUd5lvIR4oWI2Zk2aa+J+LAz68756Me1xZONE1NTgJWVlZJmHDvIa5aCltxbqGdfB4PEZQOcURT6AAu7XqVmwPbEdlSxXyXGcqC93oXc4auQiIwDARSDlv7d59jvYk9TaxR4xBYuwRY5CCrwGTzXsQju9+6EvDNOLku6zEUfLNmXosAiIwxAQe2RZA4X21uOOAMSaxQr2vHmMKgN+UtyLHnYMlxUtMxrnwQpHCtNhMxJDqGge3a5oRRr2l8aa154Si4/F8/Z+Mq1tGfh4eaH0CbzT9xvx4sth2+ZelsDgfDXVNPa5z5eWmj1Yc8bjTWrWkbElInNQQo9TlREAERGBUExgzu9EIHluGyoDUva5gVHPvz+AljvpDS3VFQARGHYFAdzeOeq4Nx91yI7xVxVjmXY6NTRuxqGEhHixdbTZ2paDJzs4OYcP4Hxvzs6R8CcZjfDD2h65vJWWLsRmbMdHvwqrqVaYurUrmWEmJiWH6dtX3sSv7M9hWXW/aru+uQ8v8VnM91qWViBnxmJBhy5Ytpn3GEXkbvGhtbO1109lRN5EasAiIgAiMAAIp2b+MGnNkLUSIsu9RPMe7W88fAaNPji5IHCXHPKmXIiACw0TgC8/+ERtuuhZnnjcBrRWtRhR907UAae400HVuYXFPvFFeQR5mN+Rhp38nVubWhMQV2SQLNvbH7IdUlm3ihR4rbsbG+mdMDBH3PnLWPb31YXRX1+F1/79MYoVFbQtNbJHdp6ipqWmfbHWr6ldhS74fOwM78XJjF2am9LjmqYiACIiACAw/gZRTfj4snej+/VeG5brJeFGJo2ScNfVZBERgSAiseKkTpQ89jM+/s9aIjdT2VDS0NBiLjLPQSlRTV4N5LXMR8AeMdcfubRSpo2bvoqpyMBZpZdYqNNQ2hGSLoxDKb30Uf624DVcUXICOiR1417UTmxo7sLN9Z9BSFZ7K26bmdmW7UFxejLnuuZiCnmQQKiIgAiIgAsNPIGXm6j3JGEw0UU+HjG9dYl93b5g7/INPkh5IHCXJRKmbIiACQ0fAv7sb3965C8//8wV0zjjBWGdo9aHFh65sFD6Z2ZnYiq0Y5x+H5dXLkVIEbKzagM71W0zWOGvdcfbamZqbFqLZBWfgwbqfG6sQ3eloOdrp2oHlvhfx46qVmLz+GXPdVFcq3Nlu1JT2WI3YD8Yj2b482PggrvFeY+ry/craSnjcnqEDpiuJgAiIgAjERCDlxAd6sizYMkRBR93PXRhT/1QJkDjSKhABERCBMAKPvPk8Ltj9KUxprcdRVQ+YJAosdKOzQmlRywJMzZmKe7NqsdW/Fd6GEpR4vNjc3pOu2wqYhbULsN29DS9XbUV5aYVph8cphFgojGx8EhMqfKHh61jXOgHvVPRktrPJFPjXJmSg5ammsQaza3tSs7aUtyKwvmc/o2gbyWqSRUAEREAEhp9Aygn3D8s+R91//OrwDz5JeiBxlCQTpW6KgAgMHYHuf2Thpd1v4DNffB0HHOrCJ8ZPwfdvWm6SLtiU21vS/cgoyEBDYWMwhbazh4wHojVoRsl0zPLOxKbGzRjXlBoSV+Ssv77dh7O63zWJXN/JzUO2J8tszkqBRPHkFEfsw7LqZVhVtwqFtQU405WHOZ45QwdIVxIBERABERgQgRTPT/acN0Qmoz1X6/Z9Y0D9HY0nSRyNxlnXmEVABHol0L0rgBVbquF/I4CC7QXGWlTYUoBNVR1YXFyKywoXGJHEJAyr61abFNp0taPVxo9OpGEq/Fv8WNFWjXXVzXClu+Bv8gcz0YWn8masUEXdfXi15XHs9rXjQ4VzEPBvMS5yFEg2loiWI/v/diPZkrISudBpPYuACIhAkhBIOa6uJ8iIMUbMStezk1HCX3e/UJQkhIa/mxJHwz8H6oEIiMAIJLCodBHWPPd7NDz6HDJTdpi9jX5W9wscVfwpPFxYj40tG0zMj3Oz17ziM3Fy7UyTJW5l4SrMLJmJpcVLMd11NK4pvdak3Z7+qf8H77evwoSi8ZjiT8PqitUmwcKY/HMxxp2OI3zteL6xyWzaSsHFzWPzSvKwsXWjiWXyNfmibiQ7AjGqSyIgAiIgAg4CKcfUOl45kjCYdxP3uvuv8zUPMRKQOIoRlKqJgAiMLgLz589HXdPjcF28Bq0LjkPmUS504WV8q6oED5T+IsRaRDK06CyrWoZpRenobPUjb9pscMPVNFdaEJwVUn74cVFLMdrqfGir8CGnqAj3ezJxWMVlRgy1NbSZTWVpnVreuAxbXFswoyADv5nfiuKcYsUVja6lqNGKgAjsRwRSpt8TJebIkbUu4j5H8R3v7rh4P6KY2KFIHCWWr1oXARFIUgJGHK3+FXDsHXDt+gDFXzgC7iMOQUnJiSHWIrq+2QQM/Dvdk4Gt/i4zaruhK93odmKnETz16+uxuuVB7MS78NX7UJBTgN8uLsGuq0oxt2QmugJdqC3uebLo3Eh2acNSlBWUmTZUREAEREAEkpNAylF393R8aEOO0P33S+MG1tzyLL5VcVdIO5fPL8RlRfkh77351jtYfP0KPNvWYd6f+OGDcOfNJTjhuKND6oW3d/bps7D8ugXBOi9vfQ0XXXUbtr/5VsTzl9y0Cmuf3IDw8+IdqMRRvAR1vgiIwH5JwIij+x8FDiuD+yPjEOh6AzmfT0dDw5eD46W1iAJoTttl+EPVb3Hc9k+aGCHnZq9MqFDa5gW3RuIGrh2+DlzTthTn4lw83vQEbnz9dXQHtqNoTIqxFG30bURVXRUa2xqxunT1PpvD7pewNSgREAERGCUEUqatcliOrCedjTlK3Ovuf3wzbsIUI7mnZCEv90TT1vMvvIgrvluNr51/RlAgWWE0+dBJQaFzV30THn3iadx3x9WYOuVQcy6F0Y2V9UHRY4XQOWecHGzLvvfP/2zdRwD1dizegUocxUtQ54uACOyXBIw4qm9C8cU/Rdl3T4HLlWr+hRcKmnsDt6AsqxIH4uAQa5F1o5tRmWHc5VZOqzFxRHOK5hgL0Hq/H1/4dQuOuOlGpOWnmax23ES2YX4jFrUsxEntM5GfH/pEbr+ErUGJgAiIwCghkJJes0cB2QE7TEgm5KgXk1Icx7u3LEoI4XDhEy56eNFw4RNJQLFeeFv2vC+cegKefOqPuOWaS4LWJ9b962Y/3t6xA04hNhiDlDgaDIpqQwREYL8jkJV1LXy+Leju/lmfY3sfb+Fv/r/g8vlLzf5GtBYxyUJ6ejryCmdji9+PNHca/L6ejHV2j6PPvPo6dn35PDTU1aG0ohRd3V0oqCtA5noP8vLPhIvmJhUREAEREIH9hkDKx380pFnqbFa87n9flhCGtCb9adM/glahSFYiXpj1WOg2F8lKxGO0RF176z1BEWTrlVxyPlp+37bP+Zdc+CWsffJpiaOEzKwaFQEREIEwAu3tW82mqx7P3oQKsUCitYgC6IPMsfhs8SloKPyJEUrcI4kZ6BiXNPnwyfjUw+vQ8q2rMOe0qZhU4MKGqo3wpHiwpOxqZLhnxHIp1REBERABEUgyAilT70xoVroeHPtmvet++cpBJ2XFy/EzPhF0oaMIeuW1bVjxvcU45OAJwWs63/9b57+NO94NpUVBFz0rjpzvO8URj1s3vFf+F8CaR36DW5ZeimuX3S1xNOgzqwZFQAREIAEEHvKvxXe9V+OsqjPR3QiUFZeZDHeMRzrvjkq0H3EkTvzPL5HqSkVayhRUlVVjCqYkoCdqUgREQAREYKQQSJm8Yk8yBitg9ux3ZPc9Cr49uMe7ty4edAQUPL999k8hyRISJY5O+eynTJKHY6dPw182d2LOuafBvie3ukGfWjUoAiIgAokhsDXwX9T4fozy3Ap8bEY6rl5QCs/lV+Liv/0DL836DHK8WVhYsABzPHMT0wG1KgIiIAIiMKIIpBxW1WPYsWWIstZ1v+YN4RCeUS4SpGhZ5liX7nM/qm3A7WWXhVh/EiWOmATCZrc7MSvDWKZYKJgkjkbUEldnREAERKBvAjZ73YbzL8Dur1+Kw395Cybe2YSGhgYTn6QiAiIgAiIwOgikuO7Ym8Y7uJ9R4rLU9cQcAd3brho0wNGEkRVN4Znp+L5TNL319g6TotuZmY51bPY7627ndKujOLKC7rOeGSajXbTEDvEOVAkZ4iWo80VABEQgBgLduwJo9+ej8pD5OOLAybhp0lkxnKUqIiACIiAC+xOBlA//YFiG0/3GtwflunZvoXCLkW08Ura6WEUNz62+56FgcodwcRQ+AImjQZlSNSICIiACw0dgx3/n4d5n/4zXtl+AsqKy4euIriwCIiACIjAsBFIOuq1nB1gbY2STJyT4dffb34l7vJFijGIRLLQ03f/QEyGxSdH2OXImd5A4invK1IAIiIAIjHwCFzbOg+e4c3H1J+eN/M6qhyIgAiIgAoNKICV1uaO9fbPK9fjc2TJ4x7t3LolrHM5NVyM15LQkhcczRYtdsjFEtr2zT58VzHrH9ySO4poynSwCIiACyUEgJSUFKV+5EmVXLEHZqR9Pjk6rlyIgAiIgAoNCIOXAW3r2OQpmpwvPollMHAAAE8VJREFUVpeY193vXTMo/R8NjSjmaDTMssYoAiIwYghQHOH4/9/e/cf6VdZ3AP9YWvqbtpb+EtsqICKbYLF06cJUMl36B4QRF5OZLUWDYUFpmSQafk0ZYKOJDIojMRI2YsJiMkfUZTNu2vljLKu1mLlKBy3QFuwvK9Db2x8Ursv5Nt97v/32e2+ffs+9p98+53X/6+1znvN9Xs/znHPe3+ecc/8sYs618cD1l8TKq8+PmTMn9czn80EIECBAYOwE3nTWfUN/hqjlbd2NBaMx/PdvB+4Yu0ZlVrNwlFmHag4BAr0t0AhHc/84YuqKiP2HIl7uj79/9JpYufLS3v7gPh0BAgQIEKiBgHBUg07WRAIEekegEY6mrIi3ve26uOXGJfEf616Iz3/+fXHZZf4AbO/0kk9CgAABAnUVEI7q2vPaTYBA5QKvvHI4Zs1aEB/4wJ/GE0/c73a6ynvADgkQIECAwMgCwpERQoAAgQoFliz5Wlx//WWxevWyCvdqVwQIECBAgECKgHCUoqQMAQIECBAgQIAAAQLZCwhH2XexBhIgQIAAAQIECBAgkCIgHKUoKUOAAAECBAgQIECAQPYCwlH2XayBBAgQIECAAAECBAikCAhHKUrKECBAgAABAgQIECCQvYBwlH0XayABAgQIECBAgAABAikCwlGKkjIECBAgQIAAAQIECGQvIBxl38UaSIAAAQIECBAgQIBAioBwlKKkDAECBAgQIECAAAEC2QsIR9l3sQYSIECAAAECBAgQIJAiIBylKClDgAABAgQIECBAgED2AsJR9l2sgQQIECBAgAABAgQIpAgIRylKyhAgQIAAAQIECBAgkL2AcJR9F2sgAQIECBAgQIAAAQIpAsJRipIyBAgQIECAAAECBAhkLyAcZd/FGkiAAAECBAgQIECAQIqAcJSipAwBAgQIECBAgAABAtkLCEfZd7EGEiBAgAABAgQIECCQIiAcpSgpQ4AAAQIECBAgQIBA9gLCUfZdrIEECBAgQIAAAQIECKQICEcpSsoQIECAAAECBAgQIJC9gHCUfRdrIAECBAgQIECAAAECKQLCUYqSMgQIECBAgAABAgQIZC8gHGXfxRpIgAABAgQIECBAgECKgHCUoqQMAQIECBAgQIAAAQLZCwhH2XexBhIgQIAAAQIECBAgkCIgHKUoKUOAAAECBAgQIECAQPYCwlH2XayBBAgQIECAAAECBAikCAhHKUrKECBAgAABAgQIECCQvYBwlH0XayABAgQIECBAgAABAikCwlGKkjIECBAgQIAAAQIECGQvIBxl38UaSIAAAQIECBAgQIBAioBwlKKkDAECBAgQIECAAAEC2QsIR9l3sQYSIECAAAECBAgQIJAiIBylKClDgAABAgQIECBAgED2AsJR9l2sgQQIECBAgAABAgQIpAgIRylKyhAgQIAAAQIECBAgkL2AcJR9F2sgAQIECBAgQIAAAQIpAsJRipIyBAgQIECAAAECBAhkLyAcZd/FGkiAAAECBAgQIECAQIqAcJSipAwBAgQIECBAgAABAtkLCEfZd7EGEiBAgAABAgQIECCQIiAcpSgpQ4AAAQIECBAgQIBA9gLCUfZdrIEECBAgQIAAAQIECKQICEcpSsoQIECAAAECBAgQIJC9gHCUfRdrIAECBAgQIECAAAECKQLCUYqSMgQIECBAgAABAgQIZC8gHGXfxRpIgAABAgQIECBAgECKgHCUoqQMAQIECBAgQIAAAQLZCwhH2XexBhIgQIAAAQIECBAgkCIgHKUoKUOAAAECBAgQIECAQPYCwlH2XayBBAgQIECAAAECBAikCAhHKUrKECBAgAABAgQIECCQvYBwlH0XayABAgQIECBAgAABAikCwlGKkjIECBAgQIAAAQIECGQvIBxl38UaSIAAAQIECBAgQIBAioBwlKKkDAECBAgQIECAAAEC2QsIR9l3sQYSIECAAAECBAgQIJAiIBylKClDgAABAgQIECBAgED2AsJR9l2sgQQIECBAgAABAgQIpAgIRylKyhAgQIAAAQIECBAgkL2AcJR9F2sgAQIECBAgQIAAAQIpAsJRipIyBAgQIECAAAECBAhkLyAcjUIX79y9Lz7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