diff --git a/docs/examples/e101_nb_interactive.ipynb b/docs/examples/e101_nb_interactive.ipynb index e2a61ae..79f12c0 100644 --- a/docs/examples/e101_nb_interactive.ipynb +++ b/docs/examples/e101_nb_interactive.ipynb @@ -23,7 +23,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 1, "metadata": {}, "outputs": [ { @@ -31,26 +31,19 @@ "output_type": "stream", "text": [ "\n", - " _____ ______ \n", - " |_ _| | ___ \\ \n", - " | |_ __ _ _ ___ ___ | |_/ / _ \n", - " | | '__| | | / __/ __|| __/ | | |\n", - " | | | | |_| \\__ \\__ \\| | | |_| |\n", - " \\_/_| \\__,_|___/___/\\_| \\__, |\n", - " __/ |\n", - " |___/ \n", - " \n", - " TrussPy - Object Oriented Truss Solver for Python\n", - " Version 2018.08 (Build 20180829)\n", - "\n", - " Author: Dutzler A.\n", - " Graz University of Technology, 2018\n", - " \n", - " TrussPy Copyright (C) 2018 Andreas Dutzler\n", - " This program comes with ABSOLUTELY NO WARRANTY; \n", - " for details type `trusspy.show_w()'.\n", - " This is free software, and you are welcome to redistribute it\n", - " under certain conditions; type `trusspy.show_c()' for details.\n", + " _____ ______ \n", + "|_ _| | ___ \\ \n", + " | |_ __ _ _ ___ ___ | |_/ / _ \n", + " | | '__| | | / __/ __|| __/ | | |\n", + " | | | | |_| \\__ \\__ \\| | | |_| |\n", + " \\_/_| \\__,_|___/___/\\_| \\__, |\n", + " __/ |\n", + " |___/ \n", + "\n", + "TrussPy - Truss Solver for Python\n", + " Version 1.0.3\n", + "\n", + "Dutzler Andreas, Graz University of Technology, 2023\n", " \n", "\n", "# Initialize Model\n", @@ -77,7 +70,7 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 2, "metadata": {}, "outputs": [], "source": [ @@ -103,7 +96,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 3, "metadata": {}, "outputs": [], "source": [ @@ -125,7 +118,7 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 4, "metadata": {}, "outputs": [], "source": [ @@ -143,7 +136,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -499,13 +492,7 @@ "|total| sum | used | final | | final | | final | | final |\n", "| 1 | 2 | 2 |1.110e-16| 2| 1.0000| 1| 1.0000| 0| nan|\n", "\n", - "* final LPF: 0.48\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "* final LPF: 0.48\n", "\n", "### Increment 25\n", "|Cycle|NR-It.|Control| Norm(g) |i(1)|Value |i(2)|Value |i(3)|Value |\n", @@ -837,13 +824,7 @@ "|:---:|:----:|:-----:|:-------:|:--:|:------:|:--:|:------:|:--:|:------:|\n", "| 1 | 0 | 2 |2.220e-16| 2| 1| | | | |\n", "\n", - "|Cycle|NR-It.|Control| Norm(g) |i(1)|Value |i(2)|Value |i(3)|Value |\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ + "|Cycle|NR-It.|Control| Norm(g) |i(1)|Value |i(2)|Value |i(3)|Value |\n", "|:---:|:----:|:-----:|:-------:|:--:|:------:|:--:|:------:|:--:|:------:|\n", "| | 1 | |2.220e-16| | | | | | |\n", "|total| sum | used | final | | final | | final | | final |\n", @@ -913,11 +894,11 @@ "## Job duration\n", "Time measurement for execution times of \"Model.build()\" and \"Model.run()\".\n", "\n", - " total cpu time \"build\": 0.002 seconds\n", - " total wall time \"build\": 0.002 seconds\n", + " total cpu time \"build\": 0.001 seconds\n", + " total wall time \"build\": 0.000 seconds\n", "\n", - " total cpu time \"run\": 0.393 seconds\n", - " total wall time \"run\": 0.393 seconds\n", + " total cpu time \"run\": 0.119 seconds\n", + " total wall time \"run\": 0.125 seconds\n", "\n" ] } @@ -943,19 +924,17 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 6, "metadata": {}, "outputs": [ { "data": { - "image/png": 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ThrF+/Xqe/tPT3H797QwYOIDho4Z/pM5v/vs36dG7B188/4ssW7yM393yOzbVbOLicRcXrOvum+9mWdUyXpnzCp/6zKc+Mv/Pj/yZgYcMpOtuXet9Dee/NJ/Zz83mvjvvA2D0RaM55sRj6l2mkEtGX8Li1xcXnDfhwQm079D0Z3rW9xznvzSfk848qcm3aWbZcTAW4fiBx2++P/SYoZx69qmsfHvl5mnTnpjG+nXrGfn5kZw++nRqamqY+tBU/v6Xv7N2zVqOOP4IOuzQgXdXvru595mvww4d+PXkX3P3hLt55i/PsGDuAh6c+CAznprB/c/cz9+m/o01/1zDyV84ma98919DL61bs47XF7zObT+/jY0bNm6e/srsVz4SjNOemMa6tet4feHr3HT1TZun//XxvxasadGri7h7wt1ceNmFdR4PvO7y67j02kvrDcZ1a9dR9XoVU+dPpd327TZPX79uPeMuHkfHnTqynbbjoh9cVOc6ao27eVyDbZpaXc9x3Zp1vPHaG+x7QOFdqWbWOjkYi3D93dfTtqItvfr2okefHnW2q911WfDC7Qau5a7eWE3X7l258LIL4TJ4a+lbfPbwz/LmkjdZvWp1ncs98vtHeHzS43z80I/zpbFf4rlpz3HHDXewft36Opc59tPHcsoXT/lXadt9tLiamhqu/MaVfPuH36ZX3178+me/LriuB2Y8UP8TAxbMXUCfPft8KBQBnpj8BAcPPZiTzjiJX/zoF8ydNZf9P7F/vevKosdY13N8Ze4r7NZrN3busnPB+WbWOjkYizD4yMH1zh96zFDad2jP5N9Npm+/viycu5APVn/A0GOGbj52t3PnnVm2eBl3T7ib3fvtztBjh35oHYteXcS3zv4Ww0YOY/e9duetpW+xccNGuvfqTuddO3PYsYexQ8cdePh3D9O1e1d267UbS99YSo/euaBev3Y9K5at4KlHn2qwzmeefIaBBw+k444dmTNrDhUVFRz6b4d+qO2dv7iTffbbh8OPO5xNmzax9p9reXv52w3uMi1k/kvz6b9//49Mf7PqTQYeMhCAXrv3YlnVsgaDMYseY11emf0KAwb6+KLZ1sbB2AR679Gb6+68jhvH3ciN/3MjHTp24NOnfzrX+0t88YIv8pP//gnXXnYtew3Y6yPB2KVrFw4YdACP3f8YK99eSUW7CgYNHcTX//vrAPTq24uf/van3HT1TUy8eSI11TUcfeLRnDv2XP429W/MeGoGf7j9DxzxqSN4feHr9dZ509U3MeG6CQD069+PM8d8+MSvV19+lcn3TubWR24Fchek9z+gPwtmL6DrsVsWjPvsv89Hpvfo3YM3q94EYFnVsjrP7mwOP77sx/x58p95Z/k7nH/a+ezcZWfu/svdJa1j/kvzmfHUDEYdOmrztAsvv5BhJw1r6nLNrAUpd7br1qWysjJmzpxZdPsHH3+QrgO60rbCnxOayuCeg/nzwj9vvqyhkHVr13H1JVfTqXMnNtVs4ltXfWvzvCvGXsF+B+3Haeee1hLlFq2Y55VW6HksnrOYE4aewA47FLcOs6Yg6dmIqGzidZ5xDdz17S1Y9lLgRzAiIkobgbwF+AJ/axa7dNuF0SNHb74QvpD2HdrzvZ9+j29e8c0PheL5p53Pc9Oeq/MSkiwV87xqlfPzMLO6uYtkzeKPL275h8Ab7rmhCStpWqU8r3J+HmZWN/cYE1vjLmUrT36vmZU3ByOwfcX2VFdXZ12GbQMigqgJ2rb1zhqzcuVgBPr26MvK5SsbbmjWSKveWUXXnbrSrl27hhubWSb8sRXYu9/eLFuxjDdefoN2O7YreMG7WaMEbFy3kbZr2zJ08NCG25tZZhyMQLt27Thq6FGsXLmS91a/R3WNd6ta09pO27Fjzx3p2tW9RbNy52BMtGnThm7dutGtW7esSzEzswz5GKOZmVmKg9HMzCwl02CUdIuk5ZJm1zH/aEnvSZqV3Br++nczM7NGyPoY463A9cDt9bR5KiI+3TLlmJnZti7THmNEPAn4AkIzMysbreEY41BJL0h6RNIBdTWSNEbSTEkzV6xY0ZL1mZnZVqTcg/E5YI+IOAj4OXB/XQ0jYnxEVEZEpS+5MDPbOkg6QdJ8SQslXVJg/u6SnpD0vKQXJZ3Y2G2WdTBGxOqI+CC5PxmokFT6N+WamVmrI6kNcAMwAtgfOFPS/nnNLgPuiYhBwBnALxq73bIORkk9JCm5P5hcve9kW5WZmbWQwcDCiHgtIjYAE4FReW0C6JTc3xlY2tiNZnpWqqS7gKOBrpKqgO8BFQARcRPwWeA/JFUDa4Ezwt/ZY2a2tRgh6arU4/ERMT71uDewOPW4Cvhk3jq+D/xJ0oVAR2BYY4vKNBgj4swG5l9P7nIOMzMrR3vsAb16lb7cG2/AkiWPRMTYeloV+kaH/M7RmcCtEXGtpKHAHZIGRsSm0ovKKetdqWZmtk2rAvqmHvfho7tKzwPuAYiIaUB7oFHnojgYzcysXM0A+kvqJ6kduZNrJuW1eQM4DkDSfuSCsVHX7DkYzcysLEVENXAB8Cgwj9zZp3MkXSlpZNLsW8CXJb0A3AWc09hzUbIeEs7MzKxOyaV6k/OmXZ66Pxc4vCm36R6jmZlZioPRzMwsxcFoZmaW4mA0MzNLcTCamZmlOBjNzMxSHIxmZmYpDkYzM7MUB6OZmVmKg9HMzCzFwWhmZpbiYDQzM0txMJqZmaU4GM3MzFIcjGZmZikORjMzsxQHo5mZWYqD0czMLMXBaGZmluJgNDMzS3EwmplZ2ZJ0gqT5khZKuqSONqdJmitpjqTfNnabbRu7AjMzs+YgqQ1wAzAcqAJmSJoUEXNTbfoD/wkcHhGrJO3W2O26x2hmZuVqMLAwIl6LiA3ARGBUXpsvAzdExCqAiFje2I06GM3MrFz1BhanHlcl09L2BfaV9FdJ0yWd0NiNeleqmZltud13h8rK0perqYElS0ZIuio1dXxEjE89VoElI+9xW6A/cDTQB3hK0sCIeLf0ov61QjMzsyw8EhFj65lfBfRNPe4DLC3QZnpEbAT+IWk+uaCcsaVFeVeqmZmVqxlAf0n9JLUDzgAm5bW5HzgGQFJXcrtWX2vMRh2MZmZWliKiGrgAeBSYB9wTEXMkXSlpZNLsUeAdSXOBJ4DvRMQ7jdluprtSJd0CfBpYHhEDC8wX8FPgRGANcE5EPNeyVZqZWVYiYjIwOW/a5an7AVyU3JpE1j3GW4H6ziAaQW5fcX9gDHBjC9RkZmbbsEyDMSKeBFbW02QUcHvkTAc6S+rZMtWZmdm2KOseY0OKuYYFAEljJM2UNHPFihUtUpyZmW19yj0Yi7mGJTcxYnxEVEZEZbdu3Zq5LDMz21qVezAWcw2LmZlZkyn3YJwEnKWcIcB7EbEs66LMzGzrlfXlGneRG8anq6Qq4HtABUBE3ETuFN0TgYXkLtf4UjaVmpnZtiLTYIyIMxuYH8D5LVSOmZlZ2e9KNTMza1EORjMzsxQHo5mZWYqD0czMLMXBaGZmluJgNDMzS3EwmpmZpTgYzczMUhyMZmZmKQ5GMzOzFAejmZlZioPRzMwsxcFoZmaW4mA0M7OyJekESfMlLZR0ST3tPispJFU2dpsORjMzK0uS2gA3ACOA/YEzJe1foN1OwNeBvzfFdh2MZmZWrgYDCyPitYjYAEwERhVo9wPgf4F1TbFRB6OZmWVlhKSZqduYvPm9gcWpx1XJtM0kDQL6RsRDTVVU26ZakZmZbYP22AOGDi19uddfB3gkIsbW00oFpsXmmdJ2wHXAOaUXUDf3GM3MrFxVAX1Tj/sAS1OPdwIGAn+W9DowBJjU2BNwHIxmZlauZgD9JfWT1A44A5hUOzMi3ouIrhGxZ0TsCUwHRkbEzMZs1MFoZmZlKSKqgQuAR4F5wD0RMUfSlZJGNtd2fYzRzMzKVkRMBibnTbu8jrZHN8U23WM0MzNLcTCamZmlOBjNzMxSHIxmZmYpDkYzM7MUB6OZmVmKg9HMzCzFwWhmZpbiYDQzM0txMJqZmaVkGoySTpA0X9JCSZcUmH+OpBWSZiW30VnUaWZm247MxkqV1Aa4ARhO7qtFZkiaFBFz85reHREXtHiBZma2TcqyxzgYWBgRr0XEBmAiMCrDeszMzDINxt7A4tTjqmRavlMlvSjpXkl9C8wHQNIYSTMlzVyxYkVT12pmZtuILINRBaZF3uMHgT0j4uPA48Btda0sIsZHRGVEVHbr1q0JyzQzs21JlsFYBaR7gH2ApekGEfFORKxPHv4KOKSFajMzs21UlsE4A+gvqZ+kdsAZwKR0A0k9Uw9HkvsGZzMzs2aT2VmpEVEt6QLgUaANcEtEzJF0JTAzIiYBX5c0EqgGVgLnZFWvmZltGzILRoCImAxMzpt2eer+fwL/2dJ1mZnZtssj35iZmaU4GM3MzFIcjGZmVraKGDr0Iklzk+vdp0jao7HbdDCamVlZSg0dOgLYHzhT0v55zZ4HKpPr3e8F/rex23UwmplZuWpw6NCIeCIi1iQPp5O7Jr5RHIxmZpaVEbVDeSa3MXnzix06tNZ5wCONLSrTyzXMzKyV22MPGDq09OWefBLgkYgYW0+rYoYOzTWU/h2oBI4qvZgPczCamVm5anDoUABJw4BLgaNSw4huMe9KNTOzclXM0KGDgF8CIyNieVNs1MFoZmZlKSKqgdqhQ+cB99QOHZoMFwpwDbAj8DtJsyRNqmN1RfOuVDMzK1tFDB06rKm36R6jmZlZioPRzMwsxcFoZmaW4mA0MzNLcTCamZmlOBjNzMxSHIxmZmYpDkYzM7MUB6OZmVmKg9HMzCzFwWhmZpbiYDQzM0txMJqZmaU4GM3MzFIcjGZmZikORjMzsxQHo5mZWYqDsYWtXr2aqqoqVq9enXUpto3ze9GsMAdjC9i4cSMTJ05k0KBB7LrrrgwYMIBdd92VQYMGMXHiRDZu3Jh1ibaN8HuxeC+ueJF/bvxn1mVYBhyMzWzVqlUMGTKEL3/5y8yaNYvq6mrWrFlDdXU1s2bN4stf/jJDhgxh1apVWZdqWzm/F0tz0ws3ceTEIxk7dSwPv/awQ3Ib0jbLjUs6Afgp0Aa4OSLG5c3fHrgdOAR4Bzg9Il5v6Tq31MaNGxk2bBizZs1i06ZNBdt88MEHzJo1iwMOOIDzzjuPNm3atHCVti2oqalhwoQJvPXWW/W+F2fPns2wYcOYPn06FRUVLVxl+dmwaQNTF09l6uKptNuuHf/W+984fs/jObrv0XSs6Jh1eduELHIis2CU1Aa4ARgOVAEzJE2KiLmpZucBqyJiH0lnAFcDp7d8tVvm97//PfPnz6/zH1GtTZs2sXrZMgZedVXreXLWqkwEVgP1vxNhw4YNvDD3BY689Ej6HtG3BSorX/NWzvvQY4dky8sqJ7LsMQ4GFkbEawCSJgKjgPQTHgV8P7l/L3C9JEVEtGShW+rqq6/mn/8sbvfLP2llqW+tytXk3mPFqFlXw6y7Z/HBAR80Z0mtWn5IXvVvVzGi34isy9oaZZITRR1jlDRF0ol508Zv6UYTvYHFqcdVybSCbSKiGngP2LWR220Rq1evZvbs2SUtM5vcp3qzprSa3HurFOuWrKNmbU1zlLPV2bBpA2+vfTvrMrZWmeREsT3GfsDFkg6NiCuSaZWN2TCgAtPyE76YNrmG0hhgDMDuu+/euMqawOrVq2nXrh3V1dVFL1NB7p9Yp2aryrZFq4F2QPHvRFAbsWntJtp08DFvq9+7dKaKPiUvtzr3n26EpKtSk8dHRLrT1aQ5Uaxiz0p9FzgO6C7pQUk7N2ajiSogfRCjD7C0rjaS2gI7AysLrSwixkdEZURUduvWrQnKa5xOnTqxYcOGkpbZiEPRml4noLR3IkRNsF0Hn7TekIG7DuSiQy7ihD1PyLqU1uqR2v/byS1/T2ST5kSxiu0xKumifk3SOcDTQJfGbBiYAfSX1A9YApwBfD6vzSTgbGAa8Flgams5vtipUycGDhzIrFmzil5mIA5Ga3qdyL23in8nwoD9BnDHZ+5opopah/OnnF/wEo2Buw7k+D2PZ/gew+mzU+k9JStJJjlRbDDeVHsnIm6V9BJwfmM2HBHVki4AHiV3GieE0NQAABLESURBVO4tETFH0pXAzIiYBEwA7pC0kNwngDMas82WdvHFFzN69OiiTsCpqKhgr5Ej+f7AgS1QmW1r9p49mzmTJhV1AX/Hjh254rIrOKT7IS1QWfk6eLeDeWrJU4DDMCtZ5URRwRgRv8x7/CxwbmM3HhGTgcl50y5P3V8HfK6x28nKqaeeyjXXXMPs2bPr3a3arl07DjzwQO666y5fO2bNYuPGjQwZMqSo9+LHPvYxTjnllBasrjwN2GUAh/Y41GGYsSxywgcRmlFFRQWPP/44AwcOpGPHwtc5dezYkQMPPJDHHnvMoWjNxu/F0o09eCxfGvglh+I2yMHYzLp06cL06dOZMGECgwYNoqKigh122IGKigoGDRrEhAkTmDZtGl26NPaQrVn9/F40K06mQ8JtKyoqKjj99NM5/fTTWb16NatXr6ZTp0506uRTbaxl+b1o1jAHYwvzPyErF34vmhXmXalmZmYpDkYzM7MUB6OZmVmKg9HMzCzFwWhmZpbiYDQzM0txMJqZmaU4GM3MzFIcjGZmZikORjMzsxQHo5mZWYqD0czMLMXBaGZmluJgNDMzS3EwmpmZpTgYzczMUhyMZmZmKQ5GMzNrdSTtIukxSQuSn10KtPmEpGmS5kh6UdLpxazbwWhmZq3RJcCUiOgPTEke51sDnBURBwAnAP8nqXNDK3YwmplZazQKuC25fxtwcn6DiHglIhYk95cCy4FuDa3YwWhmZlkZIWlm6jamhGW7R8QygOTnbvU1ljQYaAe82tCK25ZQhJmZ2YcsWgTTppW+3JIlADwSEWPraiPpcaBHgVmXlrItST2BO4CzI2JTQ+0djGZmVpYiYlhd8yS9JalnRCxLgm95He06AQ8Dl0XE9GK2612pZmbWGk0Czk7unw08kN9AUjvgPuD2iPhdsSt2MJqZWWs0DhguaQEwPHmMpEpJNydtTgOOBM6RNCu5faKhFXtXqpmZtToR8Q5wXIHpM4HRyf07gTtLXbd7jGZmZikORjMzs5RMgrGYoXySdjWp/cKTWrpOMzPb9mTVYyxmKB+AtRHxieQ2suXKMzOzbVVWwdjgUD5mZmZZyCoYix3Kp30yTNB0SfWGp6QxtcMKrVixoqnrNTOzbUSzXa7RREP57B4RSyXtBUyV9FJEFBznLiLGA+MBKisro+SCzczMaMZgbIqhfJLR0ImI1yT9GRhEEQPAmpmZbamsdqUWM5RPF0nbJ/e7AocDc1usQjMz2yZlFYzFDOWzHzBT0gvAE8C4iHAwmplZs8pkSLgih/L5G3BgC5dmZmbbOI98Y2ZmluJgNDMzS3EwmpmZpTgYzczMUhyMZmZmKQ5GMzOzFAejmZlZioPRzMwsxcFoZmaW4mA0MzNLcTCamVmrI2kXSY9JWpD87FJP206Slki6vph1OxjNzKw1ugSYEhH9gSnJ47r8APhLsSt2MJqZWWs0CrgtuX8bcHKhRpIOAboDfyp2xQ5GMzPLyghJM1O3MSUs2z0ilgEkP3fLbyBpO+Ba4DulFJXJ106ZmdnWYdEimDat9OWWLAHgkYgYW1cbSY8DPQrMurTIzXwNmBwRiyUVXZuD0czMylJEDKtrnqS3JPWMiGWSegLLCzQbChwh6WvAjkA7SR9ERH3HIx2MZmbWKk0CzgbGJT8fyG8QEV+ovS/pHKCyoVAEH2M0M7PWaRwwXNICYHjyGEmVkm5uzIrdYzQzs1YnIt4BjiswfSYwusD0W4Fbi1m3e4xmZmYpDkYzM7MUB6OZmVmKg9HMzCzFwWhmZpbiYDQzM0txMJqZmaU4GM3MzFIcjGZmZikORjMzsxQHo5mZWYqD0czMLMXBaGZmlpJJMEr6nKQ5kjZJqqyn3QmS5ktaKKnB79AyMzNrrKx6jLOBU4An62ogqQ1wAzAC2B84U9L+LVOemZltqzL5PsaImAcgqb5mg4GFEfFa0nYiMAqY2+wFmpnZNqucjzH2BhanHlcl0wqSNEbSTEkzV6xY0ezFmZnZ1qnZeoySHgd6FJh1aUQ8UMwqCkyLuhpHxHhgPEBlZWWd7czMzOrTbMEYEcMauYoqoG/qcR9gaSPXaWZmVq9y3pU6A+gvqZ+kdsAZwKSMazIzs61cVpdrfEZSFTAUeFjSo8n0XpImA0RENXAB8CgwD7gnIuZkUa+ZmZUXSbtIekzSguRnlzra7S7pT5LmSZorac+G1p1JMEbEfRHRJyK2j4juEfGpZPrSiDgx1W5yROwbEXtHxA+zqNXMzMrSJcCUiOgPTEkeF3I7cE1E7EfuaoflDa24nHelmpmZ1WUUcFty/zbg5PwGybXvbSPiMYCI+CAi1jS0YgejmZm1Rt0jYhlA8nO3Am32Bd6V9AdJz0u6Jhk8pl6ZXOBvZmZbhzfegOrq0pdbsgSAEZKuSk0en1x6B9R/2V+Rm2kLHAEMAt4A7gbOASY0tJCZmVkWHomIsXXNrO+yP0lvSeoZEcsk9aTwscMq4PnUCGr3A0NoIBi9K9XMzFqjScDZyf2zgUIDx8wAukjqljw+liKGFXUwmplZazQOGC5pATA8eYykSkk3A0REDfBtYIqkl8iNqParhlbsXalmZtbqRMQ7wHEFps8ERqcePwZ8vJR1u8doZmaW4mA0MzNLcTCamZmlOBjNzMxSHIxmZmYpDkYzM7MUB6OZmVmKg9HMzCzFwWhmZpbiYDQzM0txMJqZmaU4GM3MzFIcjGZmZikORjMzsxQHo5mZWYqD0czMLMXBaGZmluJgNDMzS3EwmpmZpTgYzczMUhyMZmZmKQ5GMzNrdSTtIukxSQuSn13qaPe/kuZImifpZ5LU0LodjGZm1hpdAkyJiP7AlOTxh0g6DDgc+DgwEDgUOKqhFTsYzcysNRoF3Jbcvw04uUCbANoD7YDtgQrgrYZW7GA0M7OsjJA0M3UbU8Ky3SNiGUDyc7f8BhExDXgCWJbcHo2IeQ2tuG0JRTQZSZ8Dvg/sBwyOiJl1tHsdeB+oAaojorKlajQzs4YtWpS7baFHImJsXTMlPQ70KDDr0mJWLmkfcjnTJ5n0mKQjI+LJ+pbLJBiB2cApwC+LaHtMRLzdzPWYmVmZiYhhdc2T9JaknhGxTFJPYHmBZp8BpkfEB8kyjwBDgHqDMZNdqRExLyLmZ7FtMzPbKkwCzk7unw08UKDNG8BRktpKqiB34k2Du1LL/RhjAH+S9GxD+54ljandT71ixYoWKs/MzDIyDhguaQEwPHmMpEpJNydt7gVeBV4CXgBeiIgHG1pxs+1KrW/fcEQUSvZCDo+IpZJ2I7dv+OW69g1HxHhgPEBlZWVsUdFmZtYqRMQ7wHEFps8ERif3a4CvlLruZgvG+vYNl7COpcnP5ZLuAwbTwL5hMzOzxijbXamSOkraqfY+cDy5k3bMzMyaTSbBKOkzkqqAocDDkh5NpveSNDlp1h14WtILwDPAwxHxxyzqNTOzbUcml2tExH3AfQWmLwVOTO6/BhzUwqWZmdk2rmx3pZqZmWXBwWhmZpbiYDQzM0txMJqZmaU4GM3MzFIcjGZmZikORjMzsxQHo5mZWYqD0czMLMXBaGZmluJgNDMzS3EwmpmZpTgYzczMUhyMZmZmKQ5GMzOzFAejmZlZioPRzMwsxcFoZmatjqTPSZojaZOkynranSBpvqSFki4pZt0ORjMza41mA6cAT9bVQFIb4AZgBLA/cKak/RtacdumqtDMzLZF0cLLJUtHzAOQVF+zwcDCiHgtaTsRGAXMrW8hB6OZmW2pZ/fd92YuuqhTQwH1IZs2bWLcuN+yaBEHSroqNWt8RIxvwvp6A4tTj6uATza0kHelmpnZFomIBbvssgsvv/xyScs9//zz7L333kTENRFRmbp9KBQlPS5pdoHbqCI3VSitG+yqusdoZmZbbPr06QNWrlw5/2Mf+1hRvcZNmzbx6KOPsmjRol4NtY2IYY0srwrom3rcB1ja0ELuMZqZ2RaLiFdK6TWmeovLmrk0gBlAf0n9JLUDzgAmNbSQg9HMzBpl+vTpAyZPnkxE/Xspa3uLU6dObbC32BBJn5FUBQwFHpb0aDK9l6TJABFRDVwAPArMA+6JiDkNrdvBaGZmjVJsr7Epe4sRcV9E9ImI7SOie0R8Kpm+NCJOTLWbHBH7RsTeEfHDYtbtY4xmZtZoDR1rLOXYYtbcYzQzs0ZrqNfYwscWG8U9RjMzaxJ19RpbU28R3GM0M7MmUlevsTX1FsE9RjMza0L5vcbW1luEjHqMkq6R9LKkFyXdJ6lzHe1KHhXdzMyyk99rbG29RchuV+pjwMCI+DjwCvCf+Q22dFR0MzPLVu11jU153WJLyiQYI+JPyYWXANPJDdOTb/Oo6BGxAagdFd3MzMpYba/xrrvuanW9RSiPY4znAncXmL5Fo6KbmVn2pk+fPqBDhw7z165d26p6i9CMwSjpcaBHgVmXRsQDSZtLgWrgN4VWUWBaneMNSRoDjEkerpc0u7SKW1RX4O2si2iAa2wa5V5judcHrrGpDGjJjUXEKxT+P172mi0YGxoVXdLZwKeB46LwAHsljYqefF3J+GTdMyOisuSiW0i51weusamUe43lXh+4xqYiaWbWNbQWWZ2VegJwMTAyItbU0WyLRkU3MzNrjKzOSr0e2Al4TNIsSTdB04yKbmZm1hiZnHwTEfvUMX0p8KFR0YHJW7CJ8Q03yVS51weusamUe43lXh+4xqbSGmosC2ro+7PMzMy2JR4r1czMLGWrCEZJu0h6TNKC5GeXOtrVJMc0Z0lq9hN5GhrSTtL2ku5O5v9d0p7NXdMW1HiOpBWp1210C9d3i6TldV1+o5yfJfW/KOnglqyvyBqPlvRe6jW8vIXr6yvpCUnzJM2RNLZAm0xfxyJrzPp1bC/pGUkvJDVeUaBNpn/TRdaY6d90qxARrf4G/C9wSXL/EuDqOtp90II1tQFeBfYC2gEvAPvntfkacFNy/wzg7hZ+3Yqp8Rzg+gx/t0cCBwOz65h/IvAIueulhgB/L8MajwYeyvA17AkcnNzfidwwjPm/50xfxyJrzPp1FLBjcr8C+DswJK9N1n/TxdSY6d90a7htFT1GckPF3Zbcvw04OcNaahUzpF267nuB41Toq6+zrTFTEfEksLKeJqOA2yNnOtBZUs+WqS6niBozFRHLIuK55P775M7y7p3XLNPXscgaM5W8Nh8kDyuSW/5JGpn+TRdZozVgawnG7pGMxZf83K2Odu0lzZQ0XVJzh2ehIe3y/9A3t4nc5SnvAbs2c10Ft58oVCPAqcnutXsl9S0wP0vFPoesDU12bz0i6YCsikh27Q0i15NIK5vXsZ4aIePXUVIbSbOA5cBjEVHn65jR33QxNUJ5/01nrtUEo6THJc0ucCulh7N75Ean+Dzwf5L2bqZyobgh7Uoa9q4ZFLP9B4E9I/dNKI/zr0/D5SLr17AYzwF7RMRBwM+B+7MoQtKOwO+Bb0TE6vzZBRZp8dexgRozfx0joiYiPkFuJK7BkgbmNcn8dSyixnL/m85cqwnGiBgWEQML3B4A3qrd7ZP8XF7HOpYmP18D/kzuU2lzKWZIu81tJLUFdqZld8k1WGNEvBMR65OHvwIOaaHailXS0IFZiIjVtbu3IndtboWkri1Zg6QKcoHzm4j4Q4Emmb+ODdVYDq9jqpZ3yf0POSFvVtZ/05vVVWMr+JvOXKsJxgZMAs5O7p8NPJDfQFIXSdsn97sChwNzm7GmYoa0S9f9WWBqRLTkp8sGa8w7zjSS3LGfcjIJOCs5q3II8F6U2VfcSOpRe5xJ0mByf3fvtOD2BUwA5kXET+polunrWEyNZfA6dlPypeqSOgDDgJfzmmX6N11Mja3gbzpz5fC1U01hHHCPpPOAN4DPAUiqBL4aEaOB/YBfStpE7g9qXEQ0WzBGRLWk2iHt2gC3RMQcSVcCMyNiErl/BHdIWkjuU+UZzVVPI2r8uqSR5L4FZSW5M9pajKS7yJ2N2FVSFfA9cicUEBE3kRsZ6URgIbAG+FJL1ldkjZ8F/kNSNbAWOKOFPwAdDnwReCk59gTwX8DuqRqzfh2LqTHr17EncJtyX6K+HblhKh8qp7/pImvM9G+6NfDIN2ZmZilby65UMzOzJuFgNDMzS3EwmpmZpTgYzczMUhyMZmZmKQ5GMzOzFAejmZlZioPRrIlJOjQZoLm9pI7J9+Llj1dpZmXKF/ibNQNJVwHtgQ5AVUT8T8YlmVmRHIxmzSAZe3YGsA44LCJqMi7JzIrkXalmzWMXYEdy30bfPuNazKwE7jGaNQNJk4CJQD+gZ0RckHFJZlakreXbNczKhqSzgOqI+G3yLQd/k3RsREzNujYza5h7jGZmZik+xmhmZpbiYDQzM0txMJqZmaU4GM3MzFIcjGZmZikORjMzsxQHo5mZWYqD0czMLOX/A0hxTy+lP3VkAAAAAElFTkSuQmCC\n", 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\n", 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MxYHkgHH7WV0V4AlAy66KiCSwiqDz9GdLuO/duZWXB7k73y0vjGpdUjs0EhcRSVB5G0sZMWYmU7MLOLVLKzJXFFJWEVT3eQJRiIuIJKDPFuZx15uz2bajgkcu68UVaW2ZsbJY3ecJRiEuIpJAtpdX8MjHi3jxm+V0P7IpTw/tQ5fDmwLqPk9ECnERkQTxwew1PPTBfPI2buf6kztw7wXHkZqSFO2yJIIU4iIiCeCxSYt48rOlAKQkGRef2EYBXg+oO11EJI5t3l7OHW/MrAxwgGDQSc8uiGJVUlcU4iIicWpObgkXPvk1781czZVpbUlN0drn9Y2m00VE4oy78+I3y/nbxwtp1aQho38xkJM6t+Sq/u3VfV7PKMRFROJIwebt3PXmLD5flM85xx/BI5f14rDGDQB1n9dHCnERkTjxypTlPDpxEdsrgjw4qAfXDuyAmUW7LIkihbiISIwrrwjy27dn8/aM1QA0SA7Q4+jmCnBRY5uISCxbVbiVK/81tTLAASoqguo+F0AhLiISsybMWcsFT37NkrzN3HFON3Wfy240nS4iEmO27ajgwQ/mM3raSnq3O5SnBvehfctGnNallbrP5XsU4iIiMSIzp4gPZq1h8oI8VhVt41enH8Od53YjJSk0aaruc9mVQlxEJAZkrihk8PPplFWE7vp9/4XHceNpnaNclcQ6fSYuIhJlJVvLuPedOZUBnmSwrSwY5aokHmgkLiISRRkrCrl9zEzWlWwjOWC4uxrXpMYU4iIiUVARdJ79YimPT15Cm0MP4e1fn0pF+MYlalyTmlKIi4jUsbyNpYwYM5Op2QVc3Pto/nJJT5qmpgAovGW/KMRFROpAZk4R6dkFJAeM575cRmlZkEcu78UV/dpq5TU5YApxEZEIy8wp4uoX0tleFsSBDi0b8eav+tPl8CbRLk3inEJcRCTCPpqzltJwt7kBl/ZpowCXWqEQFxGJoLczc/lveg4AAQvdvOS0rq2jXJUkCoW4iEgEbN5ezh/encs7WasZ0KkFN53WiSXrN6vzXGqVQlxEpJbNzi3mttFZrCrcyh1nd2PYj7qQFDDO7RHtyiTRKMRFRGpBZk4RU5dtYMPm7bz23UpaNWnImJtPZkCnFtEuTRKYQlxE5CBl5hQx9Pl0tpeHmtcGdDyMUdelcWijBlGuTBKd1k4XETlIb0xfWRngBpx+bGsFuNQJjcRFRA5QWUWQxz9ZzNiMXAywcPf5wM6tol2a1BMKcRGRA7CqcCvDx2SRtbKYwf3bcXHvo8laVazuc6lTCnERkf304ey13DNuNjg8NaQPF/U+GoBTumgELnVLIS4iUgOZOUV8sySfuatL+GTBek5sdyhPDelDuxaNol2a1GMKcRGRfdi1+/ySPm145PJepCSpN1iiS38DRUT2wt159stllQEeMOhyeBMFuMQEjcRFRPageOsOfvv2bCbPzyNgocvHUpIDDOzcMtqliQAKcRGRak1fUcjto7NYv2k7911wHH3aH8p3ywvVfS4xRSEuIlJFRdB55vOlPDF5Me1aNOLtW06hd7tDAUjrqCVUJbYoxEVECDWvTZ6fx1dL1jNvzSYGnXg0f/5pT5qmpkS7NJE9UoiLSL2XmVPE4FFTKatwAIb9qAt3ntMNM4tyZSJ7p/ZKEanXtpdX8NcJ8ysDPGBwSEqSAlzigkbiIlJvZedv5rbRWcxbs5GkgIG7us8lrijERaTecXfenrGa+9+bS8PkAC9cl8ZhjRuQnl2g7nOJKwpxEalXNm8v5/fvzOHdmWs4qVMLRg7uw5HNUwEU3hJ3FOIiUi9k5hTxbtZqPpm/jvWbtvN/53Tj1jO7hKbRReKUQlxEEl7GikIGj0qnPBhqXvvzT3tyzcAOUa5K5OCpO11EEtqGzdu5+63ZlQGeZFCyrSzKVYnUDo3ERSRhTVm6gRFvzKRo6w6SA4ar+1wSjEJcRBJOWUWQxz9ZzLNfLuOY1k34z40D2LqjQt3nknAiGuJmdh4wEkgCXnD3h6s55krgAcCBWe4+NJI1iUhiW1W4leFjsshaWczg/u24/6LjadQg9KNO4S2JJmIhbmZJwDPAOUAuMN3Mxrv7/CrHdAXuBU519yIzOzxS9YhIYsvMKeLf365g8oI8ksx4akgfLup9dLTLEomoSI7EBwBL3T0bwMzGAIOA+VWO+QXwjLsXAbj7+gjWIyIJ6tulG7j2pWlUBB0z+OfQvpx/wlHRLksk4iLZnd4GWFVlOze8r6puQDczm2Jm6eHp992Y2c1mlmFmGfn5+REqV0Ti0cJ1G7ltdBYV4e7zAJC9YUt0ixKpI5EM8epWUPBdtpOBrsAZwBDgBTM7dLdvch/l7mnunta6detaL1RE4o+789/0HAY9PYUKdxokBUgy1H0u9Uokp9NzgXZVttsCa6o5Jt3dy4DlZraIUKhPj2BdIhLnirfu4Ldvz2bivDxO79aaf1zZm5yCreo+l3onkiE+HehqZp2A1cBgYNfO83cJjcBfMbNWhKbXsyNYk4jEuekrCrl9dBbrN23nvguO4+endSIQMFo1aajwlnonYiHu7uVmNgyYSOgSs5fcfZ6ZPQhkuPv48HPnmtl8oAK4290LIlWTiMSv6SsKGTl5CVOWbqB9y0a8fcsp9G6326dvIvWKue/6MXVsS0tL84yMjGiXISJ16JN5efzy1QyCDgGDf984gB90VX+M1A9mlunuadU9p7XTRSSmTZ6fx21jZhBuPseA2bklUa1JJFZo2VURiUmlZRU8/NFCXvl2BR1bNmJtSSnlFUF1n4tUoRAXkZizLH8zt72exfy1G7nh1I7cc3535q7eqO5zkV0oxEUkZrg7b2Xm8sfx82iYHODF69M467gjgNC65wpvke9TiItITPh6ST5/nbCABWs3MbBzC564qg9HNk+NdlkiMU0hLiJR98b0ldzz9hwcSA4Yd557rAJcpAYOqDvdzBT+InLQgkFn1FfLuHfcnMo1md2dacsLo1qXSLzYY4ib2ftm1qGa/WcDMyNalYgkvPxN27nhlen8dcJC+nc8jIbJWvtcZH/tbUQ9BvjczF4EHgFaA08A7YHr66A2EUlQXy/J5443ZrGxtIw//7QnV5/Unhkri9V9LrKf9hji7v6amX1AKMAXACnAX4DnPd6WeRORmFBWEeSxTxbz3JfL6NK6Ca/eNIDuRzYD1H0uciD29dn28cAAYBqQBhwR/p6yCNclIgnmozlrefCD+awtKWXIgPbcf+HxHNIgKdplicS1vX0m/gLwDPBrdx8K9AGaA7PM7Nw6qk9EEsCTny7hltdmsLaklJQk4/J+bRXgIrVgb93p84D+7j4VwN23uPtdwFXAH+qiOBGJb9t2VHDP27N57JPFlfuCQSc9WzcrFKkNewxxd3/c3Suq2T/H3X8Q2bJEJN4tWLuRi57+hjcyVnFpnzakpqj7XKS26XpvEalV7s6r6Tk89OECmh+Swqs/P4lTu7Ti6oEd1H0uUssU4iJSa4q37uC3b89m4rw8zji2NX+/ojetmjQE1H0uEgkKcRE5aJk5RbyVmcsn89ZRUlrG739yHDee2olAwKJdmkhC22eIm1k34FngCHfvaWa9gIvd/c8Rr05EYt70FYUMGZVOedAx4JHLenFF/3bRLkukXqjJ2unPA/cSvjbc3WcDgyNZlIjEh7Ul27jjjZmUB0PrPwUM1m/eHuWqROqPmkynN3L3aWbfmxYrj1A9IhInPpmfx91vzWLbjgpSkoxg0NV5LlLHahLiG8zsGAjdZMjMLgfWRrQqEYlZpWUVPPzRQl75dgU9jm7GU0P6ULS1TJ3nIlFQkxC/FRgFdDez1cBy4JqIViUiMWlZ/maGvZ7FgrUbufHUTvz2/GNpmBxaeU3hLVL39hni7p4NnG1mjYGAu2+KfFkiEksyVxTy/DfL+WzBepqkJvPi9WmcddwR0S5LpN7bZ2Obmf3VzA4NL7u6ycwOMzN1povUE18vyeeKf03l47nrKA8GeeSyXgpwkRhRk+708929eOeGuxcBF0SuJBGJFTNXFTPs9SzCzecYsChPk3EisaImIZ5kZg13bpjZIUDDvRwvInEuGHT+9eUyLn/2W1KSjAZJWvdcJBbVpLHtVeBTM3uZUIf6jcC/I1qViERN/qbt3PnmLL5anM/5PY/k4Ut7sTR/s7rPRWJQTRrbHjGz2cDZhGbTHnL3iRGvTETq3FeL8/m/sbPYVFrGXy7pydAB7TEzrXsuEqP2GuJmlgRMdPezgY/rpiQRqWvTlhfw90mLmLa8iK6HN+G1m07i2CObRrssEdmHvYa4u1eY2VYza+7uJXVVlIjUnQmz13Lr6Bm4Q1LA+NPFPRTgInGiJp+JlwJzzOwTYMvOne4+PGJViUidGD9rDXeNnYWHu89xJ2tVMad0aRXVukSkZmoS4h+Gv0QkQWzdUc4D4+cxNiOXbkc0IadgK+UVQXWfi8SZmjS2/dvMGgDdwrsWuXtZZMsSkUhZsHYjw16fQfaGLdx65jGMOLsbs3NL1H0uEodqcj/xMwhdUraCUHd6OzO73t2/imxpIlKb3J3/pufw5w8X0PyQFF79+UmcGp42V/e5SHyqyXT6P4Bz3X0RgJl1A0YD/SJZmIjUni8XreehDxewdP1mzjy2NX+/ojctm2jNJpF4V5MQT9kZ4ADuvtjMUiJYk4jUolen5vD79+YCkBwwbj2ziwJcJEHUZNnVDDN70czOCH89D2RGujAROTgVQWfk5CX8IRzgEJpS/255YRSrEpHaVJOR+C2E7ik+nNBn4l8B/4xkUSJycNaWbGPEmJl8t7yQH3ZrxbTsQsrUfS6ScPYY4mbW3t1Xuvt24LHwl4jEuE/m53H3W7PYUR7kH1f05rJ+bcnMKVL3uUgC2ttI/F2gL4CZve3ul9VNSSJyIErLKnj4o4W88u0KehzdjKeG9KFz6yaAus9FEtXeQtyqPO4c6UJE5MCNn7Wahz5YQP6m7dx4aid+e/6xNExOinZZIhJhewtx38NjEYkR7s7fJy3imc+XAZCSZPyk11EKcJF6Ym8h3tvMNhIakR8Sfkx42929WcSrE5E92lRaxn3vzGX8rDWV+4JBJz27QFPnIvXEHkPc3fWrvEiMmrmqmOGjs1hdvI2hA9oxLms1ZeXqPhepb2pyiZmIxIhg0Hn+62wenbiII5qlMvaXA+nXoQWX9Wun7nORekghLhIHMnOK+HRBHt8uK2DmqmLO73kkD1/ai+aNQosnqvtcpH5SiIvEuMycIoaMSmdHRRCAX/6wM/ec3x0z28d3ikiiq8myqyISJWUVQf728YLKAA8YNDskRQEuIoBG4iIxa2XBVm4bk8WsVcUkBQzc1bgmIt+jEBeJQeNnreG+cXPA4J9X9+WIZqlqXBOR3UQ0xM3sPGAkkAS84O4P7+G4y4E3gf7unhHJmkRi2dYd5Twwfh5jM3Lp2/5QRg7uQ7sWjQAU3iKym4iFuJklAc8A5wC5wHQzG+/u83c5rimhO6R9F6laRGJdZk4R42euYfKCdawpKeXWM49hxNndSElS24qI7FkkR+IDgKXung1gZmOAQcD8XY57CHgEuCuCtYjErMwVhVw1Kp3yYGh14wcuOp6fndopylWJSDyI5K/5bYBVVbZzw/sqmVkfoJ27f7C3FzKzm80sw8wy8vPza79SkSgp2rKD346bUxngSQZbdlREuSoRiReRDPHqroGpvJGKmQWAx4E79/VC7j7K3dPcPa1169a1WKJI9HyXXcAFT37N8g2bSQ4YSYa6z0Vkv0RyOj0XaFdluy2wpsp2U6An8EX4mtcjgfFmdrGa2ySRlVcEeeqzpTz12RLat2jEu78+jR0VQXWfi8h+i2SITwe6mlknYDUwGBi680l3LwFa7dw2sy+AuxTgksjWFG9jxJiZTFtRyKV92vDgT3vSpGHon6HCW0T2V8RC3N3LzWwYMJHQJWYvufs8M3sQyHD38ZF6b5FYk5lTxKtTV/DJgjyCDo9d2ZtL+7aNdlkiEuciep24u08AJuyy7/49HHtGJGsRiZapyzZwzYvTqAg6ZvDUkD5c2OvoaJclIglAF6GKRNDS9ZsYPjqLinD3eQDIKdga3aJEJGFo2VWRCHB3xmas4oHx84JPCTkAABdESURBVElOMhokGRVBrX0uIrVLIS5SyzaWlvG7cXP4YPZaTjmmJY9fdSK5RdvUfS4itU4hLlKLZq4q5rbRM1hTXMrdPz6WX51+DEkB44hmqQpvEal1CnGRg5SZU8TUZRvI27id0dNWckSzVMb+ciD9OrSIdmkikuAU4iIHITOniKHPp7O9PAjAyZ1b8Ny1aTQ/JCXKlYlIfaDudJGDMGbaysoAN+C0rq0U4CJSZzQSFzkAO8qD/GPSIt7MzMUAM2iQHGBg51b7/F4RkdqiEBfZTysLtnLb6BnMyi3h6pPac2Gvo5ixslid5yJS5xTiIvvhvZmrue+duQQMnr26L+efcBQAJx+jEbiI1D2FuMg+ZOYU8fWSfGavKuazRfmkdTiMJwafSNvDGkW7NBGp5xTiInuRmVPEkOfT2RFuXru8XxsevrQXyUnqCRWR6NNPIpE9cHf++fnSygAPGHRq1UQBLiIxQyNxkWoUbdnB3W/N5tOF6wlY6PIxrXsuIrFGIS6yi/TsAkaMmUnhlh3cf+Hx9G7bnPTlheo+F5GYoxAXCSuvCPLkZ0t5+rMldGjZmHHXn0LPNs0B6NdRS6iKSOxRiEu9l5lTxCfz1/HlonwWrNvEZX3b8qdBPWjSUP88RCS26aeU1GuZOUUMHjWVsgoH4PazunDHOcdGuSoRkZpRm63UW6VlFTz0wfzKAA8YNEhOinJVIiI1p5G41EtL129i2OtZLFy3iaSAgbu6z0Uk7ijEpV5xd8ZmrOKB8fNp1CCJl3/Wn2aHpJCeXaDucxGJOwpxqTc2lpbxu3Fz+GD2Wk7t0pLHrzyRw5ulAii8RSQuKcQl4WXmFPHOjFwmzV9HwZYy7v7xsfzq9GNC0+giInFMIS4JLWNFIYNHpVMedAz4yyU9GXpSh2iXJSJSK9SdLglr/aZS7npzFuXB/3WfF20ti3JVIiK1RyNxSUhfLs7nzrEzKdlWRkqSEQyq+1xEEo9CXBLKjvIgf5+0iFFfZdPtiCa8/ouBbCotV/e5iCQkhbgkjJyCLQwfncWs3BKuPqk9f7jweFJTQou3KLxFJBEpxCXuZeYU8fKU5Xy6YD0pScazV/fl/BOOinZZIiIRpxCXuDZl6Qaue3EaFe6YweNX9eW8ngpwEakf1J0ucWvemhKGjZ5BhYe7z4Fl+VuiW5SISB1SiEvccXdenrKcS575FhwaJAVIMtR9LiL1jqbTJa4UbtnBb96axeQF6zmr++E8ekVvlm/You5zEamXFOISN9KzCxgxZiaFW3Zw/4XHc8OpHTEzWjRuoPAWkXpJIS4xb9ryAh6fvIT0ZQV0bNWYcdefQs82zaNdlohI1CnEJaZNnLeOW17NJOiQZMaff9pTAS4iEqbGNolZE+etY/joLMJLnwPOzFXF0SxJRCSmaCQuMae0rIK/fLiA/6bn0LlVY1YXb6O8IqjucxGRXSjEJaYsXb+JYa9nsXDdJn7xg07c/ePuzFldou5zEZFqKMQlJrg7b0xfxQPvz6Nxg2RevqE/Zx57OBBa91zhLSKyO4W4RN3XS/L584cLWLRuE6d1acVjV/bm8Gap0S5LRCTmKcQlqkZPW8nvxs3BgeSAMeLsrgpwEZEaUne6REUw6Pzzi6Xc904owCE0pf7d8sKo1iUiEk80Epc6t35TKf/3xiy+WbqBU45pSWZOkbrPRUQOgEJc6tQXi9Zz59hZbNlRzsOXnsBV/dsxY2Wxus9FRA6AQlzqxI7yII9OXMjzXy/n2COaMmboQLoe0RRQ97mIyIFSiEvEfTh7DQ99MJ91G7dzzcD2/P4nx5OakhTtskRE4p5CXCLq8U8WM/LTJQCkJBmX9GmrABcRqSXqTpeI2LK9nDvHzqoMcAh1pKdnF0SxKhGRxKIQl1o3d3UJFz31DeOycrmiXxtSUwIkGeo+FxGpZRGdTjez84CRQBLwgrs/vMvz/wfcBJQD+cCN7p4TyZokctydl6es4OGPFnJY4xRev2kgJx/TksEDOqj7XEQkAiIW4maWBDwDnAPkAtPNbLy7z69yWBaQ5u5bzewW4BHgqkjVJJFTuGUHd785i08Xrues7ofz6BW9adG4AaDucxGRSInkSHwAsNTdswHMbAwwCKgMcXf/vMrx6cA1EaxHIuTf367g0YkLKS0L8seLjudnp3TEzKJdlohIwotkiLcBVlXZzgVO2svxPwc+imA9UsvKK4LcO242b2auBqBBcoBebQ9VgIuI1JFINrZV95Pcq9mHmV0DpAGP7uH5m80sw8wy8vPza7FEOVCri7cxeFR6ZYADVFQE1X0uIlKHIhniuUC7KtttgTW7HmRmZwP3ARe7+/bqXsjdR7l7mruntW7dOiLFSs19PHct5z/xFQvXbWLE2V3VfS4iEiWRnE6fDnQ1s07AamAwMLTqAWbWB/gXcJ67r49gLVILSssq+POH83k1fSW92jbnqSF96NCyMT/o2lrd5yIiURCxEHf3cjMbBkwkdInZS+4+z8weBDLcfTyh6fMmwJvhz1FXuvvFkapJDtySvE3cNjqLhes2cfMPO3PXucfSIDk0kaPucxGR6IjodeLuPgGYsMu++6s8PjuS7y8HL3NFIaO+zubzhetpdkgKr9zQnzOOPTzaZYmICFo7Xfbiq8X5/OzlaQQdAgYPX9ZLAS4iEkO07KpUKzOniGGvzyAYvp7AgEXrNkW1JhER+T6NxOV7gkHn2S+X8dgni2nROIUG5QEqKoLqPBcRiUEKcam0fmMpd4ydyZSlBVzY6yj+eukJLMnbrM5zEZEYpRAXAD5ftJ67xs5iy45y/nbZCVyZ1g4zU+e5iEgMU4jXc99lF/DoxEVk5BTR/cimvDF0IF0ObxrtskREpAYU4vXYh7PXMGx0Fu6QFDD+eNHxCnARkTii7vR66p2sXEa8MRPfuZq9OzNWFke1JhER2T8aidczW7aXc/9783h7Ri7HHdmU7A1bKFf3uYhIXFKI1yNzV5cwfHQWKwq2MPysrgz/URdm5Zao+1xEJE4pxBNcZk4R6dkb2LB5B6+lr6RF4wa8/ouBlaNudZ+LiMQvhXgCy8wpYujz6WwvDwKQ1uEwRl2XRovGDaJcmYiI1AY1tiWwsRmrKgPcgDO7t1aAi4gkEI3EE1B5RZCRny7hjemrMMAMGiQHGNi5VbRLExGRWqQQTzCri7dx++gsMnKKuLxfWy7p04aZq4rVuCYikoAU4gnk47lr+c1bswk6jBx8IoNObAPAqV00AhcRSUQK8TiXmVPEN0vymbdmI5Pm59GrbXOeGtKHDi0bR7s0ERGJMIV4HNu1+3zQiUfz6OW9aZCsfkURkfpAP+3jlLvzry+XVQZ4wKDbEU0V4CIi9YhG4nGoZFsZvxs3h0nz8whY6PIxLZsqIlL/KMTjTGZOEcNHZ5G3sZTfnted/h0P47vlheo+FxGphxTicaIi6Dz35TIe+2QxRzVPZeyvTqZv+1Bop3VsEeXqREQkGhTiMS4zp4jJC/L4Zkk+c1Zv5MJeR/HXS0+gWWpKtEsTEZEoU4jHsMycIoaMmsqOitBNv399Rmfu/nF3zCzKlYmISCxQK3OM2lEe5P9NWFAZ4AGDxg1TFOAiIlJJI/EYtHzDFoaPzmLO6hKSAgbu6j4XEZHdKMRjzDtZufz+nbkkJwX417X9aNWkIenZBeo+FxGR3SjEY8SW7eX84b25jJuxmgEdW/DE4BM5+tBDABTeIiJSLYV4lGXmFPHezNV8Mj+PvI2l3H5WV277UReSk9SuICIie6cQj6LMFYVcNSqd8mCoee3BQT247uSO0S1KRETihoZ7UVKweTt3vz27MsCTDDaVlke5KhERiScaiUfBt8s2MGLMTAq37CA5YLi6z0VE5AAoxOtQeUWQJyYv4ZkvltKpVWNeuWEA28oq1H0uIiIHRCFeR3KLtnL7mJlk5hRxZVpbHri4B40ahE6/wltERA6EQjzCMnOK+M+3K/hkQR4BM0YOPpFBJ7aJdlkiIpIAFOIRNHXZBq55cRoVQccMnhnSlwt6HRXtskREJEGoOz1CFudt4rbRWVSEu88DwPKCLdEtSkREEopCvJa5O699l8NFT31DWUWQBkkBkgx1n4uISK3TdHotKtlaxr3vzGbCnHX8oGsrHrvyRFYWblX3uYiIRIRCvJZk5hQyfPRM8jaWcs/53bn5B50JBIzWTRsqvEVEJCIU4gdp+opCnpy8hCnLNtDmsEN481cn06e9QltERCJPIX4QJs/P4+b/ZhB0CBj89ZITFOAiIlJn1Nh2gD5bmMdto7MIN59jwOzckqjWJCIi9YtG4vtpe3kFj3y8iBe/WU6HFo1Yt7GU8oqgus9FRKTOKcT3w/INW7ht9Azmrt7I9Sd34N4LjmPemo3qPhcRkahQiNfQuBm5/OHduaQkBxh1bT/O7XEkEFr3XOEtIiLRoBDfi9e/W8kHs9ewdUc5M1eVMKBTC5646kSOPvSQaJcmIiKiEN+T179bye/emVO5/aPurXn+uv4kBSyKVYmIiPyPutOrEQw6L3yd/b19ZRWuABcRkZiiEN9Fwebt/Pzf08ne8P2blZzfU3cfExGR2KLp9Cq+XbqBEW/MpHhbGQ8O6kGyGR/NW8f5PY9i6Ento12eiIjI90Q0xM3sPGAkkAS84O4P7/J8Q+A/QD+gALjK3VdEsqbqlFUEeWLyYv75xTI6tWrMKzcM4PijmwEwdGCHui5HRESkRiIW4maWBDwDnAPkAtPNbLy7z69y2M+BInfvYmaDgb8BV0Wqpl1l5hQxcd46vli0nsV5m7kyrS0PXNyDRg00QSEiIrEvkmk1AFjq7tkAZjYGGARUDfFBwAPhx28BT5uZubtHsC4gFOBDRk1lR0Xore44pxu3n9U10m8rIiJSayLZ2NYGWFVlOze8r9pj3L0cKAF2W7vUzG42swwzy8jPz6+V4tKzCygPL3weMEhW57mIiMSZSIZ4dam46wi7Jsfg7qPcPc3d01q3bl0rxQ3s3JIGyQGSDBpo3XMREYlDkZxOzwXaVdluC6zZwzG5ZpYMNAcKI1hTpX4dDuO1mwZq3XMREYlbkQzx6UBXM+sErAYGA0N3OWY8cD0wFbgc+KwuPg/fSeuei4hIPItYiLt7uZkNAyYSusTsJXefZ2YPAhnuPh54EfivmS0lNAIfHKl6REREEk1Er6Vy9wnAhF323V/lcSlwRSRrEBERSVRadlVERCROKcRFRETilEJcREQkTinERURE4pRCXEREJE4pxEVEROKUQlxERCROKcRFRETilEJcREQkTlkdLlVeK8wsH8ipxZdsBWyoxderr3QeD57O4cHTOTx4OocHr7bPYQd3r/YWnnEX4rXNzDLcPS3adcQ7nceDp3N48HQOD57O4cGry3Oo6XQREZE4pRAXERGJUwpxGBXtAhKEzuPB0zk8eDqHB0/n8ODV2Tms95+Ji4iIxCuNxEVEROJUvQlxMzvPzBaZ2VIzu6ea5xua2Rvh578zs451X2Vsq8E5/D8zm29ms83sUzPrEI06Y9m+zmGV4y43MzczdQlXoybn0cyuDP99nGdmr9d1jbGuBv+e25vZ52aWFf43fUE06oxVZvaSma03s7l7eN7M7Mnw+Z1tZn0jUoi7J/wXkAQsAzoDDYBZwPG7HPNr4Lnw48HAG9GuO5a+angOzwQahR/fonO4/+cwfFxT4CsgHUiLdt2x9lXDv4tdgSzgsPD24dGuO5a+angORwG3hB8fD6yIdt2x9AX8EOgLzN3D8xcAHwEGDAS+i0Qd9WUkPgBY6u7Z7r4DGAMM2uWYQcC/w4/fAs4yM6vDGmPdPs+hu3/u7lvDm+lA2zquMdbV5O8hwEPAI0BpXRYXR2pyHn8BPOPuRQDuvr6Oa4x1NTmHDjQLP24OrKnD+mKeu38FFO7lkEHAfzwkHTjUzI6q7TrqS4i3AVZV2c4N76v2GHcvB0qAlnVSXXyoyTms6ueEfguV/9nnOTSzPkA7d/+gLguLMzX5u9gN6GZmU8ws3czOq7Pq4kNNzuEDwDVmlgtMAG6rm9ISxv7+zDwgybX9gjGquhH1rm35NTmmPqvx+TGza4A04PSIVhR/9noOzSwAPA78rK4KilM1+buYTGhK/QxCM0Jfm1lPdy+OcG3xoibncAjwirv/w8xOBv4bPofByJeXEOokU+rLSDwXaFdluy27Tw1VHmNmyYSmj/Y2VVLf1OQcYmZnA/cBF7v79jqqLV7s6xw2BXoCX5jZCkKfo41Xc9tuavrv+T13L3P35cAiQqEuITU5hz8HxgK4+1QgldCa4FIzNfqZebDqS4hPB7qaWScza0CocW38LseMB64PP74c+MzD3QkC1OAchqeC/0UowPUZ5O72eg7dvcTdW7l7R3fvSKiv4GJ3z4hOuTGrJv+e3yXUaImZtSI0vZ5dp1XGtpqcw5XAWQBmdhyhEM+v0yrj23jgunCX+kCgxN3X1vab1IvpdHcvN7NhwERCXZkvufs8M3sQyHD38cCLhKaLlhIagQ+OXsWxp4bn8FGgCfBmuCdwpbtfHLWiY0wNz6HsQw3P40TgXDObD1QAd7t7QfSqji01PId3As+b2R2EpoF/poHN/5jZaEIf17QK9w38EUgBcPfnCPURXAAsBbYCN0SkDv0/ERERiU/1ZTpdREQk4SjERURE4pRCXEREJE4pxEVEROKUQlxERCROKcRFYoyZVZjZzPDdt2aF7w4XCD+XZmZPHuDrrghfMx3TzKyjmQ3dw3NpZjY3fG0zZnaMmWWbWbPqjhdJdApxkdizzd1PdPcewDmErjX9I4C7Z7j78KhWF3kdgWpDPLzwzVfAXeFdzwD3ufvGuilNJLYoxEViWHjlu5uBYeGVn84wsw8AzOz08Ih9Zviez03Dz39lZu+E76X93M5RfFVm9q6ZZYZH+zdX2X+emc0IzwB8Gt7XOHzv5Onh9xkU3v+z8Ou8b2bLzWxYeNYgK3zTkRbh444xs4/D7/e1mXUP738lfL/lb8Oj6cvDZTwM/CD857qjmtPyO+AmM/sNkOLuo2vthIvEmXqxYptIPHP37HAQH77LU3cBt7r7FDNrwv9uXTqA0P2fc4CPgUsJ3V63qhvdvdDMDgGmm9nbhH6pfx74obsv3xnChNbC/8zdbzSzQ4FpZjY5/FxPoA+hJTmXAr919z5m9jhwHfAEoftS/8rdl5jZScA/gR+Fv/8o4DSgO6FlKt8C7gHucvcL93A+is3sb+HXOX7fZ1AkcSnEReJDdXdEmgI8ZmavAePcPTe83O00d8+GyqUhT2P3EB9uZpeEH7cjdHOQ1sBX4RuG4O47bwB0LnCxme2cwk4F2ocff+7um4BNZlYCvB/ePwfoFf7l4hT+txQvQMMqdbwbvivWfDM7oobnAuB8II9QiC/aj+8TSSgKcZEYZ2adCa3/vR44bud+d3/YzD4k9Jl5uoXuIAe73+7we9tmdgZwNnCyu281sy8IBbNV872E91/m7t8Ly/Couuqd6oJVtoOEfr4EgGJ3P3EPf7yq31/dLyq7F2N2IaG7DP4YeMfMJrr71pp8r0ii0WfiIjHMzFoDzwFP73rzCTM7xt3nuPvfgAxCU9IAA8J3pwoAVwHf7PKyzYGicIB3J3TLU4CpwOlm1in8+jun0ycCt1l4KG2hu9XVSLjhbLmZXRH+XjOz3vv4tk2Ebsu6m/D0/z8IfYwwB3iP0HS/SL2kEBeJPYfsvMQMmAxMAv5UzXEjwpdbzQK2AR+F908l1Bw2F1gOvLPL930MJJvZbOAhQrc8xd3zCTXRjQu/5hvh4x8idHem2WY2N7y9P64Gfh5+zXnAoH0cPxsoDzfX7drY9gdCU/Dzw9sPAIPNTPcKl3pJdzETSSDhqfI9NoWJSGLRSFxERCROaSQuIiISpzQSFxERiVMKcRERkTilEBcREYlTCnEREZE4pRAXERGJUwpxERGROPX/AbtJS7uXVNOtAAAAAElFTkSuQmCC\n", + "image/png": 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\n", 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" ] }, - "metadata": { - "needs_background": "light" - }, + "metadata": {}, "output_type": "display_data" } ], @@ -1016,7 +993,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "metadata": {}, "outputs": [], "source": [ @@ -1035,20 +1012,20 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "*Important Note*: A **LOT** of assumptions are made to run this model without specifying barely any parameter. Most important ones are incremental displacement values, incremental LPF value and the amount of increments to be solved. These critical parameters are responsible if the model solution will converge or not!" + "![movie.gif](figures/gif/movie.gif)" ] }, { - "cell_type": "code", - "execution_count": null, + "cell_type": "markdown", "metadata": {}, - "outputs": [], - "source": [] + "source": [ + "*Important Note*: A **LOT** of assumptions are made to run this model without specifying barely any parameter. Most important ones are incremental displacement values, incremental LPF value and the amount of increments to be solved. These critical parameters are responsible if the model solution will converge or not!" + ] } ], "metadata": { "kernelspec": { - "display_name": "Python 3", + "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, @@ -1062,9 +1039,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.7.4" + "version": "3.10.8" } }, "nbformat": 4, - "nbformat_minor": 2 + "nbformat_minor": 4 }