{ "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": "2023-02-03T01:49:34.939840Z", "iopub.status.busy": "2023-02-03T01:49:34.938840Z", "iopub.status.idle": "2023-02-03T01:49:37.131446Z", "shell.execute_reply": "2023-02-03T01:49:37.130443Z", "shell.execute_reply.started": "2023-02-03T01:49:34.938840Z" }, "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": 3, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T01:53:55.449219Z", "iopub.status.busy": "2023-02-03T01:53:55.448542Z", "iopub.status.idle": "2023-02-03T01:53:55.464840Z", "shell.execute_reply": "2023-02-03T01:53:55.464840Z", "shell.execute_reply.started": "2023-02-03T01:53:55.449219Z" }, "tags": [] }, "outputs": [], "source": [ "opst.load_ops_examples(\"ArchBridge2\") # or your openseespy code" ] }, { "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": 4, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T01:57:08.239119Z", "iopub.status.busy": "2023-02-03T01:57:08.239119Z", "iopub.status.idle": "2023-02-03T01:57:08.295561Z", "shell.execute_reply": "2023-02-03T01:57:08.295561Z", "shell.execute_reply.started": "2023-02-03T01:57:08.239119Z" }, "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": 5, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T02:03:35.460364Z", "iopub.status.busy": "2023-02-03T02:03:35.460364Z", "iopub.status.idle": "2023-02-03T02:03:35.465098Z", "shell.execute_reply": "2023-02-03T02:03:35.464867Z", "shell.execute_reply.started": "2023-02-03T02:03:35.460364Z" }, "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": 6, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T02:03:54.008986Z", "iopub.status.busy": "2023-02-03T02:03:54.008986Z", "iopub.status.idle": "2023-02-03T02:03:54.608297Z", "shell.execute_reply": "2023-02-03T02:03:54.608297Z", "shell.execute_reply.started": "2023-02-03T02:03:54.008986Z" }, "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", " label_size=8,\n", " show_outline=True,\n", " opacity=1.0,\n", " save_html=None)" ] }, { "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": 7, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T02:06:28.602974Z", "iopub.status.busy": "2023-02-03T02:06:28.602974Z", "iopub.status.idle": "2023-02-03T02:06:28.668334Z", "shell.execute_reply": "2023-02-03T02:06:28.668334Z", "shell.execute_reply.started": "2023-02-03T02:06:28.602974Z" }, "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": 8, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T02:07:18.676138Z", "iopub.status.busy": "2023-02-03T02:07:18.676138Z", "iopub.status.idle": "2023-02-03T02:07:18.984989Z", "shell.execute_reply": "2023-02-03T02:07:18.984989Z", "shell.execute_reply.started": "2023-02-03T02:07:18.676138Z" }, "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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hlDXb5KZLJoOoao066T4qY41kxj3PeC6TyXTcZfZu0Tne8/WuktnZ2foYoh07dmDr1q36zI3SgiHXQ7oRyhg7uR7eW01ex6ry3tfZcxMtLZwyllKCodzw1/fsfb6UVwKuTHQiLZbSsirBtqrNl5v3+mqxO97rW9P51vT88f2TVfNenoXLZYyh93p1vgQ773G50posM8x6ZoKs+Z1rfoVn3OnevXv1z7R8KfPxxx9j4MCBemtjda3X3keubd043usr5ZFWOvlCQMbGyhjiqKgo2O12/QsT+fJHPlNSZnmtnAM3ClCAAhSgAAUaTsDvgp1Q1WUdO++bO7nBl7Fy0vLj3Vok4VFaeR5//PEKs9h5xphIGeTmXF7jy6yUnstb041udc9736jKtOkSCCq/r0x3L+PY5CbR+4a0LmWuy76+VGmZzVHOR7qTVrUOXU1eNb2HdBuTJS2klVdaHKRlQY5Z24lManofX6+vvM7XiTl8uXmX43mPsZMuiJXXN5Suy1IvZHr66sbYnez67Kvn8b7OezZc+VJGuhHK5kuw8yxP4Wnp9Z786HjL472f9+fUOyRNmTJFb9n2Zatt3Tje6+sZ8yufG8/mHUY9j9Xn7KG+nD9fQwEKUIACFKBA1QJ+GezkVDw3YHLTLt3q5OZNvpmWlitZu0pmp5QJACrPjle5C5q0FkmXImntkrWl5KZQWsUkPMnNnXeA854YRUKhBCjprtS+fXtdV8Z2SQufzCgnsxTKzITSUuiZfKGmoFLd894LW8v7yqQq0rXUszyAtIDJzZ5MViKb90yPdSlzXfb1tDLK+d9www26sQQLCaTe46FkVkxxnjVrln4NvLeavGr6UEtdkBtz7/UDZbp5eU9pja3vzZfy1newq69ZMU9mfa6Lu3x+pRVOvtyRiYRuvPHGshY1acGUayBLFcjkOJWD7LGCndR16cIpnx3P502CcuX15upSds++3t2E5THPZCSyDIUvm6/Bri6fXymHd7d373JKa7un+6g8Lt29X3/9dZ+7GftyjnwNBShAAQpQgAK1F/DbYCfhQJYxkDEe3pOHeBPI2BAZt9KhQ4eyh30dWyQ3ujJDpQTEiIiIsv1lIXDpzrdkyZIatWWSEOliKF2UKi9QLjt7FsaW9zrW86qq6t0GpWvZsTY5jpRNTLxb9I6nzJ6ZNY9337o4V7X4sfd5S/dF6RorN/Y1bZXH6VU3yUhNxznW87JIvYRS+SLB1817/FZ165RVdSy5xtLCLGM+PV0EfV3HrqqlE47n+ta1PtdlFlL58kSWBpAugMfa5AsbWRBeJj2S1ngJU9LaVN2/Fd7HkllWZS3Jli1b+no5a/U67zAuO8oER/JlQ1XjL+taN47n+no++97dUr3LKRO+eBZxl8eram2vFQhfTAEKUIACFKBAvQj4bbDznL3cqM2bN09vJZMbXM/abtLFr6qJNbwDh3TTk9kfZXyItADIN9QSxmRdOGkVkNa+qiZWcTqd+Oqrr/QZMiU4eG4WZV+5GfTM+Cgta3ITW92Czr4GO5lCXG5Kly1bprdGyBTkn3/+Of766y+9e5m0GPbv379ey+xdu2p7vrKvp8VOvsmvamkGKbMswixjeCo712ewky8A5FpK60t1Y/nq+klq6GAn5ZcuftI6KgFGWlTEXKb6l25yDodDDw7VrYlX2+tb1/pcl2An55qTk6O3wspnXsK05/Mnn31ZT02CiXwp4z1eraZgJ3VDxmJKfZQW5srrQda1jlTe37sLbVXjSz2vr2uwk+PU9vp6l1W+QJAvUCovrO5ZukEer2pplvr24vEoQAEKUIACFKhZwO+DXc2nWPEVvoyzqe0x+frGKyDdVGV8nQR3+S1B07MwdOMtdf2WzNN1T7rufvLJJxWWhqjfd+LRKEABClCAAhSgAAUaSoDB7rXXGsqe73uCBaS1TibAka5iJ6q17gSfQp0PLwYyKYcs5s5JLurMyQNQgAIUoAAFKECBRivAYMdg12grZ10L5j17qoxLkyUOajOLaV3fv6H3ly54MiGITCy0a9cufeyl/FTVvbihy8r3pwAFKEABClCAAhSom8BpE+xkHTWZ4ELGplW1yY2/jHupzzWr6nZpuHdtBWSs0oQJE/Rxh1VtnTp10mc7lTGUp9om40ulfsvyBlVtN998sz4W9UTM8niqWfJ8KEABClCAAhSggD8KMNiVXjUGO3+svhXLzGD3z2AnU+jLdPSylt3pNrbQ/2s0z4ACFKAABShAAQr4LnDaBDvfSfhKClCAAhSgAAUoQAEKUIAC/iXAYOdf14ulpQAFKEABClCAAhSgAAUo8A8BBjtWCgpQgAIUoAAFKEABClCAAn4uwGDn5xeQxacABShAAQpQgAIUoAAFKMBgxzpAAQpQgAIUoAAFKEABClDAzwUY7Pz8ArL4FKAABShAAQpQgAIUoAAFGOxYByhAAQpQgAIUoAAFKEABCvi5AIOdn19AFp8CFKAABShAAQpQgAIUoACDHesABShAAQpQgAIUoAAFKEABPxdgsPPzC8jiU4ACFKAABShAAQpQgAIUYLBjHaAABShAAQpQgAIUoAAFKODnAgx2fn4BWXwKUIACFKAABShAAQpQgAIMdqwDFKAABShAAQpQgAIUoAAF/FyAwc7PLyCLTwEKUIACFKAABShAAQpQgMGOdYACFKAABShAAQpQgAIUoICfCzDY+fkFZPEpQAEKUIACFKAABShAAQow2LEOUIACFKAABShAAQpQgAIU8HMBBjs/v4AsPgUoQAEKUIACFKAABShAAQY71gEKUIACFKAABShAAQpQgAJ+LsBg5+cXkMWnAAUoQAEKUIACFKAABSjAYMc6QAEKUIACFKAABShAAQpQwM8FGOz8/AKy+BSgAAUoQAEKUIACFKAABRjsWAcoQAEKUIACFKAABShAAQr4uQCDnZ9fQBafAhSgAAUoQAEKUIACFKAAgx3rAAUoQAEKUIACFKAABShAAT8XYLDz8wvI4lOAAhSgAAUoQAEKUIACFGCwYx2gAAUoQAEKUIACFKAABSjg5wIMdn5+AVl8ClCAAhSgAAUoQAEKUIACDHasAxSgAAUoQAEKUIACFKAABfxcgMHOzy8gi08BClCAAhSgAAUoQAEKUIDBjnWAAhSgAAUoQAEKUIACFKCAnwsw2Pn5BWTxKUABClCAAhSgAAUoQAEKMNixDlCAAhSgAAUoQAEKUIACFPBzAQY7P7+ALD4FKEABClCAAhSgAAUoQAEGO9YBClCAAhSgAAUoQAEKUIACfi7AYOfnF5DFpwAFKEABClCAAhSgAAUowGDHOkABClCAAhSgAAUoQAEKUMDPBRjs/PwCsvgUoAAFKEABClCAAhSgAAUY7FgHKEABClCAAhSgAAUoQAEK+LkAg52fX0AWnwIUoAAFKEABClCAAhSgAIMd6wAFKEABClCAAhSgAAUoQAE/F2Cw8/MLyOJTgAIUoAAFKEABClCAAhRgsGMdoAAFKEABClCAAhSgAAUo4OcCDHZ+fgFZfApQgAIUoAAFKEABClCAAgx2rAMUoAAFKEABClCAAhSgAAX8XIDBzs8vIItPAQpQgAIUoAAFKEABClCAwY51gAIUoAAFKEABClCAAhSggJ8LMNj5+QVk8SlAAQpQgAIUoAAFKEABCjDYsQ5QgAIUoAAFKEABClCAAhTwcwEGOz+/gCw+BShAAQpQgAIUoAAFKEABBjvWAQpQgAIUoAAFKEABClCAAn4uwGDn5xeQxacABShAAQpQgAIUoAAFKMBgxzpAAQpQgAIUoAAFKEABClDAzwUY7Pz8ArL4FKAABShAAQpQgAIUoAAFGOxYByhAAQpQgAIUoAAFKEABCvi5AIOdn19AFp8CFKAABShAAQpQgAKNRWCaopQVRQNQ/hdwIv9+WpOjn94bg93pff159hSgAAUoQAEKUIACFKg3gZmKctLCnBTaExYfZbADg129VWMeiAIUoAAFKEABClCAAqe3wBxFKQtbntB1Mn6PY7BjsDu9P3o8ewpQgAIUoAAFKEABCtSfwKteXTHr76g1H+l+BjsGu5qrCV9BAQpQgAIUoAAFKEABCvgi8OYxxthV3r/ymLu6PH8fgx2DnS8VlK+hAAUoQAEKUIACFKAABWoWWFipxa4+w1tV7+45/jAGOwa7mqsnX0EBClCAAhSgAAUoQAEK+CLwQQONsbuNwY7BzpcKytdQgAIUoAAFKEABClCAAjULfNJAY+xuYLBjsKu5evIVFKAABShAAQpQgAIUoIAvAl82ULC7msGOwc6XCsrXUIACFKAABShAAQpQgAI1CyxtoGB3KYMdg13N1ZOvoAAFKEABClCAAhSgAAV8EfixgcbYXcBgx2DnSwXlayhAAQpQgAIUoAAFKECBmgVWNVCL3XkMdgx2NVdPvoICFKAABShAAQpQgAIU8EVgTQMFu7MY7BjsfKmgfA0FKEABClCAAhSgAAUoULPAHw0U7Hoz2DHY1Vw9+QoKUIACFPB3Ac1igZaeBmzeCKVXTyDaDKV5or+fFstPAQpQoNEJ/NVAY+y6M9gx2DW6TwMLRAEKUIACxy3g2psG14oVsM1PgSJHkTC3Lw3yBbL8qCqgGQClDaC0B5RuiVBamYGERNg73gRjqytgMEUc9/tzRwpQgAKnu8D2Bmqx68hgx2B3un/4eP4UoAAF/F3AtW0DtLUr4PhmMRw/pEIrgv5jHDwEapQZht69oJjN0DZtgOu9FCDcDJfFAiUGUC9PhGGAGVruBljtAdhyZg84W16A8KYXol3ouQhUg/2dh+WnAAUocFIF0hoo2CUy2DHYndSazjejAAUoQIF6EdCOpEFbthDOj+ZAO2SBqxBQug+BYei1cP6dBtusOQjLydEDnWdzzZsL52NjYdyXA9c7C2GbmgzpoqlelAjjQAtc2RZkxcVhy3XXIi1UweGoOBiDW+Ia25XoHNi8XsrNg1CAAhQ41QUyGijYNWewY7A71T9cPD8KUIACp5KAlp8GbdVkaL+nQtuWBhSZod47B0rPwWVj5qzjxsGWkoLwnJwKp+4cPRyuJYth2ut+XEKd4+W5sM2dA81mgdrLDERbYLxsLErufRqz8B7ynE5k7A1HK1sibonvhb5NYk4lTp4LBShAgXoXONJAY+xiqwl2j017HUuWrS47zxcnjcalQ/v7dN612Xfewi/w24ateGnqQwgPC/Hp+PX9IkXTGG/rG5XHowAFKECB+hXQbGnA7snQNqYAWQBaJEFblwZtfxqMb++p8GYlw4fDkZqKsD0VH3fccR2wNw3GlX9UDHzv9YbtnTTYl1kAA4DmQODDyRh3f1MMdfVAcI4Zb2/fjS0HXOgc0ByD41vgwbOa1e8J8mgUoAAFThGB3AZqsYusItJIMMvKzikLW0uXr8WU2QvxyvQx6NOj4zHFa7Pvwcxs3D3+OTSNi2KwO0XqMU+DAhSgAAXqWcDp2guUjIea9ymwF0BAEtB+EpSwRDgfHQqtwALjvIpBrWjoUL0UIcuXVyiNY3BvoHUijO98XuFx15IoKK2T4Mq5FiWTk2FPTYVmBFY+eBFiXpyHgWivv/6z3QcwZfk+/LlPw6CmoZg0tBUGd4qq5zPm4ShAAQr4t0BxAwW74ErB7vfN2/HAU3PxzLhhZS10+QVFeGjiS4hrEoWZT4+sFtrXfT2Bbu+BTP1Y/Xt3ZrDz7+rL0lOAAhSgwIkQOOz8BoUlz8Hs3IhIJREI/BxKQPkSBY7RvaHEJ8IwqWJQK2zTBsYhQxC4YEGFYtnbR0G9JQmGabPLHtfsFmhLo6B0nwOlzRj9cceKFShISoIrLQ223l0Rde8IBNw+DEqkGXNXZWD8kt2IdDhhySrEsH7xmHRTZyQ2DT0RBDwmBShAAb8TsBtlGmLp746Kvz1nUvlxz991fN5klwOVb9W1zvnSZfJ49q3cwtcQF45dMRtCne9JAQpQgALVCuRp2dji+BT5jk/RXDOhg3MtjMYroQbPr7CP467PGpTzAAAgAElEQVQ2UHsOgTqhYoAriIqCKSkJgbO9AlyuBY6OUTBMnQN1hDvAyaYVp0Fb0QZqjxSgxbCyxzelrcf6lFm47qVvgFwL1BZmBNyXhBmhg/HywRjsnnwW5n69B3M/2grkWzHmug4Yc1tXmCMCeWUpQAEKnNYCjigF0ngmDXcn87fJUjHYSYD76v9+wfxZj6JZfJOya1Ld494X7Xj2ZbA7ras9T54CFKAABSoLrNQ2YJ1jCZpoR3Gu4QK0M1wBe54JhoCHoAa9WDHYXapAvSMZ6h2TyoOaxYLCqCgEzpkD0xivALcvDY7+bWCYmwL1pvIAhyNfQNt4LdD/DyjhvcqOsxj78F9swyJLTxjHPwr7whTABCitgD879UX/aS/C0Gsw5r7zJ8bOWA04NJiNCpIfOhNjRvXmhaUABShw2go4WumriJaFurIv0krD3on627iPwY4tdqftx44nTgEKUKDxCGRqxXhG+QXFWiau0SJxoXIOIpVovYDW/EAYAyfCEPB0eYArsMB5YxTUkXOgXlse4KT7ZFGbNghMSYFpWHmA0777As67r4W6aDnUAUPKTzxjLrSdY4H+e6AElXfznIEd+FnLxhLlbP21zhUrUDJ+rL4WHsIBpQugNDdjeuZAvHpkCHKtQUChE7C5MGRgSyQ/fg4GD2zZeIBZEgpQgAInScDRpYFa7P5msGOwO0mVnG9DAQpQgAJVC3yrHcZ72k7kKhbEIwhvKe7JT2RzudJhLeqMgMA3YTDdUR7sMtPgTGoDdUIK1AvLA5zMhlkydCiCli/Xx9mVHWfRQrjGJ8Hwyx4orcoDnJY2DshKgdK/4tIIj2A3DqEE76Br2THSsovwwsUP4smtH8KMIiARUDoCuSHBeDf3bHx1pAdWHmoLFLr0gSVjR/XGpEfOgjkyiJeeAhSgwGkj4OjnbrE72ZvxN9/H2FXVRdO7vMcaY1fdvuyKebKvON+PAhSgAAUalcB/HZlY4NqLGNUBDblwqibMVPqgl+KebdLp3Ahr8QAEBr0Og7E82Lk2pcL12FCoM5dDPaM8wNkXLoQ1KQkhe/ZATSwPcK45k+GanQxjesX/8Wtpw4G8VChnVFwa4VJtJ/opIZjgiMeXh/KxcPMhpP6VBc1iRWTWUTz38xu4c+ePQCiwqXdrJLQ9DHNoMVblt8fUbZdh5cGugBMwqy4k3doVkx49mwGvUdU8FoYCFDhRAs6hDdNiZ0yt+O97VTNbyjlLAJOttrNi1rQvg92JqlE8LgUoQAEKNGqBfS4HRtkysRv5uMcYgTtVM4ZbV6DEFIKL1OZ4Qu2gl9/hXIWSkssQFPQNjIZBZefkWrYQrllJMCzYo8+M6dnsc+fCOnYsQnNyoJjN5a9/ZDhcv6bCuKpigNO29wZMiVDalM+smQcX+lu3ItAZgKwjwThicUDLtaL1tj3ovnEzIrOPIuHAftz55/8hsSBLnyAAQYAiQ+uaAkockBsejJd2DcUXf3fDxr3NkNgqAimvXsLumY26VrJwFKBAfQg4ripvsatqckzv+FWfzxu+qhjsPEGs8jp2EybPg/ci5Z4AeF7/MyqEvarWsau8r7cXg1191B4egwIUoAAF/ErgS4cLz1hzYVVKMD0wDP8yhGOj4ygeKfkN5oBo7FWBzwxnoLkSCLvzfRRbRyEsaDNUNaE8qH0xF67Xx/4j2FnHjYM9JQVhORW7VjpHXedezHxJxTXvtB1tgNAhUJovQJ4jCz8WfIPfrdnY5dCQhwhE7SlEwm8ZuPKjr9F1/VbAAaiqe7a3vLAwbG7dCYO3r0d6VDzyEkMRGZmPNnGHgWaA0gxwhBrwsWUglqd1xFepbdGtfQfMmT4YPbvH+tU1Y2EpQAEK+CrgvLWBWuw+/Gew84S7JctWlxXfO9TJg9UFO1/2rbyOnedNWreI/8dsnL761eV1HGNXFz3uSwEKUIACtRKYYbViUokGFRq+DzXhPKNR3/9nexaeKdyASWF9MFY7gAmGlrhdbQKb830UWUcjImgTVLV1ebB7bzJc7yXD+E3F/5Fbhw+HjLML3VOxZc4xtA3U/kOgzixfGkFzWuDcGQVH6BBkGMNwwPEX8pQIhP/sROTmQjT77TAi0grgKgR2d22FuHWHseWcbpiS/Dg2tuqNguIQOLPt+PvGAViZ0Av3XvI4kFUM7WgJEgr2Yfcl9+PX/A7YFtwOCX2tOGyOx1ZrS/y+MRZtM3pi7C1nI7F1ZK38+GIKUIACjV3AeV/DjLEzvFl1sGvsXvVZPga7+tTksShAAQpQoFqBF235eNZqRZEjCE7FqDd7PRhowMRAA361HcJ/Cv7Ch+aBmKEdwV8uO5YFtEWxYyaK7TMRHXy0wnFds4bDtTkVxgUVA1zxUPfEK8HLl1d4vaNfFNTrkqA+6V7bzp6bhqNrxiF/32IoBsAQAoRqCiLWaDDsBJwaUNRCxZG+4Ujv2QyZLeJxSdfV+PvOrvhgxq1IQyL2aq1x0NkUBxPaYNodYzD9ipHQMov0n4S8dOzqeifuXnc/Fm48B6EoxrmDDqLzNQ6E9A6BJS8Y2xeF48aYvhh53RmsNRSgAAVOGQHXOHeLnb5IuWeN8pPwt2EOgx2D3SnzMeKJUIACFGicAnmaE0/aM7HEYcMglxkfZitYFBeClYqCl21ORCoKhiIHB4v+wjex52EL7LjddggzTfG4TJuBEscHiA7aVeHknFOvg7Z7wz+CnSx1YBgyBIELvFrm8ixwnhUF9Yk5KOnTE5Zlc1Hw52JAdd9xRLQFosIBYw7gPAio6UBhSyD3bMAYC5iaK3AEBCCsmxXpz7bE5lHdcVBtgf1KaxTvC8FLAx/BuOdnYv6lt8Oe7YSWWYwzMjdgnekWXL9rKhbv6AVklwC5VvS8rhhDxpfgl1dMMPcMRn5xMCLTo/DM5WdiQIvyMYGN80qyVBSgAAVqFnBO/OcYO89enjF1J+Jvw1QGOwa7musnX0EBClCAAscpcFArwcOOPdjscuI+QzNEFobhnoOF2NE2EokBBmxyaRhf7MBKp4YQVyG+DDdjkEHBAOtBtIAJ89UpsLl+RpPA9RWD3ePuljnDfyq2zMni5KakJATMdrfMyeZamwrLHUNRCKBIen6qgBoBRN0BRHQDTDbAth3I/h4oPgQkRAJWBShuDqC5e6yctOqZ/g1Ynzcg965wHDbG4pDSDPa/Q3DtFUsx760R+OSSG7BXbYOs4hjcuv0dvLX/IbS3fI20fRFAViG07BKcfWs+Ol5ow9uDFBiNTsScHQRjlyawFISiQ5gZswc0xeBeccepzd0oQAEKNLyAa6YCTwPdyfxteIzBjsGu4es/S0ABClDglBSQRcfHuTYh26XiSUNHDFYj8fbRYtyzNx87ujRBYqCh7LwfzT2IeVoYbIZAPdhdbHLgBXshPjOMQ1clA9EBP1Qwcgxvoy9zoI7zapmzWFAUFYWAOXNgGuNetDzn/YU49GwyrDvS4HRA7x6kJpjQfEk4Ylvmwr7ViYypQN53QAiAiCZATG8gJ02fJwVqFKA2AwzFgGkpYH8c0AYDrqYKHDGBUJYFosnDufjst+vxe8s+2IkO2In2uH37e3h454uIi/kLOQcUaPsKgAP5OPv6HMS3s2HxDRpQYgdsDiiqBvWyTtBHHh7Kx6Qr22LMJYkwhwWckvWCJ0UBCpzaAq5XG2aMnXo/gx2D3an92eLZUYACFGgQga04jKewGnbNhGgtHDEIRSxC8XuhC7/la3iiaTRCYEQYjHBBxYq8w9hqLUJiZEcstGt6yDEpdtxg+ASzjF+gienTisHupiioFyZBHeHVMpeWhuI2bRCYkoKSxASk3zMcJbvTYNcAOwBrpAnOBxIR9UQ04l0H0cx1EH+cZ0fBZiAYgMSomOZAyx7AgZWy1gKgBgBqCBCoAEFZgO1KIKAHYGoPGDoA2i8AXgQ2beuFbRGdsFNrrwe72/58H2dlrUHTvvvhzCgG9hdA21+AoVftRXEW8MtUB5BjBQqkudAJ9bw20A7kQiuyQgkOQKTDiTkje2HY5W0b5PrxTSlAAQocr4C2sIoxdl4H07tjVh5zVw/Pq8MY7BjsjrfWcj8KUIACFKhSYI+2F69qy5CBMCQqCQhCEHI1DQc0O47YVeRAgWYwwKEZYdeMcEB+m9x/wwiHZtIft2kmPfQlKLnoaAhBGxWIUjQkKkDYnOGIHnAtWp59PSIUFS2UAMgadsVjx8IyZAgOpKbqYc4mE6UAyLqrF0qeOgNRrW0IensT4tN2oe/jDizp4YR1LxBYGuxaNQe69AA2rQS0YnfYCwIgc1dKi56xA6B2BpT2AORHgt2vQPGfodgb0NrdYqe1w0WblyG4uBiX9vs/HCyJheOQXQ92g/ptx9EdwKa3AO1IEWCxAlYnlA4x0HZnAwfzAJMKBJmAfBuG9I5D8v19MPicFqxtFKAABfxCwPVpw4yxU69nsGOw84uPCAtJAQpQwD8Etrt+xWLnF8hS4rDT1Q6zjIPRVi2f0v+eTYex4mgxdg5pDZlUJR8ufSzGg4d26eFvZHwbPcyluYCjmopXbXa4ZIYTDQhSSxCv2lAk8U9x6C16+m+JhooDrXLz4Mw9gibp+xGVfgCBljyEpR9Efq+WcN3ZDrF7diLywrdhSC9ArydUnPGEAR+0ssOa67aV4Xe92wM92gNLlrqDnJQ8CkATuMOfIQJQZdxdW0BpB0CWxcsF1EWAPcGE/YGtsAvtcM6a1fg7sgumdXkGu7T22GtviZIsDYNa/o60TaFI+0HVu2dqB/P1AKdEhUDbnwuzwwFLVgHg0PRzht0BFNmx+J2rcM3l8obcKEABCjRuAe27hhljp17CYMdg17g/GywdBShAAb8RSHcsxmrHIhgN3RCk3IR59h1YEDgY8dKXsXS7Z/0hpGYVYddlFbsYXrj9d/QPjcSzLSqGlwuLl2Gd60zEaqFI1zRcbVQxcf9GRD57LYrG/Q/bu5+Fwp+XY8cPS5HdOh7F5hDkJcbCYQ7Wf5zmYASoNnSftABxUz7XJ8KU//X3ecKAPk8Y8UaEVf/b83NhD6BVNLB0hTvUhQEIh77euN5dU1UAo9k9oYraClD2AmgKKOPcrXj2NkbsDUpEwpo0bIjtjZS2d2M32mE32uKwIxZdjH9jz84oZG1WgAMF0ORnfwGUYid6RgciMdSAxd/u1sffJTYNhTlIxYaNmUhdchMGD2zpN3WBBaUABU5fAe3nhhljpwxksGOwO30/dzxzClCAAvUmcNg2Dzsc70M1nIc+AU/ja8cRvGbdis9CL0CYYip7n+tX7ENaoR3rK40dO3/rBvQPi8B/WpUHPoe2H/+1zcQ050TMD4jEeqcRL9mcQKEF93/7Mka17wPrF18i+80UOPKBYll7DkAxgNSn78Mfk5IQrBQjzHIE58bcAldpKeR//ef/14SW5xqwoHtJWaiTUl5aGuy+XOEOdZ6fTu7JNPVunaEqYIwunS2zsPT3jYDSEVA6A8XNghG8qRi/t+6D/2t6Cbajk95FM0NrjkglD+kZTZC7E0jItQI7Ldiz9iC0QieQW4LECBOGnBGDMbd3Qa+uMVj43l9IGvUt9vx5HxJluk5uFKAABRq7wKbSMXal5VSk04VX5jpRfys9GewY7Br7h4PlowAFKNDIBZzWaci0zYMWcDdaBE7TS/t2yS4sLNmFH8wXVyj9Bd+416P7oVK3wna//4YxzVrgoWayxoB7s2v7sc81GDfbP0JvNRFvBMQgzaVhwt5d+Cq6NZplpGHs1Icx6KOvUOJ0B7r9rVti8fNPYM8156Lnu5/CGKEht2cbnN3pbn28ncx0Kds1HwQhMkHBggHFehdMaY2TrpbX9ncHuB/XusfXyeMS7nqXhrqS0r9DTYBBumTKwaRb5rnuFjtFJlRpDShZwN9tOmOd+UzsREds1386oQihiMmJQbdDVvy5ORPrN2bDcaAELTUDkm/thGGXJlbwWvjun0ga+S32bBnBYNfIPwcsHgUo4BbQdjXMGDulHYMdgx0/hRSgAAUocPwCOeMA1xw4gm+AMWRR2XFeKdyOpdYMLIkeUuHY7d7+E0NahON/FyRUeDxx7XqMbdkcY5tLp0f3VqStQYbrdsx1zsFSrQtSA1qjhWLCvueuw9L0o3jrhqfxR99B6L1qJW7/zzRE792Dmd8uQkFiHK5+LBm9X3kbq/87HlnnnYFzuyXpwc5aOqHKbd8G6wFu0WXFZROnSIvdHUOArGzgt82A/C0/MnnKIFk6AYAEuwj5kVa7eECRJyXQ9QQUOSX5b/ntBPa0S8TW4G56a912rT9+QyccVaJRtN0GW3oxuhSrGJkYh3NbRCCxiUTIf25zX1mHsY/8gJyDY2A2y5txowAFKNDIBTJLx9iVttR5FiX3tNSdsL/jGewY7Br5Z4PFowAFKNBoBdInQ8tNBuIAJWYxYLymrKjP5m3BBpsFH8cMqBjs3tiAIa0i8D+vMXb7SqwY8MdfmNU+ETfGRpe9vhDLkOEaDRWf4GpHAG63A1fPvQy2LWnAQQAZwIdXPIC3HnoaBZGRsgocEvdvxYTLr0HY3v16kPtuyXN6F8z+Vz6q/+2ZJXPEljDsX+XEDyOL9ZY5CXDyO+lCYM8BYOPW8sckcg0EkFnaaicdIiXcBcQCivxHO3cXTCQAirTWyTDBYCC7Qx+kuf6FvxwtsV6JxTpjLDIMzTHMEoh7QiLQOrDmdeomT/sJyVN/gmZ9vNFWAxaMAhSgQAWBwoYZY4dQBjsGO34WKUABClCg1gLa5snQ9iYDXYbCFbMShtB1UAy9yo7z+NHN2GEvwKfx51Q4dvTza5DUMw6zLm5T9vi+EhvOWrcFczq2xk1x5cEuD5/joPYE2uIHPGw9jK2FGZg56wo91GkZcIe7A8C8R6fjo1EPwJhThFmDzoJ5796yELc49TUE78vEmXcm6+PjJOTJsug3b43AwZUOpI4s0rtTeoLdiMuAzTuArTvLu2KaAfQEcLg02MlkKhEKECCBVoJdB/csmZBQJxOqdHQnv42hg7HF1AKHTF0RHTQIvUw90FaNQITeVujbNnnqKiRPWQXN/qRvO/BVFKAABRpYQIMBshqpd4dM999lbXUn5Hm1bCR1AwM04Nsz2DUgPt+aAhSggD8KaD9PhrY5GcrAZGid28JRcg9ModuhqOXjw/6dtVE/tdfiJBKVb4anVmLSBQl45vzyrpg/5xTgXxt347OebTEwSka0ubejeAeZ2gxEHLgc3x9ah9d7PY9hXyTjrGXfQDkIFBaEY/7dz+Dba26DdsiGln9swYwbr9AnUPF0uXxv3XuI/WUD+j30vB6nJNTJd7o3FkXjr+nF+HN6cdnkKZHBwK1DgTUbgYwDQGhpN8w4AHJmEuxkf2nBC1UAUzNAkZTXCVB6JwIS6toASlSaPqXm7oi7ERB2O+ICzkag18ygtbnmk6esQvLkldCcT9VmN76WAhSgQIMJ5Ot9Gk7+Fo68k/+mjewdGewa2QVhcShAAQo0ZgHtm8lw/ZwM9XIJdpPgtL8CR8nDCAg7BEWRti33dlvG72huDMQLcd3KHks7Wox201Zj/q1dMKxf+Vi6bw7n4a5N6Vjevz16hJePNdttm4g9GR8gLGc/gnKsSO63CE2yM/DAvDE44miGuSPmYkfCGbhh7mv4IeECuFzA7Duu1oOd5+f1v79E94+X4uxn5unlkFBnjFRw4aEm2PJIIXa/Uh7sosKBq84D1qwHLJnusXVSmnj3igb6GDvPhCqBRkBpCSjBgHLLECDKAkXbALRPhNJhCJTm1wKh5V1Tj/eaXnfdIixevA05OQ9zjN3xInI/ClDgpAocQovSFjkZa+duqTsZv5tJ//zTfGOwO80rAE+fAhSggC8CWoEFrtfHQfs9BYbbk6FcPknfzWGbDrttGoLDZE7K8u3ytN/QL8SMyXEdyoNddjHaTVyF+Xd1x7Czy2e/fD/DgtGbD2DToA5oHewed3agZD++SJuEUPsfaIEDaGI9gvWBF+Hjbo9i1LvjsfDSZ2AJiMa9L0xFvy9/xCWz1uHMNb9g4tMPVQh2z+5bjnNnpeDc2QvLgl1ggoozt8Vg2315OPSOe7kD6SDUMh7o1xdYswooyXeHOvmRFjuJrAWe2TNlGk1Zyy4KUANKx9f1SIR6fTKU7sN84fT5NRs3ZmLDhkwMG3aGz/vwhRSgAAUaUmAHOnp1unR/oVbeCfPE/d0e2xvytBvFezPYNYrLwEJQgAIUaNwCzhnD4fohBeplSTBMWFBWWKt1JFzOlQgO2VrhBAbuWINrIuPwaFz5WLoN6bnom/wzPnuoL67pLe1g7m1e2lE8tiUT+y7qCLPJgEVHNuOzgx/pga65cgAt5TcOwOUIwvM93e8ddDQPY+eORcz2Q3ofyYsfWYN+f/yCqZPHwWZ1z16Z07IpJq76CNdMfRlnzf9EJqrUby6CzjCi09oY7L4xB5avrPpyBxInm7YA2vcENi8HnMXQH5clEGJKA52Mzwtqmwi1RyK0o2lAZhqUhEQYpsyBcnbdW+cadw1g6ShAAQr4JrABfU9KC13llsDe+N23Ap7Cr2KwO4UvLk+NAhSgQH0IOJKHw/Vdit7t0DhtMZQB5SHGah0Fh/MnhIb8WeGtum1ZjftjW2F0bMuyx1O3HMH5U3/BjxMHYEhXiUvubfq2I5i+/QiKruqMmZl78XbWGj3ItSgNdfJb/i6KaIlvW46A06HggY/HocnuTOCIe/Bbt1F7Mfqb2Rj93mwo2UCQFTjYrClGrViE+x6djrM+W1o2I2boVUFo9kkUMvodhmuTQw9wMnYuJhGI7wakfQcoDvd6dvKcDKMzmc0wxJqhyMC7Q2lQ2ibCOGsB1LMqLudQH948BgUoQAF/FvhJXyDGs3na6k783+dipT+z1UvZGezqhZEHoQAFKHBqCtieGA7XkhQYL7sW2LgY6nPLofYsDzNFJVdAQy5Cg34qA8hzOtD/r/V4skUC7moio9Pc28If0zH8pfXY/folSIyXhOTeHt50GC/tzMaViQqWuAoRFZiL5spBNFcy0AwH0Uw5iNgIO7Ka9kGWEoewvEyM+vUpaDIrZiagSLC7dDdG/zwX45fORZD0mcwHdjZvj3+/nYKJDzyBM79fVTZTpuHOEES8FYWijoegpjv1UCchztwVCGkJ5PyfO+h5fuS2RP8JAdT2iTA9mQzDzfXb5fLUrD08KwpQ4HQUWIorSkc0n4wOmOUdPS/FN6cjd4VzZrA77asAAShAAQpULWAbNxzOL1JgGp8MtVMiXC8mwbBwD5T48tkv80vOg6q0Rmjge2UH2W+1YuiWjZiZ0Bb/ii5vmVv4fRqGv7gWu1OuQGLT8mB3/Yq9WLxzPxBig9IkGGqTAJiDCtBUOaQHu0FRWxAbrSDPHojVhnPRqWgd7jj4AoyHnfqSBweOtMBFCcvx6o7H8a8Nn0ErDXYbWvbGuMdexayH70fP1X/AVQS47ID6QDicL5phjNsPg0Ura7EL7AkYogHnKkCRpGcCXK0T4dqZBoSaEfTyHBjuYKDj54UCFKDAsQQ+wU3HGFXn2bO60Hf8z9+Aj077C8Ngd9pXAQJQgAIU+KeAdfRwOD5JQcDjyTCNnwTX53Phen0sDJ/kQAkrn/0yt6QXjOpAhAa8WnaQLUVFuGLLFrzRvj0uMpe/du4n2zDu5fU4+vUNMIe5J0lJO1KA899YhXQZARcZCMUcADQJhNIkCGGhJRhp/hRDov7C5qIEZB7VsCPuQrS2bcN1lv8ixnFYny0zI7M5LrQtw4vZT+KWQ4uhlga7b9pdgRlXTMRHz1yHpukHYSwEAq1A8QORKBprRpO4dGgOwOAAjAZA6Q4gBMAOQEtIhMsBuHak6cHWcNswqInlgZZ1hgIUoAAFqhZYiHsaZIxdEuaf9peEwe60rwIEoAAFKFAuoFksKBk+HM5vFyMwORmmx92zX7renQzXu8kwLpVuL+Xb0ZJ2CDLcihDTtLIHV+fm4+atO/BRlw44J1JGqLm3yW9txOQ3N8K15i797427sjF08rewBKpQzEFAVCBgDnKHu9hQjOv0GYZHf44Piy7Dj7k90BSHkB/bHS1K/saA/CV6i548ttPSCXf8+SY+ir4bZxesg3oUMOQD38Regel9n8EnKdciIfMgAh3uFcZz74+BrVswYm7bB01WLbcBih0wNS2duS1hCFw/pQJNEmF6fznUVgx0/IxQgAIU8FXgVTykv9TdSbLyouTlY+7q+/n7MdfXIp6yr2OwO2UvLU+MAhSgQO0FrOPGwTZnDkxJSQhaUD77pWvWcLg2pcKYsqfCQQ+XxCLU+ChCjI+UPf5x1lGM25GOX/t2RasgmVfSvQ2fuAqp6w5iz7c3Ye67v2Ps3FVARCAUT6CT31FBgDkQP170MM6N24THDk/Aq9Y7EWXKRbySiagmEYgu3o0Oxev0YNciKBv7jzbFwz9PxLtnjsZ5pl9lZXN9UpUFIfdhfvwIbFrVD0Yr3CHODliuioM1MQhxk/fqf0uwk+dM+e6Ap0kwTEqGYZQ71HKjAAUoQAHfBWbiqbJY51m/rrpFDurz+cfwrO+FPEVfyWB3il5YnhYFKECB2grYp0yGNTkZmgYEL14M4zXls19WFexcWi4O2zoiwjgVwYYRZW/3UWYOxmzbi9/6d0GrIHeXSz3YPZ6K1DUZSLquFZJfWw2YjICs9B0eoIc5JTJQ74456exP8cxZHyDd1BTt137mfi4qAOZwK7pEWqAWHUGcMx1NA3MQox7F9t0t8OHay5By5SPoHLIdkQ4LggpKMD//PvxPGYHtOWeWBTgJcVlDWkB6fsZ8ccDdWheUCGQYoP69B4bQ1jDMWA6lGVvpalt/+HoKUIACIjBRD1gnd+IUeb+peOK0vwAMdqd9FSAABShAAUBCnX1KMpRBQ+BYnoqQP/6AoVevMhrnY0P1/zbMXF7+mILWGtgAACAASURBVLYPh239EWmai2BVBsu7tzf2HcFTOzOw87xuiJTBa6Xb0BsXI3X1HuiD4CTUmQzuwW0BBkACYEQAFly2EMN6/4Sc+FBs1NrjwuUvurtpmgMRGGNEr1ZHcdgZhhDFgiZKNprgCA7vCMbKn7vj6ev/hw5hu/XHYpVsvHbkAWwqOgPfxVyJAJsGoyxkZwMOdkyAsdiOmI0Z0JxtYP8rC2qmC8EDn4DhrDsrTA7DukEBClCAArUTGI+XG2SM3ezSLqC1K+2p9WoGu1PrevJsKEABCtRawDHVHeqME5OBhESUJCUhdM+eCpOFOJLaQD1jCNTx5d0zba4/ccRxCaKN8xGkXlL2vjN3Z2HmriwcvUhmI3FvlrwS9L4kBWlpRwDNCRgUd7CTgCfhzmTA/As/xLC+azFl59W44661WLmvG+77cYw+7k6CXUhzE7p1tWJXcQyKA4MRacxDNLKRt86B/evDcN/IZYjRjiDWeBQxQflYtPdq7C5oiwWd70OYqwDhWiFCDTZkhScgyFaEiL1m2LZZYSwIQ3i/6TB2vLLWdtyBAhSgAAUqCtyHBaXtdZo+xq58QYIT+/cbGH7aXwoGu9O+ChCAAhQ4nQWc08pDnXHiJNgmu7tjhkt/TK/NMbwN1B4Vg12x9h2yHfcgzvAdAtRuZa/+9+YM/HS0EJsHd9AfSzuQh6F3fYy09BzA4Sr9kZlMNMCk6qHuf2d/imFnrMeUHZdgypYrse3d6Vi5qwtGfDqyrJtmeNsgdDjHgB1pwSgwhugteQFhGpR12SheU4zzxhxCbIAFUaZCRCAP328/FybYMKrDAv3vcC0PZiUXEZEqAqwhCN6SgSB7Z0R1XwBDWOvTuRrw3ClAAQrUm8BtWNQgLXYf6MssnN4bg93pff159hSgwGkqILNfuh4ZB8fbKXpLneFp90QhMnmKPSUFYTk5FYPd5QrU25Oh3l4+oUih6xMcdY5HM+PPMCqtyl4/cuNBrMouxJbz2yPtYD6GjvgcaXst5aHO6QLsTsDpQiRsmNXhWwzrugZT9l2AKdsv0YNe8eqnMO39SzD9y6tKZ8oMQnTfcLQeHIytq1ywm9xdN6U1T/s9D0pWCWIfjENEYAnCkYcILQ87/mqO8MACnN/uZ0QgF5FaLmKVI+gTsRPBLiuaFoxCZPS407QG8LQpQAEKnBiBq/WFwmWMnWfztNmd2L+/xGUn5oT86KgMdn50sVhUClCAAvUl4HxqHFyz50ALN8O0aDGUQYPdwW74cDhSU/WumGX/Cy6wwHlTFNSRc6BeM6bs8XzXfBx1TUErwyaoSkTZ4zetPYD0IjveaGfGtdN/RNouC1BoB6wOwF7aYifhzuHCsqbzMDhsN6bkDcHUvUP1rpmR0XZkrJyJ6fMvwLPvXAyEy6QqQYgaaEara5pg2ye5sKtGPdgpEQHQdpYAeYA6sjOUEBUBgU6EGopg22BDeEQROrTdh0jNgt5qPnobfkFc4BF0DLwLZnCx8fqqTzwOBShAAY/ABVilt9h5JlBxd8c88X//iEGn/UVgsDvtqwABKECB003ANW8ynM8lQ5NGuSAzXBaLPmmK6c0FerCTLXh5+SQpWmYanNIVc3wK1AvLw5DFNRc5rrloY9xdgbDfD3uRll2A7LU7gQK7/qPJ7yKH+6c04L1peBvDQtciXTWjw+5H3K14mgutEwrw14+vYdSka/Det33LZs+MvaE54q6Mw5YZ6e5QFxmgz6KppTkBRYF6eTMgMgSKzLIZakTAjgIYYlVEJNowyL4ZfZwr0CbEgMvMTyNEbXq6XXaeLwUoQIGTItAff5S+T/mYOvcDJ/bvtehd5fk9Nu11LFm2uuy5FyeNxqVD+/tk4cu+v2/ejgeemovcvEL9mP17d8ZLUx9CeFhI2XtUPo7nidYt4jF/1qNoFt/Ep/LU9CIGu5qE+DwFKECBU0jAtXAyXPOSAUMitE1pMO7PgfPlubC/PEcf8uZyAcarr0Wg9xp2m1LhemIo1BnL9QlUPFu2axrytU+RaPD8T9z9TJOvtsGSbQFyi9yhrtDhbrErdECT3wV2vHHwv7hL+wV5ocFIN0Sh34Gx7mDncKF1/FH8ueINjHryKry/pCdgdI/Di7mxNWKub4G/x24GIqW1TiZVCQGOuPSxekqfCCBUAl8QEBEMY4ECVxMT+jU9gG6O1egRHoS7mt6GSGPMKXRFeSoUoAAFGpdAN+xokDF2W9DxHxASqLKyc8qC1tLlazFl9kK8Mn0M+vT45+u9D+DLvp5Q98y4YXpYzC8owkMTX0JckyjMfHpkhWDnXY4TdcUY7E6ULI9LAQpQoJEJaJ9OhjMlGeoNydC2WuB6LwWmfe6xdDLmzi6zY740B1qkGYGz5sB0l7t1zrVsIVyzk2B46Q8o7cqXQMjSHkORthaJannr3oQjuXgpPdsd5gps0CxFQL6tNNi5Q97rP72AOw8vx/S4a3BN8Hqk26NwQ/Y9pcHOiXN778GSlPdx5a034qffEkpnzzQg/sEuCO4WibRHNwBBJj28IdQExSYtdCrQKgBKqEl/DBFBUGPikBBRhBaR2zG8RQsktRjQyK4Ii0MBClDg1BNIwMEGOal0NKvwvpVDlzxZXfCqXGBf960c/uQ4VYXHql53IpAY7E6EKo9JAQpQoJEJaEsnw/VJMtTLkqFcPwnO0cPh+ikVpk3lY+mkyAWqAkSZ4cq1wDBoCIImJUOxp7mD3fw9FdZ4y9Duh107gAR1MTKcRRiZn4Zf7SYUOYNhtxpKW+oc0PKK9S6Yml3Da/Mexx1bl2JGr1swvfl12H7gfqx0dsQ9hXcCxTIGz4FbL/sDryZ/iZ4XjMC+tFDABb3VLnZsDwR1j8a+cWsBmTyldA08JSQcmgmAGe5gF2aCEhsKdGiF4DAXnj8jEP9u3a6RXREWhwIUoMCpKdAE+e5Zj70WKZcxdjLWrvLjnr/r4/mjKB/rXV3AksfnLfwCv23Y+o/ukt5Xo7qWPe995fVVtc4dzMzG3eOfw5h7ry/r8slgd2rWdZ4VBShAgZMuoP00Ga5vk6GelwzlUveslo6r3QuOG78sb21zpaWhqE0bBKak6M8Vjxurj78z9U+EKTgNAcsrLoGwR7sORoQjxPUSpuR9iR0uI/KUSOTCLHNQIl8LR4k9AI5iWRhcxavPjMNt332A/1w+HDP63w7k2WD95XK8FHY5Jhhv0/9GbgluGfobXn3qC/S6fBT2pYeVteTFTzsHalggDj6+1h3qpIumQYUSEQ1NswEmJxBugrm1GXndW0OJDcOsfk3xUJuK/7M/6ReAb0gBClDgNBII1EPdyd+sFWbidAe4r/7vl3+MYavuce8S+7KvvF4C3FUXD8DoYdeU7e4Jdt6PVzXG7v7h11XYrz7E2GJXH4o8BgUoQIFGKuBccj6QvhwoArTgRGglgJZjcf8U458/8nzlx2U8uB0IGjsWIbNnl53pTu0iOF1RWJ4bjSwE6GEuD5HIVSKRLyvHKfJ3BPK1MLxx5Qic88sazLz/Qfzn2nuAPCsij2Qj87PL8XDiCD3cwVICLbcEj1yxFI/esgyxZz/pDnWlPzFP9Qc0DUeeKQ12sgaeBLywJoDLCih2DLmoA9JbxgJhAfjxxo5IlIlUuFGAAhSgwEkTCChxQtM0KIpyUn/bg40VztGXcFbdpCW+7FubYFcZX1oEJ0yeh/oOdwx2J62a840oQAEKnFyB/C0vwLV+KkIdBqjNrtHDmTRswWiGc/YcKP2H6D+arBVuB5zrNsD+yWIE3D8WCDNDs0vTHuD8cTFsKzfo/21olYjQBSkwDB6M7Y62KCxWkWPXV45DviLLgEcgXwKeIr8jkKuF46bRizDko1XY36IZBqz+AYXWQLgsdrTeuxvb3rgc9/Z7Au9EDQUsVmgWKx4e/CUevvxbxF86RR+np8+i6XAi9tlzYduSjdxX/wBcGqAaAJMJCIkGtCKYO8Qgt2UsEhMi8OOonkg0B51ccL4bBShAAQrAdLTEK9Tp38edlL9tUYF+E+ykoNKKt2nrbs6Kyc8MBShAAQocWyBz12so2PICYvMzERbdD+qlXssX5Frg6BQFw9Q5UO8rX5fOvnAhrElJCNmzB2piYtkbOJ8YioK3U/XxdSrMcG7cAOOgRGBCOrSBKko0I/JdQShUw5Cvhpe11uW6wnHG6M3o+vEOFIUH4lCLONz3/cs4ghjkaNFot2s3fplxJW7811x8FXEmNEsJkGPF7PPfxDkt/0b/cY/pYU/volniRPTT58C+LRv5/9tQ3pIHAxAUA0QaoSQ0Qc8eMfh83JlIbBLMKkIBClCAAg0gEJBReFJb6jwtg/YWYRXO9ljj5Krqoum9sy/7hoUGH3OMXeUumpUvhS9dQmt7+dhiV1sxvp4CFKBAIxfYc2Ahsna9hlbx/0LTra9BiR8C5ZwFZaXW9qXBcVYbGOakQL2pfF062+TJsCUnI0y+XvXaHA/2hv23DbAdBkI/TYH1jbFwvWeBUgSotwHKCABRgNUIOIIMsAUHoEANRfBDNjT5KA+bx7VHqw8PYseAtlgw+zZkKzF6uOv9+xa89MpTOPuhT7AhuF1pi10JZvedh3Pit+Csac8AuTZouTY93EU/NQDFS3eh+Osdegueu4umCrhCgahQjH2gL2b/u3zWzkZ+mVg8ClCAAqekgGmnxeu8PBOmeB46cX/b25sreFY1s6W8QFrKZPNejqDyhfB136omRZF9n5zxFp594t5jLqlwIiZUYbA7JT9SPCkKUOB0FfgrexHS9r+NtuHnokvbx+D6WIHSLRlKN/ekKbJp330B5z3XQv14OdQB5evSyeLkjtRUhO6pOFOm4542QHQiir5LhToIUGXpHwegSSPgUkAJA9SrAVwFyKRkihOwvgEEfA3kPBSAXeNboNNZB5AxIA7fzxmMbMTgsDMa3Vb8jQff/QADkz/G5vDOsOVpeovdRz2fhmZz4Ob3J+iBToKdlmtF5LA+KEndA+vSnYDNAXNoABAUBUtmCa49PwGfv3bx6XrZed4UoAAFGo2AaXN2+Tp2pWPtKs9+6ZkF0zMWrz6et/f45xqlVa1FJ2PbvBcp94S48/qfccy15zzj4qrat/I6dnIxPIuUy/Hnf/AtZjx5X9mi5VUdqz4uIINdfSjyGBSgAAUagcBvBd9gS/YidA3sh35NR0MrTIP2XRuofVOAhPKWOdcnC+EalwTDL3ugtCrvcinBzpmaqnfFLAuBBRY4bomCMwBwZAMIANQO7t9KAKAVAsq3gHIAUKIB+80AfgdMa4DCG4DiBwBnlIqoLi5kTjBj54QEZNqjccAWi86pGbj6s59w9X9ewa7gdshyxaKgKBBLEkdjf34MRvwwxt0VM6cEilVD8OCOsC7bDvvafYBNgzmxJXKP2DDpls6YNKJnI7gCLAIFKEABChjXHqpiYYPylrqKCyF4Il3dn7f3j68Sv/KMlN7BTHaoLtjJczXt671/bp7MNAb07925wlIKnlky9x7ILCtfZESoT4uk17Y2MdjVVoyvpwAFKNAIBVJdK7Eu72v0Ubvj/Ig79RJquRugrewNtd9ioGn5VMyu/2/vTuDjqgo9jv/vTJLJvjdL0ybpCgUpLauAQoqiiCxFfQpubRUFWbqogIBAkU3wCW1RXNhaF3wPRUBReai0la0ClhZpoXRLlzRpS9vsW5O573PuZNI0plrm3uQmmd98PvNpJ8k599zvucnkn3PuOQtuUfje+UrYcvCUy5apU2VlZyt5aY/78Z5eos7bZqqzTeowe8XlSDILUAYkmdcm4CVK9l5Ja6QE874WllpPk1rOkTq7RvAyviY1325p76eTtNPOU41VpPI/1ur4ZzbpqwuvV7WKtVNFqg4X6bel87Riz9G6+tWvSrVmk/M2qblTocljtX/FJqVvrVVdUrayA0E9cslkXXDywZvSDsLuoUkIIIBA3AgkLq/y5R67jopRcWN8qBMl2MX9JQAAAggMdYG/da7UHwN/1eTwGH02+KkDp1O1ROE3Zso6Y7Os1AMjc+GrZyn87JNKWL3voFM3e9gFKyoUeuQRmfvwOq+eJfvFZVJ7ZDVNOyB1niHZmyR7eyTQmWdnotSSLKVKCu2WOgJSw0ckK0OyM8yu51LqD6WGuVLj2VJnQUANaRkqerRT6Rs6dd/N01VtF6vaBLvOIj009rt6vPZDunXdDGlPq+x9bbLaggoWFet9++q1rzEgNe7XE188SseOMgfggQACCCAwWAQS/lR5oCmWFVkWM/rox9cdHzvwPjdYLAa6HQS7gRbneAgggICHAuvad2hB4+MKpXZqdvKnNFY9/mK5baHC6+bKOmOfrMQDN5V3Xnah7O2VSnj69YNa0pSTo8SZMxUcka3OHyyQ/W6twmFFnrbUaQbpzpKsLKn2N+qeahMOStnjpWQzcrdLagtKzWMlmcyVLgX3SqHnpF2XSh1mxmSxZBdLBY9b0r5E/e7q41VtF2lHuNgJeHcd8YgeefdcLdj1ebXUByLhrj4gKzlfdkO7yjrDeu5TE9jOwMPriKoQQAABrwQSfrvRzBkxexx0hbquaZbRfe2i7x4ef77jE+O9OoUhWw/Bbsh2HQ1HAIF4F9jcule37nhadlqLkkdYui1wsfKcNBV52BvnSdWLZX3g4JG5jvOnyhpVruD9T3R/beeqVTJTMc0jrEiI6/mMfiw0Ucr5sLT1Manp3ci9EWVTpMxcqW6dlFkvtUhqMbsNmBG7dKmzScraIO28SOocI9kFkXA38jkpHApo5RWFquoKdU0J2frCuBV6oPoc/bb2Q6oJF6m5PqiUurDaOnJ0TFpIj59cxMbj8X7xc/4IIDBoBRJ++bYvbev43JG+HHcwHZRgN5h6g7YggAAChylQ3dqka9/+s0LJHTppXLFeStyoR/TFg0rb62dJdctkndBrlcszxyhwcoUCd0a2QLArK9U+b56an3zSCWVmX/K+wp0JesFM6YhLpZrXpcq/SBNOlwpKpKqVUsN6aWK6s9aJWpyN0KXWdCnDljLrpKrzJGuEpHzJzpdKX5FaxkhVFwW0J5SnHRqp2sQROmv8Fj1WdZr+UHuarMTxOtoK6YWdzTozb6K+OaZI5anm5j4eCCCAAAKDUSDhwTW+3GPX+ZX3DUaOAW0TwW5AuTkYAggg4F6gqqlZl7+6XKHkTi2aWqEnQm9prb1L91kfPzjYvTlVSiqXNfHAyJz5go5JlgJXzpd13gyFb79F+x9YrBa7a6RNUmtkfZR/GbXrkHO7nY65SMocJdX8XRp7nLTxeWnzSik7KB2XIW1plva0R6ZqplpSXlBKC0vVJ0RCnUy4GyGVr5Pqxkm7Pip1FAW1M6FQTakFOnpMix7bfKJWNU9SQUKWqluSdf6IU/WlUZPc41EDAggggEC/CgTvWxWpv8/lL3vsY+fx5zuvYh9Tgl2/XtpUjgACCHgrsK2hRV/86wq1B1v16w+drpGpabpTr2m3mnSPzugV7MZIGRWyynpsTv7qcnXOrJDGTpG9uVadayudUGfCnDOFstczOnpnQp35v3lLLj1ROuELcjYof+sP0vrnIx8vSJROyJBeqHMWsVSaJDMjc7QJeAGppjQS6OwRUke+NOldadcE6d2TJbtIastNVlP2SBWXhrS6+iOqthO0rz1b0/Mv1tSMcd5CUhsCCCCAQL8IBO/+R+Teuug9dAP0b+e15q+H8f0g2MV3/3P2CCAwhARqWzt04ROva1d7g35z/omalBO5n26G/YKOtXL0dR19cLD7pyWrcL5UENmc3N5dqfAP5yn82JOyayS7VgeN1JlQZwJec1e4M/9viOxF7ozemfBmnpM/G9LR0zpV81qHnv/JgY+XhaSTMqTf740suGJWyTRPc9dDgqTd5p67fGl/gZRYKE3slLaPk2onSVaRZBdKbUUFyhiTr6qmAu1tPVZnZ92orIS8IdRLNBUBBBCIb4Hg/BW+AHTOf78vxx1MByXYDabeoC0IIIDAIQRqWzp0/I/fUFVTixZ/cpwumlTU/ZXn2iv0MatAV8gsRRl52O2V0qYxsooXy24pk/33JbL/sFj2VkWe26XWhgMhrneoi47cmXBnpl+ap5k1M+HiHB3ziWRlN+3V8oVt2tq1sKYJf8elSSekSb/a1b3FnTNid3JXYNxtFkjLklQkJRZLR6ZK20dKtWbD85Fm1mi57LJWBUuy1dExVWOC9yot0PeGs1woCCCAAAKDUyB47YsH7rGTLUvWgLwO3/2BwQkygK0i2A0gNodCAAEEYhX4+lMbtXBFjeZ8sET3nHNgr54GdegsrdI8jdZn1CMENT0le8d02bXZ0ppaJ8xpW1eoM8Fum9TSJNVHtpk7aKTOjNiZQGemXppAF/23cFaJjrg4T50rtunY8n36+belGlNX117lH8mSRiVJT+2OBLtQZP9ynS7JrMtZZaZmmg3NC6W0UmlctrSpWGoql4KjA8qbfJz25+xWqPhs5Sd9W4k9t26IFY5yCCCAAAIDKhCYvWxAjxc9WHhRhS/HHUwHJdgNpt6gLQgggEAfAktertaXHn1bSgjongvHa87pJd1fVaV2fVzv6DsapfOVrRqtVat+rZzwQ8rctU3aYFa9lOwtkrb0CHZbDwS7Okm1XSHOhLroCJ0JdNFn6mUTVTJrlHb+eJ1ya6p01helO78stTVHwpt5Ts+VsoLS07sjr02wMyN20yKZUrvN66AUGCHljpFG50pvFUpZZ35Yqbl71JHRpLRJ1ygj78tcBwgggAACQ1Qg8JW/+nKPXfjBDw9RMe+aTbDzzpKaEEAAAc8FVm9p0LS7X1F2VkiVe9v1yIxJmnFKcfdxlqhOd2q3rlRAjfqLcvUPjdcGjdd6lTRVKbApLHu9ZG/qCnYm4G2Vwlul9n2SCXXmae6lM08zBbNnsHOmYM6doqyvHaGWh97UjrvXqGKmNLlC+s7MA1MuTYj7YqHU1CEt2xP5eFBSpqQPSTLb1Zr6Q0HJypXyx0olI6Q9R+QrVNQmu2ysMj/+OwVTzQorPBBAAAEEhqpA4HPPRG6+NtM5oo8BeB3+xdlDlcyzdhPsPKOkIgQQQMBbgdqm/Zp6zXJnpG7ux8dp3i/XaeV33q8pZZmqbO3Q39rCujOxQ3UpjRpjbdIRelsT9Y4mdD3Hdm5UWlVzJNhtUGT0zgS8nVJ4vdTxrtQYjkzF7Pk0Acxsd2BCXeO3TlVg7lQl/GK19nzzBWeK5gWzpfL3SYu+emDhFBPkZo+SKpul5/dGQl2y5EwOPS1yaCc0JqZIVr5UXCaNyJb2FybK+uRcJZ15vQKhbG8BqQ0BBBBAYMAFAp/8Q+SeuuiOB1bXPXbmXjtzz133664dETz6vP3bcwf8XAfbAQl2g61HaA8CCCDQJTDt2uVava1BS+84XcvW7NW8JWt172WTtToc1pL6dlkl6bJGpimhMEklSdUaq43OSN1Eret6vqPSli1K3NQh+23Jfkey3zKrY0rhzZJdLbXXS009gp0Jdea1+XfrzWep9sZpyvrp8+q8/E/dWxLNuE9qa5Qeu+5AsDNv4HPKpFdrpX/UHVgR02x1YHYWWmc2PQ9KyZPLVTAhW9m7VimQLFlXLVTwnNn0OQIIIIDAMBGwPvbkQA7UdQ8M2n+aPkwEYz8Ngl3sdpREAAEE+k1g3n3/0MIn1+uR607RGUfl6cKbX9Kq6iapIE3W6Awn1MkEO+eZptS8sMoCWzRGm5ypmGO1yRm5O8peo6L6agU2hp1RO+e5seu5Xc62B21NkRE7E+aiI3dvXXSy1j30GaW0Nqow7ybnPE14M48ZP5N2rJae+37ktfl4WoL0+dHSst1SZWNktM7cX2eWeTHbHay3pKxzKjSipVJJtZUKfHS6Ap+Zo8Cx3OzebxcRFSOAAAI+CFgVj/d5j110pO5Q+9u5/by9/FM+nO3gOiTBbnD1B61BAAEEtPDRtZq38DWVFaSpPD9Fy1aZZSaDUihBykqSclNkjcxwAp5GpUeC3qg0ZeS2qzxhqyba6zTW3qgiq0bH6nXn/4WNOxXc3BmZjtkz4FVK4RqptVVqtCOrZL550kT98fF5SknvVNHSNzTuEz91pmaGu0LcJc9Jry+WXv9Z5GPmWZIsnV0ivVQj7W6K3GNnnmYnA3NHYMPR5cqqq1RgfLkS581X4PwZ9DQCCCCAwDAUsE57zJezsl/8tC/HHUwHJdgNpt6gLQggEPcCq9/ao4pZf5C5v07mmRjoeiYcFO6s7GRn9K57BG+MCXfpCo2wNDqxSuMss4BK19P8316vkpYqJW1t7w52MvfemdG7DVK4VtpTJ709rlQPPPwtFeypUct55Zq06FkdM+9/uhdUSSySzn1M+vsd0tvPRDYeNytgjsmUphZKL22WOjoiHzPBziyFkmY2KM+QEmfNVPCbNysw+sB2DXHf4QAggAACw0zAOuV/IiN20Xkezs12/f/aXnHxMJN876dDsHvvZpRAAAEE+kWgclu9pl30lCprmqR2Mw4mVZxaoinH5GvBL9dEgl105C4jJOUmy8pNiYzgjc9ygp15JhSHVJiyR2N7hztrg0a1b1dmdZ0zcrd/ndS+Sdq/TQpXSdXtI3TL1TcplNyhK2+8Vz9647s6a+7PdOzCZ5xtD8yoXcIE6eSfSX+/Vtr5t0iwMwGuLEcaVyCtXi9nlk3etAplbatU4sZKqUMK3bdACVfO6Rc3KkUAAQQQGDwC1omPHmjMAKyGGb3Jzn71s4MHwaeWEOx8guewCCCAQE+B2rpWTT39l6rc0aCK00t17y0f1FN/rtSCh1Y7f/Wc/tExenLpFtU2dUrJASkpQUpNlLJDUl6KrBGpskZlSKMjUzODJanKzm5WecIWZ7TOLKpyRGC9MtSgI5tWKn3fXiW+2yZrR2QRleqdBfp6+W0KhTp158M3yWqT5i/9qT572SId/8hSNYUje9plnyOV+fgujAAAHYpJREFU3iitmS61V0emYZo31ZJCKTdb2jmuQvlJUmD5Mqm4XMGLZyrhijmyslnxkiseAQQQiAcB6/hf+rKPnb3y8/HA+2/PkWAX95cAAAggMFgErJx7nOEus2fd/GtP0ZzLpsqM4s36xlItW7EjMloXsKQE29kCwQl35r67zK7Ru7xkqTBNVnG6rNIMWWUZChUEVJRUo7LwRpWFN6vU3qJR9lYV21UqDNcof/+7qq3O0KWrvqv2xGT9ou5KFW7dpZUjT9GiOTfphkuuUM6bm7pvpsv5sFRwsbTha1Jnk2R13WRXaEvpASncJNntUuCTXdMuS5l2OViuL9qBAAIIDISANeVnXdMwB3YjO3vVFwbi9Ab1MQh2g7p7aBwCCMSTgJX535p+3gTV1rdr2YvbVfGBUU7AKxudqQsv+aNWvbW3K9gFNPOTE/Tksq2qbes8MHqXkyzlJcvKT5OVniiNS5NVkCKrKFWhXDOwV6+SYJVKtUVl2qKS8FYl1jXp/j99Qg12phaffrUmNb2tjp3S8tyz9fBp1+q7Cy9Szvad6uxaPWXEqVLGJGnTj6XE7HKlZJUrfdkyJZslNesl6+MzFbjqZlncRxdPly7nigACCHQLWMcsOTBiF90ox9xjZ+bp9+Nr+82Zcd8LBLu4vwQAQACBwSJgpX9P868/TTdff6qW/Gqt5t/1sjNiZ0bwaps6NP+a9zvBbsHDbzjhb+6XJmvV+j1a9touKRSQkoNSWtf0zNyQrNxkaUSKrMJU56nCVCXmJygrvVklwR0q1Va9+Xi6Nm0q0Gc/9KzOHvecMsL1zvP5rAv0bM6n9fDrFUpq7pBVH5bdYKtgjJSUnq3mndOVun2VrNWrpBrJmjxT1sQKWRew2uVguZ5oBwIIIOCHgHXUI12H7bFgivOR/n1tr53lx+kOqmMS7AZVd9AYBBCIV4Ha2lbljFykBd/7kOZccbzDYO67m3fDci3+1VplZ4Y097KpzvRMc8/dLQte04KH/9k9gudMzwyEpcSu6ZnO/XfJkgl4ZopmQaqsnGRZo9MjAS/bUuJrO9T0UrMUDOq8eWuVG35XmXatMlWnNTmna29opC7beZPzOmd/rYpb9ik/2KxUKyx7rdnJvFzWuLnS+Atk5THlMl6vXc4bAQQQ6ClgHflQH/fYRWdndo3cRUfwuv91/3l73ZfjviMIdnF/CQCAAAKDQaByS53GHPEjLX7g45rxhWMOalLl1jon4D35x40qH52lBXecoQvOGadZ8/6qxb9eJwXNlghBVZxSqMqqelXuMhvJJUhJZgQvqWuBlVRZaeZevICsvASpMyCtMV8XlDITlX5poTKTmpUb2Kuc8LtqzC2VAgHNrFulkkRbBfu3KLn9WZXv36RcK0tKnC+rmNG5wXDt0AYEEEBgMAlY4x+I7HQwsLfYyV7/lcHE4EtbCHa+sHNQBBBA4GCByspajZnwIy1+6FzN+OLBwS76lctf3K75d61w7r+b8r5855678vJszb10ijN6V7m9QVOOynW2R1j81PrIAitmimZSQEoJSulJUkZi5P67lqCU2jW6FwgocFa+EwCt7JDScsLKL7SVGOjUea1vKK19jY4ON+iYQJ7GpJynxGCJrCCrXHINI4AAAgj8q4A19qddI3bR2ZfWgLy2N18a991BsIv7SwAABBAYDAJOsBv3Qy1++HzNmNF3sIu285a7VzgBzzzM9Mybzb13khY+/E8teNhsjyDVtoQlq0MKdEoJwUjIM6NzyYlSrtktPCClmj+qhqSUgMpPztXY0kwVjUrW8+mtUn6KUkL7NbuzVhVWlo5KGD8YmGgDAggggMAgF7DKftSjhT2G7pxb7P7NUJ7Lz9tbvjbIZfq/eQS7/jfmCAgggMB/FHjqqXWaPv3XWrzYBLvJ//HrK7fWRxZYuXuFsjOTIgHv2lO06s3dmnr2Y840SrPQSvmYTJWPTNay16oj4S43w5mSaTe2RO7Py8lSTm5IJ1UU6uWOViWWJOv0I3L1wZFZ+q9QmkY5W5DzQAABBBBA4PAErFH39+vql4daXdPefsXhNXAYfxXBbhh3LqeGAAJDR8CM2M2b92fNn3+6jj228LAbbu6/m3Xls870zPLRmU5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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "opsvis.eigen_vis(input_file='EigenData.hdf5',\n", " mode_tags=[2, 11], subplots=True,\n", " alpha=None, show_outline=False,\n", " show_origin=False, opacity=1.0,\n", " show_face_line=False, save_html=None)" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext", "tags": [] }, "source": [ "You can also create an html animation by :py:meth:`~opstool.vis.OpsVisPlotly.eigen_anim`." ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T02:07:58.506932Z", "iopub.status.busy": "2023-02-03T02:07:58.506932Z", "iopub.status.idle": "2023-02-03T02:07:58.763478Z", "shell.execute_reply": "2023-02-03T02:07:58.762477Z", "shell.execute_reply.started": "2023-02-03T02:07:58.506932Z" }, "tags": [] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "cmax": 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Mode 5: T = 0.571 s" }, "updatemenus": [ { "active": 0, "buttons": [ { "args": [ null, { "frame": { "duration": 2 }, "fromcurrent": true, "mode": "immediate", "transition": { "duration": 2, "easing": "linear" } } ], "label": "▶", "method": "animate" }, { "args": [ [ null ], { "frame": { "duration": 0 }, "fromcurrent": true, "mode": "immediate", "transition": { "duration": 0, "easing": "linear" } } ], "label": "◼", "method": "animate" } ], "direction": "left", "pad": { "r": 10, "t": 70 }, "type": "buttons", "x": 0.1, "y": 0 } ] } }, "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", " 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." ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T02:09:05.410799Z", "iopub.status.busy": "2023-02-03T02:09:05.410799Z", "iopub.status.idle": "2023-02-03T02:09:05.425638Z", "shell.execute_reply": "2023-02-03T02:09:05.425638Z", "shell.execute_reply.started": "2023-02-03T02:09:05.410799Z" }, "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 that parameters *num_steps*, *total_time* and *stop_cond* are used to tell :py:meth:`~opstool.vis.GetFEMdata.get_node_resp_step` how many steps to output the data after,\n", "depends on which of the three arrives first.\n", "The arg *model_update* is useful when the model changes, eg., some elements are removed.\n", "\n", "In addition, it is also used :py:meth:`~opstool.vis.GetFEMdata.get_frame_resp_step` here to obtain the response data of the beam elements." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T02:19:16.638705Z", "iopub.status.busy": "2023-02-03T02:19:16.638705Z", "iopub.status.idle": "2023-02-03T02:19:16.997445Z", "shell.execute_reply": "2023-02-03T02:19:16.997445Z", "shell.execute_reply.started": "2023-02-03T02:19:16.638705Z" }, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
Node response data saved in opstool_output/NodeRespStepData-1.hdf5 !\n",
       "
\n" ], "text/plain": [ "Node response data saved in \u001b[1;38;2;255;79;129mopstool_output/NodeRespStepData-\u001b[0m\u001b[1;38;2;255;79;129m1.\u001b[0m\u001b[1;38;2;255;79;129mhdf5\u001b[0m !\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
Frame elements response data saved in opstool_output/BeamRespStepData-1.hdf5 !\n",
       "
\n" ], "text/plain": [ "Frame elements response data saved in \u001b[1;38;2;255;108;95mopstool_output/BeamRespStepData-\u001b[0m\u001b[1;38;2;255;108;95m1.\u001b[0m\u001b[1;38;2;255;108;95mhdf5\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", "# Important!!!! to clear step data in previous analysis case!\n", "ModelData.reset_steps_state()\n", "# start analysis loop\n", "for i in range(Nsteps):\n", " ok = ops.analyze(1)\n", " ModelData.get_node_resp_step(num_steps=Nsteps,\n", " total_time=10000000000,\n", " stop_cond=False,\n", " save_file=\"NodeRespStepData-1.hdf5\",\n", " model_update=False)\n", " ModelData.get_frame_resp_step(num_steps=Nsteps,\n", " total_time=10000000000,\n", " stop_cond=False,\n", " save_file=\"BeamRespStepData-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": 14, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T02:19:27.245559Z", "iopub.status.busy": "2023-02-03T02:19:27.245559Z", "iopub.status.idle": "2023-02-03T02:19:27.597125Z", "shell.execute_reply": "2023-02-03T02:19:27.597125Z", "shell.execute_reply.started": "2023-02-03T02:19:27.245559Z" }, "tags": [] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "connectgaps": 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Step 4 disp
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Step 5 disp
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Step 6 disp
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Step 7 disp
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Step 8 disp
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Step 9 disp
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Step 10 disp
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "opsvis.deform_anim(input_file=\"NodeRespStepData-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": 16, "metadata": { "execution": { "iopub.execute_input": "2023-02-03T02:20:43.680231Z", "iopub.status.busy": "2023-02-03T02:20:43.680231Z", "iopub.status.idle": "2023-02-03T02:20:44.275569Z", "shell.execute_reply": "2023-02-03T02:20:44.274569Z", 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