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@sergeyk
Created July 18, 2013 21:48
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{
"metadata": {
"name": ""
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "code",
"collapsed": false,
"input": [
"plot(randn(500), randn(500), 'o')\n",
"title('Test plot')"
],
"language": "python",
"metadata": {},
"outputs": [
{
"metadata": {},
"output_type": "pyout",
"prompt_number": 1,
"text": [
"<matplotlib.text.Text at 0x108d2fe50>"
]
},
{
"metadata": {},
"output_type": "display_data",
"png": 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xIjv7tABnLHgdpJU6TN4DLLqzKV8ef+cVXmL9oBeXa5XihTamz9QbQLSuQf6d\n71zidWid26g+1p9eWuwjfpFi9fHKy7f3CtdyBvAFcGrqTOZ0zmRO5zyWl7es15VQvZ3TWawjoPnH\nF76X1wf1d53qwY4X6CS9F+rfExOXyH5PSREGYiPPthmbEM8moGdX6AsJrKQYkZ19WoUCBB9oY2Wg\njlYVmPT0mdi6dZkqAEbrvPxltLBtauqPASSho6MdbW3xGDo0BXl5y3HlSjKOHPkSPT3qPfXCt6U6\nal6RA7V3ByBN8NTRkRBUAIpQ6/I1HDqkVf0lAfv3H8eBA4fBGENGhgMdHed6q9AIgTfJyftx9Gi6\nV8d97pwbHo8Ykr6ee9T29jEANgEArr5a8ALiwVNtyXXsIzTaPRKCSgsA8vGPfwjH13OzBLSLZsjv\nRQ2UXjpdXb+W/J4PjycfGRll2LVrk0YbfRjVm2vZBByOrzWOnNC7zWbMnTsLN99szEYQCnWM3VQ8\nfUKA263TtdB6AbKzbzSk/xTREoZAPjo7/y86O28AsBldXcCxY4DL9QR27LgXBw4cxpYtS2WFGURD\nnBKtAUTbwCp9ieUGwra2c1izpljTR5lfVk0Q7tXV9Zgz5z9w/vw1AK7XOHc3WltHYvPmBnR1ze79\n7gUArwJ4CcAL6OwciWPHfo1jx8RjPwafjlsrD0omxAGgsTEO1177FbKy1NewceNcAIJQ3bfvFC5c\nGAFpxKhw/McA/EpxfHEbQaBeutSO6up6QyXu/BXN8N0LrXt1ElL9vlGjvFG9uZahdfDgYo0j+/Zv\nbb0BNTUVuu66oXDxtaPPe8wLcDt2uhZGXgCjSaoaGl6F2y0XOsnJi9DZORjKWZfb/Tzmzy/G+PFj\nMWzYOTQ1/RidneMhGOImYMuWOvz+90cxbNhVmsEc0jSofD6HEFbfAOAO+ITXOjQ3dwAAtm4tVIXU\nV1bW4MyZS0hJKe5NnCXs53KtxtmzbSgufgaXLqVCqK1ZD76gdQN4GF1d+QAeBdADgEGY+S4HcBzA\nn2StlXvVyINsgE60tv4AwGnZuZqbH8PPfiYYV3l+1uIKpaZGOZvNB/A6RD92ZUoAQeCuA2PXYO7c\nX2HUqKvgcsmLB/svIq1EfJ60fpfP/I0a5Y0mR9Ma5DMyMjBokF42R6Etep41ofBPt6XPux30OKEk\nmhL4GDGKmklSlZe3iKOj5euahXDyUgZI9bX6xRbkhRlKmZAoShlG70swJfwVM9FwKH7Pa7+WQSsv\nT2qME4+dVqGqAAAgAElEQVQlbbOYWOtfGbBIce67OHrhpYxnfBTC9dX3gm9jMPZc8a4rPv4R9p3v\nPNRr8OXdm2ImGFzrvNfqci1geXnL/Npeysu39+q0pcdayIYOLWRTp5azvLxFHKOv9F6tN22UlxbB\ncDpnstzchar99XT4hYXrWU7Oql4bRJ1G2/z7mofCPz3cPu9GZGfMz8CjKZewkUi5YJJUFRaux5Ej\nTeAVMgCaAeyEPA+1WkeqnHH4kjhJQ9brER9/H5KSHLh8OQvy2SQA3AhlvuumprMyN8Fz51pVrnce\nz6+RmVkGxhg++USMouwH+UxSPmMWddQ+ElXXJKgulDp6YNy4VAwZwr8X9fUv9bpMytF7roqK8vHm\nm9U4fvwe9PQMBuBBT89UJCaexuOPD1cVFwaWAkgDMLe3fbsBAG73S5gwoUyVV1zKRx8196qMpFXi\n5+Hs2f9ARkYTNm2ahwMHDmPz5n9FV1culDN/p/NkQFGhviIYQGtrPR54YDvGjHnHu4LzN1OXPrfV\n1fXYtm039u9/Ca2tI6F8jvytDELh4mtHn/eYF+B27HR/6BlFg7meW27JwIcffoXubnkhA2AbgJLe\nz9Lj6w8WwoCiFPT56OnJR2dnEdQCFBBykEipx7FjcThy5Env57i456CsKKM8t0AqeDrqxMSFSE8X\nqqL7vluCri4tf/iTsk8pKUuwcaOQ20TIvZIo08UnJbWho0PdPr37UF1djz/84QJ6ev4o+bYUjY2F\n2Ldvt1eNJC3gLFADQV+fClE/rTdYCPdGnikSABjbg4MHu7Fo0asABqKrKwe8AhKTJo00LbzlagbB\nf97j2YlDh4BDhwR139athSp1GS+kXxrkJKgNfb/r5fUJRS7+SOb31yLmBbgdOz0Ygrmejz5qRnf3\nbxTfbgZwH+QGNVEY8geLtjafABYGFP5jJCzweDrp47Lt4uP/Lzyed3o/CS89Y+9KtvDlGHE4uiGs\nLkWKAfwBwL0QZ5rJyYexdu1tuPnm8diw4VEcP94GoB+cToYzZ872ep8oSfXun5LyGX7606kA1MnB\nGhoWAhiItrbfq9qnjFjlIRTB+LXiW8EzRPQikc5AN2x4HQcPMjC2Q7K9cD69wcK/DvwU3G4PgPmS\nYwb/jshXiNoruF27NhkeHAJJJxuKFLR2TGsb8wLcjp0eDMFcj7aHCAAsguBV0QVgOIAyXHXVIVy5\nshidndKMfYLRsbq6HkVF+VixYjr27t2uIRT7Q1qpx7dE9yi+k84k1S+9KOCkArKhYSHc7mEQHuGL\nSE5+HjfcMBoZGakoKVnhnblduHANWluFQau1VfC46ddvLs6ff917dKdzOUaP7kRamtifyzkukfUA\nauB2X4IwE5a3j+fqKaWi4gX88pd1OH8+jvs7kMAVyP/850Uwpq6wk5JSjJKS5artpQj3ZqliwBCN\ngrshrI5KIdwj331KTT2MAQMGBRTWLx80rFNfBuKuG4pc/JHK769JSLTvJhXxhHECzb3si/DUCpRY\nyoQq73UMWM2Sk3/IcnJWsdTUHzJptR2e0VEIepEby4SoxIV+zif9LG0X31DkdM6TRSIqjW/SSEUR\nvYhRveArecUhrco5+oYsuTFRO6qTbxzmny8nZ5Wh+y4PSBLvn9KovF7VFn+Ga3/IjbTR40BgR4zI\nThLgUUSgmeZ8L/FiBii9EuReB4IHyTImRAGKxQ70BZYyMrS8fHuvp4i8vQkJjzK1Z8F2yXb6L324\nMuX5ziM9n3mhJB841Z49KSmLWXn5dgPn9v0NHvyg4UFc9AyJjy9mvAhU6SChlQ7AjND1H1of+6XQ\nrMKI7Ix5FUosEYgfanV1PbZsaZBEFdYD+FcAaq8DoB2AC3IVBj+4ghedqWzDzTcLOtzjx4Uiv6NH\np+KeeyZi377d6OjYg4aGL9Da+ljv+eshLOHPIS5uIRjzqSmU+thwZcpbsWI66usfQ0fHUMm3aoNp\nVtY6TJmSqVnAuasrRbK/z0MmIeEo7rjjOpSUPKTqO9818gy0S9DSshx1db4iDYB2XIN4b/LyluPg\nQbVROT39c2RnV8Dh6EZTE3DkiPo4ZtQeak+S2FBf2hI7jCJ9iaqqOpabu5A5ncXeBENGZySBzCj5\ns1WtnBM8FUudatZuNuGXlspHW8WxyOsLPHjwg6pkRmZ84dWqllWmZoC5uQs5/SL4micmPsCczpns\n2mvv4xQv9q2MtFRX6enFBu+bz7c9MfHugGfIWqou6eyf37d1pmb8hDUYkZ0kwMOIIFDUagWe/pZH\nIEFJfKFfxwSdt1KVwk/GBCw2VBeSd73+VD7+ApfkulshK2NW1jpWXr6d5eaKNTF92Rp5g0p5+XaW\nnPxDBsxkgkpICAAyG5jCVwUtZD5B6v++8AJqEhPVahP9vlvLcnKMqbS0j7e9d0AqZ6I6xf89qVO1\n3e5JpWKlRmdYBPj777/PbrjhBjZmzBj29NNPB9SIvkIwEXyMab/UYgpQM7Pc5OQfsqyseYaKAysN\nbOau1/+18rIqVlXVqWaKggBVzyAdjqUsL28RN7Us/xh1po1oyqjWtDRlAWT9lVF5+XaWnl7MBg6c\nz9LTi1l5+XZdQcPrG60+HTxY+x7JUxTz0/tq3ROt1YO/80USqyoS2YGQC/Curi6WlZXFjh8/zjo7\nO9mECRPYp59+aroRfQVhNqz/svuDZyw0O8uVLpulx+OFVvMMbHrtE4WSkEZVLSz0rtUnpJQV5acb\nHvz8pSY1E/rME7LqVY1xlY54LF5ubiOChp+uVzBEa+VIN5LeV6tPtNR2QLktBWM0pc7Qw4jsDMqI\nuX//fowZMwajRo0CAMycORPvvvsuxo4dG8xhYxafUU3wKZaGsxs1rCmNhbz0rVLDJt9v3Gc0Uxqc\nysp24vLl+QAuY/ToNGzcONevgVSaFfGWWzLwxhundQv96l2rYMATqwNJj7UAQhbBZbLteQY2f1kR\npYFI/uAlDmtoWIhLl1ogjxKdDuAJAL7kUi7XapSUzPB7LKFvfFn/jCRGEn+bP78YLS1jITVENzbm\nq/bXSlGsTB2gdU/8BQMFk8gpVBlCoyl1hhUEJcBPnz6NESN8uYwzMzPxl7/8RbVdRUWF9/8FBQUo\nKCgI5rRRy4oV07F//3/g/PmvIWTPE0hI4KdsNYKRB9ZI8IFPwPjyj1x9danmtrwyYHv3Fku8XUTk\nwsJIhJ8gNHgBPS9D8IoZDz3hoxY84qD5Dxw+3ImKihdQUbFMtZ8UX54XMXfMud7Q/D9ItioFMBzx\n8U3o6ZEGJ13kHEtfkErvm5aQKyrKx/jxe1BXV6Fqs1JQGUnv6++e+Ks/yjufFK32B5oh1IjQj7bU\nGVJqa2tRW1trbqdgpvhvv/02W7Rokffz66+/zh5//HHTywB/CF4bYnazYm52s2giN5dfPivQJZ5V\nS0Yznh3Ckpy3/WKFykNYpjud80wZQMvLt7P4+FmaS3dp4InDsUSzzJe/yjQpKfz9pAjZG+UGPUGH\nvEp2fYJniP++86eK4O2jp8sNtkpRUtLdhivtyHXocj9yrefMXNk3/WfWqG7bSEbPaMGI7AxKun70\n0UessLDQ+/mpp55SGTKDEeA8NzBgnWlPAjthdUpKqx5YrXZJIyAZkwoE5fZqd0NR15qXt8zwQOy7\nHn91Iud5hUle3iLVMaTHcjpnMnmKXOODnF4Ajnh9AwfO172neuXClPdNT8gZve9WPR9mj+Ov/da5\nw2qXa7OqzGEkMSI7g1KhfO9738PRo0dx4sQJZGRkYOfOnXjrrbeCOaSMysoaWdJ6gc1wu8uwbdvu\nqAwIsHqJp5cbJdgq5K2tI7Fy5Qfec/mW5MrtayBVCwlsBlCM8+e7sWjRH+B2+9Qzra2lWLToVezY\nAe+yurKyBgcOnEJr6wgA2RBSqWrl8aiQVbvR6pubb65BTY35Su0AcPlyN3y67lYA2xVHEFQgiYnc\nRDCye8pTRbhcq5GR0Y60tArVfdNSfezff9Jb9m3OHO3iEdI+AILPBWT2OP5Uexcv8lMa+3sHzOi2\nbZevJIQEJcATExPxy1/+EoWFheju7sbChQstNWD609/xcjGbIVJl1kKRHVHrgTWja/Sn65Qax3yC\nXhkhqHWvMtDaegatreJALOqik+B2t2PDBiGpFN/ANxCCzltqrHsTAOB0zsLWrY/pDlT+km05HN2o\nqHgBW7bUweMZC1GYNDQIaVbb29+WbD2fe3UOx0k8/vhUVR5v5T3lC8AZms+cvwFV1H2LqVn1nttg\nBFqg74lW+9vaTuPMmQEA5CmNXa5XUFLysOnjRYNuO6TYYRmghV6V8UCJtK9osEs8o4EKZnWNQsDJ\n3QyYzwRd73bV8tYX2CLmSXmQJSX9iKWlzdC8V0IVeL4awuFYqmkX8OlbRbUJP5mW3v2cNeunTKjM\n4/s9MXExmzXrpxq+4rz28PsyK2ueJfeUd4+13AWl34XSHzuY90RL5aJ1r/PylgV0vGhVjxjBiOy0\ntQDn68DXMpfrkaBuXDT7ipp5qYzqtbWOK/UXlupeeZkAheRVynu1hCUn/5Bde62og+b3u0/AK//K\nvcJWKrjMlpkTfpeWWhMGAu3sjNIBRzTKLmRCWTPlsxg6e4x0UBB0+WqfekAoPZaTs0o2mFsRjRjs\ne8Ib1LQiSY1kV4wV3bZRjMhOWyezKirKx44dwIYNy3H8eDuATowenYqNGx8OSt0RTb6iyiXsuXNu\nNDbukG2j5Y9rVK8N+Hdzk+bh5tkl3O7nsW9fGXbsuBcrV87H8eNX0NOTBWA2Ojvz8e23T2DQoLk4\nfz6L254rVy5xv3c6v8CkSWWYMmWCNwFWIGXmtCrTdHW9zN0PuAy+H/oDEIogt0Mo/Hsn3G6177VI\nsGo6qepDKIbM27dZVfHmwIHDKn/8QAp5B/ue8FQ38+cr7QgCZ86cCeh4fR47jCLhJlpm4LxZscPB\nL8DLs+DrLcOls2qtWbBytq7nQeAvB7eWmiU5+YecZFDGl8fGZuDq37Vn4D9kwH0avy1jSg+cgQPn\nq2a5Vqvp+PeSn/pV67pC5VrKa6vW7F/tmik8k9nZiwPql0CIllwpRmSnrWfgoSJayqzxZsVC4Iy6\nAC/PmCPOVoqL78OlS2kAOgFcJTlWgtfQKXh+8Oj01oKUGzHliOfXmrWlpQ3BW28V44EH1BViOjt/\njoyM1zFhgr6HA29Wq3c/tX6fM2cqtmxRtmcJgLsB7NXoj3YAV8u+uXDhKtTUCIWOx47diU2bigNK\n/esPfgQmoHwOAGX6Wh9mV5iBvCd6hvPhw4fgyJHpUFZpyszcbaptgRJoEJFd6ZMCPBJl1gJZTmsJ\nQ4fjpMwLR++l6um5BnJ3vFIAh3H48GeYO/d4r/DOAK9+ZWvrY6ipyfc+5HovtT8BX1SUj2uvfRNH\njihLrOUjLW2P3wrrgPbLp1ck1//9fgG/+MVd6OzsDyAewBAIkZ71Gq1oBbBQ8nk1gA4AT6KjAzh4\nEFi5shT9+3/L3bu5ud3vNfqjqCgfr74q9dhZz93OiFuj0fMB5t4TvYFLeH4+iNjkyeqBNeLYYRkQ\n6wS6nA62JJi/YwBKdYaYanQZAx5gvMotUpWL1vn1vAWCUV+FQvXFM8omJy9mDkcBd6k/aNCdrLBw\nfW/wznqmVTZOS40RaGZHZZv9VbzhJzgLj8eGkSCdSBojrQ6kCyVGZGefnIGHAn8z7LKy19DY6II0\nAZKRUV9rtrtxY7Hh2YK2L/1Nis9iXg4nhFlohWoPcQnuz5ikN2sLRn0ViFFNb+XDM8p2dr6IvLzl\nOHbsJM6fl64W3HA4MlBSMg2M1aCmZhN4/QQALtcgfPutWl3k8SzXDEIT23r69Dm43eeRkZGBYcOu\nkuUQ8V0LwzPPPASA39c33xyZSjhG/LUjaYyMNX9yEuAW4E+vBgCffZYEZeACoK+TDGQJqxRYFy+6\nNbbkPbBie7QfciOqoGAEvD/MvnxG9J3+dPajR1/GwYPSbx/2ep34BiJ+lfnMzGvQ1vY5Tp4sBpAC\nwANgFIAa7NvXhMLC9bK+q66ux6JFr8LtjgOQBGAnWlr0PUu2bi3Erl3qMmlWCEletsmPPmr2e+/t\nbl+ye/tMY4dlQLTjb2kfqmAkHjz1hcu1WpV3WqtwrdM5s3fpr1141yrPCn+eAFq/+VPP8PYxUvwg\nkJwdos9yVZVQ6CE5WV7JyOVaxWbN+imLj7+XyRN7LWFyf3Zf3wml27SShPHysgj+6YMHP+i3oIde\nX5t5loTKPPz2K/e1s7+23dsnYkR2kgDXwMxD70+vpvWbw6EOpgm2LUZ15rygG7FWpO/F9QW+pKT4\nhIQVOmh/NgE9ewHv5dPaR3BZ4w2e5bLzafWFIFSV2RXrWHz83d7AGaEvFzBpkNCgQTNYcvKjinMu\nYIJ9QV4KTuw7ofgFY1oFP3wJs5SDq/+SZ1bbX6TJtwK594RxjMhOUqFwEJazf5DpRhsanvAmXlLi\nb2kv3Ac148alGlriaqkBDhw4rFrO+lMHSD08qqvr8eKLH0PuyiXkr/apOHZLVBzLUVSUj4KCCvBo\najqrWZGdhz9PAMaYboEK5bG1iloMHlys0QJfMYKSkmkALqj64sCBw5ycHQsBxKGn54/ewJm9e5fC\n45kPqTvf+fPrFfvVA3BB7uGjVKP16/2X/ywJRSQAdZ70GnR1yZOISfvLrNeFqDb5y1+auO2Q5hGX\nt5+ICHYYReyG2XwNekv7YDwCtGZCQsFf+azKaK7xQGfSWhXL1Z4Q/md4WquSgQPnB1SGzZ+qw18g\nk7ii4e3L9yLRmpUq+13ZHn01mu/e8dLWrmWAWBhZeWz+tYv9ZcbrQv6s0gw80hiRnTQD53D06Hnu\n90I4vxojhrlAPQK0ZtVC9jwfjY2bkZf3KLKy9A00gYZI8wxAKSnbVVV49DxstFYsFy6MALAJZsuw\naR0vIyMVJSXTMGvWDLS1DYAykMnh6EZHB78v+MEwWq9LO6Sl0dSzaG1//pISwad806ZiLFr0hGTV\nVwbgOHwZGfPR1VWPpKRnceWKrKUaxxb6y4zhVz5bV2abBBITl6Cr6yHv56g2/sUIJMAVVFfX49Il\nrWCLTs399DwvAvUI8FeTUEla2nBs3Hib7mARqCsVb6Bqbs7AoUPqbf0NBnplusyWYdPzLLjqqtFo\na5O6CvrSl4pRpkouXWqFECgzHdqCWWQkhBzlwnYuVzMAqTDm7ydVo4l5f8S+bWj4Eq2tj0EeaZmP\nYcO24dw5qXvidCQmLpWpUYxEofL6Uz6wi+ctw8CBpzBlygjdnDRE+CEBrqCysgaMDQEvKnH06NSw\nt4c/610Cj+ch1bZitKOem+G5c61wOOajo2MERAHlci3A2bMp3mIBSj220gd5zZrbUFSUj8LC9VwB\n7m8wEI+7YcOj+Pvfz6K7exAAed86nSdx003qQgf+jscbuAoL13OLgmRkLPfuxxtMurr+DwQh5lsN\nJCX9A11dC8DYy7JtgTvhdL4kae/Dsva0tX2F5uYnZO3IylqHe+7JVtkORJdAfvKqepw7Nxgez2yI\nOvuUlM9w772j8M032lGoBw4cxi9/WYyurhQkJnowZ85UP7YcdcHtKVN2q1wVxefh2Wf3hDWfPiGH\nBLgCYRYyD8CrkBq2kpK+xMaNj4e9PTzhNGXKBLzxxgdobPS9MEaWs7zCxQ7HY8jIqMS3347EwYM+\nASP1l/bnT61Vaebs2TbNwUDkwoVr0N39G8k3PmE5adJIlJTc5hUSlZU1foWE1sB15gw/02Fa2hDv\nfoDQv/v3n0Rrq5Bl0DcD3QyncxYmTdqNkpLHUVb2Gg4eLAPwFYAzEJ6PRjid3aitrVC1SaS6ul5x\nDzP9Zgz09WshRIEaH/8xPJ41kGZW9HiAb74p4/qCi+d9443TaGnxqbneeKMUN99cr+qvW27JwJ49\n/ymbzScmLsWUKfKgr1jLJxLV2EERHwxWZxbzGbXk+aP91V4MR7t4xzfry2o2K59eNj9eaH1e3jKV\n37nLtZrl5i405KMNrPcTDm7O57yqqk5l7PVnfJMb/Hy+1k5nscwtb9CgGUxZ/zMhQfCTN4oRQ3J5\n+XaNghNyI28gtSTz8pYZ9pu3yghOmMOI7IzqGXgoZgLyGaVPB+uv9mI42qUkEL26lvFSL3udntFT\nmbf6k0+elG3ndj8Pt7sMYth5Y6N2sien8yS2bl3o1/0NgKHEYJWVNfB4lgN4AoBvdZGcvAglJfNU\n2/tsA/Jc4K2twKJFT2DYsNcwYEAm2touQ1n/s7v7RWzfPhMVFcu416XEiCH5o4+aFaH4gNI+APiP\nRD1w4BT3t08/bUdHh28l5u+eKO0Z0ZRPP9aJagEeisxiVmQqtGvGMy3jpZC9Tq37DMSTQXi51ceS\n+g/789EePTpZ4oe8HkKWxGbvsT7//IThwdEnaOR+3oy1cc8tD4+X3z/5IPQwd/8rVxzc73kYKezr\nryasiJbqTC9NcEfHSNlnf/dEeZ/9PQ+RqjXbV4lqAR6qmUCweSTsOkPR8kiYNGkUfvc7ue4zPv5B\nHD3qQEFBBS5ebIXLtRBu90uy/XiCQxBMyko2pQDOyrZzuQZh0CCl7nwBmpsHKWbwSwA8BHHGefLk\nI2CsUHYs6eAoFSCHD38GQTi+JNv+yhVwB1Px89y5L6G1VXVp8AlOfrrWpCRjlbarq+sNFfbVEpTp\n6Z8jO1tu4NWu3FQPpUHe4ViKjo7ZquPy7gnvPms9R1OmZJJuPMxEtQC3a2Yxu7ZLyyPho4+aFdF8\n9ejpuQ7Hjm3GsWPCNy7XE8jLexRpacN1ViX9oJy9Cp+Xy77JzLwGJSXTZCuds2dTZIZUgRchVRkw\n9tveY8nPLS1O4RMg9YiL+zUYU7dSK3pUyORXgxqud6F4/6YCWAqpGiUxcQmWLzcmpHgZEJWeMYBg\nVNy7t7jX51+YpWdl7cLWrctUBlKl4HQ4HoPcN11YgTidX2DUqKtw8GA+lCulfv168Mwz2nnVRbRW\nqVorzw0bHqVZeaiwgyI+UOxaqTq62rWOU2g2cCOVVuSfNGJQqy+M7Cv8qcu/+RKHSQsRlzKgmHM8\nfvSomO+Fl2dbXRF+O0tKupsNHDifpacXmzJgGs2ZrbxXKSlLuOcxmrdE7Cch/8sCpsypkpx8v6o4\nshn411XXWwYwcGN0X8WI7IzqGXgkKutEc7u0Zkhq3WfgKiAzy36j+yqDluLizstm1eIy/2c/exNq\n9c0TSEoqxpUrPjc6fvRoIbZs+U+J0bAe8fH3weFwICHhMhISGM6ff0pyziZs3bomoHt68eI57vdt\nbb7veffK4/k19u0rU+1ntnJTUVE+hg3bCbfbt1IBPkBn59uy4siAOdUH//7V9JYB9GEHe1CsELAA\n/93vfoeKigp8/vnnOHDgAPLy8qxsl2EimRzeH2KbKitr0NGRKKsrGSm0XnS17jNwFZCWflS57De6\nr08HLrIOo0en4Lrr1IOjUPH8RcVRn4fDMQO33aYXPVqj8PjIR09PPr79tgzAJhMqJCNcBi9QTBrp\na8aOojXwjRuXiiFD+JOIAQOGSLZUJsgKTMjy7p/DcUo2iPi7DsI8AQvwnJwcvPPOO1iyZImV7YkZ\n7BjsoPWiK/XRWpGDRvJeSFcfzc3taG5uhsMxyNAAply5tLWdw7Fj53D+/G4AewB0w+Vyo7KSPxhk\nZGSgpUX1NUaNGiULdOFHj/rz+KiH290fly+34Oabu1BSEpwOd8CATAC3QVnYNy1tj3cbM3aUQCo3\nyY9vjdGdt/I8ezZVURRDINL2oJghWD1NQUEB+/jjj4PS48Qidgx2MKObDzbpvVZxCWVAj5HjBFv/\nU9nnfP0yP+BHyDRoTRELM+00a0cxe7+MZB604lm1qz0oGjAiO+N6NwyYW2+9Fc8995ymCiUuLg7l\n5eXezwUFBSgoKAjmlFFBQUEF6uoqVN9PnVqhCrkOJ0JItzTX97SQrAiEXB5Pcn4RVBIAkJUllASz\nqvTX6dPncOxYnEwVIqhv1OoOZT9MmTJMFdouqDXOAtjBuT7t8HVe26QeGABUqzNeO6VtbGs7DcaS\nMWDAEMs8OcTjNzWdNdxvwZwnVNcRK9TW1qK2ttb7+d/+7d+gK579Sfc77riDjR8/XvX33nvvebeh\nGTgfO87AAyWQtABGPUp4s2Mz51LP8ITw+ZycVaZXDuIsNidnVe+MvE7VXp7HiFb7c3N5aQUWsNzc\nZSwnZxUbPPhBlp29WLedgVbVMUM4yoyF4zpiCSOyk1QoISIalo5GhGWoS3Lpuc7pnStUA6Uo0K66\n6l7Dx+e135e7pI4BCxlg3qUuViYDsXId4cKI7LTEjZAFp4WJSezqSihi1MgaaFoA/ZzfAlJjViDn\nCmU0LgD8/e/NuHRJ7jHicq1GSckM1T689gv7PQrgGghl1eRqJSN9afU1StU6QuRsv7CoNOwaoRzN\nBCzA33nnHaxYsQJff/01ioqKkJubi/fff9/KtkU9dnVxBIwLy0BfOp5HSXNzB9xu7RS4gZxL7a0h\nRBc2NJxCYeF60wJJGYovpGGth9RjJCOj3VTqWqAVwG8gJvNSoteXVkb2ygfuFwB8BiATYqRnY+MH\nAELjKWXXCOVoJmABPmPGDMyYoZ6FEOEnkARCRoWl3kvn79zKAUyZE1u5IgnkBZfP9H1ZBFtbgZoa\nc66b6lVJRe+/vvzbAJCWVgEezc3N4Cfyiu/dIjABZqaqjh6+gbseQAMAaUCTkH9827bdukVBAgmN\n5/uJL8XZs12orlbnJycMYAc9DhE4Vuuojbjc+S/YHLhRKlC7gaivFgoiB65jVfeJOZ3tyJE/Zso8\n4cLnqV4Dq9ol0ZhdpKqqjuXlLWNO5zzmdM5kubkLDfWL0sbhMy5r2yiysxdr2kaCvefidTgc83rt\nIXWqY4Q6l360YER2kgCPcgI1DFnhEy4/ty8HyeDBDwYlxAP1hjBTgd3Y/uYErlZhDOBOyXHEQiHz\nWAKsYDoAABCxSURBVFravYaFMC8/iz/BqSVoc3MX9n7m9xWwyu95rDBE+jsGear4MCI7ozoXCqGt\nd21u1irMLGDGyKqly/epYeQFEFpagJUrjakueMtxI/7VPILVscr3F1Uh3yIp6R5cf31Gb8SqtiFa\nKxIUGAHADZ8eHXC5ErBjx2pdVYVPpbMeZgygWjaOvLzlyMoSc56riY//Eh7PHzXPY4Uh0t8x7JpL\n367YVoBTYnhjCHpXNWfOnNHdN1gjq0/gBZZLw+p0A8HqiuV1KH0D0pUrQEdHqW7Q07BhV3ELPAND\nAUyD0/kr3HTTDXA4gJKSh3WvUS7MzAlOLSGZljYEGzfehg0bXsennz4mSzSVkrIE11wzEP/8p/Z5\nrDBE+jtGRwd5qpjBlgLcjnlE7IrLNQgtLerESEOHDtTcx6rB0Sfwkri/6710RmdbRtsbrOumuN38\n+dtlRYDFds2dOws336xdXNm/62Q+Jk3ajV27Kgy1BVAKYXOC05+QFAdutVH5IVRW1nAFuHgeKwyq\n/o4h5szROj+hwA56HCXk8G8cXw5sXwFmoE6zr0JheNQriqxFoHmxQ60T5evCSxkwnwGlzOVa4Ff3\nLDfSbWdAKXM45rHc3GWm2q22MZjLjRKoQVhvP3kR60UsN3eZaYOjlq0jGgLgwoUR2WlLAR6sMaov\nYfaBD8XgaNYgKnoYGBH84RrM1e0SizeoBSewjuXlLdI9Xl7eoqCKGfDSBAAP9hoaH9QtIhGoQdjo\nfqEaXMMR1h8NRK0Apxm4Ocw88NnZi5m8Yk2dJYOjkTbwBFJiotLjQS74wzGY8wSR0C5x5q0+v9M5\nU/e4VjzHvhWOb3Vll/eB3tPQYkR22lIHbmXgQl/AqDGyuroex47FQVlMFwhex2ikDWqddz66uoD0\n9JnIzr7RsuAes/B08V1dv0Z6+kycPw90dfGCc5J1j2uFx0ZRUT7Gj9/DzWwZacMehcZHHlsKcLvn\nEYlWKiuVVWcAYDNSUopRUrKcu4+V8F/4fGRn79FMsWvlYK40ht5ySwY++qgZf/lLE3f77u5+GDz4\nPL76SlmmrRRO52Xd81k1+Fg9iFllxKbQ+MhjSwEO2DuPSLSiNWMaMyYjLH0dyAtv1WDO82zas2cp\nurpmQ5hdq2ltHYnk5AtQukgCmzFokP6AF8jgwxOu6nQBNXA4TuHs2VTTIehWenjRStkG2EGPQ4QH\nLZ1lXt6ysIQuR9LDQDu97TLGS/Pqq0IfnA7ejH3Cn1HQCqOov34IVG9NBsfQYUR2kgDvQ/AEhMu1\nSlV0IJRuepF64bULTMyTeHis7/28TGIsDJ+hTk+4WiF8ycMrejAiO22rQiGsh190tg0HD74k2y6U\nocuRUo1pqW+Akb3/SjMOlkn+Px0pKUtV5cZCoSbQMwpaYTS0i96aIq2tgQR4H0MpQAsKKrjb2cGT\nwMqXnKdHBhoBXN37WXpc37VnZe3CnDk3Yd++0BvU9YSrFcLXDnprirS2EDssA4jIkZu7TFMvHixV\nVXUsN1dMgVpsKAWqdF+rg0S09Mi+smfC5/T04ojodPVsBFbZECKttyb/cWMYkZ0kwPs4QnpRZaTh\nWs1IQ6O5mquq6pjLtVolKP2FoUsJ1UuuV6sz0mHbesI10sLXCkgPbwwjspNUKH2cAQMyAdwGackw\n4E6kpe1RbWtm6VtZWQO3+3nFETbD7S7TrfgChC5IRDiuOjBn4MBTmDKlzKseMau+sUrdo2cjiAX3\nWrvo4WMBEuB9HOFlkpcMAwCHY7dqWzO5mrUEMJCAjg6j7VIT7EsuFPFVB+ZkZSV585Cb1dGSTtcc\ndtDDxwrx+psQscyKFdORlVUq+054maaptjUzK9b2+ug2JITNtMsc/cALzJGGxmsPVOpBLZDt+zpF\nRfnYurUQhYVlmDq1AoWFZdi6lSKtA4Fm4H0cM5GOZmbFK1ZMR0PDEwo1yjq4XG6UlDxsabvMMGDA\nEO73aWm+782qb7S2b2o6i8LC9X3CVc6sCsmOqqBodG0kAU4YfpnMLH2LivKxYwewYcNyHD/eDqAT\no0enYuNG/Uo0ZttlBiODkFn1DX97IXHYkSO+xGGxqlaJBRVS1F6DHSypRPQQ7V4QRgsWmHHX422f\nkhJYkYtoJBbcAu14DUZkZ1Az8DVr1qCqqgrJycnIysrCb3/7WwwcqF3Ki4h+7Lj0NYMR1Yx0m6am\ns3C7z6N//wxvuS/l9fOO2dycwa2PaYcAKauJhbSy0XoNQQnw6dOn45lnnkF8fDx+/vOf4xe/+AWe\nfvppq9pGECFBOgiJes9nn90j03uKv69c+QFaWl5ESwtw6JD2slo5sBUWrucK8Fh0lYsFt8CovQar\npvu///3v2UMPPRTQMoAgIoFetGcwy+q+VNsxFq7VjtdgRHZaZsR8+eWXMWvWLO5vFRUV3v8XFBSg\noKDAqtMSRMDo+bUHs6zuS0VJYuFa7XANtbW1qK2tNbVPXK+k12TatGlwu92q75966incc889AIDN\nmzfjk08+wX//93+rTxAXB51TEEREKCio4JYqmzq1ArW1FSgsXI+amidVvxcWlnmDfggiVBiRnboz\n8N27/QcjvPLKK/jTn/6EDz/80FzrCCLC6Ok9KWKQsDtBqVB27dqFZ599FnV1dXA4HFa1iSDCgp6A\ntsOymiD8oatC8cd1112Hzs5OXH311QCAW265BS+88IL8BKRCIWxMdXU9tm3bLRHQ00hAE7bAiOwM\nSoBb1Qii7xCN4coEEQks0YEThFVEbbgyQdgUykZIhA3K2kcQ1kICnAgb0RquTBB2hVQoRFiorq7H\n4cOfAaiAWAVHLCJh+3BlgrApJMCJkCPqvltadkq+FXTfWVm7yK+aIAKEvFCIkKMV0ZiePhOvvLKM\nDJgEwcGI7CQdOBFytHTfV644UFlZg+rq+jC3iCBiA1KhECFHK2T9woURqKnZRK6EBBEgNAMnQg6v\nQDGwDoBQoJhcCQkiMGgGToQcaU6RfftO4cKFEQDuhOiFAkS/KyFFmBKRgAQ4ERbEijWCQVOdijWa\nXQkpwpSIFKRCIcIKT50iZACcFqEWBQ9FmBKRgmbgRFiJxRStFGFKRAoS4ETYMVJUOJqI2oK4RNRD\nApyIGLGiO6bKPUSkoEhMImLEUs1JKgxBWA3lAydsTSzpjqVqIYIIF+SFQkQM0h0TRHCQACciRiy6\nFBJEOCEdOBFRSHdMEHyoqDFBEESUQulkCYIgYhjyQiGIKIMSZxEiAQvwsrIyvPfee4iLi8PgwYPx\nyiuvYMSIEVa2jSAIBbES/ERYQ8A68La2NqSlpQEAtm3bhr///e/YsWOH+gSkAycIy4il4CfCPyEN\n5BGFNwC0t7cjPT090EMRRJ8iGBVILAU/EcETlA68tLQUr7/+Ovr37499+/ZpbldRUeH9f0FBAQoK\nCoI5LUFELcGqQCj4KXapra1FbW2tqX38qlCmTZsGt9ut+v6pp57CPffc4/389NNP44svvsBvf/tb\n9QlIhUIQXoJVgfAGgKysddi6NbpT8hJqglah7N5tLCH97NmzcddddxlvGUH0UYJVgcRiPnUicAJW\noRw9ehTXXXcdAODdd99Fbm6uZY0iiFjFChUIJc4iRAIW4GvXrsUXX3yBhIQEZGVl4Ve/+pWV7SKI\nmIRyhxNWQqH0BBFmKP8LYQTKhUIQBBGlUC4UgiCIGIYEOEEQRJRCApwgCCJKIQFOEAQRpZAAJwiC\niFJIgBMEQUQpJMAJgiCiFBLgBEEQUQoJcIIgiCiFBDhBEESUQgKcIAgiSiEBThAEEaWQACcIgohS\nSIATBEFEKSTACYIgohQS4ARBEFEKCXCCIIgohQQ4QRBElEICnCAIIkoJuCo9QdiB6up6VFbW4PLl\nRPTr14UVK6ZTgWCiz0ACnIhaqqvrsXLlB2hs3Oz9rrGxFABIiBN9gqBVKM899xzi4+PxzTffWNGe\nqKO2tjbSTQgpdr6+ysoamfAGgMbGzdi2bbfhY9j5+oIllq8NiP3rM0JQAvzUqVPYvXs3vvOd71jV\nnqgj1h8iO1/f5cv8BWRHR4LhY9j5+oIllq8NiP3rM0JQAvyJJ57Ali1brGoLQZiiX78u7vcOR3eY\nW0IQkSFgAf7uu+8iMzMTN910k5XtIQjDrFgxHVlZpbLvsrLWoaRkWoRaRBDhJY4xxrR+nDZtGtxu\nt+r7zZs346mnnkJNTQ0GDBiA0aNH469//SsGDx6sPkFcnLUtJgiC6CP4Ec8AdAS4FocPH8btt9+O\n/v37AwCampowfPhw7N+/H9dcc01gLSUIgiBMEZAAVzJ69Gh8/PHHuPrqq61oE0EQBGEASyIxSU1C\nEAQRfiwR4MeOHfM7+y4rK8OECRMwceJE3H777Th16pQVp7UNa9aswdixYzFhwgTcd999uHDhQqSb\nZBm/+93vkJ2djYSEBHzyySeRbo5l7Nq1CzfeeCOuu+46PPPMM5FujqUsWLAAQ4cORU5OTqSbEhJO\nnTqFW2+9FdnZ2Rg/fjwqKysj3SRL6ejowOTJkzFx4kSMGzcOa9eu1d6YhYGLFy96/19ZWckWLlwY\njtOGjZqaGtbd3c0YY+xnP/sZ+9nPfhbhFlnHZ599xr744gtWUFDAPv7440g3xxK6urpYVlYWO378\nOOvs7GQTJkxgn376aaSbZRn19fXsk08+YePHj490U0LCmTNn2MGDBxljjLW1tbHrr78+pu4fY4xd\nunSJMcbYlStX2OTJk9nevXu524UlmVVaWpr3/+3t7UhPTw/HacPGtGnTEB8vdOXkyZPR1NQU4RZZ\nx4033ojrr78+0s2wlP3792PMmDEYNWoUkpKSMHPmTLz77ruRbpZl/OAHP4DT6Yx0M0KGy+XCxIkT\nAQCpqakYO3YsmpubI9wqaxEdRDo7O9Hd3a2p4QhbNsLS0lKMHDkSr776Kn7+85+H67Rh5+WXX8Zd\nd90V6WYQfjh9+jRGjBjh/ZyZmYnTp09HsEVEoJw4cQIHDx7E5MmTI90US+np6cHEiRMxdOhQ3Hrr\nrRg3bhx3O8sE+LRp05CTk6P6++Mf/whA8B0/efIkHn74Yaxevdqq04YNvesDhGtMTk7G7NmzI9hS\n8xi5tliCjO6xQXt7O3784x9j69atSE1NjXRzLCU+Ph5/+9vf0NTUhPr6es20AZZlI9y921gCodmz\nZ0flDFXv+l555RX86U9/wocffhimFlmH0XsXKwwfPlxmSD916hQyMzMj2CLCLFeuXMH999+POXPm\n4N577410c0LGwIEDUVRUhL/+9a8oKChQ/R4WFcrRo0e9/3/33XeRm5sbjtOGjV27duHZZ5/Fu+++\nC4fDEenmhAwWfMiALfje976Ho0eP4sSJE+js7MTOnTvxox/9KNLNIgzCGMPChQsxbtw4rFq1KtLN\nsZyvv/4a58+fBwB4PB7s3r1bW2aGw6J6//33s/Hjx7MJEyaw++67j3311VfhOG3YGDNmDBs5ciSb\nOHEimzhxInvsscci3STL+P3vf88yMzOZw+FgQ4cOZXfeeWekm2QJf/rTn9j111/PsrKy2FNPPRXp\n5ljKzJkz2bBhw1hycjLLzMxkL7/8cqSbZCl79+5lcXFxbMKECd537v333490syyjoaGB5ebmsgkT\nJrCcnBy2ZcsWzW0ticQkCIIgwg/VxCQIgohSSIATBEFEKSTACYIgohQS4ARBEFEKCXCCIIgohQQ4\nQRBElPL/AYn/PYAAdYefAAAAAElFTkSuQmCC\n",
"text": [
"<matplotlib.figure.Figure at 0x108d26190>"
]
}
],
"prompt_number": 1
},
{
"cell_type": "code",
"collapsed": false,
"input": [],
"language": "python",
"metadata": {},
"outputs": []
}
],
"metadata": {}
}
]
}
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