{ "metadata": { "name": "" }, "nbformat": 3, "nbformat_minor": 0, "worksheets": [ { "cells": [ { "cell_type": "code", "collapsed": false, "input": [ "%pylab --no-import-all inline\n", "from geo.generator import randomConvexPolygon, randomConcaveTiling\n", "from geo.drawer import plot, plotPoints\n", "from kirkpatrick import Locator" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "Populating the interactive namespace from numpy and matplotlib\n" ] } ], "prompt_number": 1 }, { "cell_type": "code", "collapsed": false, "input": [ "# Create a random region\n", "initial = randomConvexPolygon(100, k=100)\n", "polygons = randomConcaveTiling(initial)\n", "plot(polygons)" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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WkRpYNcDbxlv8EQkqJTfjb+J7wZcj4UfIyMugtmltBnsPZu4rc8UMWhVSLcT+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\nhw4dYs2aNTRo0IDAwEAAZsyYwfjx4+nRowc//fSTduplSXC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"text": [ "" ] } ], "prompt_number": 2 }, { "cell_type": "code", "collapsed": false, "input": [ "# Run Kirkpatrick's\n", "locator = Locator(polygons)\n", "\n", "# Visualize triangulated boundary\n", "plot(locator.boundary, style='g--')\n", "plot(locator.regions, style='g-')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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7TD4xmXW317Gq56oiI3kEkfSFSkiukHM+7Dzd6nQr1C6Ty5h+cjr+L/zxHelL\nSEIIHgc98BnpQ2vb1iqKtrDc/FyCE4K5H3+fx4mPeZbyjIi0COLS40jJTiE9N51cWS6AcvapkbYR\nptqmvMp5RUp2Cpl5mcp9AOWsVnsje+qZ1sPVypV29u1ob9++UL92efvzkMt6pvX4d7d/82nDT0t8\n3uz8bHrt6MWll5dY2Hkh8zvPL7T9VvQtum/vTgubFpzzLLpeQnUnkr5QqcjkMj4/9jlPk5/iN9pP\n2V2TnJmM2zY3zHTMODL8CK9zX1P3l7p4unqyvv/6coktLj2OwNhAghOCCU0KJTw1nOj0aBIzE3mV\n/Yrs/GxkChkSCkozGGgaYKprio2+DTWNalLPtB4NzBvgau1KbePahbom/ldmbiZ7g/ZyMPggN6Jv\nkJiZ+Nb9NKQaGGsbY2Ngg6OpI02smtDOrh0f2X+ErqZuqb8H+fJ8llxcwuqA1aRmp+JWy43VvVfj\nYulS6tf65fovzDw9E1drV/zH+KOvqQ8UfNoz+cEEmULGrfG3cDJ3KvVrV2Yi6QuVRq4sl88OfUZq\ndiqHhx1GT1MPgISMBOqvqY+xjjEPJz1ES12Lmj/XxFjbmOApwSW/7p/uzh8lPuJ5ynMiXkUQl/Hu\nu3NjbWMsdC2wNbSltnFtnMydaGTZiKZWTcukkuebZwO7H+7m8svLhKeGkyfPQ1NNEwNNAwy0DNBU\n0yQpM4lXOa+UheCMtIyoYVCDeqb1aGLZhDZ2behYq6MygRZXbHos009O51DIIdSl6oxuMprlPZZj\nqG1Y6q/1z0KTQum0tRNpOWl4D/dWfvrrv6s/t2JucWHMBeqb1S/TGCobkfSFSiErL4sh+4egJlVj\n76d7ld0Wz1Oe02tHL9wc3Fjbdy3qUnV6bO/B9ajrRM2I+tukE5seS2DM/9+dJ4fyIvVFmd2dl7eg\n+CB23N/BmedneJT4iIy8jIKKnGbOdKzZkfrm9Yl9Hcv9+Ps8TX5K9OvoQr8QDLUMqaFfg7qmdWls\n2Zh29u3oYN+h0Ht6LeIaX538ilvRt7AxsGFOhzlMbjm5XN8HuVzOsIPDOBh8kIktJvJ7v9+5F3uP\nZuuaET0zutDM3TfOh52nU61OqEnVyi3OikIkfaFS+OzQZ8gVcrYN2qbs0rkZdZOBewbyXafvmNxq\nMgCLLyxm0YVFXBl7BW017Q+6O7cztKO2SW2czJxwsXQps7vz8paYmcjO+zs5/uQ4d+PukpiZiKZU\nEwcTBzrltU88AAAgAElEQVTW7IhHIw+6OHQhOz+bKxFXuBZ5jftx9wlNDiXmdQyp2ankyfNQk6hh\npG2EukSdhMwEmts05yf3n+jkoNrx7/uC9jHq8CjsDO247HUZ1/+4MtB54Fu799psbMPCzgvp7dhb\nBZGqlkj6QqUQmRaJjb6N8s5MoVAwcM9AxjUbx0DngQCceHKCfrv7KY+pjHfn5Sk3P5cjj49wIPgA\nAVEBRKZFokCBtb417eza8e1H3xaa2QwFD1GvRlzlWsQ1YtNjmdNhTrGHXJaH+PR4Om7pSFhqGB/V\n/Ii7sXfxG+2Hs7kzOho6yv3+c+s/+IX5sW/IPhVGqxoi6QuVzqPERzibO6NQKJRT6nfc38GYw2OQ\nSCX4e/rTxKpJlbg7L2/XIq6x48EOTj09xfOU5+hp6tHVoSuzPprFRzU/UnV4xfal75f8FvAbChS0\nsmnF+BbjGd9ivHJ7anYqDqsceDbtGWa6ZiqMtPyJpC9UGgqFgvnn53Mg+AD3vrinXL1q3rl57Ave\nx9o+axl1eBTRM6NFfZtSkJ6bzi/Xf+GP+3/wJOkJuhq6dKrViW/af1NkacKKyD/cny7buqCppklN\nw5qETA0p9H0x8tBI2tq2rXZj+UXSFyqc1OxUjLWNC7XlynIZf2w8jxIfcczjGJZ6BWsqjz48mpev\nXrL3071M9Z3KgeADwH+7dvQ19ZV99Tb6Ntgb2VPHpI6yv95G36badu+8j+z8bNbcWMPWu1t5lPQI\nLTUtOtTswMx2MwuVr65o6q2ux7OUZ+io6/BN+29Y3GWxctvZ52eZdWYWdybeUWGE5U8kfaFCeZT4\nCPc/3PH28MbVumC2ZWRaJJ23dqaBeQP2DdmHroYuYSlhTPGZwtwOc6lnVo8xR8aQkZvB1YirjGwy\nkoMhB8nMy8RQ05Cm1k3RkGoQnxFPSnYKaTlpZOVnkS/PB/jvkoCaBpjomGCpZ4mtgS21jGpR17Qu\nzubOuFi4YKRtpMq3psLIzc/l91u/sylwE0EJQWhKNWln347pbaczwGmAqsMrpM2GNgREB9Derj3B\nicGkfJui3CZXyNl+bzujm44uVLOpqhNJX6gw7sXeo/fO3iztthRPV08Aol9H4/SrEzWNanJ7wm20\n1bW5+OIiww4MY26Hudga2PLNmW/42Plj/tX1XxgsNSBvfh4SiQTvx94svrCYOzF3MNQyxKOxB0u6\nLCm09GFseixB8UE8Tvr/2bGvIoh5HUNCZoJylE9Ofo5y2KaGmgY66joFs2R1TLHWs8bW0BYHYwcc\nTR1pYNEAZzPnSl8np7jy5flsuL2BjXc2ci/uHmpSNdrYtmFam2l84vyJyj9FtdnQhqz8LJKzkol5\nHcP2T7YzsvFIlcakaiLpCxXC9cjrDNwzkF97/8oQlyFAwTjzvrv64tHIgyVdlyCVStl0ZxNz/eby\nx8d/4Pfcj+VXl7PQbSHfd/4eAO1/aZM6O7VQ+YH03HQW+C9g+93tJGUl4WLhwtyOc9+rpn6+PJ+w\nlDBCEkMITQrleepzIl9FEpMeQ1JmEqk5qWTmZpIjy0GBAilSNNU1lUNBzXTMsDGwwd7QntomtXE0\ndcTFwgUHYweVJ8bSIpfL2XZvG7/f+p3A2EAkSGhh04IpraYwovEIlbzONhvaYKpjyqIui9gWuI24\nzDgODD1Q7nFUJCLpCyp36cUlBu8bzJaBW+hbvy9Q8BBu2IFh/Oj+I581+Yw8WR4jD43kXtw9Dg09\nxJa7W9gXtI8V7isY5jJMeS7z5eY8nPQQa4OiE3KgYHTK3HNzufTyEppqmgxwGsAP3X+glnGtUns9\n2fnZPEp4VPALIrmgHENUWhRxGXEkZyUXdC/lZZErL5gnoCZRUz5/MNE2wUKv4PlDTeOa1DWpW/D8\nwcIFS33LUouxrMnlcnYH7ea3gN+4FX0LBQpcrVz5ouUXeLl6ldsvgDdJf/PAzYw+MppbUbe4P+l+\ntV42USR9QeXCUsJ48eoFbg5uyjaPgx583uxzutXpRmp2KsMPDCcmPYb9Q/Yz6cQk1CRq7B68u8hw\nO41/anBu1Lm/nSiUJ8tj5bWV/H7zdyLSIqhtXJtpbaYxrfW0cr0jTc5MJjgxmEeJj3iW/IwXr14Q\n/TqahIyC7qXXua/Jzs9WPn/QkGqgo6FTMPdAx1T5/MHB2IG6pnVpYN6ABhYN3ruMQlmSy+UcenSI\n1TdWcyPqBjK5jCZWTRjfvGAYZVmOtBqyfwim2qb8p99/aLWhFd3rdGdam2nUMKg4cwvKm0j6QoWh\nUCi4FX2r0ISg0KRQ+u/uT8+6Pfmx549M852GoZYhS7oueesUep1/6fDHJ3+8VzXHx4mPmX12Nr5P\nfZEr5HR16Mqy7sveWrZXVeRyOZGvIwmKDyI0OZSwlDBevnpJTHoMiZmJpGanFjx/kOUgV8iRIEFT\nTRNdDV2MtIww0zXDSs8Ke0N7HEwKnj80tGiIo5ljuQ9v9X7szarrq7gWcY1ceS4uFi6MazaOSS0n\nlfqzkG/PfIupjinfdviW/UH7+en6T1wde7XIkom5slzyZHnKek5VmUj6QoUgk8uYcWoG/uH+3Bx/\nEy11Lc4+P8vIQyP5Z5d/Us+0Hm4ObigUir+sl2Kw1ICVPVYyseXE945BLpez5e4WVlxdwZOkJ1jp\nWzGu2Ti+6/SdSksUv698eT6hSaHKekLhKeEF5Zsz4kjMTCQtJ01ZnlmBAqlEipaalnJ4q7muuXL2\ncm2T2tQ3q4+LhQu2Bral/inIN9SXn6//zOWXl8mR5eBs5swY1zF82ebLUnnP/5z0ZXIZzr85s2nA\npiJLJk7zLbj7n91hdomvWdGJpC+oXFZeFiMPjSQ1O5VDww5hpGVEWGoYA/cMZFXPVXg/9sbnqQ+X\nvC69tXjWn5ktN2Nmu5nM7Ti3RDHFpscy59wcDgYfJCMvgza2bVjstpjudbuX6LwVTXpuOiEJIYQk\nhvA0+SkvUl8Q9TqK+Ix4krOSeZ37mqy8LPLkecD/DG/VLhjeWsOghrK8hZN5wfMHEx2T947FL8yP\nlVdXcvHFRTLzMqlvVp9RTUYxo+2MDy4D/eekD7D6xmo2BW7iR/cfcXNwU37KuRZxjTFHx/BoyqMq\nv3C6SPpCuVpxZQUaahpMbzsdKOha6bKtC51qdWLboG1IJVKm+U4jNDmU7YO243HIA31NfXZ8vKNY\nicT2J1tGNBrBCvcVpRZzcYZ+Vgex6bEEJwTzJOmJcnjrn58/pOemK6uSAmhKNdHR0MFQyxAzHTOs\n9K2oYVDjv8NbzRvgbOH81jv6Ky+vsPzKcvzC/cjIzaCOSR1GNB7BN+2+ea9yzf+b9FOzU7FeaU0d\nkzp83/l7hjcaDhR0LTb4rQGbB26mvX37Uni3Ki6R9IVyoVAoWOC/gP3B+zk76iy2hrY8T3lOo7UF\nNeYvjb3Eq+xXfLr/U/Q19eldtzffnPmGr9t9zeIui4s9ecb5V2e61e7Gb31/K/XXkJ6bzkL/hWy7\nt42kzA8b+lkdyOVywlPDC35BJD8hLCWMiLSC+Q+JWQUlqzPyMsiV5SqfP2ipaylXCTPTMcNG3wY7\nIzvqGNdBppBx6tkpbkXf4nXOa2oZ12K4y3D+0f4ff/uL93+TPsAPl3/A96kviZmJ3P/ivrLLavmV\n5TxJesLGARvL9P1RNZH0hTKnUCiYeXom58PPc+qzU1jqWXIr+hYDdg9gRtsZ/OOjfxAUH8SAPQMY\n0nAIdUzq8KXvl3zd9muWdl/6XteacmIKDSwaMLX11DJ6NQWuRVxjnt88Lr64WGZDP6uD7PxsniQ9\nISSh8PDW2IxY5fDWzLxM8mR5KCj68y6VSBnRaAR/fPLHW88//MBwTHVMWdt3rbLtVfYr6qyuQ1p2\nGj/1/ElZeyfmdQwN1zYkckZklX6gW9LcKapaCX9JJpcx6cQkHsQ/wG+0HyY6JviE+uB5xJON/Tcy\n0Hkgex/uZcKxCazqtYqAqAB+uvYTgRMCaWjZ8L2vZ6BlQHpuehm8ksLa2bfDz9OPfHk+K6+uZO3N\ntTj84qCyoZ+Vlba6Nk2smtDEqsnf7puanUpQfBC3om/x0/WfePnqJXKFnPiM+HceE5YSxqvsV4Xa\njLSNGN98PIdCDrHk0hJl0rcxsGF6m+kkZCZU6aRfUuK7WvhLyVnJ5MpyOf3ZaWWf/JFHRzjmcYwB\nTgNYeXUlM07NYH3/9WwM3EhMegwB4wM+KOED6Gvql0vSf0Ndqs7sDrN5OeMlj6Y8oqlVU2afnY32\nEm16/dGLuzF3yy2Wqu55ynNmnZnFjFMzyMnPYWWPlcjmyzg16tR7n+urNl+RkJlAXEYcvqG+yvYF\nbgtwMHYoxairHnGnL/wlCz0Ltg7aikKhwC/Mj661u7K+/3py8nPwOurFvbh7XBt3jZpGNVGTqvFJ\ng09KVPzKQNOAhIyEUnwFxedk7sTh4YcLDf1svr55pR36WVHsfLCT+X7zCU8Nx8XShZMjT+Jez71E\n57QxsCFochDf+33PgZAD1XIFrQ8l7vSFv5Uny8PrqBezz84mJz+HuPQ4um7vSnpuOmOajmH++flI\nJBI+bfhpiasdlved/ttIpVLGNR/Ho6mPiJ4ZTe96vVl9YzV6/9aj/ab2nH12VqXxVQa5+bnMOTsH\n42XGeB72xNncmadfPuXBpAclTvhv6Gvqc+HlBQ4GH1TZjUJlJO70hb+UlpPGp/s+RUtdi/Oe55Xj\nwXvX683z5Oesv7OeI8OOlNr1tNS1SMpKKrXzlZS1vjWbB25m88DNHH98nIUXFuK+w71g6Of/F5Kr\nbkM//0rM6xi+9PmSo0+OoqWmhVczL37o9sMHj9P/K4ZahjSzboaRlhGaatWjKmppEHf6glJSZhKr\nb6xWjgy4E3MHh1UO1DSqyeFhhzn17BQ9/ujB0+Sn7A/az+u819z4/AaOZo6lFsPT5Kdcjbhaaucr\nTf2c+nFrwi3S5qQxvvl4DoQcwHyFOY3XNmb3g92qDk+lrkZcpdX6Vtj+ZMv1qOus6b2GtNlprOm9\npkQJv6ZxTWoa1Xzn9m8/+paTz04WWj9X+Gsi6QtAwcQdt21uRL+OBiA4IZj2m9rTqkYr1vdbz7LL\ny/jq5FdMaz2NeX7zqG9Wn32f7iv1wmBmOmbkyHJK9ZylTV9TnxXuK0j4RwJXxl7BQs+CUYdHobtE\nl+EHhvMi9YWqQyw3G25vwP5nezps7oBcIefCmAtEfh3JFy2/KJXRT3WM61DHpM47t7eo0QJnc2d2\nPdhVqP3s87N87v15ia9fFYmkL/Ai9QUdt3RkuMtwlnZbyqWXl+iyrQtreq9hz6d7GHFoBMceH2NC\n8wn8evNXVvZYyf6h+8tkurupril5srxSP29ZeTP0M/u7bL7v/D1XI67i8IsDdX6pw6rrq5DL5aoO\nsdRl52cz/eR0DJYaMNlnMi1tWvJyxktuT7xNx1odyz2e6W2m883pb9j9YDdyRcH73dymOQeCD5CS\nlfI3R1c/JU76Dg4ONGnShGbNmtG6dWsAkpOT6dGjB/Xr18fd3Z3U1NQSByqUjdCkUDpt7cSUVlOY\n12ke+4P38+m+T9n5yU76OPah/eb2RKZFUte0LgdCDnBt3DVmtJtRZvFY6FooyxBXJtVh6OeL1Bf0\n29UP/X/rs+XuFia3nEzGnAwODz+MnaGdyuLqXa83UomUr05+pRy+aapjSs96PdnzcI/K4qqoSpz0\nJRIJ/v7+BAYGEhAQAMCyZcvo0aMHT548oVu3bixbtqzEgQplY9KJSczvNF9ZS+dG5A3OjDqDoZYh\nbTa2YXST0XzR8gsAro69+pcftUuDpa6lsvZLZfVm6Gfm3Ex+7/s7L169oPn65livtGae3zyy87NV\nHeJ7Off8HE1/b0rtX2oTFB/EloFbeDX7FT/0+KFCLCsplUr5rc9vGGkbMf/8fGW7l6sXm+9uVmFk\nFZSihBwcHBSJiYmF2pycnBSxsbEKhUKhiImJUTg5ORU5rhQuLZSCnPwcRb4sX3Eo+JBCLpcrFAqF\nYuf9nQrz5eaKf174pyIhI0Ehl8uV28pazOsYhWShpFyuVZ5iXscovI54KQz+baCQLpIq2m5oqzjz\n9Iyqw3onmUym+PnazwrrldYKyUKJou2GtoqAyIByj2PW6VmKZZeW/e1++bJ8Rd1f6iqkC6WKHfd3\nKNtsf7RVPIh7UNZhlquS5s5SudPv3r07LVu2ZMOGDQDExcVhZWUFgJWVFXFxcSW9jFBGZHIZww4M\nY3XAanJkOWy8s5G55+Yyuslofg34lecpz5FIJOVWrtZSzxKJRKLsm60q3gz9TJuTxtFhR8mT5+G+\nwx3jZcZMOj6J5MxkVYcIFBSlm3hsIvpL9Zl1ZhZutdyInRnLtc+vFVocp7y8ePWCF6/+/sG4mlSN\nWR/NwkzXjHnn5inbJraYSGBMYFmHWamUeJz+lStXsLGxISEhgR49euDs7Fxoe3kmDOH9JGUmMXDP\nQOyN7Dkw5AAjD41kSIMhNLNphv8Lf258fqPcC5BJJVJ01HXIyM3AQMugXK9dXvo59aOfUz/Sc9NZ\n5L+Irfe2su72OlwsXJjTcQ4jGo8o95geJz5mis8Uzoefx0jLiFntZ/Fd5+/KbVWurLwsjj85js9T\nH25F3UJLXYtbE269tfbOu4xuOprFFxbz4tULbkTeoI1dG+Z3nv/3B1YzJf4ftbGxAcDCwoKPP/6Y\ngIAArKysiI2NxdrampiYGCwt374g9MKFC5V/d3Nzw83NraThCH8hMCYQV2tXJBIJF8Mv0nd3XyY0\nn8DU1lPpur0rtga2jPMeR5/6fbjsdVllY5/fFF2rqkn/jTdDP1e4r1BW/Rx9eDSfe39O//r9+aH7\nDziYOJRpDMceH2PWmVk8TnpMPdN67P1073stVfkhsvOzCxJ8qA83o24SlhpGRl4GmmqaBQu6GNbk\ncsTl9z6vtro2T6c9xeuIF/uC9tHGrk0ZRF/+/P398ff3L7Xzlai0cmZmJjKZDAMDAzIyMnB3d2fB\nggWcPXsWMzMzvv32W5YtW0ZqamqRh7mitHL52v1gNzNOzSBgfADxGfF8tPkjBjoNZFqbaQzZP4SB\nTgP5494f9HHsw95P96q0wqTjGkd8RviU6qSvyuLPVT/LasF3uVzOsivL+Pn6zyRnJtOxVkd+7f0r\njawalcr5/yw7P5sTT05wIvQEt6JvEZYaRnpuOppSTWwMbHC1dqVb7W4MbjCYGoYFi53Hp8dj9aMV\nigUK2mxog6mOKb6f+f7NlQrkynKp+XNNsvOzeTnjJYZaxV+wpbJQaWnluLg4Pv74YwDy8/MZOXIk\n7u7utGzZkqFDh7Jp0yYcHBzYt29fSS4jlNCG2xtYdGER50af42H8QzyPeLLj4x3cjL7JJ3s/oa9j\nX7wfe3Pys5MqGWf9Z7n5uWhINXid+1qlcajKm6GfszvMJjQplG/Pfsvss7OZdWYWXRy68EP3Hz54\nwffkzGRmnJrB3qC9AHg09uDnnj9jrG1cKrG/SfC+T30JiAookuCbWjVlXLNxDG44+C+HeJrrmgN8\nUA0mTTVNPJt68iTpiSjN8A5iEZUqbtX1Vay6voqzo8/iH+7Pd37fcWDoAQ6HHGZf8D5s9G2QSCQc\nHHpQpWOtI9MimXR8EiefnSRfns/SbkurxSLXxSGXy9l6bysrrqzgcdJjLPUsGdd8HPM7zS9W1c/7\ncfeZ6jOVyy8vY65rzjftv+Gbdt+U6JNDdn42vqG+nAg9USjBa0g1qGFQg6ZWTelau+vfJvh3kS6S\nEjQ5iDFHxrzXnT4U1P9xWevC46mPsdCzeO9rV3RiERXhnTbc3sDam2u56HWRmkY12Xl/JydGnGD+\n+fnkyHK498U9HsQ9oK1dW7TUtVQS482om0zxmcKt6FvYG9mzZcAWFl5YSGhSqEriqYikUiljm41l\nbLOxxKbHMvfcXNbcWMOyy8toXaM1i7sspkfdHkWO2xe0j7nn5vI85TkNzBtwfMRx+jj2ee/r5+Tn\n4BPqg0+oDwHRATxPeV4owTe2bMzYZmP5pMEnf1kn532oSdWITIukpnFNTLXfr6CdjYENQxoO4deA\nX1nUZRFQsIDL3HNz+a3Pb9V+YIlI+lXYQOeB9KrXi7PPzzLGdQwjm4xkwO4B1DGpQ3JmMgaaBnR2\n6Kyy+P5z6z9M852Gi6ULF70u0qFmBwCCEoLQ1Sj9qoxVwduqfvbc0RNDLUMue13G2cKZRf6L+PXm\nr6TlpNG9dnd8R/q+8/nIm7UD2tu3p4FFg0LbNt7ZyPhj4wHQkGpgY2BDE8smeLl6lWqCfxtNNU1i\n0mOoY1wHU533r2I6o+0MmvynCfqa+nzT/huMtIw4+/wsN6Ju0NaubRlEXHmIpF+F6ajrMOrwKDTV\nNPmo5kcs9F9IHZM63I29y/4h+9FQ01BpfP3q92Now6FFShPXMq7FnZg7Koqq8tBQ0yAjNwMAKz0r\n5vrN5eTTk2ioaeDZ1JPlPZa/syDerehbzDs3j/Ph58mT57Gx/8ZCSd/rqBfb7m5DT0OPfHk+kV9H\nKvvay4OWmhax6bEffLyzhTONLBvx/fnvaW3bms4OnRnjOobNgZurfdIXBdeqqJjXMXTa2gkHIwd6\n1u1Jh80deJb8jJTsFG6Ov0k7+3blFktOfs5bJ8jYGdq9tRa9naEdkWmR5RFapbQlcAu2P9nSe2dB\nzRlnc2dCk0ML1p7t+ROvZ79mbd+1RRJ+WnYaM0/PxHKFJa03tOb089Pky/PZ2H8j45qPAyAxMxHH\nNY7serCLI8OPkDY7DVsDWxqtbVSu5SN0NHSIyyjZpM4N/TegraHNrDOzgIJx/AeCD5CZl1kaIVZa\nIulXEbmyXGTygpo1xx8fp87qOgyoPwA1qRo/XfuJ1OxUcmQ5nPc8j42BTbnEFJUWxcDdA9H7tx6z\nz84u9sMnkfSLksvlLL6wGONlxow/Nh5DLUOs9a0JSQxBS10LP08/omdGM7X11CIPaPc+3Ivrf1wx\n/sGYzYGbGeA0ACdzJzTVNPHz9FMmfJ9QH+x+siNfns+L6S8Y4DQAqVTKvUn3yJPn0Xxd83KrGqqn\noUdSZskW02lRowVNrZoSEB2Ab6gvdoZ2tLFrw6GQQ6UUZeUkkn4VkJWXxaA9g9h4ZyOXXlxi8P7B\nfOL8CZcjLhMQFUBaThpzO87l7hd3y2UY263oW7TZ0Ab7n+25G3eXzQM3c2rUqWI/QBNJ/78yczOZ\ndHwSev/WY8nFJZjpmqGjrkNoUiitarQifHo4gRMDcXNwK3RcaFIon+77FN0luow8NBJDLUP8PP0I\n/TIUn1AfYtNjeTTlkfK4ab7T6LerH582/JRnXz7DWt9aeS59TX3ufXGP8NRweu7oWS6v21DLsMRJ\nH+C7Tt+ho67D16e+BgqKsL0ZslpdiT79Su51zmsG7BlADYMaGGoZMnjfYNb0WsP3/t/jYOxAXHoc\nviN9y61uyq4Hu/A66kUD8wZcGHPhg8b9m+mYkZWfxeuc11V+Vu67xKbHMvnEZLwfe6Otro2Zrhmx\n6bEkZCQwoeUElnRdUmS4Zm5+LsuuLGPDnQ1EpkVSy6gWC90W8nW7r1GXqvMg7gEOqxyw0rPiyZdP\n0NfUJy07jY82f8SjpEfs/GQnHo093hqPnaEdl8depvWG1oz3Hs+GARvK9PUbahmSmp3Ki1cvSjRn\no1vtbjSxasKNqBuEJoXysfPH9K/fvxQjrXxE0q/EUrJS6L2zN02smuBk5sSss7NY0HkB353/jpGN\nR/Io6RHeHt5Y6r29DEZZcK/rTszMmA8acfGGRCJBJpdxNeIqPeuVz51lRREUH8SkE5O4/PIy+pr6\nmGibkJSVhJmuGRv6b8CrmVeRY049PcWiC4u4EXUDHXUdBjgNYGm3pYXqJnk/9mbwvsF0sO/AudHn\nkEqlXAy/SO9dvTHSMuLZtGd/OxqnuU1zjgw7woA9BSPA5nScU+qv/w0TbROepjwlNyW32LV33kYi\nkXBt3DX67urLrge7WOC2QOUDGFRNdO9UUvEZ8bhtc6O9fXvW9VuHVCLFq6kXiy4s4p9d/snPvX7G\nd6RvmSX87Lzst65la65rXqKE/4aeph4P4x+W+DyVhV+YH43WNqLR740IjA1ET1OP9Nx06pjU4dq4\na7yY/qJQwo9Oi8brqBeGSw3pvbM3ubJcDgw5QPrcdHYN3lUo4f949UcG7RmEl6sX58ecRyqVMs9v\nHm7b3HCv407kjMhiD7/s59SPX/v8yjy/eex8sLPU34c3zHTNSM95/xm57xKSGMKqG6vIyssqtXNW\nVuJOv5LSkBYMy5MgISc/h4fxDzkXdo58eX6pJN13iU6LZrLPZI4/OU4r21Zc9rqMmlSt1K9jom3C\n46THpX7eimbHvR3M9ZtLRFoEOuo6aEg1yMnPYZDzIFb3Xl2ob10ul/Pbzd9YHbCap8lPsda3Zmrr\nqXzX8bt3Lj4+3ns8mwI38VPPn5jedjqZuZl03tqZwNhA/tPvP0xoMeG9Y57cajJhKWGMPjyaWka1\nlPMrSpOFrgUZeRmYU/JhohKJhDkd5rD17laVTUKsSETSr6TkCjmHQg5hoWeBVCLlWcozFCg4N/oc\nzWyalfr17sTcYcqJKdyIuoGdoR2bBmzC09Wz1K/zhpWeFWEpYWV2flWSy+Usv7qc5VeWk5KdgqZU\nEwkStNS1mNlqJgvcFhQqaXwz6iZzz83F/4U/ahI1etTpweGhh/+yQJpcLsdtmxvXIq/hPdybfk79\nuBl9k27buqGtrk3Q5CCczJ0++DWscF/B85TndNvWjYeTH5Z6cTxLPUuy8kvvrnx009Es8F/Aw/iH\nNLFqUmrnrYxE0q+Enic/p8+uPrS1a8vZ52c5+fQkTqZO3J5wu0wm0Bx/cpwh+4ZQ36w+fp5+RUaK\nlAV7I3uCEoLK/DrlKTs/m1lnZrHxzkay8rOQSgp6V+2N7FnSdQnDGg1T7puancqC8wvY+WAnyVnJ\nOMGo7XQAACAASURBVJs7s77fejybev5tzZy07DSarmtKQkYCdyfexcXShWWXlzHPbx7danfDZ6RP\nqdTJPzjsIK3Wt6LF+haEfxX+1jkXH8rGwIZcWW6pnU9bXZvpbaaz/MpydnyyAygYdNDHsU+pFZyr\nLETSr2R23NvBWO+xjGg8gqOPj6JQKGhs2ZiLXheLVXzrQ3Sq1YnIryMx0zUrk/O/jaOp41ufGVRG\niZmJTD4xmUMhh5Tr/0qQ8JH9R/za51flnadcLmfXg10sv7qch/EPMdY2xqORB4u7LC72e/8s+Rkt\n1rdAT1OP8OnhGGoa4rbVjUsvL7Gixwq+bvd1qb62a59fo+7qujT6vRHhX4WX2pq5tga25MnyPqj2\nzrtMbDER0+Wm6Krrsn7Aeg6FHOJ1zmsmtpxYKuevLMSD3ErgWsQ1pp+cjm+oL+OOjcPO0A7vx94o\nFArW9VtHwPiAUkn42fnZnHl2pki7oZZhuSZ8gE8afFLpKySGJoXSZWsXLFZYsD94PzKFDC01LUY3\nGU3iPxK56HWRJlZNCEkI4eM9H6O3VA8vby/MdMy46HWR5G+T+a3vb8V+7/3C/Gj4W0McTR15Mf0F\ncelx2Pxkw93Yu9yZcKfUEz78X3t3HhdVvT9+/DUbDMsMICKyiiCIKJIpXpE0U8lcUtMy8940v622\nWZY/rXtvaZvadk3T8pZ5ua1qplauaWlaiIWaC+aKssgiss7AMNv5/THXsRHMhWFA5vN8POaBnPnM\nOZ9zZN6f8/mcz2KbCvrAIweoNdfS64NeThu8Fa4NxyJZiPaPJjog2in79PfyZ0yXMXy07yP2FO5h\n8g2TWbZvmVP2fT0RQb+F+z7ne0Z9MQoZMu5bex99w/uSU5GD1lPLjsk7HJoErlWRrogxy8fg+5ov\nz2x+pkUMU7+eB2jtzN1J0vtJxL0bx7bT2wDb2INXbnmFmudrSL8jHW8Pb1744QXC3g4jYXECvxX/\nxisDX6H277X8cN8PV/1w9N9Z/ybt4zTGdBnDLw/9wvu/vk/397sTHxhP0bNFJLVPaoIztdGqtex7\nZB9Hzx1lxOcjnLLPMG0YgL1m5CwLhy7EQ+HBY+sfY0inIeRW5pJ9Ntupx2jpRPNOC/bt0W+ZvHYy\nI2JHsPr31QT7BNNe0559D+8jwi+i0b109hXu49H1j7IrfxehmlCWjFhiH5Lf3IJ8gqiqq8JgNjRZ\ns5WzrTi0gv/33f9zWMg7PjCeeWnzGNl5JGCb6mD2ttn8Wvgr3ipvRncezauDXm3UjJXTNk1j/q75\nvHjzi/y9/98Z9ukwNp3YxIs3v8gLN7/Q6PO6Eh38OrBj8g5Slqbw2PrHWDRsUaP2d/6ZQ2lNKUHe\nzqvxhWhCGB0/ms8Pfk7WmSwmJU1i2d5lvHHrG047Rksngn4LteLQCp7Y8ATf3mNbS1Rv0lNVV8Xq\nu1cT0yam0fvfmbuTWz++lU5tOrFl4hYGdhzohFw7j1wmJ0wTRkFVgVPOt6lYrVb+lfkvXvvxNcoM\nZYCtvX5gx4EsGraIzm07k1+Vz8SvJrL6yGpqTDX0DOnJ2rvXMqJz4+6KrVYrIz4fweYTm/lszGck\nhyUT/nY4epOenZN3unRSPYDksGRWjVvFHcvvIMoviump0xu1P4VMQWlNqZNyd8HsAbNZeWglU76d\nwhd3fUH/Zf15bdBrbjNoSwT9FsgqWflgzwekRqTiofDg7V1vI0PGf0b/x2kBMDk0mbyn81zeVn81\nzjfxtMSgbzQbmbl1Jot/WUydpQ6wTQc8MWkib6a9ibeHNwszFzLs02GcrDhJiG8IT/3lKZ676blL\n9qm/GgazgRuX3EhORQ4Z92eQfTab+EXx9of6l5pSuamNih/Fv4b8i6c3PU3HgI6NWmRdpVBRXlvu\nxNzZxAbGMjp+NF8e/hJ/tT+rxq2y96RyByLot0DFumJK9aWU6EoYu2Isbb3bsm7COhKCEq56Xwaz\ngY3HNzKq8yiHCc88lZ4tfqBKsG8wR88dbdaFXi5WVlPG4xse5/ODn9u3BfsEM/OmmTzZ+0ky8jMY\nvXw0O3J3oJApuK3TbXx9z9d0bdfVaXkoqCrghiW2dXKPPn6UaZunsSp7Fc/2fZbX01532nGu1dQ+\nUzlZfpLxX463NflcY43DU+FJfnW+Q3OZs6wct5LUj1JJ35fe6BrJ9cZ9irfrxMHig/RZ2ocaUw3Z\npdnojDp2P7D7qgN+ka6IscvHopmj4bmtz3GutvEzFrra6YrTLWYa3JzyHNL+m0bgG4H2gJ/YLpEt\n924h+9FsTpSdIOjNIPot68dZ/VmWjlxKzfM1rBm/xqkB/5eCX+i0sBNB3kFk3J9B6keprDu6ju/u\n/a5FBPzz3hn6DsNjh3NL+i3XPMhOrVRTVlvWZIP0zBYzc3+aa5+S3F2IoN+CLNq9iO7vd0dv1JNf\nnc9DNz7EmWfOXFXXxf3F+0ldmkroW6FkFmTy3vD3OPzYYZeueuQsEdoICqoLmjUPmfmZ9Hi/B9EL\notmSswWAYZ2GcfLJkzyT8gxPbniStm+05fODn/PXxL9SNqOMA48eYGLSxEYtPN6Q5QeXk7I0hYFR\nA5k9YDYJixLw9fClYFoBg6IHOfVYzrD2nrUkBCXQY0kPKgwVV/15H5UPJoupCXJm8+qgV/FX+7vd\nmrmieaeZWSUr6fvS8VJ58fiGxwFbk8xnYz5jVPyoq9rXgeIDpCxNIdo/mu/u/a5FBoKrEdMmhp/z\nm2eA1urDq3ly45P2bqMquYopvabwt+5/46XtL9FlURcskoWbO9zMhyM/bPKHprO3zWb29tk83edp\nyg3l3P3l3Tzc82HeG/Fekx63sXY/uJuO73Qk8b1EcqbmXNVIYF9PX0yVTRf0B3UcRIA6gG+OfHPV\n37XrmQj6zchitfDQNw+xNWcrlXWVeCm9kMvkZD2UdU3zonRt15Xcp3Jb9MPZq9GlbReq6qpcdjyr\n1criXxczc8tM9Cbb2rNB3kG80P8FCvWFfLT3IxbsXkBMQAzzBs/jsd6POWU6g8sZ/+V4Vmav5PW0\n11mStYTcylzWjF9j7wbakinlSg5Msc3j3/uD3ux5+MrXPtZ6aLFKTbdSl0wmY0bqDObsnMPtcbdz\nrvYcJquJUE1okx2zJRBBv5mYLCbuXX0vP+f9TLWxGjlyfn3o1ytquzeYDaw+vJqxCWMdVsKSy+St\nJuADJLVPcsm6rGarmee3PM8bGRf6ancP7s64hHGs/n01UzdNxUflw5guY3ht4GuEal0TFMxWM30+\n7MP+4v28dPNL/OP7fxCiCeH0U6cdZt9s6fzV/ux9eC9dFnVh1OejWHvP2iv+XFMb02UM96y6h5vT\nb2ZIzBDOVJ9h8fDFTX7c5iTa9JuBwWxg7IqxlNeWo1aq0Rv1PJr86GUDfomuhLtW3IVmjoYXfniB\nIl2Ri3LcPLoFdcMqWZtsDvQqQxUTVk1A9bLKHvAHRQ3i9rjbOVF2ghe2vYBKruLbe76l6rkq/jP6\nPy4L+KU1pXSY34FjZccYlzCOf277Z4NLGV4vOgZ05IdJP7Du2Dqe2vjUFX3m/A1MYwauXY5CrmB6\n6nR+zvuZmyJuYvmh5a1+zn0R9JvB1A1T+eboN/h6+JJflc+qcat4eeDLl0x/sOQg/T7qR/u32vNz\n/s8sGraIY08ea9IvQ0vgofQgQhtBsb7YqfvNrczlpqU34TfPz94TJzk0mUi/SLae2sqewj1M7zsd\n/fN6Mh7IYGjsUKce/3IOlhwkan4UCpmCEN8Qlmcv59Mxn/LJmE+c/nDYlVIiUvhs7GcsyFzA/F3z\nL5v+/EhcZ829cykv3vwiXkovZm6dSc+Qnqz5fU2THq+5ieYdFztVcYqvsr9Chozvc75n/yP76RTY\n6ZLp86vySVmaQqQ2kk1/20RaTJoLc9v8IvwiyK/KJ8o/qtH7yjqTxdgVY+39vj0VngT7BFNQXcCB\nkgMM7TSUzX/b3Kh55htr3dF1jF4+mpiAGHIrcwnwCriipQyvF+O6juN0xWmmbZpGlF8Uo7uMvmRa\nV024p1aqefDGB5mfOZ9XB77Ksn3LLrlWcGsggr4L7crfxa0f34repCfEN4S9D++lne+fL2cYrg0n\n7+k8t5vz+zxnTLz27ZFvGfflOPuiHCq5CqVcicFswF/tz9zBc1vEl3z+rvlM2zSN6IBojp47yqjO\no2yjRa/ju/uGTE+dTk5FDneuvJOM+zNIDktuMJ0rm7FmDZjFgt0LWH14NScrTpJbmdtqCtqLta6/\nphZs9rbZpCxNQWfU8WzKs+RPy3cI+EazkU9++6TB/szuGvABwjXXHvTnZ8xHNlvG7V/c7rAKk5/a\nj0d6PULFjAp+m/Jbiwj4j3zzCNM2TcNf7c+pilMsGbGE1eNXt7qAf97i4YtJi06j/7L+5FbmNpgm\nTBPmsvz4qf146MaHyCrMYt7geU3aa6i5iTv9JlZQVcCKQyuYtX0WAF/d/RWj4y9Uac8vsLH699WE\nakJJDkt26yB/sXBt+FUNwzdbzUz5dgof7v3QYbtKruKWqFt4ZdArJIc2fGfZHKxWKwP/O5Dtp7ej\nkClQypWNXsrwerFuwjpuWHIDSe8nkftULhpPjcP7rgz6AO+NeI+M/AyqDFVOaU5sqUTQb0JHSo/Q\n8989MZgN3NH5DuYMnmP/MmeXZPPIukfYmbuT9r7tWXDbAqYkT2nmHLc8bb3bsunEpsum0xl1DP1k\nKDvzdjpsj20Ty1N9nuKRno+0uLtmnVFH0vtJnCw/CcDAjgOdtpTh9UAul/Prg78S9U4Uie8lcvzJ\n4w7nHuEXAdim43CVCG0Ec3+ay9MpT7fakbru8dfVDPYX7yf538kYrUYmdp9I+h3p9vcqDZWkLksl\nxDeEdRPWubx3yPWk1lzLztydl3w/rzKPlA9TKNBdmK5B46FhXNdxvDLwlRbbvTGnPIceS3pQWVeJ\nDBlv3vpmk6xs1dJ5KD04OOUgUe9E0XdpX3Y/uNv+no+HDwDHy4+7LD9v3foWKR+loDfpm22m0qYm\ngn4T2F2wmwH/GYDRarQNlR/uOFTeT+1H3tN5rfaPypmSgpMc2uPP23F6BwPTB2KWzPZtKeEpvDTg\nJQbHDHZlFq/aj6d+ZPDHgzFZTfh5+tmXTXRXbbzbkPVQFt0Wd+POFXfy5bgv7e/JkDXp/DsXi2sb\nx6COg/gg6wOeTnnaZcd1pZZV320F1mSv4S8f/gWA9NHppISnNDhpmAj4VyaxXaLDAK2FmQuRzZbR\n/z/9MUtm/Dz9eGXAK9T9vY6f7/+5xQf8pXuWMiB9ACarib4RfSl6tsitA/55sYGxbJm4hdW/r2b6\n5gtTHctlcsxW85980vlmpM7gzYw30Rv11JnrXHpsVxB3+k609eRW7lh5BwA3tr+R+7++n3be7VjX\nfh3h2vBmzt31ydvDG7lMztBPh7L99Hb79tSIVNJHp7fIBVYu5dnNz/JWxluAbfUmVy1leL3o16Ef\nH9/xMX/76m90DOjIo8mPNkvQ7xnakwpDBTELYogNjGXH5B0uPX5TE0HfSV7e/rJ92L7JauJExQne\nue2dFvkA8WKSJGGRLJgsJnRGHXqTHk+FJyarCZPFhMlqwtfDF62nluyz2fZtJouJM9VnKNQVEhMQ\n45A+OiCauMA4vjj4hUP6vMo88qvz6dK2i23b/7b3Ce9D/w79eX7r8w77KdGXYJWs9oAvQ4bGU8PB\nkoMkf5CMXCZHLpMjk8ns/z7/UsgU9f6tkCscflfKlSjkChQyRb2fSrnS/r5SrkQpU6JQKFDKlPb3\nVAqV/d83d7iZIZ2G1Lu+VquVYZ/Z1q31Unrx/cTv6RPRx9X/zdeFCYkTOFVxisfXP06kNhKlXInJ\n6rrmnfPeHfouD3zzABarhSOlR1pVb6omC/obN27kqaeewmKx8MADDzBjxoymOlSzi1sYx7GyY3jI\nPQjThDEtZRojOo/AaDFyuPQwJqsJraeWQK9A9hXtw2Q1YbQYbUFTd4b8ynw6t+1s32aymogJiKFb\nu26k/5buEDTzq/LJr8onvm28Q9BMCU9hcPRgntn8jEPQPFdzjrLaMoJ8ghz2M6rzKO5NupfB/7W1\nLctlclRyFTKZDIvVQhuvNqgUKlRyFSqFipFxI7m7291M3TjVvk0lV1FdV02ZoYyk4KQL6f83+CnK\nP4qz+rP27V4qL4J8g5DJZHQJ6uKwn5g2MYT4hvBwz4cdjltjquHZzc+iM+o4XXkaCYm2Xm25KfIm\n4tvGY5WstvOSTJgtZsyS2f7TYrHYfrc6vixWC2armVpzLWW1ZVTqK6k2VlNjqqHOUndVd5YKmQKV\nQoWnwpNjZcfqBX2D2UDXRV05WXGSrkFd2fXALtG0dxnP93uenPIcRi8fjY/KBz9PP5fn4b4b7mP6\nd9PRmXQs27eMuYPnujwPTUUmSZLk7J1aLBY6d+7Mli1bCAsLIzk5mc8//5wuXbpcOLBMRhMc2uWK\ndcW0f6t+DxEZMtp6t6W0phSJS5+nWqFGLpfT1rstScFJbD+9HZ1RhwwZVsnq8Nlo/2gC1AEoFAri\n2sTRJagLn+z/hLyqPJBAQqLGVAPYHhZPSppEO+92eHt4ExMQg8ZDw4LdC/it6Df7nTHYerukRqby\nZtqbeCgvzNqZV5nH4l8Wk5Gf4XDH7K/2p29EX6b2mVrvWqw6vIrMgkzbHfP/7pr9Pf3pFdar3nqp\n5bXl7Mzdyf7i/Q531xpPDV2Dutabo15v1LPl5BZWZq8kIy+DckM5N4bcSLR/NMlhydSaainSF1Gi\nL7EXdpV1lVTXVaM36ak111JnrsNkNdkH38iQoZQr8VB4oFaq8VZ54+vhi5+nH/5qfwK9AwnyDiLY\nN5gQ3xDCteFE+EUQ6ReJWqn+07+NM1Vn6LyoMzqjjid7P8k7Q9/50/Tuzmg2UmOuQWfUUWuq5Z5V\n95BVmMXQTkNZ/9f1Ls/P+dq7t9KbyucqW0xX2sbGziYJ+hkZGcyePZuNGzcCMHeurZScOXPmhQO3\nkqAPtuaRamM1JfoSKgwVVNdVU2mopFdoL/zUflQYKsivyqdEX4LeqGfB7gUcKjmEzqQjQB2Aj8qH\nGnMN7w9/n4SgBI6XHWd/yX5OlJ2g1ljLl4e/xIotSAX7BBOhjcBb5c3bQ97mrP4sWYVZ/HLmF46U\nHsFoMZJTkYNaqcZD4UF73/ZoPDX4eviy/M7lrP19LTtzd5JVmMXxc8exYHG4s5Uhw0PhQYgmhB2T\nd7Dk1yXsyN3ByfKTnK05CxIYLAZUchVqpZoOfh0I0YTQ1rs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"text": [ "" ] } ], "prompt_number": 3 }, { "cell_type": "code", "collapsed": false, "input": [ "# Locate a point\n", "target = initial.smartInteriorPoint()\n", "region = locator.locate(target)\n", "plotPoints(target, style='bo')\n", "plot(locator.regions, style='g-')\n", "plot(region, style='ro-')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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YSW5xLkWKorI0kpa6FnqaeqUHi+iZl57XamRPK5NWuJqXri+4mbuhqa5ZG38O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\nJC3ZgnezHhVip8iTbF8+hQ7TfiZ4RDtG/XqGDXOG8eb3G8WQgSJqZ5D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