From a4dd585d57819a5f459b79b7ec54eaa9dd5ce2cc Mon Sep 17 00:00:00 2001 From: Jens Henrik Goebbert <j.goebbert@fz-juelich.de> Date: Wed, 21 Apr 2021 07:24:53 +0000 Subject: [PATCH] new stuff --- day2/0-welcome/0-day1-additions.ipynb | 218 ++++++++++++++++++ ...eractive-hpc-with-jupyter_welcome_day2.pdf | Bin 0 -> 1222853 bytes day2/0-welcome/example.ipynb | 120 ++++++++++ 3 files changed, 338 insertions(+) create mode 100644 day2/0-welcome/0-day1-additions.ipynb create mode 100644 day2/0-welcome/PRACE-Wrkshp_interactive-hpc-with-jupyter_welcome_day2.pdf create mode 100644 day2/0-welcome/example.ipynb diff --git a/day2/0-welcome/0-day1-additions.ipynb b/day2/0-welcome/0-day1-additions.ipynb new file mode 100644 index 0000000..820205d --- /dev/null +++ b/day2/0-welcome/0-day1-additions.ipynb @@ -0,0 +1,218 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "mounted-terror", + "metadata": { + "toc-hr-collapsed": false + }, + "source": [ + "# JupyterLab Tour\n", + "\n", + "This is the first time you are using JupyterLab? Let us have a look at the user interface and some general concepts.\n", + "\n", + "-------------------------" + ] + }, + { + "cell_type": "markdown", + "id": "intense-alloy", + "metadata": {}, + "source": [ + "### Exporting Jupyter Notebooks: nbconvert\n", + "[more](https://nbconvert.readthedocs.io/en/latest/)\n", + "\n", + "---------------------------------------------" + ] + }, + { + "cell_type": "markdown", + "id": "moved-security", + "metadata": {}, + "source": [ + "#### Exercise 1:\n", + "1. Export this notebook to\n", + " - PDF\n", + " - images as attachments are not supported\n", + " - Markdown\n", + " - Output is included PNG\n", + " - HTML" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "demographic-pendant", + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "from matplotlib import pyplot as plt\n", + "from matplotlib import style\n", + "import numpy as np\n", + "import pandas as pd\n", + "data = {\n", + " 'x': np.random.rand(200),\n", + " 'y': np.random.rand(200),\n", + " 'color': np.random.rand(200),\n", + " 'size': 100.0*np.random.rand(200)\n", + "}\n", + "df = pd.DataFrame(data)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "detailed-russian", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Plotted with Matplotlib')" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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kh0mykQpwDQJMqoho7CEUOj5V0zfNSuimPZ6BWtIQQpBhN5HtNA+Isb/qL2v536Yq/JqB26/j8uv4NYOXNlWz7M9rafUG49qXphvUtPljbhfQJU1x7hPgzT0NMStgBfDe/sa49ieEwGJSyHKYaGpq5YWV2zqM/TG8/iC3/fbl8NeJolBamNXxwNJ1SVlhdpdtXL4gP3zqE2MP4LSbmDYmj20NHh5Ze5j1h5vxD4KUoJPW4OuGwTsf7WbVuj1hf+jBhNWkRA1PWE39v0iZLFjNCjLM7+u0JP77kFImVfn+b1/fS3WLL6z3HNQlNa0+fvtafJpVAV3G5bUL2sNqcbK9xhUzVTKgS7ZVu+Pe5zHeXFdBpCG7vQEqjoZ/iLz8569z5oxRTBtXxvLf3EBRXkaX91ftqsPUyaEqL3By7XmjmTY6l7wsO7XuAO/sa+Rvqw/R3IOH30BwUoZ0DMPg6/f+j237QmXVC+eO5T/33TCo0xfLc2zd8rwh5MmW59gGZlBJgCIEjdWHKB82kqAuURSB3az0y4zn839fx9EmL/+7ZV6vYuR9iSeg8+KmyKESCBn9FzdXccfS0ThijNesirhFyHribMT/eOz5g9RuNYcN70FowdlmCR/OGj20kBUPfTPifnVddgzHYlK44LQhmE1dw02aIdENnWe3VHH9nCE9GndAM3AHDEyKIM2qJNROnZRu4c79NWzaU43L48fl8fPaBzs4VNXUZ/uXUuLXDLwBA1/Q6MheSCQ2s8KYQge5aWbMqsCsCvLSzIwpcmAbZKlnum7w8Y7DrN16EH/gxIuSpKHjtKpkOUxk2NQ+N/aRvPhWbxCPX++X3z8W++vccUkImBRBRV1s79msKuTFkSapKoLcHtQYTChMi5mmalEFE4tiZ+ocz4VnjEWPkLwwqiyH8sLMHu8TYN6YPILt+x07JCs0rQmDBFq8GlWtvrj37Q3oHGrwU98WpKY1QFVLIKGzxpPSw3farRidbkIpJY4whUy9QTMknkDXHySgSyyqTLjhNZsUSrKslGQN3jS/59/axDfueQpfQOuYfv/k5gu56YozB3ZgYfBrBv+3Yg+bjrZSkG7hxxeMpSTzk9nUU189DU03YnrL/YEQ8fvE8TqQE4vSWVXREHHhVhWCCYVpPfJIzx2dy5t7Gog2WgnMH54T8f1I5GY6+O1tF3Dbb18hoGnousRmUbGYTTz8g0t7vL9j5KRZ+driUfzlzQqKch1YTJEXkyVQ5wpQnBHfrLvBpXV8E1KCx2+gGTJhM9SBv1ITwNCSHG68dDZ/fnotQgjuufUS8nPST3i/UnY39scI6KAqifuhTgbeXbeX63/wON7jFtW+9/v/keaw8rlPzRmgkYXnv1uq2VbdhgRq2wL85u19/PqSCR3vWwZw7eSoX+XDtQcxKQqLx+QzPM/ZxcmJhG5IRuTH5z3nOS3MKs9i3eFmJJ9kPglCD43R+c4e5+HnOi18dmoRT2+q7kjL7IxFFXxxTlnMDJ1IXHfhDGaOK+XPz63lYFUzp00q48sXz6Ywp/s5SylZvfUwz769jaY2H6PKc7j2/OmU5md02/ZbF45nZGE6K3bVYRih0GE4FNE9xHWoycuLW2vY1+glz2nm/PEFTClJj/ygTOCE8aQ0+ADXXzyT/7t9GQKB2dw3edDhLtDO+LWUwY/G3Q++1M3YA3h8Qe7+08tcc+HspFpnaXAHO2LiEmjyJMeCXKsvyD6vGQNJQNd5ZWctX5xdzqenl/Ds+qMR4/hmVXDRtJIeGdPybDv5aRb2NXiobPUjpSTPaWFUvpP0Xs5sFo3JI9dh4enN1TS4A6iKQDMkxRlWrphazIRehHM6M2lkIX+446IurwX1kOdsM4Vi5Idqmrnk249zqLoZjz+IlGA1q9z7z3e5+ryp/P5bF2I6zpO/eFYZc8bk8Z8NlQQjPFwNCcNzPincemdvA39+/yC6IdEl7G+AzZVtnD0qhxtOH0JOmonKpgCS0IPUblG6LBD3NSetwQewmPv29GI5UEkQyk1qNuw4EvG9+iYXjS0ecrN6V7mZCBaPy+PN3fVIGcpYuWRK4UAPCQDfcWkux+LL31w0irX7Gjna5O3mnFhUQUm2nVsXj+rx8WxmlQlF6UwoOvFZ8jGml2UwvSyDmjY/bX6NLJuZvLT4pRWiEdR0Xlq9jx0HGxhSmME5M4ezp84DQFGGlXyHwlk3PURdk7vL+os/GEq7XP76FgKazkN3fabbvgvTrZRkWDnaLoHdGbMiOH1YdofkRKtP48/vH+z2W/g1g5V7G5k7NJuppRmU51rx+PXQom2CtbFOaoPf18T6GZLHN01OHFZzxEVaKcHeR+ssfcXIPCf3XzqBzZVtlGfZmFzSfao/EOQ5LThVA580IYHxBaHwQJrNxL+/MocH3qzguY8rO2oRDAmXTC/mG+eOIi3JpIIL060UpvfdmtTB6hbOvWM5rW4/Ll8Qh9XM3TcuZNLIIgAqW/w89coWmlq9ERfbPf4gz7y9jW9fM5+xQ/M7Xl+9v5E/vXcIt19jWJ6DwkwrlnZvXBGC+cNzmF76yTXy3r7ItQR+zeDl7bVMLc0IpV33U2gwuX79JMeiiqhhnf6uoA+pZ2oEdCOsumaycc2nZvPXp98nEOwqE6EogoVzxuCw9Y2H15eUZdkpy0ounSJFCKalBcgsKcGsKl0MptNq4s4LxnLr4lEcqPcgkQzPc2Lro7BmsnPFT/5LVaO7Yz3D7Quy+2ADo8vzsFpMWEyCB59Z0+HNR0LTDB58di2/ve1CACrq3fz6rf0E2mdTe2rdHGnycsmUIs4enUthmrVbXL/BHYhqLxrcgRM51V6RMvg9QFEEFlUSCHOthBZr+s/Hl1Ky/lALtW3+jilgoUjun/OuG5bw0rvbqKpvxdcey7daTKTZrfzuzssHeHSDC0UQ9UFkM6uMK+67EMxgYPfhRvYcbeq2eP3Iix/j9QW4YuF4ZozKo8UVO21S0w22VtR0/P3i1pqO0NkxvEGD13bWcdXM0rD7KM+yYzMp3UJwEPr9huf2v0jb4ErgTgJsZgWHWXBsXUUAVhWcFtGvC45HW3zUtvnRZShVVDMkVXpaUlV+Hk92hoM1/76DH35lKRNHFjN2WAG3fu5sPn7q/zG0pOdpeClSdKamyY05TGhE0w2eW7mdI5UNpNnMUWVKOmPvJKDW5A2GTZ5x+yPPFE4fnh1RXsOkCD41sf/XhJLbJUxSTKro1Uq6P6ijCBH2ouwpLp/WLT/aQKBL6MeJRo9Jd9q47fMLue3zCwd6KClOMsYPzSMQbvrdzvRRhaiqwmmTyvhgy+Go+3LazVy+cGLHgv284Tlsq3J10csRwLTSyOs6VpPC3UtH8+NX96AbEp9mdGTxfeWMIQzN6f9QYcrg9wMvfnSInz65kd2VrQDMHZPPj6+aztwxsfv4tnqD1LT5sZtVSjupEqZZTaiCLkZfQZLKCo2OlJKgITEpol/bR+442sK/3tmH3WriK4tHkx9nYU6K+MnLtHPVuRP4z9s78Po/SQ6wmlWmjy5k+uiQR/3tz53JNXc/hccXOc1WCMGkCSPYXunBYhLMLs/i7bx6Kuo9+DQDW/tC65fnRZdRGJnn5G/LpvDh/iYONnnIdVo4c0QOmT1QLe1LUgY/wTz4yg5+vHxDF6W9D3fVcvE9b/DYrWexeFr4+N/RZi9/fOcAaw40YVEVNEOS7TBz/enlLJ1YSGmWjepWf0cMXwJFwpVUeezJhF8zeP9AI2sPteDXDISAMflOzhmZ26dZIuHYW93GhT9/C69fR1UET68+yPs/XYozyTJmTgZ+9/WFOKwmHn51C6oiCGoGnzp9JA/eel7HNktPH8P1F83k4f+t72b0hQCbxcz9d1zaob0T0CRVLQHuWDiSfY0edta4KEy3cubIHOxxLIZbTQpnj84Fcvv0XHtD6oqLwqE6F4frXWTYLUwckh2xui4SjS4/P/rPBnxhMgK8AZ2v/eUDdv3x8m77Pdjo4aZ/b8YT1JESgnro89Wtfn7z5j4ONnr5ypnDmDkkkxafRkAzyLSb2benofcnexLj03QeWnOYZq/WkTstJeysdVNR7+GaGSUMy0ncAtrLHx/FHzSQhNZb3D6NdfsaOGtCcuT1n0yYTSq//uo5/PiL8zla10ZBtoOstO6zqV99YylzJpTx80ffYd/RRswmlaCms3D2KL74mdMZUZbfZXspoa4tyKzyTGbH0ZwlWUkZ/DCs3lXD//vHGjbvb8RqDnnXGQ4L3718Gl9eMi5uL/q/aw9FfUh4/Bqrd9cyb1zXG/8nL+3GE9DDLhL5NIOnN1Rxztg8xhSkkTVAU8PBxJt7GmjyBMNqwgQNyfJNVdxx1oiE6ddnOS1YTErHLE8zJFk96N/aW97ZVccf36zgcKOXYXkOvrFoFPNGDbyX2R84bWbGlEdPBPjsuZP47LmTqKpvw+0NUJDjpNUPLd7w6wCGDHn7VvPgnUWnsnSO4/UNR7jg7ldYu7sOX1CnxRPE7dOoavRw56Nr+eZfP4g7E6ahzYc/GFkNUghB43FNJvbVuznU5I0qpxHUDZ5cXxnXGE51grrBxsrW6J2bDMme+p7rr8fLFfOGMqEsE4dFxWpWuOL0oUwdmh37gyfA/zZWcft/NrO9so02n8aWI63c8vhG3thWE/vDpxjFeemMKs8lw2mLvq4j4xeeO4YhQ924Wr0ariRQVk15+J3wBTSu+fVbXeLtnfH4NR5fuZdL5w3n7MklMfc3tiQTu8WEyxfe6Gu6wZiSrpKtu2pcMbs1GRK2ti8Ap4hOq1+LWQEd0CU1bX7GFZyYhkskbGaV//2/c9hd1YrdojI0TvGy3mIYkl+9srtbYxJf0OAXr+zm3AkFg2at52izl9+/vY+PDjRhVhXmFJv57ki91+Jqsch0mGj2amFTN80m0SOxvIBu0OTuPFOXuPwGGVYFh3VgCuFSHn4nnnl/f0zv3ePXuP/5zVG3qWzy8qfXdvPBvqaI+jqqIhhflsWY0q4GP97Mkf7MMBnMmBUlpsaRIkL674lEUQTjSjMTbuwBGj0BXP7wTkZtqz+iQ5NsNHkC3PCvjXywr5GALnEHdFYd9nHrU1sSVm/isChk2NRunrwQUJod/+K+lPI4Y/8JrX4jaqOaRJLy8Dvx5uajEb3xzqzeVRv2dd2QfP/JzTy1+hCSUCcbi8OGN+BCEaJjOuewqKTbzTz6zQXd9jGtPDPmtM+kCE4fkdiQwMlChs1Els1EfRSlS0UIxhYkj2jbiZJuNUWc1ZhVgXWQyCw8v7EKX3viwjE0A/bXu9l0pJVp5b1raBINIQSl2VbSfTp1bQE0XWI1KZRkWTq+N0NKKurcuP06hRlWijO7Lwr7gjJqWNbt18ly9L/5TRn8TsQbX4vkXPz0ua08s/Zwl+IMQyg4M9OQQY0Mq0JZjoPPnjGcqxeMJD3MgmthupVp5Zl8fKilmxrfMVRFcNn02CGlFCHOHZPHs5urw0raqopgRI6dXEfy6fj0FqtZ5cIpRby0ubrLtWg1KVw+q6zfm6v3ls1HW8Nq0WiGZE+dKyEG/9j+99a5aPIEUdpTng81e5hUnMa7ext45MPDeAIaiiLQdMnwXAffOGcEU8s+GU8wRh/tSPLKiSYV0unEmROK4upNOm1E90yHJleAf606EHa6rCgKqtWCYbHy3+8t5itLxoU19sf4/vljyE+3dCjxHUMQumm/s3hkl85LyYSUEn/Q6KY70hMMKalq9VFR7+6TptDjC9JYNCYPVREdOitShoqvhmbZuHxK8QkfI9m466JxnDkmD4tJId1mwmJSOHdCAbcvGT3QQ4ubITn2sIWEZlWhKEGFa1JK1h1sodEdxJDHetVKfEGdn76ymz+s3E+DO4A3aOD26/g1g501Lr719Fbeq/gkLVqNEXKN9X6iSHn4nVi2YBT/75G1UbdxWk3cdvHkbq+v2FIV03NSFcE7O2o5f1p07zzLbubhz03j2Y1VPL2himZPEEURnD48m2vnljG+D3XJ+5Imd5B6V7vmiAyJyRVnWXsk/erya7y+uw6/ZnTspzjDwthcB1kOK/ZeNt2YOySLqkYP/1l3FIfNhKZLFo7O5fOzynq1v2THZlb57dVTqW7xcbjRw7A8J/kJLjDray6fUcpLW2vQg13lDJwWldOHJyak2eQJ4glo3cIxBxs9bDrSEjH27tcMfvziTv771dOwW1TsZoU2f2Snx2EZGF87ZfA7kWY385eb53PjH1aF9dQdVpUlM8tYOrO823stnmBMr1Y3JC1xdk1yWk1cO7eca+eWoxsSRZDUmRUtniB1rmCXcJdfkxxq8DEi3x53GOHdfQ1dahAqjjTznf9uweUJoCiCr10wgZ9cPbNX30VBmpUD1S68QQO7WeGaCCqHJxNFmTaKknQ2GIvybDv3XjKB/3tlN20+DUNKStJUfvnZqZgStMje6A6ETeH9oKIxroXWN3fV8anJRSiKIMOm0OrrbhPsZoF1gASvUgb/OC6fP5J0h4Xb/76a6kYPqiqQ7fm3t1w0iTsvnxbW2AzJCzU3DuqRF30VISjvhSTqYIi51rvCp7JJCc2eILlxdDNyBzRaOqkSev0av3vyY/ydHr5/fmUHo4oyuO7cMT0e4+kjc/jSgmG8uqWGBWPyOG9ibC2jFAPLrKHZPPuVOVS2+LCaVOoOV1CSlbgHWCRH4nCTN+ZnvUGDNfub+NTkULMVh0XFrCp4/DrB9j64TouCRe1fZd3OpAx+GJbMKOe86WVsPtDIoToXGXYzp48rxBIlu+HciUUx8+cdVpXTR+f18WgHHillxAVmSehGiAdNDykTHntybK2o77aNx6/x1xU7e2XwhRDcsGA4NywY3uPPphg4hBCUtmv/1xGqJwjqBqoisJuVPjWeBelW9jd4et2u1DjO6zGrgswByMaJRGrRNgJCCKYOz+WiOUM5a3JJVGMPoU719141NWJnIZtZ4b5rpvdYj2ewEO2eMyvxXWbpNhOmzt9PhH2erN9hiuh4Azoio4RDjT6qWwIcafJTUeel1Rs7lTpe0m0mCtKt3Zy3oozY6x82s5KwzKG+IqEG/5577uHKK69k2bJlbN7ctVjp8ccf58orr+Sqq67i//7v/xI5jH7j0zPL+OMXZ1KabcdhVUm3mXBYVIblO3n4K3M5ZwAaHvQHQgiy7OFzvwXEnW+siFATaFURCGDyiLxu+3RYTdx0/vgTHHGKwYY3qHO40Y9QQw1MDBmaCOoGVLcEaOmDbK5jTC5JZ1iuo11CO+TMnD+pEJs5urmUEs5P8ns8YXONtWvXcvDgQZYvX05FRQV33XUXy5cvB8DlcvH3v/+d1157DZPJxPXXX8/GjRuZNm1aoobTb5w3pZjFk4vYcriF+jY/RZk2xpdmJPWCa1+Ql27GFzTwaUZozaP99YJ0M9YIN8prH+5i1YZ9/PimJSjts4DSTDsXjCtgZ50Ll1/jwVsW8NN/reNwnRuLSeHWiydx9YKR/XRWKZKF2tbwHacgFDasbQ2SYTP1yX0mhGBUvpMReQ6CmoGqKqgCdte4+KCiMWzLQqtJ4duLR5HWyyyy/iJho/vwww9ZtGgRACNHjqSlpQWXy0VaWhpmsxmz2YzH48HhcOD1esnMTO6pUE8QQjBlEEuo9gZFCMpzrHiDBt6AgSLaQzRROrI8+NQHvPrBTr71ubPIzvhkMTvTbmbukGNpd/l8ds5QWjwBnFZzn3QL628CmsHuGjeegE661cToQkfCskxORoK6gT/GOpAEPAEDZx9q1Ciia1Xy3ReO49EPD7F8/dGO1wwpyXKYueXsEZw5CNbnEmbw6+vrmThxYsffOTk51NXVkZaWhtVq5eabb2bRokVYrVYuvPBChg8/dRbSNh1p4Z9rDrPhUDOGDKWfXT27jMUTCrrGsAcZQggcFjVuYatHf3oVdY2uLsY+0n6znIMrh/wYUkq2HGnrWLhu1IJsr3IzpSw5aymSEd2QdFrLj0ikxIG+QlUE158xlM/NLWfz0RbcAZ3CdCtjC9MGzQy+3+YfncWOXC4Xf/nLX3j11VdJS0vjuuuuY+fOnYwbN67b53bs2NGr4/l8vl5/NpG8tNfDy3s9dE7z39/g4Vev7+aptfu4dU5mR9/LnpKs5xyLHTvqTujzyXzeBgKvWtCxqi2BVk+Q7Tt2xFTxjEYyn3OfI1REZglCRJ4VGbpB5ZHDVGq+fhmSs/2fbIKdTYk9Vl/+1gkz+AUFBdTXf5JWV1tbS35+qItMRUUF5eXl5OSEGhTMmjWLrVu3hjX448f3boFux44dvf5solh/qJkPq3YzrjiDoC7ZX+/ukLAN6HCw1eDtWivfXNi7GHUynnN/kMznbUjJhxXNXbxTk6owYcyJjTeZzzkRHGrwRU3vNakKI0cNGzSedk/ozW+9fv36sK8nLJB4xhlnsGLFCgC2bdtGQUEBaWkhadjS0lIqKirw+UJP461btzJs2LBEDSUpkFKyqqKBi6YVMXdENmeMzuHa08sZU/iJSqNfM/jfluqwLRFThKb2tW0Bqlv9XUTBkhlFCEYXOFAEqEpIinls0cmjzNlfFGRY2sM63cM2AijMtJyUxr6vSZiHP2PGDCZOnMiyZcsQQnD33Xfz7LPPkp6ezuLFi/nSl77E5z//eVRVZfr06cyaNStRQ0kK9ta7yXKau+munzU2j6oWP23tssyqEGyramPmKbboGw91rgC+YOiGr24NMCTbOihu8oIMK5kOM76gjt2s9qiJRooQNrPCkBwbB2paECZryPgTkgovyLCQNkANRQYbCY3h33HHHV3+7hyyWbZsGcuWLUvk4ZOKXbWu8E02hGBsURrrDjS3/x3K6kjRHa3TxEe252EPAnsPhNL2eiIil6I7NrOCbKtm2OixBHWJqoQ0aQbDQz9ZSF2B/UQggrCaSRFdslqCmsGwXujtnAxIKdlwsJVDDeF1S7LsKoLQFD7NqqQqbk9RLCYFp1XF1seyCqcCyV0lcBJRmG7lQGN3QxbQDI42hdYyBDCuKD1sB51TBadVxR5BOjbNZsJmUTu07FOEx+3X+O7z29le3cbsodn8+FPjUmGkFEDKw+83JhdnYFJEl0UnzTBw+TX217sRhNT1vnPe4GlQ0dcIIRhTFF233aQIzGrKs4vGo6sPs6WyFV/QYO3+Rl7YXDXQQ0qRJKQMfj+RYTOzZFwBhelWpJQENIO9NW5WbKnBpCqML0rjL9dMO2XDOSn6jhZvEK1duz1oyD4VF0sxuEmFdPqRLLuZxWNDGuyt3iCbj7Zy7ph8RuQ5GJKTMvQp+oarZpfxzp56DBmKd180pWigh5QiSUgZ/AEiw25m/qjuvXFTpDhRhuU6ePrGORxt9jEk2449TqmLE6HRE8AwIC+ORjf9iaYbrNrXyOs76wjqkjNG5nDe2Py45T9ONlIGP0WKThiG5IV1h3nozb3UtviYMjSbb5w/lmnDcgZ6aD0izWpibGFavxxr1d4GfvVWBQBfnT+M8yckRyexoG5w14s72Vfv6VC4rKh38/zman576USy7OYBHmH/kzL4KbogpcQTMHD7dQwpsagKGXb1lFB3NAzJjX9ZzZtbqvC0ix0daXDz5pYqfn3tTC4/fegAjzCxGFLy0aEWPjjYhC9oMCLXwaLRueQ6o3vtz2+p7uj3+vzm6qQx+K/uqKOi3tOlKtuvSxrdAR5efYhvnXPqyWynDH4fEgjq1DS5sVlM5GXaB10miV8zqGr2Yxh0aI+7MWj2aKTZVPLTzYPunHrC65ureHPrJ8YeQo02vAGdOx5bz9LpJaTZTi6v0BPQ2FLdyt56D0ea/bgCekd7vy1Vbeyqc3PzvCFRjf5pw7KpqPcggNlDk0fm/JXttWElOHQJ71Y0ctvZI07q6zkcKYPfB1Q3uvj54x/yxJvbGTO6mAnjy0l3WBmW5+TK04ZRkJb80r5B3aCyyR+2l6cEXD4dCRRmJFeM9kTRdInLr2EY8I+3K/D4w+sYKULw6obKk8rLb/QEeH5rNbph4NckrceduyRUJ/LmngaumFYccT+XTytmbEEaQcNgRlnyGHxvFE0qTZdIInbRPGlJGfwT5EBVM2fe8i9MFjM3Xr8Is1nFag15ga2GwUMfHmJaWSbnj8tPam+i0a1FbdwsAbdPJ+AwTpoiHm9Ap6o50DGbqW4JX+ELoZqJJnegfwbWD0gpeXVnbUcFuF83ENCtq5QE9jV6ou5LCMGU0oyEjPNEmF6WyRu76tDDXNcjch0oSXI/SinRjZBURKJtRMrgnyBX/Ph53H6Nm69biN1m6VLur7a37dtS1UqaVWXBiOTMyjGkxO2LrdApgRaPRv5J4OVLKbu1zZs2LIe9Va0d8ejOqIpg2vDBtXAbjeo2P55OHnA04+cwD86Mls9OL+bdioZussoWVeH608oTcsw6l5/KFh92s8qIPAcmJbJzpBuSl3fU8tquBtwBHatJ4ZxROVwyqTBhTtXJ4aoNEBv21FBxtInJE8sxm9SI2i4SwUeHWghG0NMZaDRdxj23DWiJ7SrUXxiye4ekz84bEXZx2qQKhhekMWvEyWPwm7zBLhr9NpMIK0RnVgVnDM/u/sYgoDjDxi8+PZ4x+c72Cm1BcYaV7503imm9CD1JKWn1abT5tbAyzVUtPtYcaOJAo5ddtS7eq2gMu90x/vTBIV7cXocrEAqX+jSDN3Y38Mu392EkqHtXysM/Ad5Yf4CAZjBz2nAslthf5b5GD2Pz+ydVrieIcHP5aNueBCiCbiGMoiw7v/nCHL737/UE2puxG1IyvjSTf37jjKQOyfUUsypQBB3hDiEE+U4TdW6ty4NgRmkGM5IwXBMvI/Oc3H/pRNp8GpohybL3vNG5bkhe31XPi9trcbcv6Gc7zHx6YgFnjczp2N/eenfH92lIcAV0Wn0amWHSP/c1eNha1UbguNlk0JAcafGzsbKNGWV9/72nDP4JENR0dN3AZosd4pDQ0d0q2TApAkWBWBMQATitJ8ekUAhBpl2lxat3MfrTh+XwqxtO49H3DlDf6icj3cb8MXm0+HXyB2y0fc/QLAeGbOjymsWkUJJhxqdJFODsUblMLUmeRdgTId3WO1NnGJLfvLOfnTWuLsa5zhXgsXVH2VPv5stzyxFCoB43w5dSdnvtGOsOt4QNHUIoW+7DA00JMfgnx907QIwfmovTbqa1NfJi3zEUARm9vOgSjRAi5PnE3LD3N85AcqDWxcE6V7fXc9LM5DhNHZ2orCbB39Ye5qmN1ZjsVooKM3A4LHx8pJWfvraXd/Y2hNn74MRiUphRmtlNdVQIgdOiUJxpZVLR4PXs+4r39jexq8bdzRMHCOiSNQdb2FLVBsCEonRURXT8K8m04YxQ0asZMuyk2qQIJhenMyzHgZ6AsM7gu3uTiE+dPgpVUVi9bi8X5U/Haomco60qgqHZ9n4cXc/IdJjwBAx8QaPbhagbEl9QJ92m4vLrZNhN1Lf5qXcFKMmykZGkFYtVTV6W/eYdKqpDN+TY0gz+862zyM8IyU8LIchymslyhsb/8JrDHGnxhfW8Arrk4TVHGFeYRmEUNc/BxIyyTEyqYN2RZiA0g9MNyZBsB2ePzIvonZ5KvLi9Fn+Uqa9fM3hpex1TSjLIsps5d3Qe9e4AVpNCflrktouTi9N5d19TlzqBKcXpXDuzDAiF3LxBUIREibLw21NSBv8EMJtU/njreXzlN6/S3OwhNycNk6n7E92kwKLReUmTBhYOIQTFWRaa3BotXi1k9KWkzhXAE9ARAho9sPlIK//64AAVtW4sJkFQlyyZVMgPPj2+XzRbesJX/vwBO4+2dHhK2w418/W/rWb57Wd329YX1Hlnb2PEaTaE4vmv7qjjujlliRpyvyKEYGpJJpOKMqhu86Ebkjyn9ZTVmTkeKSXVrf6Y2x1s+mSGb7eolFtiO3YTi9IoSLNQ1epDM6A008bnZ5V364pmSMgr6rvrLRXSOUEuO2scf7v9fF743xoqq5oIBnW0do9A03RMimDxmHwmFqUP8EhjI4QgJ83MsDwbJVlWWnxBvMFQjNuQIW/mvld3sau6jYBu4PLr+DWDFVtruOXxjQM9/C74gzpr9tR3mRZrhuTtrTVhMyAONftierSaAZsq2/p8rAONqghKM+0MyXakjH0nhBBxdVXrTTMeRQjuXDiCqSUZmBXB0rH5mCPsx2yx9Vl4J+Xh9wGfWTCWi84YzWsf7WdnZTOK3crw/GxGFmUwNt8ZvpdtEiOEIKjrtHi7FmNtPNSM29+9QMuvGWw41Myu6jbGJsmDTVUEJlV0u1FsFiV8plGc91OULLsUgwhDSryBUIWxIUNrODazwGZWuszEJxamsbkq8kNeETCzvHcL2w6LytfnD6XNr2EY0R8uhoS+eBSnDH4fYVIVLjhtJBe0/y1l6EIKNduWgy6lr6qlu8zCjqMtYbVJIHSe6/Y3JY3BN6kKXzhnFP9cWYG3PZXOblG5YdGYsL9FeXZsL0oVMLF4YNJqmzwBWv0aTouJXEdyrpkMFjRD0uLpmp1lSPAEJN6gTpZd7ZjtXTy5kJ21rrCLthDy7s8fd2L5W+lWE56AjFLpLvtMAiJl8PsYKSVtvpB3rBuf1DOl2VQyHaZB04s1EMaw28xq2PJ7AOW4ZuzJwE+WTSMv3cojKytQBHxp4Wi+tnRc2G3tZpV5w7N5b19Tt4KsY6iK4Pzx/Zuc2eQJ8NruOlp8GooIGSanRWWUeXBcR8mGlJLW41Jxu74PLV6dbIcaarmZ7+TaWaU8tu4ouiE78uzNSqhQ7eb5QynKOPFFfJMCgYjF7oK+ChKkDH4fIqWkpjWIv1Omy7H/tvl03H6d4ixLv4Z4pJT4ggZ+zWhPuVMxqbGNhdOqorjo4nXMGZnL2n2NHforndENyTn9bAxjoSoKt100kdsumhjX9tfOKmVPnZtaV6Db4q1FFVw1o4TSfmww7w5oPLululuWSItPY4PPyhhPgGzH4Je56E8CejRPOoQhIahLLKbQfXL2qFzGF6bx2q56tlW3IRBML8tg0Zg8cvpotmVWQ2tE4cbWWFdFxpC+WbhNGfw+pNmjdTH2x2NIqGkJUpodOV2rL/EEdCqb/V09VgnpNpXiTGvUmGFJpo2DDV3rC4bmOpg2NIuNh5q7zABsZoXbzhtN1iA3Pg6Lys8uGMPL2+t4dWcdnvaS9zH5Ti6bWsSk4v4NV2082krQCB9CM4CPDjdz3tjk0J4/Hrc3wPI3tvDUm1sJBHUWzx3J9RfNpCB7YCvNA8H4FmECuqRz8XxhupVrZ5UmaFShdTO7WRLUQ4ZfSlAUsKjgdfddokDK4PcCKSWa8YmujKqAWYFWX+Sp4jF0Q+LXJLYET8k9AZ1DDb6w42nz6QQ0H8PybBEfPFazwvBcO/sbvB1ehxCCa04fyoSSDFburMXl0xhZkMaNZw1n7sjBqTPT4glS7w6Q5TCT67RgM6tcOrWIz0wpxK8ZmBQxYM1f9ja4o3ijggNNsQv+BoJ9RxtZePPfcXkDuL1BAD7eXcmv//UeT//8Ks6eOWLAxhbvmvtALM4LIbCYIJFuU8rg95BQR6iu00JDB0/AiOtqOiYzbDMnzohIKals9keOUxLKrGnxamRFmZIOzXNgNSvsq/cS0ELyuQjBp6eXcNt5owa0MEc3DO57YSuvbawk12bwQMkwCjLjL2w70uTl16/tYd3BZsyqQlA3mFCczu2LRzG2KB0hBLYBVomMtYisJ2HKkJSST93+GHVNHoxO4/P5NQAuv+s/7HryVnIzHQMyPpMaLVb+CeY4wp6DkcGVL5gE+ILhY4A9ufciB336Bl/QiLjweAwJNLqDUbdp9gRZuaeed/bUsbOmlSynmfmjshlT6BzwKszv/etjfvu/7ayvaODNHU0s+fFrBCNkEB3PkSYv1/3jY1bvbyKoSzwBnaAu2XSklRv/tZEdUdLw+pPijOjrBfkxWg8OBCs/3k9dk7uLse+MYRg88uLHYd/76HAzP1qxh9v/u5PfvLOfIy2+qMeSUhLQjB4pS8braFlNJ6fBT3n4PeBYKCcciiLiNuOJztQJaDJiNk2X7aJUlf5zzWEe/fAQQojQgi/wzMYqhuY4+NWlE8ke4NTApz440JFuqRtQ1+JjT1UrE8qzYn72/jf24g5oYR/SvqDB/728i399aVYfj7jnzCjN5HCzN+zDW0EyO45z7W/WbjuCxxegpCibpYumMnxYAS6Xj7fe3ca6DRV4/Rpvrqvg9mvmd/nczloXT2+u6VgsP9Li50/vH+L7i0Z2y/5y+TXWHGpmc1UruiGREoZm25k3LJuyrOizPEUInBaBOxD52k+zJr4RyUCR8vB7QDQv3qSE5GbjIdECZPFeq5E2e/rjozy2+jABXXbk3R9T+6yoc/P15Zs7qokHiozjHjiaYZAeh6ZPm09jzf6mqL/loUYvBxuid3nqDwrTrZw1IgdViA4nQRWgCsFwe5Ch2QMTFomGyaQwdlQJt9/yKaZNGUZ2VhrlZXksu2we11xxJgBWc/frf2VFd1kLQ0o2HTfbatPg4bWH2XA0pDZpyNC1eaDJy5Obqvj4SEvMMdotKmnWT+7XY/eBIiDdqgx4KC+RpDz8HhDLkDqtJtp8WuTPAw6rElda5IngtKpxhZjCPXiCusFD7x/CF2EqoxmSujY/qyoaOWdM3okOtdf85otzuOb+d1AVgaYbfGHhaMrznDE/1+AOtMfsIwdyzaqgptXP0NyBN6hjC9IZku1gV52LZm+QdKuJcQVpHKrYM9BDC8v5p49Gy87qJiRotZqZMXU4az/azZWLJ3f7XDjpcEN2rQeRUrKm0YwvQuaSZkhWVjRQkmmjKIbAnc2sYjXJ9owYiSJCue4nq2d/jJTB7wFCCFQhw/bIhJDkbI5TpcndPVtHAHaLQl5a4kMhqiLIsJtoPSaCFgYB5Dq7j+Wjg80xQ0HeoMGzGyoTZvB1IxRX97Wn0NnMoaKuzusG50wu5v2fX8j6igZ0Vx1XnhdfCCbbbo7ZeUwzJLlpyRMft5tVpg0SXfohJblkV4efHZlMCjOmDuczZ03o9t6cIZlUtfm7ePkCmFT0SRrngSYvUSIxQOjaWXuoiU9PLIo5ViEEIWf+5DbynUmowb/nnnvYtGkTQgjuuusupkyZ0vFeVVUV3/rWtwgGg0yYMIGf/OQniRxKn2EzR47/WVSwms04rCbavBreQGh51mISZNhMWBOYmXM8RZkWApqBr71zU2cEUJxpCTueJncgrkWwhhgLvr0lqBs0uLo+qFx+idtvkOM0den1ObwwneGF6ezYEX96YqbDzLSyTD462Bxxm4J0KyPyBt67H6yYTWrEdNLrLpiONUx3uNOGZnGgycvGo22YFIEuJZdPLiS308L07lpXRGfrGBKoiDMcJ6Wkqs1PszeI3awyJMs+4MkIiSZhBn/t2rUcPHiQ5cuXU1FRwV133cXy5cs73r/33nu5/vrrWbx4MT/+8Y+prKykpKQkUcPpMxRF4LSGCjiOzUIVETLqx1K5TIog22kmO3aEIXHjFIKhuTbafDoNriABPbTwmm4zkZNm7ibDeoxspyUuhcBws4MTRUpJozv8rEQCjR6NwnTzCU+7b1s8ii89ugFvsHtYx2ZSuHNpeL2dFLFxWlTSLCZa/d1Dm2aTyuSy8P1xFSG4enoJnxqv0eQNUpRu7XaNhpIMYv8u8Tgsla0+Xt5Ri1cLXQMCEAgWjMxh8knc+CVhLueHH37IokWLABg5ciQtLS24XKGuQ4ZhsH79ehYuXAjA3XffPSiM/TEUIbBZFNJtoX9Oq5KUebtChEI7w/PtjC1yMqbISXFW9xupM7OHZsW8pexmhUun9/3v5ddk9LUH2TdtIkfmO/nrtdMYV5SG1aSQZlWxmRSG5tq5/8rJzByadcLHOFURQnDmiBxMiuhyHZkUwYgcRxePPRwZNhNDs+1hr9GCNAtKHLlwsTrL1bn8PLO5ila/RlCXBHUZSlDQDd7e28C26taYxxisJMzDr6+vZ+LETzRMcnJyqKurIy0tjcbGRpxOJz//+c/Ztm0bs2bN4vbbb0/UUE4p9lU20dTmY2hRJnm9KG4xqwo3nDGUP6860G3hNsNmojTLjtOiMn9EeE/tRAho0SsUJCGNk77oGzamMI1HvziTo01eqlv95DjNDI9j0TdFbIrSbVw0oZCNla3UuvzYTSoTi9IZeYKL4JOK01m1L3qbSZMiYqarrtrfSDDCLEAzJO/sa2R8YXpSNyzqLf22aCs7uW5SSmpqavj85z9PaWkpN954IytXruTss8/u9rkdO3b06ng+ny/iZw83+vAEDEbm2xOeMdNfvL+9hl89vZmaZj8mVRDUDOaOzefOK6ZQnNOzG22CHZaOsPLiXm97Pr/g0qkljClMw5ASqyp4f08DObRgJnJWUk+xOrOwZWQjRPgZiJSS+vo6jrqau7we7beOBwfg88COul7vohvCbEcoClILIPW+X+840XPuD4qB4vZkmWBdEzv74PsdajU45Leih5mHCiQ2YaC2VLKjtTLs53UJB5ssRAsNBTWdDzfvIseSHJXMfflbJ8zgFxQUUF9f3/F3bW0t+fkhNcXs7GxKSkoYMmQIAKeffjp79uwJa/DHjx/fq+Pv2LEj7Ge//ehHPP7OPlRVUJbrYMXdS5K2J2u8PLNyB995eB3e9ripv92+fLCjls/f9x4f/vmLlBf0LC45fjx8yRPk1e01KAhynNYuHo8BNCm5zBuZ1UX9s7LBRWOrj6GFGaT3UEwtlPIZ2TgKIRhSUoRJLe7y+rHf2qfpbK1q40iLl3SriclFGVH7iiaCNp9GnSsYmo60V79ZTIKiDGufOheRru+THbl9B6WOHFYfbEYAQUOiiFCYtTjDxiWTirBHyaP3BHSUxkNRZStUVaGwtJxRSTLj681vvX79+rCvJyyGf8YZZ7BixQoAtm3bRkFBAWlpoRQrk8lEeXk5Bw4c6Hh/+PDhiRpKB5sONPLEu/vwBXXcPo39NS7+9HJye0mxCAR1vvabVzqMfWd0Q9Ls8vGDh1b2at9ZDjOXTishP90WdnorpaS6JdTzc/O+Os689T9MuP4RFt7xFEOu/is3/uY1XN5A3MczKQK7Wenme0kpafUEqWn2c7DeG3ZRzhPQefzjo6w93MzhFh87al08vaWK7TXuLrPLROIN6NS1BUNNb6Djv35NcrTZ32/jOJkRAuYNy+HmM4Zx7ug8ThuSxZnDc7hudhlXTS+NauyB9o5W0Y9hSAa8kjxRJMzDnzFjBhMnTmTZsmUIIbj77rt59tlnSU9PZ/Hixdx1113ceeedSCkZM2ZMxwJuImls86OqChBamQ9oBrWt0fU6kp2XV++NGvfWDcnzq3bh8QVx2Hp+EXsCOooQYYW6DAktXg3P4UbOveMpXL6Qd+5vz3558p3dbDvQwLv3X9n+vccm066iCHAHjA7D79ckLr+OlCEJ6uoWPyXZXXVm1h5uwhfUObbqIAmJi31wsIERufaYhiAcbT6NDUdbGJOfFleTi0ZP5LqHUG2BgdN68lZx9idWk8KUkp5n0yhCMLkonU2VrRFTPLPtZnIHudR3JBIaw7/jjju6/D1u3CfdhoYOHcoTTzyRyMN3Y+aoPGxmFY9fQzckdovKZ+cN69cx9DWHalo6DGwkVFWhvsXDEFvPi3esJiWiZyoIeUzf/+sHeMLMMPxBnd1Hmnh57X4uOn1kXMc7llmUZpMdRThun0ajq91rhrDaMvsbPYTL39EMSZtf75XBf213HfsavWytcfG1eUNjbh8tg0gC7oCeMvh9iCElTd4ghiFJt5mwmeL7bk8fmsP+Ri+tPq2LIyMIVVlfMC45ewz0BadUpW2G3cybP1nCr57bQpM7wJcXjeH0JG0gES/52U4sJpVAFKOvaTpZab3r1GS3qDitKm2+7vsXAkoyrby8Zn9EdUSXL8i/3tgRt8E/hiJEh2Kh2WnG3hrA4zdQVUFhGG/b0mnm1hkpJY5e9h4oy7Kxr9FLSZwt7GIJ1p2ESR8DgiElW6pa2V7ThiFD37suJaWZNmaXZ5NujW7WrCaFq6eXsvZwE5sr2wjoBoqAMflpzBuaTeYgX9OLxill8AHKcp387sunDfQw+oxPnT6Km3/zStRtzpo+lAxn7/tuTi5NZ/3BFjQ9JCtxLAY6ttCJzayiRdA2OYbbd2JZKooQjCt2ohkylN8dxnJOLclg1f7GLt6/AArSrKRZe3cDzx2SzbSSTCxxLrY6LAruQPjvQgBpSdbzdzAiJby5p56aNn+3MOORZh81bdVcOL6QjBjhS6tJ4czhucwflhP1ujrZSKllDnLSHVa+d+38iPF5p83MPTecc0LHsJlVTh+ZzbjiNMqybQzPs3P6iGyKs2woimD8kNyIn7VbTZw7vfyEjg/HdE+UiDflxMJ0xuY7UUVoWm5WBNl2M+ef4PTcaop8zOPJcZrDJvuJ9v0ksunNqUK9ZqLW1d3YQ2h2FdAl78bI1e9MrOvqZOOU8/BPRr515VysZpUfPfwOiqqEskOkpDDHySN3fZpJI048bKWIUCglXDjlB587jS/9ekXYOL5ZVbhuyaQTPn4shBAsHJXP7PJsal1+nBYThf2ckmkxKZRmWaltCzVBFyLkkaZZVfL6QBIiBVQFLWgxsp2avUGavUGyTuLQTG9JGfyTACEEX79sNmeOtlPltdPs8jGqNIeZY4v6xchccsYo9h5t4mePr0EI8AV00uxmzCaV//70YnLSe7d+0BvSraaYMdxEYjUrlOfYCOoGhhGabcSjTXSqYEiJ1t6o+xgmBcxqbGliw5D4ZOzvUghBncufMvhhSBn8kwiLWWXplJ4tjvYVd1wxm88tmsAzq/bQ0Opl/JBcLp43EstJ3EwiGmZVgVPz1COi6TJsP1nNCP2zmWTfPRxTz9iwpAx+ij6jKMfJzRdPi2tbKSXeoMQArKpISvG5FH2HIcMb+874NLCbZURPX1EENhHby5cS8k8gSeFkJrWKlGJA8GmhjB8pQ/+fqkI9uYlRKtJBrM6ZxeZAzJ7QWXZTKpwTgZSHnyJFiqgYhuSlD3fz4HPrqG5wMWlEAbd8di6zxsUvkR1vC+SgAdHqp/JMGgGblWqXv5sezrHCqQUjImeNneqkDH6KAcFqEugBGeoIFseCXYqBQdcNrvzh06zccKCjnmLXoQZe/GA3P/ziWdx6Reyalh7N3mJsKgQsHJ3H1qpWttW4MKREEAoZlWbamV2eRdoALtonO6lvJsWAoAhBmvXUMPIuv8bW6lYaPUHKMm2ML0zvojDaVxhSUtXio9ETEqzLT7NSmG49oYfpwy9t4O0NB/B0Kp4zpMTr1/jJw+9w3uyRTBieH3UfoePHZ/TjGaoiBFNKMplUnEGzN4ghJelWE9Y4pRVOZVIGP0WKBNLkDfLM5ko0Q2JIONLiY0t1G1dMLelTo1/Z4mPNwUYM+YnWkKnOjVkVnD4sB1UReIMGxRnWHjX2+N1Ta7oY+84ENJ0Hn1/HA7edH3M/qhJfWCdKM7ZuKEKQc5KKnCWKlMFPkSKBfHigsb0XawjNkLgDOjtq2phS0nMxu3BUtfr4YH9jt+pTzZBohuSN3XXoMpT9UpZp56yR8ce4K+vbIr6nG5IdB+LramJWYxt8QejB0JcEdQPdkD2qmD6ZiWnwL730Ui666CIuvPBCCgoGt9BYihT9TY3L3+01zZAcafX1icGXUrL2UFNYqYHOxzNCG3O01duj/edlOjhcG77Hq6IIhpdkxbWfkBieJEwxNtAuP2Hum7UcKSVvbq/lb+/uZ2dV6IGV7bBw7bwhXDW3HMcpHOOP+Tx98MEHsVqtfP/73+eGG27g6aef7mhGfqrgD+phZQNSpIhFRhjjogjI6aO0wVqXHy2SsHs7ansaoypgZG7Pujh97TOzsUcwkFazylcunhX3vlRFYDeHwjbHzLogtGhvM9MnPWSllPzkhR3c9cw2tleG1DQNCQ3uAA++vY8rHlxDi6fvW04OFmIa/MLCQq6++mr++te/csstt7B8+XLOPfdcvvvd71JbW9sfYxww1u9r5NL7VzH2Wy8x4dsvc+aP3+C5jw732/GDmsFT7+9j4fdeYuxXn+TMO//Hv1buwRdIPXyiIaWkptWPu58e0ppu0OgOUu8K4AnoXbJS5g7N7pY3blIEk4t73rwjHM1eLaI09TFUIXCYFGaUZjInRoPv4/nqZ2YxdVRhN3E+h83MTZfM6lFqJoQ8eItJYLcIHJbQf01q3ylV/m9jFS9trsIbJvHfrxlUNnu58+ktfXKswUjMuc3hw4d5+eWXef311ykqKuKGG27gnHPOYf369dxyyy385z//6Y9x9jsrt9dyw9/WfNLUQsKBOjf/74lN7K91860Lx0XfQRxIKdGNkAciRLvn037hu3xBLvjxq+w60tJhuI42eLj972u47/ktvPHTC8jtR42awcQfVx3g1e21KELwi4vHM74oPWHH8gR0qlsCHTkorV4dh0WhMMPSETO/YHwBaw810+ILUpxu47Sh2TgtfRNWiFeJQBGCdGvPBdysFhMrfnMtj76ykT8/v476Fi9jynP41rLTOf+00b0Ycd+yq9bFM5uq2VPnxqwIdh5owhulEU1Ql6zd10RVs5fiLHs/jjQ5iHnV3X777Vx88cU89NBDZGVldbx+2mmnccYZZyRybAOGYUi+9a+Pw3Yw8gZ0/vT6Hq6aN5Ti7N5fMEHNwBfGATWrEqtJcMtfP2DboSb8x43B7dc4WOPiC797h/99f0mvj38y8+LWGkKJKpIXt9UkzOCHZhKBLgmHEvAEjC7tDMsy7ZRNToxxyU+zxiUbY0hJXlrvMlosZpUbPj2TGz49s1efTxRv7annoQ+PENSNUCc0zaDZE7uHsqLAe3sa+OzsssQPMsmIGdJ58sknueaaa7oY+2N84xvfSMSYBpz1+xvx+iPXgkvguXW9D+0EIhh7CJWgt3g0XlhzqJux7/i8bvDhjlr210TOoDiVGZHrwKIKbCaFyb3oexovAV2GzS4/1s6wP8iym0mP0exDAIXp1l61eUxW2nwaD314mEC7sQdihraOYRgSvxZn6e9JRkpLJwwNrkDUApCAZlDb0j37Ih6kjJyp0IEQzBqVF3UTRYFV26p7NYaTnV9dMoGvzB/K95aMZun4xGWWKVHqifpTEXnesBzMqojafGX2kOz+G1A/8P7+pm6vmeLM6TSpCkNyT71wDqQMflhGFqZ1NNAOh8OiMq6XnmM8xSdCCD6/cGysreL2aE41nFYTF00qYu6wxBo5s6pgMXU3swLIsPUsRt/q09hd52ZPvRuf1rPZQbrNxHljCyjKsKIIMCuhjl+KgLIsO+eNKzipvHsIZd0EjrtHFUWQHodKpsWkcEYMh+pk5dRNSI3CyII08jKtHG3wEM6mGhIumlnaq30bcdhoRQiGF0aPOxtSctogb8B+MlCUYaWq1U9Qkx25hvlpZixxlow2egI8vbmGvfWejmwe3ZDMKMvg4kkF2OKUC0izmlgwMg9vUKfFG0QIyLJbsPakdHUQUZRhxWZS8B0XmsnLsePyBDAi3Gg2s8L3PzWuI1X1VCNl8MPwdkU9580p54k39hLQjA5VPkEom+a08bm0BXScvSjgiPcyM6kKFpNCIEys0aQKpg7LYVxZVo+Pn0h217l5bN1Rqlr9lGTYuHZWCaPze5b3PdgwqYLybBsBzcCQIVG4eDNhGtwB7n/3AN5g+6JjJyO1/kgrB5u8fPPMYT0y2nazetJ58+GYNzybh9cc6fa62aQyoiyT2no3waDRkZ5pMyuoQvCDT49nyeSi/h5u0pAy+McR0Aw2VbbhtJv53JLRbN3XxKY9dbS5/eg+H/62Vp4/cIAN63bz2s8voyQ3rUf7V1UgjvTw0SXpDM1P42iDG0+nBUC7RSUnzcq/vnVijcn7mpo2P798a1/HNPtAk5dfvr2fey4YQ34vs0MGE/F69J1Zvqm6w9gfj2ZI6t1B3trbwPnjoouTxaLVG+S+1/bw7u56shwWvn7OCM6dMLhnh3azyh3nDOfXb+9H0w2ORXesJoW8TCuPXTuNPTVuPthbj18zGFeczqIJhb36nU4mUgb/OA40eToW3GwWE2mqRtWe/QSPi6vuO9LIwtuXs/lvX+hRGz9FCEyKJFqSgACyHGbe+8VFPL5yL396ZQe1zV5y0q3csGQcXzh3DJlJJhq1cm9jN31yTTd4t6KRy6aeuh5VJBo9QQ40eqNqSGqG5L39TZw3Ju+EQhBf//cmdla1oRmSFq/GD17YTprNxNwROb3eZzIwvSyT31wynpe21bK1ug2bSeXcMbnMH5GD1aQwfWgW04dmDfQwk4qUwT+OgGZ0idu/tnJ7N2MPoU5NDa1enn9/L1ecHWuBtSs2s8AblGEXcAXgsITCAk6bmRuXjufGpeN7eBb9jzugcfw6ty7B1U/piYONIy0+TIroEsYJh2ZIWv0a2b2UYjjY4GFvjavLcXxBg8c+PJTUBl9KyeFmH7vr3JgUmFCUTkFa9wXZwnQr159WPgAjHJykDP5xZNjMHYF2t8dPcxSxKZc3yDPv7uqxwRcipCmiSwhosuMBYzGJLtW2g4m5Q7P48EAz/k5W36IKRmTb+OlTm9hT1cb8cQVcfeZw0uIwXnUtPjYeaGRcaSbleSffOkDcgQV5Yv24/ZoRNsU4nPRAsiCl5NWddeypdxM0Qg1ONlW1cfqwbBJXM31qkDL4x1GeZcOiKgR1PWyGzvH0NjVSCIFJgMky+Ix7OCYWpbNkXB6v7KjHpAqCumROaTrX/eYd/EGDoG7wzvYaHnpzD2/+6DzSoxj9PVWtLLp7BRDquPTkt89h3rjBHXM+niHZ9pjePYQWG3ua4tmZ0QVOsp0W/C2+jgwxm1nh8l5mmfUHh5t9HcYe6FjQ/uBAEwtOrnKCfufUXsEIgxCCRaPzMCkCp8NCelpkvZo0u5mL543qx9ElN5dPLeb+S8Zz+9nD+d0l43n1gwO4fBrB9tiVN6BT3ezjkbf3Rt3Pw2/uweUN0uYN4gno3Pffrf0x/H4lw2ZibL4zaoGWWRGcNTLnhFQkhRA8+LlpjC1KRxUhY//5eUNYOqmw1/tMNLvrXB3GvjMCqAukTNaJkPLwwzC2IA3dkKzYXceSs8bz7Msbu8XxFUWQZrdw2YKehXNOdjJspg6PdP2+hm7v+4I6b2+t4RsXRF6XyE+3YjEr+IMGJlVQkBGfSJyUkp01Lqrb/KRZTEwty8CSgFaCfcUV04r4zTsHcPm7r3+YlVC651l9EGcvz3Hw+A2z8QZ0zCaBSUne7wRCaqLhipgFKQ/1REkZ/AhMKEpnTL6TXWPyyTTBo//biElVMAyJogjK8tN4/iefiagVngIKM20cqHN3eU1VBMMLo6ey3rR0HKt21PDBzlrGl2Xxk6tmxDzWukPN/HblPtraRYoEAolk2YxSls0sScp1kXSridvPGsYrO+tZd6QFRQiklJgUwYKROSwcldunBUJ2y+DIzx9fmM6m9qyizkig0HpqauD0FQm1Vvfccw+bNm1CCMFdd93FlClTum1z3333sXHjRh577LFEDqVXmFSFiUXp/O6GBfzsmtN4ee0+Wt1+Jo/IZ+644qQ0In3FsSwJb0BnaI4dWy+Kee749ES+/dh6vJ0ydeaPL+TmCyZyoN5Huk0lx2nq9j06rCaeu/PcuI+zoyHIP97dHVYQ64n1R2n2BvnqmcN6PP7+IM1q4rNTi7h4YgGNniCKArkOyylbCQqhzJvTh2bxwYFmhKDD279gXD5aff/1ozgZSZjBX7t2LQcPHmT58uVUVFRw1113sXz58i7b7N27l48++gizuW+6/ySSdIeFK88+cQ38wcDmo638+s0KGj1BVEWgG5JLphTxxdPKe2SIrjhjGJph8Ivnt1Hb4mPmiBx+8fnZCCGQQJtPx2ZWOmSEe4MhJY/v8OLXwi+A+jSDl7bV8OnJRZRmJW//AItJoSgjtg5MMuPya7y1p4FVFU0EdINReQ4unFjAiFxHj/c1Z0g24wrS2d/oQVUEo3Id2MwqO+oTMPBTiIQZ/A8//JBFixYBMHLkSFpaWnC5XKSlfTKdv/fee7ntttv4wx/+kKhhpOghFfVu7vrfzm7e8vObq/FrOjcvGN6j/V195giuPnMEEKpxqGz+RD9eQlSRunjYdLS1m4jW8RhS8r+t1dw0f9gJHStFZKpafdz9yh78mtHxe9S5A6w73MIV04q5cGIBO2tdbDzaSmmmjTOGZ8dcjM6wmZiaQHnrU5GErYHU19eTnf1JDlVOTg51dZ90uH/22WeZM2cOpaXJmx52KvLo6iNh9Xv8msFL22pp9fa+H6hZFXReL9QNgw0VdQR6qA7ZmcpO6YaR0Aw40Niz5t0p4kdKyS/e3IfLr3d5+EoZ6hnw5MYq3tvXyJMbq9lW4+btvY2srGgcwBH3HXWuAPsbPTQNkj65/bbi2LnPZ3NzM88++yz/+Mc/qKmpifq5HTt29Op4Pp+v158drPTFOX98uCViub+QkpfWbGdaYe9lHaRQ2NlkodUveXLVXjbuq8esKjzwudGMLuz51L+pNhBfxye/+6S6HpLp+j7YZtDkDka8bgK65PmNR3A6bIAgaEi2Ha6nONjzntjJct41XljdoODWQl6zAWSZ4fR8g+w+Vj3py3NOmMEvKCigvv6TgFttbS35+SERqNWrV9PY2Mg111xDIBDg0KFD3HPPPdx1113d9jN+fO9kBXbs2NHrzw5W+uKczas+wq+H97gDBvx7px81I5/PTu/dovVT7+/nm39fg6dLFxiD7zx1gO0PXIrSw8XK8hEa/965Luo2drPC5bNHMr4H+vi6IWlsb5eX04NF1F2VrTzw6m4+3t9IQaaNG88dxfnT+n6BP5mu74pttehURt2mTVPIUBUMXWJWBXNGFjJ+SFaPj5UM511R7+HtdUc7agWO3S0NAXit2sRN84ZQlN536zG9Oef169eHfT1hBv+MM87ggQceYNmyZWzbto2CgoKO+P3SpUtZunQpAEeOHOG73/1uWGOfov+ZPyqH13fUdcsLP4ZPM3hs7RHafBpfmjck5v40XeIJSswK2C0Kf3t993HGPoTLF+SjvfXMHdMzZcg0q4nTiy2srdHCt62TEsUwGNWDDkf76t1sq3Z1mTlMLklnaE70GciavfV87g8f4g/qGBIONXjYfmQ96/YN44eXTY77+IMNiypQhECPIgVnNSl8eU4ZO2vdFGVYmRAmNVfKkLhbkzuIYYDTqpCXbsWkJk/GkpSSZ7dUhy0Mg9Bs5sVttXw5SfV9EhbDnzFjBhMnTmTZsmX87Gc/4+677+bZZ5/l9ddfT9QhU/QB184uw2FRo1aA+jSDZzdV0RqpMW+XbWV7LDd0s7R5wzeZFkLg8vUuDvqZ0TZmD8nCZlK6GGktqOFx+3j/na1MvOnfPL5yD1qMlmNVLT62VbWhGxKt07/NR1upbYvc1lJKyR3/2oA3oHdZU/AEdB59Zz8H690RPzvYmV6WGfV9syKYNzyLkkwbC0fnhjX2voDO5kNtVNR4qG8LUtXq4/2DTbywtZqK2uT57ipb/TH7FR9s9uGK2cd0YEhoDP+OO+7o8ve4cd3TGsvKypIyB78vONrs49UdtRxq8uGwqJw5Moc5QzOTutKxIN3KH6+YzG/e2sfGo60Rt1MVwUcHmzl3bPRWcRYVvAYckyH/9Jwh7KvZ1q1Bu6YbzBndO913VRH8YOlodtW6+fn/trKn1kXAH+TowToCugpmBzpw6yPr+NFTW/jDDXNZMi18ssCOGlfY2Y0uYWeNi4IIU/XqFh+VURaG39hSzZfOGdmb00t68tMszCjLZMORlrAZUyZVsGRs5N9W0w12VLq7FFpVeXwdf2+oaiHLYSY3CfoqtPq09vBc5NmMSRG4/DppSViUmbyWZxCjGQa/fXsftz67jZe21bLxaCsf7G/i9+/s5/rHN3OgwTPQQ4xKcaaNL80bgt0c+fKQkg6NnGhYTAqZdgWnVUEIwVeXjqckx9FR9SlEqAL0/66ZGVVQLRZCCMYVpvH+O1vYsGoLOz7eS8AwIVQVoSgIRUEiaHIH+PKfPmD17rqw+4nmmUWb0URNMRQnpng5GPja/CFMK83ArIoOaQSbSSHLZuKHS0aR7Yj829a2BtCPEyHs/Kch4UiDr0vix0CRYTPFHIduSNJOoLYkkSTfIygBBDWD+1bs5u2d9djMCt9YNIpFCez488dVB/lgf1M3b8cbNPAGDb774i5+f9kE8sPoeycLw3LsUdVCDSmZVNJzsdosp4V3/+9CHlu5l1c3HKEwy86Ni8cyu5fe/fE0tMtZm53phNUFJiTi9tOnNvHS9xZ1e8+sKuHXAoje1aow08aQPCd7qtu6vynhvCnFcYx+8GJRFW47ezjVrX7WHW4hoBsMy7EzrSQj5kJ8XWug27VWaLdS7fF1/L9myC6d3waKkgwrTotKwBv54T8k25aU3j2cIh7+95/bxjPrK6lq8bG/3sNdz2xl1e7ElOzVtPlZVdHYRRf+ePxBnWc3VSfk+H2FzaxyyZSisP1UzapgamkGZVnxL4R2Jt1u5mvnj+e/dy3mb1+b32fGHmB4USierFqtUTNj1lU0hF08HpHrCLt+oQoYGaNi9L5rp+OwqF0yeuwWla8sGkVZL6pNByNFGVY+NbGAS6cUMaMsM66sq3Ay0Q6ziRGZaYzITMNhNiE48SK9vkAIwaVTijBHOC+LKrgoidtHnvQGP6gZrNha08Vr8wUNHvvgUEKO9/rOupg6+rqEN3c3dGsJmGx84bRyzh2Ti1kVWE0KFjX0b1JxOt9fOmaghxeW/3fVXBxxeFeKEATDePKj853kOrumYaqKID/NyvC86EZ7xvAcVtx1DlfOG8KY4nQWjM/nLzfM4TufntDzEzmFiCcLRxKafUkp8fmDAxreGZnr4AtzSilIs2BWBDaTgkkRlGfZuOn0IRT2YUpmX5Oc844+JNJl0dvGJbE42uKPq7GFbki8weRc2DmGqghuWziSz80pY+2BZjRDMq0sI2Z64kByxVlj2bKvjgffPghq5O82N91KRpi4sqII5g3Ppt4doLLFhwBKs+zkOMxx5dIPL0jjl1dPP5FT6BMCmsHRVh+6ISlIs4Q6uSUpBekWjjb7YzhKktt+9RzLX9uIZkgynTZuuvw07rj2LBy2/l/MHZ7j4NYFw6h3BXAFdJwWhVZ3ALc3QNBpxpykstzJa236CItJ4fSRuXy0PyToBO0df2YlRtIhLU4JWkPKsOGSZCQ/zcqFSdwwozNCCH52/ZmUFufxk6c3hw0DOCwqt35qfEQDLkTIo0/mNZZISBnqDLWpqrUjNKUbUJppZcnYAuy9UD1NNPkZVqpbAmgRLb7k//78Eq+9v71jVtzU5uX+x1fx8vs7efsvN2G39vyBJqXk3b0NNHqCnDs2r1cPxQybiX+8vZeH367oSGIwKQpfPHsEt14wDmuSfd+Dw+KcIPddOZlzxuXjtKrkOM3csWQMSycXJeRYM0pDnYViMaEoLWm9gIGg0RPSJKlq9ffJdP2mpeP44jmjsHeKqSsiZOwvml3Ol84d3e0zhpQ0uoJUNftpcAUTNgtMJCv3NbCpqhXNkAT00D9dSo60+HhqUyWakXx68iZVML40DatJdFk/UUTo3/OvrWPFe9u7hUB9AY1dB+v405Mf9Oq4D68+zL2v7+XPqw7y1f9s6XGINaAZXPHbVTz42m5aPEE8fh2PX6fVG+Qvb+zh8vtXhdWlGkhOeg8fQvrqv7oy8ZWODa1erv3JC4yYPgar3YISId/ealK4YnpJwsczGDjU5OW13fUdUsxSSsyqwpnDs5lemtFrSQIhBPd8biZXzB/Ow2/uoaK6jaH5aXxx4Shmjczttt8Wr8aeajdShtIAlfZUylFFDrKipBQmEy6/xvbqtrB1BIYEd0BnT52b8YXJ1wrcZlaYXJ5Oq1en2RNENyROq4qh+fnjf96N+PD1+TX+9PSH3H7tWT0+5of7GvG114PUufw0e4PkOuMPD/3znX1sOdTcsY8u4woabD/cwj9WVvCVRd2di4HilDD4/cUfXthIfYuXxve3MWfBZExmE+pxXrzVpHDl9GKmliZO9tUb0Klq8dPi0ZBIMmwmirOsOJNsvaCiwcMzm6s71jyO/Teg67y5p4Fmb5CFo6MXdsVi2rAcfv+luVG38QUNdle5u1TIHvv/PdUeJpWlDYpuUXsbolekBg3Jluq2EzL4Ukre/XgfVfWtTBldzIQRfTdTFkKQ6TCR6fjkOv14Zz1Ws4o/EDkNsrbR1avjnTkyh6MtPqSEgjQLWT2sA/nzG3u6NPc5Hm9Q58+v7+HGc0clTbOk5LIAg5wPtlfhD+oQ1PngrY2UDy9iyIhiLFYTihBMK83g8mnFTCxOnIdV2+rnQL23i/GqdwVpdAcpybJSltO7VMq+Rjckz2+tibjAHTQk6460MqEojUNNPj440Iw7oFOSYWXhqFyG9uF5VDf7I0osGxKqmv2MKEjehepjBDQjogbSMSLVGMSDrhtcescjvL9xP0KArkt++rWl3Hzl/F7vMxYFOWkEgtHz77PSY18LUkr8WiiX/9hXcNHkYqaVZXG42cvZo3vWTtIb0Klu9sXcrqHNj9uvkZYki+Ypg9+HzB5TyOrtlQQ0g2BAY9+uI9QerOEPtyzkigVjEv6U14S5m7E/hiGhstmPw2oixznwF9/uOnfsikUpWb6hmkZPsEOsak+9hwONXi6dUthnzTFaohTRALTGeB9Cs5NdtS7qPUFsqsL4wrSOZu79RbbDglkVEfPVBZDfg5DF8Tz6v494b8M+PJ00j37wp1e48MwJDCs58Wbr4SgryGTy6GI+2ha+taHVbOLLl8yOug8pJc1evdv3ohlQnGlnaI4DZw9ncKGHQ+yYvyFBTSIpleQZyUnANy6ZTlaaFVv7xeOwmhhRnMln5vXPlM6vOKM2AzEkHEmSRiBVrf6YnaqkhLaA1k2ZMGhInt9aG1MILV5iOXaxfrudtS5+8fY+nttaw1t7Glixu57frjrQJVzVH4zIcaBEEXFQFcH00uhCZ9HYvKeqi7EHMJtN7D4YXqair/jDdy7Bae/+oDKbVIpy0/jmVWdG/Xybr7ux70xAl7gDPbuWLCaFSeVZMbcbV5qRVOHAlMHvQwqzHXz84Oe488rZXHbmaH7+pfmsvO8KLP2UmqUpsXu2egNGvxqhSMQ7e442CTjQFHtKHQ956eZIKgwIAfnpkWdE+xs9PLmpuqO1n4QOhc1tNS6e3dJ/FdWqIrhwfEGHlk1nTIpgeknGCRUFjSjLxWbpOmsJBnXKi7J6vc94mDK6mJV/vYmzZ47AbFJw2i3YrCauWDyF9//x9aghHcOQ+CL0O+6MJ2D0ODvsmxeMi2rM7RaVm5eMi1mI2Z+kQjp9TG6Gnf+3bM4J7WN/rYujTV6G5DkZ0tcl+eJY97GBXUQalmPnoyMtMcvlo6XK6X2UYljQngceCGMYTIqgIEpz8Vd31kd8gGqGZGetmwZ3oEfZHydCWZadZdNKWHekhX0NoYXofKeF2eVZDDvBgrkbPnMa/3xxHfuPNuDza9isJr746TmMH574Go1JI4t45YEvs2bdRgqKh1CYmxZXwVWk5vbHIwh5+lZT/PfF+dNK+MJZI3jknX3dFm/tFpVlZwzn/OmlaAYkSzp+yuAnEYcbPHz14XXsqW7DrCoEdIOpQ7L4wxdmUpgZ23tXpI4hov+kigipGQ40Q7PtOMwqLXo0BcrIn9cNyZDsvlm4VRXBpNI09td5afZqCEIzi0yHieH59oil/60+jTp3eH3/YxhSsqmyjYWjc/tkrPGQ47Bw3ph8oO80igDsNjPvPfx1lr+2ker6NqaOLWHpvO6S5wCHm738b2stNrPKZVMKyTwBJdTOZDitDC+Nf71AxhFnD21HzN7I4fj+pZM5fWwhf3l9Nx/vbwBCmWE3LR7DmeNDD0JdwsCvmoVIGfwkwe3X+Mz979HQFsoYOZbbu35/I5f99n3e/v45MQu1rIYLv5oV8cIVAgozLEmRIiaE4Iqpxfxz/VECmtHttjQpgqVj83hrbyMN7kCX7BOzKjhjWHafVo2aTQpjip1ouiSgG1hUgSnG9+0J6qhCoEUxKoYEV5SUwsGGzWrmuouiL5K2+TR+smIv3qCBKmBbdRu//vS4Abnu4j2mIP4wY2ckMH9cAfPHJa9gWmdSBj9JeH7dEdw+rZux1g1odPl5bXM1F8Yo1jIbXkzWXFx+vVvcUBCqASjNjj1T6C2aYfDurgb+veYwR5tDTV8umFzIpTNKyA4T0shPs/DluWW8v7+JrdUupAz5Y0Oz7Zw5IoeyTBuj8528tL2OzVVtSCmxmVXOGZXD6UOzEnIOJlVgUuN7kGRYTVHkANr3p4h+C+cMJLohcftDi6NN3iAWVcEbDKWJ1rsCeIMGjgFYvLSaBGEEq8Ni6UUrxXg+MfDu1SekDH6S8Pa22oh6326/zqqddTENvgDGlaRxuMFHTas/dKGJkJeZl2ZmaK6jR7nGPaHFG+TGf27gaLOvSzzz7+8d5JEPDnHfFZOZM7x7E/FMm5kLxhewdGw+Pt3AonT1rO1mlcunFvGZyYUEdAOrSYnebKQfcVhURuTY2VvviRo4mNaLvgGDCb9mUN/2yTzHZjLxjfnDeeC9/bT5NbId5qjNdBKJIgR2s8AbjP5gdliUXs1AhAhJZ0dbikomyayUwU8SHFE65Cgi+vtdtxUMzbNTnmPDEwi1lT5eo72vkVJyy783caDBg3bclX+s0OdbyzfzxI2zKY+wcKgoAocS+RxVRWCP8v5AccG4fP68+nDYsJRZEZw1Mgen5eS9zaSUNLi6B7WcFpXPzypj/ZFmrpxeHLcxlVIS0EMzWwgZS7Maf2gmHGlWFUPqERdw7WaBw9J7q2xSwNDDZ+WrApJJMiuJhjLwhC42A7/W8xStE+WyOeURp7xWs8rFM8vi2o+UkgZ3gMNNPoLtrdYSaewBth5tpaLO3c3YdyagGfzzw8T0IBhIcp0WbpxbTnmWDZNyrG+AwGlROX9cPgtGJKYgKRLv7W/k3rcq+OXKCjZXRe5J3FdoRvjUWSEEpZl2vnrGkLhDWlJKfMFPjP2x/fuCnND9KIQgw6bS6g9Q2epFNySKCIV7sh0m0m2mE3qgCBHq3WxWQrPsY+sBFjV5snOOcfK6Hj3AkJI9dS42V7fhCoSyNCyqwsTCdCYUpveLquWZY/OZOSKHjyoa8XUqJbdbVBZNLGRqHDFrKeGjgy20eDWklAggN83C9PLei5DFw3MbqvDFKNnXJby8pYbvXRg+q2MwE1qLKKfJG6TRE8SqKpRkWvs99HS0xccHB5rQpUTX4ZWddQzLdvR7xW9v0SJ4yZLQ9dODjMluCCHYXNXKoWYf+U4L18zoW3n0Y6GdZPLmw5Hkw0s8hpS8vruONYebafNrHWqJPs1gY2UL/91efUL6I/GiKIJ/fGUO31w6mvwMK6oiKM6y8f8uGsfvr5sR1z7cWGlpVxo0ZOgmaXAFqGuLnjp4otS1xWpeEcIXNJK+y9eJkG03MzLXQVmWbUDWGVp8wS4FZIpIfIaQSYmc3WIzix45GtHi4H1RcnHWiFwmFqax6AQF+QYzg+PRn0A2VrZQ3eZHD2OxdAltfo139zWweEzf5jSHw6wqfG3xaL62OCSn6g7orDvcwovba3FaTcwsy4iq6OeVZo5f9tUlNLiDUYuHTpT8dCvxKIvYzErCw0snKw3uADazEnU9YEiWvd3AhkIWNpN6Qto58SCEICfN1GXRFkIPgSxHz8yLIiLnwvfFVZPrtPTLfZzMnNIG3zAk22vawhr7jm0kVLZ6cQe0flt8MwzJ8o1VvL23ESFCFYBmRfCfDVXMKs/g+jllYcNMZvRuN02o6UdiJ3KXTC/mtW01eMPogh9DFXD+IOmalWwYhuT5bdXkOS1cPDGyHHGa1cQXZpXy6s56dEMyvTSjXx6wVpNCUaYZt1/vqCp1WtUez3JMKkSaTJuSLBY+WDmlDX69JxBXKEIIwZEWH2Pz0xI/KODhj47w0aGWLqJhx/5//ZFWmr0H+PY5w3H59FC8nlAmTrrw4VHSMNrnxoJQXnlJVuJy7wEml2YwPM/J7hpXRJkBi0nh86cPSeg4TlYURTB/WDbpMSR239/fxLNbajrkKtYfacOkCj4zqZAzR3RPie1LVEWQYT8xc6IIgUUNZel0xmo6sSydFJ9wSht8zZARRbM6Y0jZb4Jjh5u9fHSoJaKSZFCX7G/0sqPaTZrF1DGNdvt1bBk5zCvIpqLeQ6tXI9thYkSeM+GLzkIIHrh6Kjf+cwOVzd4unv6xvPnfXDmp73WBwuAPaDz03Gp+95/3OFLTgs1i4uKzJ3LnFxYydtjgqIYMx9iC6Ln8r+2q57/bartfNxos31iFy69x/vjEhjP8msGRZi9B3SA/zRp34/fOmFSBqsiOWaoiBqexD+pGR7W83aImhZwJnOIGP91qIh6FXVUIMvqpW9TruxpiPlz8mkGrr2uISQKqNdSZadIAFPpkOcw8fsMs3t1dz+Orj1DV4sNuVrhgShGXzigh5wRjya1uP2t3VKIbkikjCyjO7T7b8vmDLPn639iypwqvPyTj6/UHeer1Tfz3nW28cP/1zJ82/ITGkYy0+rSQXHSE6yagS17cXsfpw7K6rQEdqm7iT8tX8Z9XN+DxBigtyOTrVy3gqvNnxCVOdozKFh+rDzQCAkNKFMVFvtPCGSNyehzaEULE1Rc6WWn2BHH7P6nLaPHqZNlV0pIgW2rgRzCApFtN5DjMMQWwFCEojUO8rC841BS+gcnxuMNW5Q5sBoxZVTh3fAHnju87T9rrD3LHn97i329ux2IKJTr7AzrnTB/Kg99aQlHOJ4b/F4+8xeY9lfj8XTNTdEPi8QX57Hf+ycGXvofFfHJd9u/ua4y5qCmBdysa+XSndZS31+7h8jv+gabpBLTQ9bTzQC3fuf+/3P+vlbz90NfJz/7k+5VS8v6mg/z2iVVs2FWJxaTy6QUT+PJn5rKl0d+eZRO6BnVDUufys7vWxbgk7KGbKPya0cXYH6PZq2NLAk//lE/LnDskO+rClqoI5g7J6rc0u0jKjMfz8dGWLje5ADR3cyKGNGAENZ3zv7Ocf7+5HV9Ao9UToNUdwB/UeWP9Aebd/Bh1zR4ANE3nz8982M3Yd0bTDV54Z1t/Db/f2N/o7dYk5ng0Q7KvU/Obo7UtfPbb/8DjC3QY+2N4fAEOVTXx2dv/0fGalJKv//J5Lr79EV5+fyeVda0cqGriz8+sZs51v2fd5v3djqlLqKj3nODZDS6OVbeHw9fDJiuJ4KQz+Iebvby3v4ltTZI6V+z884I0K4tG5WNWBeZOht+kCFQhmFuexai8/lmsBZhZlhlTxEkRUJRupTDDgs0ssJoEOU4TmjfxlZX9yVMrd7J1fz2+MLnkmm5Q3+Lh3n9/CEB1owt/lIbSAC6Pn4+2hm+VN5gxx+kkBDRJiycU6vrr0++jRakvCWo6W/ZWsnl3JQB/fno1/3ltEx5fsEuiQ0DT8fk1/vjwa1TXNnfbj9ZHPQsGDVGeu/FKNSeSk2ZuW9nq4+9rjlLfHp6RBrxbU8HwHDtfmlsWtdqwNNPG1dPKONDk4WhLKKRSkGZhVF4aln4unTtzRDbPb62Juo1JESwem4fNrFBkTlx+/UBz/1Mf4T6upV5ngprBo69u4boFRVhMasyGKEKAPQniqH3NjNJMtlW7oxYImhXBmDwnNa1B7BaV/6zYgD8YvSjLH9D478otTBpVxC/+ubJbe8PO6LrOq29t4gvLzuryekHayXt9hsNuUUPds8K9lwQ6CyeFh1/b5udXbx+gsr1PakCXBGUolXFvg4d739oXIeb9CaoiGJnrZMGIPM4emceEwox+N/YQyqX+2hlDInr5FlWwbHoxxQkspEoWDta0xNxGNySt7iAFOWkMj9FI224186kzJ/bV8E6IgGZQ2xrgQL2X/XVejjb5cfv1XmnGzChL7zI7DYeiCEbnOZGEmrJ7oxjvY+iGpMXlY9fBelze6LNlXZes21jR5TWTIphU3DeN5gcLVpPAblG6hVszbGrc4dpEklCLds8993DllVeybNkyNm/e3OW91atXc8UVV7Bs2TK++93vYpzA1O/pzTURvRtDQptf5609Db3ef38ztSSD7547ksnF6SFBLlWgKoLReQ6+uWAY54zqv+5JA4k9jkI3XTewtyuJ3v2V83BEyFU3mxTGDStg1oT4ROgSSYsnyJFGP20+Hd2go+FNTWuAo01+jB4afZOi8M0FQ7GZlG7ZLSERL8Hlk4q6LBgOi/FwBHDYzIwZmo8vEIyrgEsaBk6LikVVKMuysWhMPukn4YwqGkKEBNny0sw4rQpmFfY1uTjS4o394X4gYb/G2rVrOXjwIMuXL6eiooK77rqL5cuXd7z/wx/+kH/+858UFRVxyy23sGrVKs4666woewyPy6+xo9YdNTqmGZKVFU1cNHHw5GEPy7HzrbOG4Q3qtPl1HGaFtH5KDU0Wrlw4nj//dwPBKKGK2eOKcbR/L585ZzIVhxv4v7+/gSElgXYRujSHhfLCLJ7/zRcHPKfb7dfDyglDSPwuoElqWgIUZ/VsBjc0287dS0by+q4GPjjQjE8zsKqC8QXpzC7LIKP9QSiADLuJW65ewE0/exJ3FM/dkJIrlkwPjSsYfYYMMGF4ARdMSFVTCyGwmgVWs8LGoy3UtAWobQswoWjgs5USZkE+/PBDFi1aBMDIkSNpaWnB5XKRlhZaAH322Wc7/j8nJ4empqZeHafRE8SkiJi5696gTlA3+kX5si+xm9WkiP0NBDd/ZiYPv7w5osG3W0388Lr5gLvjtTs+fzafXTyFvz67mo27KslKt3PthTNZPHcMahL89o3uYFTnRALegNGrazXXYWHZ9GKWTS/u6B5W2eTHEzAQIrTvwnQzFpPCxedM5v7HVrKtogp/GGPusJn57vWLyUwL9Q2+cP44nl+5LaL4ndNu4darzuzReE8FRuY6afIEKemntO5YJMzg19fXM3HiJ/HSnJwc6urqOoz8sf/W1tby/vvv881vfjPsfnbs2BH1OE1+iRbb+QBgz66dCCGQElwaBAxBhlkyQM14+hyfzxfz+xps/O7GWXzzLx9hSNnRSctiUhACvnPpRAqs7rDn/bmFw/ncwmNFVpLdu3f188jDoKiYs0oRIvoFZ0jJvsPVGN7Iaxg9+q2FCooKepDKRkll+8u/u/Ucvvunt/loRxWGlAQ1A7vVhCElN3x6GhfMKeo4xo0XjOHtj/bS4vZ3M/o2i8q0UXmMzhcJv/4G4zVeBBgNsKOXUeW+POd+ixGEW4xqaGjgpptu4u677yY7O7zWx/jx42Pu98XKPTR5o2ccTChMY8KEIUgpeXZLDbvq3KhCIARcN6uUwvTBvwi6Y8eOmN/XYGP8eLjonNn8+41tvPD+HoKawVlTy/nyp6Z1VNsOlvP2Bw0qm/0xC+uEEOTk5JGfEbml5Y4dO7BkFPLrJz7gqbe24/UHKcxJ4+bL5vCVi2eSZo+vSvb1h6ay/2gDL6zcQqvLx7CSHC49dyppjq73w3hgzT9Hceuv/8sbH+3FZjGFZhESvnLZXO7+8iJM/aBwNlh+676kN+e8fv36sK8nzOAXFBRQX1/f8XdtbS35+Z9oebhcLm644QZuvfVW5s+f3+vjCCG4cEI+T26sjqg/Y1EFF4wPaWBvrmpjd50bzZAci6Qu31TFLfOH9XoMA8HKHXX85PntmFWFe6+YxPRhiRXHGkgynFZuungGN10cX1+AZEVVRFxifce2jcamfQ18/Y//wxfQOjzuqgYXP3vkXR59eSPv/PELZKfb4zrW8NJcbr3m7JjblRVk8vQvr6W2ycXO/bWYzSozxpZiPYlbOJ5sJCyYccYZZ7BixQoAtm3bRkFBQUcYB+Dee+/luuuuY8GCBSd8rHlDs1gwIhuzKrqkQ6kilH985bQiRrQLd9W4At2qEo91iEo2XH6NvbVu9ta5cXeqIG32BPjGYxs43OhlX52b6x9af1I3FjlZMKkCcxxtmwSQbo/sLfsDGrf86QPcvmC3390X0DhY08I37n/lRIcbkYLsNBbMGMHpk4emjP0gI2G/1owZM5g4cSLLli1DCMHdd9/Ns88+S3p6OvPnz+f555/n4MGDPP300wB86lOf4sorr+zVsYQQXDaliFnlmbyxu4F9jV60YJAZ5dmcMzqXgrRPprd5DjNmRXQx+mlWdcCzN46nxRvk40MtHdP/w41eZg7NIsNmoskdpPOjzRvUu7RFTJG85DrNVLcEIi7cCsBuUaIu2D6/alfUIrNAUOfF93dT3+IhLzPk6AQ0g48Ot7CpshXDgJF5Ds4ckX3KZX6d6iT0177jjju6/D1u3Cf9TLdu3drnxxuaHaqqhWNxr+Ju20wryWBHrYtDzT4UEUqFu3xK5KYSPWXtwSZa/RoLR+edkP7O3lp3l1ivIUOvzRiSyZBcB6OLnOytCWWnzBudizN14w4KHFaV3DRT2NRMIcCqCgozo8ff3914AI8/+gPeajGxcXc1i2aPYGtVG396/xASOupVtlS38fyWGi6dUsiScad2F6hTiVPOSiiK4OrpJRxp8eELGpRkWvu0k9XRFh+eoE5Ql1hPoOtyMMx6RLBdy1lVBP/+6lze2l6HWRWcM2Hw1BekgEyHGbtFpcWj4Q7oSBnKPMpymHBYlJizTSVOxUVFEeytd/OH9w52W986dn09t6UGi6pwzuhTo5jvVOeUM/gQCgGVZ8W3oNVTzh9fgGZIrKYTWx7JT7fgbfR2aQSR3ymTyGpWOX9q381MUvQvFpNCfoaF3vjW580Zyb9f24InijJoUNOZNa6E339wOGIyA4S08p/aVM2ZI7IxJUGdQorEckoa/HBUt/p4b28jc4dnU57d+4eBrY+KpIbnOQjqBpUtfgBKMm0Mz+27h5SUkj31HtYebsEfNBid72B2eeYpW+Q1mDj/tNE4rGpEg2+zmLjy3EkEpOBwky+ufW6sbGNWeWZfDjNFEpIy+O3cvHwLLd4gD68+xH9vmjvwjQqEYFxROmMLQ5lNfbmorBuSv689wv5Gb4f3t7fBw2u7G7h53pCkEWaTUnaEHsyqSLqF9YHCpCr86RvzufF37+MLBPF1EgZ02sxMHJ7PfV8/j4MtfkyqiKmVH9SNDpXZFCc3KYPfjq897i4w2lM0e2Zcdh9p4sl395LptHD9kgk4YzScjpdEGLm3KxrZ19C1aUZAl6BL/rbmCN9fNKLfGr6EQ0pJi1en1auHfgYZWtDMdiRHm7hkYFRJJpsevYm/vrCef766iTZPgCGFGdx6xWlcdvYELGYVqzsYV96/oogBUYYd7NS0+vj36sO8t6cBh0Xl0pklXDilONSZLUlJ3T3t/OaySby4pZpF4/J7rGGy+0gTZ3zrGTz+IBaTyuNv7+b9+y5LCu2WcLy7rymi1+cN6uxr8DIqL/ENxyPR5NZwHWsT1z5MKaHRHeom1BsFxpqGNppaPQwpzu5Rr9ZkpiDbyfe/sIDvfyF8LcvQbDtxTVQlTBmAPsiDmR1VrVz/9/UEdKNjFrq7uo0n1hzhkS/NwmFJztBoyuC3M7YwjbGFo3r12Wfer8Ab0NplbnX2HG1m99Fmxg+JLUHb3xhSRu0NIIF6d2DADL5uSNr84XPMJdDk0XtUN7HrQA1f/elyPt55BLNJxTAMvnjJadxzy0UnXW/b41EVwXlj83h5R13EhVtVgTEFTvJOsMn8qYSUktv/s6XbfeQNGuyrc/Hwu/v5+qLe2ZJEk5wu6CAjy2nF3GkapxuSjCS9gRQhsEdRi1MEZNm7hqOklAQ0A5dfxxMweqzX3hM8ASNmMM2vxXf8IzXNnPXF37N6y0H8AQ2Xx4/HF+Th51Zz9Z2PnvhgBwEXTihgXIEzbEMdsyrIdVj4yunlAzCywcvO6jYaXP6w7wU0yVPrjsa1n477ymfQ1v7PF0zs/ZUy+H3AFxaPZ9KwXBxWE1azyp1XzqA0t//64PaUeUOzIi5KmxSFMfldvfs2v06jR8flN2j16dS7NIwESTlIGbUtaMc28fCbf76FxxfoJpvh9Qd5a81utu6tjPDJkwdVEdxy5jCumVlCYZoFRYReS7OqXDShgLuXjEpV2/aQRlcQVYlsOtt80YUcIWTsfUGJX+t6vQd1cPtlwu6v1C/dB9itJt755aVUVLWQ7rBQlD1w8e94WDwml931Hmra/B1TfVUBVQi+OLu0y4KtZkg8ga4XnyHBHdAT0s3IahbH1mnDEipSii+c8/zbmwlG0M4OajqvrNrOpFGRFSlPFhRFcOaIHM4ckYNfM9ANid0cu8ArRXhGFjgJ6JGlLcpzYqdP6wZE6euDNyhxWvv+90kZ/D5CUQSjS7MGehhxYVYVvn7GEDZXtrH6UKg70th8J2cMy+oWztF0GdYAx2gR3GusJgWzKiLGnJ1WJa52exB9JiCRCZ06JysnWhB4MuMJ6OxrcFPvCmBWFYbl2CnOtHXLWCvKtDFneDZr9jV2q4i3mxVuPHtEzGMFYoQlDRlab+vrbLmUwT9FMSmCGWUZzCiL3mTapIqw3na4JIS3t1bx2xe3s2FfI6oiOGdyEbd9aiKTh/ZMurkgw0xNaxBNlx3HFoDNrJDrNLGjspU/vb2PvTUuxhWns3SYIJxa+IULJvLoC2vQwnhjVrOJ8+adWrrqKSJT2+bnwwNNSCk7qtvr3QEy69ycOTK3m5Nx7+WTuOmfG6iodRPQ9Y4Qz9WnDeGCybHbPMYTsTEk8WVZ9YCUwU9yQp2ejI6FSlUJeRH9VYhkUgQOi8Ab+MT4KgKcx1n8nz29ib+s2IWnk+v/v48O89rGSh748lw+M3do3MdUFUFxphm/JvEFjQ4FSYtJYfPhFr70j3X4g6G0zaPNXlbtEgwd1sa44q6phd++7lyefPVj2jxdF9hsVhOnTx3O9HED39A8xcCj6QarDzR1k5rWDUmzN8i2qlamlHatQs6wm3n8xtlsPtzCugPN2CwK544voCjOVoZCxF6LSsRcLDW/S2I0XdLk1vEGZfsUL7So0+ozQnnq/RSSyLCZQkVPVoVMm0p+mqmLgNf7O2u7GXsIjdcb0Pn6Q2uobvb26JhCCGzmkKBYpsPUUcxy34rd+NqNPYRuGr8u+d3re7rtY2hJDm8+9A2mjCnBbjWT4bRhs5q4cskMnvr19T37ElKctBxp9oW9l4K6Qa07wAcHm1l/pAXfcetBQgimDsniSwuGcc1pQ+I29hB7HUoR8Yvk9YSUh5+kSClp8ekRFy/9msSkGNj7qcDDYlKIJCr6u5e2dzP2nZFS8shbe7jz0iknPI7d1W1hX99eGf71yaNLWPP4HRw42kBDi4dRQ/I6GnOnSAHQ6tfoHIqXUnK0zd/RNlUCr+6s45WddZwzMoczhp94fY1JCTVoiqRrZzMnZvae8vCTlIAuY075vEGZFJ26NuyL3p3ZHzR4f2dtnxyrJILKaazMiGGlucycUJ4y9n2EbsgOue7BjsOsdomVH2kNGXvJJ8kKQUOiGZKVFY2sPth0wscUQmC3iG5rYaoAh0XEnZjQU1Ie/nFousEHexuobPZht6icOSaPnAEoooq1ig+hkIls15kZSOKRorD0kQrnLYtHccfyzfiCnxgbiyq4+dyRfbL/FNFZs7eBX7+0k48qGpDA0Dwn31gymsvnlA/aNM+yLBtbq1oBCOgGzb7uzWmOETQkb+1tYGZZZo8lWI5HCIHVLLCYZJfXEknK4Hfi+Y+P8qtXdqPpoae5qgg0XbJoYgE/umRC0upjDDQXzizjsXcqwjZtAXBaTVx63KJtmzu0kJru7Jky51lj8/n5ZZO4//U9VDb5KM+xc+VEO6ePTDXwSDTPfXSE2x9dS3N1DUG3C0U14WvO5XvNXtbubeSXV08dlEbfZlaZXJLB1so2mrzBmIV/EFKXHV/QN8WV/fmdpQx+O0+sPsR9K/Z08RyP8cb2Wg41eHjshtldJBQSicUkYkoIKGLgvXuAry0dx3/e209Q7x7HD2XYqFx62pCO1/79ysd87efPIIHf3XEJX/j07B4db9HEQhZN/CT1bceOHb0deoo4afEE+caf3qZh377QC+2hxKCrDU9tDS8YBpfMKuWMsYOzXeLIPCcZNhPPb6mOua0hwRWl+Uwyk4rhA63eIL9+Nbyxh1AD6IpaF//dWNVvY7KoIqamjN2cHBrxwwvTeezWBTitpi6zoDSbifwMG/+7axH2Tiu+d/3xZfxBnUBQ5/t/emUghpyih/zjzV007tvXrn3xiSMiDQPN66HuwCH+9nZFQo6tG5JWr4Y3UdV+7eSnWXH79W6yBlJKNu6s4Z8vbOWhZzax4oP9+AepwU95+MALGypjesreoMHDqw5w2azSfhmTEIJMu0qLN3ymjtUUSltMFs6eWMTW317Mf97bz8pt1ZhNChfNKueiWeVYj4vflxVkkZXu4JqL5jJ9fDlVLX4ybPH1c00xMDz31pbIoQ4p8TU1sPNIc58fV0pJZXMArT1cqFidtPo03tvfxEcHmjha72ZItp0vzh9K6Qm2La1q9fHOngYmH9f56931h9m5r7GjgG/XgUZu+uP7rLn3QpyDTIdocI02QWw63BLRu+/M4UYPUsp+M0omVZDtUPEGQ4VXklA6V38WXvWEDIeFG88by43njY263eP3XodHA1VRUFUFT8DAGwjgsCgUZliS7rxSQH19U9RKISEEFvreA5eSLmtDrdLOAy/tZv22Ko7UtLVn1wj++spOPjt/GPddNa3Xx/L4dXQpqWn1U5BhRVUEvoDGjoqGLkVZUkKbN8izqw9y7VmDK1kgeVzEASTedoZCJN7I6kZIMvUYiiJwWlVynCZynSYy7aEipMFqFIO6gS5MWMymLg1iJCFp5NY4lAYB/Jpx0qQFDgZGl2RF30BKrjh9WJ8fV4hQTrog5O2vPOhi3faQsTcMGUqw0EOCcE+9d4Cfv9j79ZxhuQ5KM21UNnmpa/VjGBKPJxg2RdLj19lxpOUEzmxgOKUN/rGn9oKx+d2kAsIxtSyxTZ79msEj6w7z0NqDHG2Jr/n0YKPVGznlTQIt3the4pbKNr6yfAtfeXIr+xo8fTq+FOH5+mVzMJki3yM2p50vLY4+s+sNQgiKMy0UZZp5emsVO2raOFrdFlY+WDckD7+5F93onSOgKoL7L53IjWcMYdHoXG6YW87lM0rCXq9Oq8qUHmpEJQOnpMHfcLCJeT99iwl3rmDpr1YxtigtZhmz3azypbOGJXRc7oCGXwvF7Ovc4RssDHYiqWAeQ4vxPsBbe+oJGhK/FtJASZF4Fs4awbzJ5ZjC5J6rqsLjd1/WZWG+LxFC0OANUtnqp6nFF1VB0hfQWX+oudfHsplVLppUxOXTSyjPtrNgVB43LR7TJRnBrCrkptu4eM7gaxxzyhl8l0/jSw+tp74tgAT217v56iMf8/trpkZcBLWbFS6cWsSCMXkJHVuOw8L84blMLc5gYuHJ2WPUHKbzUmfiqTA8a1QuJkVgUQVzhmT10chSRENRFP77q8/x1cvm4LCZsVnNmEwK44cX8Prvv8D5cxMby272BFEUEdMxk1LiDfZt9fkPPjuFn18zg3GlGZRk2/n82SN47YeLE/aASySDb8QnyKEGD53V3aUMvTa1PIvHbpjNb1bsYf2BZiwmBc0wyHZYuPHs4Vw+q7Rf4uZTiqPLFQ92MmwmWiNkHgkg0x47tDatNIMHPzsJRYQ8sh31fT7MFGGwWkz88utL+ckN53K4toU0u5XivP5xTBwWFSTkZkfPxMnJsJGX3rNivlgIIbh6wQiuXhBb5z7ZOeUMfmGmtVtFaLrNhFkVjC/J4G9fnEmDK0B1iw+nVWVormPQLpAmIxZTSAGz2dM1li8INefItMd3SfZ31fMxzaKT4Vr46GAz//roCNurXUgpGZXv5OpZpZw5Mieu87NZzYwuT+xs93iG5dhRFYGqKEwYnc+23bXd5IxVRTB9QlG3Fp0pPuGUM/i5aVZ+cPF4fvrCDswm5f+3d28xUeV3HMC/Z26IDCIIw53VSlzcWdci4q6FQCHgrT40DWGYgBpisKao8RYj1AgPipoAL4rRVR4M2AoPk6YPBk0NpK2ACmtwAS9IKstNLiIK6CDD/PuAzsoCB5g9M2eG8/s8Ofwd8v3B8ONw5n9+B2Yzw/kd4ZNe6MvUKixTO+ZNyBcCLzclXJUyDL434YOJQSYDPFwVcHeRO1RDnTg9YMbIqNky1VCl4ODuIp90aurHzrdo6n6LNYEe0Po79qm4a7XtKPuhC8bPdoI96x3B2dvPURfmjUNxv3Go78EnMo7D1jBv/OPHHiwPWgqVSo7HLX14ZxwDAHh6uOK3YRokRQT+6hk3C5nkGj4AJH8bjN+v9kH3oBHLvd3gsVg5+5OIoFxVcruNdrbWW+P4lPPBH0wMAyYTPN3kUMllqP3fAE788wnGP85eOvvHr7D+i6XiBJ5FY9db3PihC6PT3EzVaDLjX0/6sT5kKWJCHXMuUXyoFx7/1IOWIQ4BGncEaNwxZhoHx3FYrJJjjb87/vCVc452sBfJ/irULFmEtSFLqdmTaY2Nz/zm3+fbRyuaejFqMsP0cdfQrWZhxkDbwt/ruyZd4/FLRpMZf6vrtGOi+eE4DvH+wF9+FwKtrxquShmWuCqh9VPjz98FY/eGQMHvAbvQ2PQIPy8vDw0NDeA4DtnZ2fjmm59vgFFdXY3CwkLI5XLExMQgMzPTllEImRe+G7oAwLh5YgvpSh83/Ld1AKMmM1wUMoRq3OyUcP6auodmnQTZ2jdilyzW4jgOX2rc8KUDf50dmc0a/v3799HW1oaysjK0trYiOzsbZWVllvVTp06huLgYvr6+SEtLw+bNmxEaGmqrOITMy2w3meYAjDMGfWQQBt+Noe6nQXy3whNJ4QF2yWeNOV1QTkfIC5rNGn5NTQ0SEhIAACtXrsSbN28wPDwMtVqN9vZ2eHh4wN/fHwAQGxuLmpoaavjEYShkAN+lbxNzjSbuTLQ/zjm2660L9kBVyyveX2ZaP2FmvBPHZLOG39/fD61Wa3ns5eWFvr4+qNVq9PX1wcvLa9Jae3v7tJ/H2lnnRqNRcnPSpVgzYJu6ZXIFlviGgOOmvs3FGIPpgxHPOsU7321NzRu8TPgPN/NfLyoZEONndujXkBRf40LWbLddOtbee3X16tVWPe/x48dWP9dZSbFmwHZ1j4yOY2h06pucMhkH/2XuUPiI97W2pubVAD4s7kHRv19gbNxsafwcJq6P0EcE4E/fOva4ACm+xq2pub6+ftqP26zhazQa9Pf/fAlkb28vfHx8pl3r6emBRqOxVRRCrOL2cb/9yAez5WI9V6UMbirZrJf4O6rtX/sizFeNsvpO1Le/gZkBawLcoYsIxNcOfg0B+fVs1vCjoqJw/vx5pKSkoKmpCRqNBmr1xPnBoKAgDA8Po6OjA35+fqisrER+fr6tohBiNZVCBpWdbmtpL6E+bvjrllVixyAisFnDX7duHbRaLVJSUsBxHHJycmAwGODu7o7ExETk5ubiyJEjAIBt27ZhxYoVtopCCCEENj6Hf/To0UmPw8LCLP+OjIyctE2TEEKIbS2sv1UJIYTMiBo+IYRIBMes3S9pBzNtLSKEEMIvIiJiysccuuETQggRDp3SIYQQiaCGTwghEuH0DT8vLw86nQ4pKSl49OjRpLXq6mokJSVBp9OhqKhIpIS2wVd3bW0tkpOTkZKSgqysLJjNM89AdyZ8NX9SUFCAHTt22DmZbfHV3d3dDb1ej6SkJJw8eVKkhMLjq/n69evQ6XTQ6/U4ffq0SAlt49mzZ0hISEBpaemUNUH6GXNi9+7dY3v27GGMMfb8+XOWnJw8aX3r1q2sq6uLjY+PM71ez1paWsSIKbjZ6k5MTGTd3d2MMcb279/Pqqqq7J5RaLPVzBhjLS0tTKfTsbS0NHvHs5nZ6j5w4AC7ffs2Y4yx3Nxc1tnZafeMQuOreWhoiMXFxbGxsTHGGGPp6ens4cOHYsQU3MjICEtLS2MnTpxgJSUlU9aF6GdOfYQ/0whmAJNGMMtkMssI5oWAr24AMBgM8PPzAzAxifT169ei5BTSbDUDwNmzZ3Ho0CEx4tkMX91msxn19fWIj48HAOTk5CAgwHHn8c8VX81KpRJKpRLv3r2DyWTC+/fv4eHhIWZcwahUKly5cmXauWJC9TOnbvj9/f3w9PS0PP40ghnAtCOYP605O766AVhmFvX29uLu3buIjY21e0ahzVazwWDAhg0bEBgYKEY8m+Gre2BgAG5ubjhz5gz0ej0KCgrEiikovppdXFyQmZmJhIQExMXFYe3atQtmLItCocCiRYumXROqnzl1w/8lJtEdptPV/erVK+zduxc5OTmTfngWis9rHhwchMFgQHp6uoiJ7OPzuhlj6Onpwc6dO1FaWorm5mZUVVWJF85GPq95eHgYly9fRkVFBe7cuYOGhgY8efJExHTOxakbvlRHMPPVDUz8UGRkZODgwYOIjo4WI6Lg+Gqura3FwMAAUlNTsW/fPjQ1NSEvL0+sqILiq9vT0xMBAQEICQmBXC7Hxo0b0dLSIlZUwfDV3NraiuDgYHh5eUGlUmH9+vVobGwUK6rdCNXPnLrhR0VF4datWwDAO4LZZDKhsrISUVFRYsYVDF/dwMS57F27diEmJkasiILjq3nLli24efMmysvLceHCBWi1WmRnZ4sZVzB8dSsUCgQHB+PFixeW9YVweoOv5sDAQLS2tsJoNAIAGhsbsXz5crGi2o1Q/czpr7TNz89HXV2dZQRzc3OzZQTzgwcPLHP2N23ahN27d4ucVjgz1R0dHY3IyEiEh4db/u/27duh0+lETCsMvu/1Jx0dHcjKykJJSYmISYXFV3dbWxuOHz8OxhhWrVqF3NxcyGROfRwHgL/mGzduwGAwQC6XIzw8HMeOHRM7riAaGxtx7tw5dHZ2QqFQwNfXF/Hx8QgKChKsnzl9wyeEEDI3zn8oQAghZE6o4RNCiERQwyeEEImghk8IIRJBDZ8QQiSCGj4hhEgENXxCCJEIaviEzENRURGKi4sBABcvXsT3338vciJC5o4aPiHzkJGRgYqKCjx9+hRVVVWSGNhGFg6F2AEIcSYqlQqHDx9GamoqLl26BKVSKXYkQuaMjvAJmae+vj4sWbIEL1++FDsKIfNCDZ+QeRgaGsK1a9dQXl6Oq1evYmhoSOxIhMwZNXxC5qGwsBDp6enw9vZGWloaCgsLxY5EyJzRtExCCJEIOsInhBCJoIZPCCESQQ2fEEIkgho+IYRIBDV8QgiRCGr4hBAiEdTwCSFEIqjhE0KIRPwfAgk0ekAyQwEAAAAASUVORK5CYII=\n", + "text/plain": [ + "<Figure size 432x288 with 1 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "style.use('seaborn-whitegrid')\n", + "plt.scatter('x', 'y', c='color', s='size', data=df, cmap=plt.cm.Blues)\n", + "plt.xlabel('x')\n", + "plt.ylabel('y')\n", + "plt.title('Plotted with Matplotlib')" + ] + }, + { + "cell_type": "markdown", + "id": "still-polish", + "metadata": {}, + "source": [ + "#### Exercise 2:\n", + "1. Create \"Output View\"\n", + "2. Show it is in synch with notebook output" + ] + }, + { + "cell_type": "markdown", + "id": "sensitive-office", + "metadata": {}, + "source": [ + "#### Exercise 3:\n", + "1. Execute code from a Markdown file\n", + " - Context Menu -> Create Console for Editor\n", + " - Mark lines + `SHIFT+Enter`\n", + "2. Drag code from console to Markdown file\n", + "3. Stop kernel of Markdown file" + ] + }, + { + "cell_type": "markdown", + "id": "induced-wheel", + "metadata": {}, + "source": [ + "#### Exercise 4:\n", + " - Use Papermill to run your notebooks\n", + " - Check SanityCheck-Tutorials.ipynb for more" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "armed-socket", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "/home/jovyan/prace-2021.04-jupyter4hpc_solutions/day2/0-welcome\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "469c7e09e76a4bea9e81d65959328640", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "Executing: 0%| | 0/5 [00:00<?, ?cell/s]" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import os\n", + "import papermill as pm\n", + "from papermill.exceptions import PapermillExecutionError\n", + "\n", + "cwd = os.getcwd()\n", + "print(cwd)\n", + "\n", + "try:\n", + " nb = pm.execute_notebook(\n", + " os.path.join(cwd, 'example.ipynb'),\n", + " os.path.join(cwd, 'papermill_example.ipynb'),\n", + " #kernel_name=\"Python3\"\n", + " )\n", + "except:\n", + " print(\"FAILED !!!!\")" + ] + }, + { + "cell_type": "markdown", + "id": "inner-warning", + "metadata": {}, + "source": [ + "#### Exercise 5:\n", + " - Show hidden files in the file browser\n", + " - not possible, yet\n", + " - https://github.com/jupyterlab/jupyterlab/issues/2049" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "vertical-magnet", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + 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JupyterLab? Let us have a look at the user interface and some general concepts.\n", + "\n", + "-------------------------" + ] + }, + { + "cell_type": "markdown", + "id": "general-documentation", + "metadata": {}, + "source": [ + "### Exporting Jupyter Notebooks: nbconvert\n", + "[more](https://nbconvert.readthedocs.io/en/latest/)\n", + "\n", + "---------------------------------------------" + ] + }, + { + "cell_type": "markdown", + "id": "representative-charge", + "metadata": {}, + "source": [ + "#### Exercise 1:\n", + "1. Export this notebook to\n", + " - PDF\n", + " - images as attachments are not supported\n", + " - Markdown\n", + " - Output is included PNG\n", + " - HTML" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "caroline-passport", + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "from matplotlib import pyplot as plt\n", + "from matplotlib import style\n", + "import numpy as np\n", + "import pandas as pd\n", + "data = {\n", + " 'x': np.random.rand(200),\n", + " 'y': np.random.rand(200),\n", + " 'color': np.random.rand(200),\n", + " 'size': 100.0*np.random.rand(200)\n", + "}\n", + "df = pd.DataFrame(data)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "abroad-converter", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Plotted with Matplotlib')" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "<Figure size 432x288 with 1 Axes>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "style.use('seaborn-whitegrid')\n", + "plt.scatter('x', 'y', c='color', s='size', data=df, cmap=plt.cm.Blues)\n", + "plt.xlabel('x')\n", + "plt.ylabel('y')\n", + "plt.title('Plotted with Matplotlib')" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "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": "3.8.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} -- GitLab