{ "metadata": { "name": "", "signature": "sha256:1e0613ccda1cb137d68bcfd73073f46346e6525719e487f509bdce5265bc51e7" }, "nbformat": 3, "nbformat_minor": 0, "worksheets": [ { "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Saving ggplot plots as vector\n", "\n", "- **Author:** [Chris Albon](http://www.chrisalbon.com/), [@ChrisAlbon](https://twitter.com/chrisalbon)\n", "- **Date:** -\n", "- **Repo:** [Python 3 code snippets for data science](https://github.com/chrisalbon/code_py)\n", "- **Note:**" ] }, { "cell_type": "code", "collapsed": false, "input": [ "# Import required modules\n", "from ggplot import *\n", "%matplotlib inline\n", "import pandas as pd" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 1 }, { "cell_type": "code", "collapsed": false, "input": [ "# Create a dataset of battle data\n", "data = {'battle': ['Battle of Two Forks', 'Battle of Cochise', 'Battle of Bells', 'Battle of the Beach', 'Battle of Flatlander', 'Battle of Middorin', 'Battle of Massai', 'Battle of Monogrop', 'Battle of ', 'Battle of Sticks'], \n", " 'season': ['winter', 'fall', 'fall', 'fall', 'spring', 'winter', 'summer', 'winter', 'summer', 'summer'],\n", " 'terrain': ['mountains', 'mountains', 'mountains', 'beach', 'beach', 'plains', 'plains', 'city', 'city', 'city'],\n", " 'weather': ['rain', 'rain', 'cloudy', 'sunny', 'rain', 'rain', 'sunny', 'cloudy', 'rain', 'sunny'],\n", " 'victor': ['attacker', 'defender', 'attacker', 'defender', 'attacker', 'defender', 'attacker', 'defender', 'attacker', 'defender'],\n", " 'deaths_attacker': [425, 242, 323, 223, 783, 436, 324, 3321, 262, 843],\n", " 'deaths_defender': [423, 264, 1231, 23, 23, 42, 124, 631, 232, 213],\n", " 'wounded_attacker': [41, 214, 131, 12, 123, 124, 264, 311, 132, 623],\n", " 'wounded_defender': [14, 1424, 131, 12, 34, 124, 1124, 1431, 122, 2563],\n", " 'soldiers_attacker': [2532, 6346, 3341, 6732, 12563, 2356, 253, 5277, 2732, 6278],\n", " 'soldiers_defender': [37235, 2523, 2133, 1245, 2671, 7832, 2622, 3331, 2522, 26773]}\n", "df = pd.DataFrame(data)\n", "df" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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battledeaths_attackerdeaths_defenderseasonsoldiers_attackersoldiers_defenderterrainvictorweatherwounded_attackerwounded_defender
0 Battle of Two Forks 425 423 winter 2532 37235 mountains attacker rain 41 14
1 Battle of Cochise 242 264 fall 6346 2523 mountains defender rain 214 1424
2 Battle of Bells 323 1231 fall 3341 2133 mountains attacker cloudy 131 131
3 Battle of the Beach 223 23 fall 6732 1245 beach defender sunny 12 12
4 Battle of Flatlander 783 23 spring 12563 2671 beach attacker rain 123 34
5 Battle of Middorin 436 42 winter 2356 7832 plains defender rain 124 124
6 Battle of Massai 324 124 summer 253 2622 plains attacker sunny 264 1124
7 Battle of Monogrop 3321 631 winter 5277 3331 city defender cloudy 311 1431
8 Battle of 262 232 summer 2732 2522 city attacker rain 132 122
9 Battle of Sticks 843 213 summer 6278 26773 city defender sunny 623 2563
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 2, "text": [ " battle deaths_attacker deaths_defender season \\\n", "0 Battle of Two Forks 425 423 winter \n", "1 Battle of Cochise 242 264 fall \n", "2 Battle of Bells 323 1231 fall \n", "3 Battle of the Beach 223 23 fall \n", "4 Battle of Flatlander 783 23 spring \n", "5 Battle of Middorin 436 42 winter \n", "6 Battle of Massai 324 124 summer \n", "7 Battle of Monogrop 3321 631 winter \n", "8 Battle of 262 232 summer \n", "9 Battle of Sticks 843 213 summer \n", "\n", " soldiers_attacker soldiers_defender terrain victor weather \\\n", "0 2532 37235 mountains attacker rain \n", "1 6346 2523 mountains defender rain \n", "2 3341 2133 mountains attacker cloudy \n", "3 6732 1245 beach defender sunny \n", "4 12563 2671 beach attacker rain \n", "5 2356 7832 plains defender rain \n", "6 253 2622 plains attacker sunny \n", "7 5277 3331 city defender cloudy \n", "8 2732 2522 city attacker rain \n", "9 6278 26773 city defender sunny \n", "\n", " wounded_attacker wounded_defender \n", "0 41 14 \n", "1 214 1424 \n", "2 131 131 \n", "3 12 12 \n", "4 123 34 \n", "5 124 124 \n", "6 264 1124 \n", "7 311 1431 \n", "8 132 122 \n", "9 623 2563 " ] } ], "prompt_number": 2 }, { "cell_type": "code", "collapsed": false, "input": [ "# scatterplot of attacker deaths vs defender deaths, with the color of the point determined by weather\n", "plot = ggplot(aes(x='deaths_attacker', y='deaths_defender', colour='weather'), data=df) + \\\n", " geom_point()" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 5 }, { "cell_type": "code", "collapsed": false, "input": [ "plot" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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C0ByPvj3JdXZccwMAAJyveHieisWRGwAA4DCUGwAA4CiUGwAA4CiUGwAA4CiUGwAA4CiU\nGwAA4CiUGwAA4CiUGwAA4CiUGwAA4CiUGwAA4CiUGwAA4CiUGwAA4CiUGwAA4CiUGwAA4CiUGwAA\n4CiUGwAA4CiUGwAA4CiUGwAA4CiedA9wTFVVld5++20ZhqGCggItXLhQPT09Wr9+vY4cOaK8vDzd\ndNNNysnJib2+pqZGhmFo3rx5Ki4uTvMeAAAAO7DFkZuWlhZt375dd911l5YtWybTNFVXV6fq6mqN\nHz9eK1as0Pjx41VdXS1JOnTokOrq6rR8+XItXrxYmzZtUjQaTfNeAAAAO7BFucnKypLb7VY4HFZv\nb6/C4bB8Pp927dql6dOnS5KmTZum+vp6SdKuXbs0ZcoUud1uBQIB5efna//+/encBQAAYBO2OC01\naNAglZWV6ZFHHpHH41FxcbHOPfdctbe3y+v1SpK8Xq/a29slSaFQSEVFRbGf9/v9CoVCkqRgMKi2\ntra49b1erzweW+yq3G63MjIy0j1GLA9yiUcu1sjFmt1ykcimL+RizW65JG29pK52ipqbm7V161Z9\n61vfUlZWltatW6fa2tq41xiGkdBa27dv15YtW+K2zZkzR3Pnzk3avE4SCATSPYItkYs1crFGLn0j\nG2vkklq2KDcHDhzQ6NGjNWjQIEnSxIkT1djYKK/Xq1AoJJ/Pp1AopNzcXEmSz+dTa2tr7OeDwaD8\nfr8kadasWSotLY1b3+v1qqWlRZFIZID2qG9ZWVnq7u5O9xjyeDwKBALk8hnkYo1crNktF4ls+kIu\n1uyWS9LWS9pKp2Ho0KHasmWLwuGwPB6PPvzwQxUWFiojI0O1tbUqLy/Xzp07NWHCBElSaWmpNmzY\noLKyMoVCITU3N6uwsFDS0VNUx4rO8ZqamhQOhwd0v6x4PB5bzHFMJBKxxTzkYo1crJFL38jGGrlY\ns1suyWKLcjNixAhNmzZNq1evlmEYGjlypGbNmqXu7m6tW7dOO3bsiN0KLkkFBQWaNGmSVq1aJZfL\npfnz5yd82goAADibLcqNJJWXl6u8vDxu26BBg7R06VLL11dUVKiiomIgRgMAAGcQW9wKDgAAkCyU\nGwAA4CgJlZve3l796Ec/UldXV6rnAQAAOC0JlRu3263HHntMmZmZqZ4HAADgtCR8WmrJkiX69a9/\nncpZAAAATlvCd0tt27ZNv/zlL/Wzn/1Mo0ePjt16bRiGXn311ZQNCAAA0B8Jl5s77rhDd9xxxwnb\n+XwZAABgJwmXm1tvvTWFYwAAACRHwtfcRKNRrV69WpdeeqmmTJkiSXr11Ve1du3alA0HAADQXwmX\nmx//+Mf67W9/qzvuuEN79+6VJBUWFuqnP/1pyoYDAADor4TLzZNPPqkXX3xRX/3qV+VyHf2xc845\nRx9++GHKhgMAAOivfp2W8nq9cdva29vl8/mSPhQAAMCpSrjczJs3T9/5zndin1IcjUa1cuVKXXvt\ntSkbDgAAoL8SLjcPP/ywDh48qLy8PAWDQXm9Xu3evZtrbgAAgK0kfCv44MGD9fzzz+vjjz/Wnj17\nNHr0aI0cOTKVswEAAPTbSctNNBo9YduwYcM0bNiwuOePXWAMAACQbictNx5P/NOGYcg0zRO29fb2\nJn8yAACAU3DScnP8bd6bNm3S+vXr9W//9m8aM2aM9u7dq5/+9Ke64YYbUj4kAABAok5absaNGxf7\n+8MPP6y33npLgUBAklRaWqrZs2dr9uzZWrZsWUqHBAAASFTCF8sEg0F1dHTEbevo6FBra2vShwIA\nADhVCd8ttXTpUl1++eX69re/rdGjR2vv3r36xS9+oSVLlqRyPgAAgH5JuNz87Gc/U3FxsZ599ll9\n9NFHGjlypO677z7dcccdqZwPAACgXxIuNy6XS3fffbfuvvvuVM4DAABwWgzzs/d2n8Qrr7yi2tpa\ntbW1SZJM05RhGHrwwQdTNmAydHV1qaur64Tb2NPB5XJZfn7QQDMMQ5mZmerp6SGX45CLNXKxZrdc\nJLLpC7lYs1MueXl5SVsv4SM39957r9auXau5c+dq0KBBkj4tN3aXnZ2tUCikcDic7lGUk5Ojzs7O\ndI+hjIwM5eXlqb29nVyOQy7WyMWa3XKRyKYv5GLNTrkkU8Ll5r/+67/09ttva/To0UkdAAAAIJkS\nvhV82LBhGjx4cCpnAQAAOG0JH7n57ne/q8WLF+uHP/yhRowYEffc+PHjkz4YAADAqUi43Nxzzz2S\npBdffDFuO98tBQAA7CThcmOHq6kBAAA+T8LX3Byzb98+bd26NRWzAAAAnLaEy83evXt10UUXacKE\nCbrsssskSevWrdPtt9+esuEAAAD6K+Fyc+edd+qaa65RKBRSZmamJOnKK6/U5s2bUzYcAABAfyV8\nzc0bb7yhl156SS7Xp31o8ODBfCs4AACwlYSP3IwYMUINDQ1x2959912NHTs26UMBAACcqoTLzfe+\n9z0tWLBAv/vd7xSJRPTMM89o0aJF+sEPfpDK+QAAAPol4dNSt912m4YMGaLHH39co0eP1u9//3s9\n9NBDWrhwYSrnAwAA6JeTlptFixbpueeekyQ9+eST+pd/+Rd9+ctfHpDBAAAATsVJT0u98sorsQ/v\nW7FixYAMBAAAcDpOeuTm4osvVllZmc477zx1d3dryZIlMk0z7jWGYWjNmjUpHRIAAAy8N998U88+\n+6xGjBih++67T9nZ2ekeKSEnLTdr167V+vXrtWfPHhmGoXPPPTdWbgzDkGmaMgxjQAYFAAAD5y9/\n+Yu++93v6tChQ5KkrVu36rnnnpPHk/Dlumlz0glzcnL09a9/XZIUDof14x//eECGAgAA6fW73/0u\nVmwkaefOnXrvvfc0ZcqUNE6VmITr1wMPPKD33ntP69at08cff6xVq1apvr5ePT09mjp1aipnBAAA\nA+z4D+2VJLfbLbfbnaZp+ifhz7lZt26dKioqtH///tg1NqFQSN/5zndSNhwAAEiPb37zmyosLJQk\neTwelZWVaeLEiWmeKjEJH7lZuXKl/vu//1vTp0/X2rVrJUnTp0/Xzp07UzYcAABIj1mzZmnt2rV6\n4YUXNHLkSN1www1nzHW2CZebpqYmy9NPnz1sBQAAnGHcuHH65je/me4x+i3hcjNz5kw9/fTTWrp0\naWzbc889py984QtJGaSzs1N/+tOf1NTUJElauHCh8vPztX79eh05ckR5eXm66aablJOTI0mqqqpS\nTU2NDMPQvHnzVFxcnJQ5AADAmS3hcvPLX/5SV1xxhX7729+qo6NDV155pd5//31t3rw5KYO8/PLL\nKikp0aJFi9Tb26twOKxXX31V48ePV3l5uaqrq1VdXa0rrrhChw4dUl1dnZYvX65gMKg1a9bovvvu\n4ygSAABI/ILiCRMmqL6+XsuXL9dDDz2k2267Te+8847OO++80x6iq6tLe/bs0cyZMyUdvSI7Oztb\nu3bt0vTp0yVJ06ZNU319vSRp165dmjJlitxutwKBgPLz87V///7TngMAAJz5+vVJPLm5uVq0aFHS\nh2hpaVFubq4qKyt18OBBjRo1SldffbXa29vl9XolSV6vV+3t7ZKO3qVVVFQU+3m/369QKJT0uQAA\nwJnnc79+4XjHPpX4+MeS9Oqrr57WENFoVB999JGuueYaFRYW6s9//rOqq6tP+N2JCAaDamtri9vm\n9Xpt84mKbrdbGRkZ6R4jlge5xCMXa+RizW65SGTTF3KxZrdckrbeyZ78xje+Efv7Bx98oCeffFJL\nly7VmDFjtHfvXv3+97/XbbfddtpD+P1++f3+2P30559/vqqrq+X1ehUKheTz+RQKhZSbmytJ8vl8\nam1tjf18MBiU3++XJG3fvl1btmyJW3/OnDmaO3fuac/pRIFAIN0j2BK5WCMXa+TSN7KxRi6pddJy\nc+utt8b+fuGFF+qVV17RpEmTYtu+9rWv6bbbbtODDz54WkP4fD75/X598sknGjp0qD788EMNGzZM\nw4YNU21trcrLy7Vz505NmDBBklRaWqoNGzaorKxMoVBIzc3NsWI0a9YslZaWxq3v9XrV0tKiSCRy\nWnMmQ1ZWlrq7u9M9hjwejwKBALl8BrlYIxdrdstFIpu+kIs1u+WStPUSfWF9fb3Gjx8ft+2cc87R\ne++9l5RBrrnmGm3cuFG9vb0KBAJauHChotGo1q1bpx07dsRuBZekgoICTZo0SatWrZLL5dL8+fNj\np62OHQX6rKamJoXD4aTMejo8Ho8t5jgmEonYYh5ysUYu1silb2RjjVys2S2XZEm43MyZM0f/8i//\nogcffFCjR4/W3r179ZOf/EQVFRVJGWTEiBG68847T9h+/OfqHK+ioiJpvxsAADhHwreCP/nkk5Kk\nyZMnKzc3V1OmTJFpmrHtAAAAdpDwkZshQ4bo2WefVW9vr5qamjRs2LATvh30mWee0Ve/+tWkDwkA\nAJCofn+kr9vt1ogRIyy/9tzqtBIAAMBA4vsKAACAo1BuAACAo1BuAACAo1BuAACAoyS13IwZMyaZ\nywEAAPRbwuXmH//4hw4ePCjp6Ldy/+hHP9IDDzygjo6OuNcAAACkU8Ll5qtf/Wrsyyq/973vqaqq\nSlu3btVdd92VsuEAAAD6K+EP8duzZ49KS0sVjUa1ceNGvfvuuxo0aJDGjRuXwvEAAAD6J+Fyk52d\nrWAwqPfee09jx47VsGHDFA6H1dXVlcr5AAAA+iXhcnPLLbfo0ksvVSgU0r333itJ2rFjxwnfFA4A\nAJBOCZebRx55RK+88ooyMjJ06aWXSjr6VQyPPPJIyoYDAADor4TLjSRdddVVcY9nz56d1GEAAABO\nV8Ll5sMPP9T999+vnTt3qq2tLbbdMAzt3bs3JcMBAAD0V7+uuSkuLtbDDz+snJycVM4EAABwyhIu\nN++++67+/ve/y+12p3IeAACA05Lwh/hVVFSopqYmlbMAAACctpMeuVm5cqUMw5AkjRs3TldffbWu\nv/56DR8+PPYawzD04IMPpnZKAACABJ203Ozbty9WbiRpwYIFCofDamxslCSZphn3PAAAQLqdtNw8\n9dRTAzQGAABAciR8zU1+fr7l9oKCgqQNAwAAcLoSLjfhcNhyW29vb1IHAgAAOB2feyv4xRdfLEnq\n7OyM/f2YxsZGlZWVpWayJOrq6lJGRoY8nn59IHNKuFwuW3xOkGEY6ujoIJfPIBdr5GLNbrlIZNMX\ncrFmp1yS6XOT/cY3viFJeuutt3T77bfLNM3YIMOHD9dll12W1IFSITs7W6FQyPLo00DLyclRZ2dn\nusdQRkaG8vLy1N7eTi7HIRdr5GLNbrlIZNMXcrFmp1yS6XPLza233ipJuvDCCzVx4sSk/nIAAIBk\nS/iY2MSJE/Xxxx9r27ZtOnz4cOwIjiTddtttKRkOAACgvxIuN5WVlVq8eLFKSkpUV1enyZMnq66u\nTuXl5ZQbAABgGwnfLXX//ffrd7/7nWpqauT1elVTU6PVq1dr5syZqZwPAACgXxIuN/v27dNXvvKV\n2GPTNLVkyRKtWbMmJYMBAACcioTLTUFBgQ4ePCjp6PdMvf766/rggw8UjUZTNhwAAEB/JVxubr/9\ndlVXV0uSvv3tb+vSSy/VtGnTdM8996RsOAAAgP5K+ILiH/7wh7G/L1myRHPmzFF7e7vOP//8lAwG\nAABwKvr18YjhcFivv/66PvroIy1atEhtbW1qa2uT1+tN1XwAAAD9kvBpqXfeeUfnnXee7rzzztin\nFm/ZsiX2dwAAADtIuNzcfffdeuCBB1RfXx/7mORLLrlEVVVVKRsOAACgvxIuN++++66+/vWvx20b\nNGiQLb6TAgAA4JiEy83YsWP11ltvxW178803VVJSkvShAAAATlXCFxT/+7//uxYsWKC77rpLPT09\n+o//+A89/vjj+s1vfpPK+QAAAPol4SM3CxYs0Msvv6xPPvlEl1xyifbu3avnn39eV111VSrnAwAA\n6JeTHrlZuXKlDMOIfQO4YRgaMmSIhgwZIkl64YUX9MILL+jBBx9M/aQAAAAJOGm52bdvnwzDkCR1\ndXVpw4YNuuCCCzR27Fjt2bNHb775pm644YYBGRSfwzSljzZKR96UhlwsDZ+f7okAAEiLk5abp556\nKvb3m2+CBQsHAAAeAklEQVS+Wc8880xcmdm4caPWrl2bsuHQD7t+LDU+IyPaIfNgpRR6Tyr+Xrqn\nAgBgwCV8zc1LL72khQsXxm279tpr9dJLLyV9KPSTaUpN/6+MaIckyYiEpEN/TvNQAACkR8Llpri4\nWL/61a/itv36179WcXFx0ofCKfj/Tx8CAHC2S/hW8N/+9rdauHChfvazn6mwsFD79++Xx+PRxo0b\nUzkfEmEYUsE8mfvWyOhtk+kZLI1Y+Pk/BwCAAyVcbmbMmKGGhgZt3bpVBw4c0MiRI/WlL30p9lUM\nyRCNRrV69Wr5/X7dcsst6ujo0Pr163XkyBHl5eXppptuUk5OjiSpqqpKNTU1MgxD8+bN4wjSefdL\ng2fJPPKGNKRCGnpJuicCACAt+vWt4JmZmaqoqEjVLNq6dauGDRum7u5uSVJ1dbXGjx+v8vJyVVdX\nq7q6WldccYUOHTqkuro6LV++XMFgUGvWrNF9990nlyvhs2zONPzqo38AADiL2aYNtLa2qqGhQTNn\nzoxt27Vrl6ZPny5JmjZtmurr62Pbp0yZIrfbrUAgoPz8fO3fvz8tcwMAAHvp15GbVHrllVd05ZVX\nxo7aSFJ7e7u8Xq8kyev1qr29XZIUCoVUVFQUe53f71coFJIkBYNBtbW1xa3t9Xrl8dhjV91ud1JP\n5Z2qY3mQSzxysUYu1uyWi0Q2fSEXa3bLJWnrJXW1U7Rr1y7l5uZq5MiR+uc//2n5GiPBu4G2b9+u\nLVu2xG2bM2eO5s6de9pzOlEgEEj3CLZELtbIxRq59I1srJFLatmi3Ozbt0+7du1SQ0ODIpGIuru7\ntXHjRuXm5ioUCsnn8ykUCik3N1eS5PP51NraGvv5YDAov98vSZo1a5ZKS0vj1vd6vWppaVEkEhm4\nnepDVlZW3NGpdPF4PAoEAuTyGeRijVys2S0XiWz6Qi7W7JZL0tZL2kqn4fLLL9fll18uSdq9e7de\ne+01XX/99dq8ebNqa2tVXl6unTt3asKECZKk0tJSbdiwQWVlZQqFQmpublZhYaGko6eojhWd4zU1\nNSkcDg/cTvXB4/HYYo5jIpGILeYhF2vkYo1c+kY21sjFmt1ySRZblJu+lJeXa926ddqxY0fsVnBJ\nKigo0KRJk7Rq1Sq5XC7Nnz8/4dNWAADA2WxXbsaNG6dx48ZJkgYNGqSlS5davq6ioiKlt6UDAIAz\nk21uBQcAAEgGyg0AAHAUyg0AAHAUyg0AAHAUyg0AAHAUyg0AAHAUyg0AAHAUyg0AAHAUyg0AAHAU\nyg0AAHAUyg0AAHAUyg0AAHAUyg0AAHAUyg0AAHAUyg0AAHAUyg0AAHAUyg0AAHAUyg0AAHAUyg0A\nAHAUyg0AAHAUyg0AAHAUyg0AAHAUyg0AAHAUwzRNM91DpFpXV5e6urpkh111uVyKRqPpHkOGYSgz\nM1M9PT3kchxysUYu1uyWi0Q2fSEXa3bKJS8vL2nreZK2ko1lZ2crFAopHA6nexTl5OSos7Mz3WMo\nIyNDeXl5am9vJ5fjkIs1crFmt1wksukLuVizUy7JxGkpAADgKJQbAADgKJQbAADgKJQbAADgKJQb\nAADgKJSbgWBGpa6DUqQt3ZMAAOB4Z8Wt4GkVCUk7FkvtuyV3lsJjl0hj7033VAAAOBZHblKt/kcy\njrwlI/yJjK796v3n/yN17E73VAAAOBblJtV6PvnM48NS54H0zAIAwFmAcpNqeV+Q6cr+9HHuOMk/\nMW3jAADgdFxzk2rn3CtFQjJbtkmuDGVO+Xf1ZATSPRUAAI5FuUk1w5DO+7fYQ3dOjmSD7/EAAMCp\nOC0FAAAchXIDAAAchXIzwMxImxT6h9TTnO5RAABwJK65GUhHdqr7H988eit4ZkAa/x2p6OZ0TwUA\ngKNw5GYgvf9jqf3/yIh2yOjaL/3zV5LZm+6pAABwFMrNQOrtin8c7TpxGwAAOC2Um4HkmyzJ/enj\nnDGSJzdt4wAA4ERcczOQzv+/5c4erMiROilzqDTxf6d7IgAAHIdyM5BcHmVM+d+K8CF+p+Wtw4a2\nNLkUlTTBF9WCUaYMI91TAQDsgnKDM8rBTulPB1wKRY62maZulwKZUZUPM9M8GQDALmxRblpbW/X8\n88+rvb1dkjRr1ix98YtfVEdHh9avX68jR44oLy9PN910k3JyciRJVVVVqqmpkWEYmjdvnoqLi9O5\nCxggH7YZsWIjSeGooQ/aDMoNACDGFuXG5XLpqquu0siRI9Xd3a3Vq1fr3HPPVU1NjcaPH6/y8nJV\nV1erurpaV1xxhQ4dOqS6ujotX75cwWBQa9as0X333SeXi+ujna5wkKkct6nO3qMFxyVTw7MpNgCA\nT9miDfh8Po0cOVKSlJWVpaFDhyoYDGrXrl2aPn26JGnatGmqr6+XJO3atUtTpkyR2+1WIBBQfn6+\n9u/fn7b5MXDG5kpzhkU1JNNUINPUlDxTV46g3AAAPmWLIzfHa2lp0cGDB1VUVKT29nZ5vV5Jktfr\njZ22CoVCKioqiv2M3+9XKBSSJAWDQbW1tcWt6fV65fHYY1fdbrcyMjLSPUYsjzMxlwVjpGtGm4qa\nksflUtzt9afpTM4llcjFmt1ykcimL+RizW65JG29pK52mrq7u7V27VpdffXVysrKinvOSPB2mO3b\nt2vLli1x2+bMmaO5c+cmbU4nCQQC6R7BlsjFGrlYI5e+kY01ckkt25Sb3t5erV27VlOnTtXEiRMl\nSbm5uQqFQvL5fAqFQsrNPfqBdz6fT62trbGfDQaD8vv9ko5ejFxaWhq3ttfrVUtLiyKRyADtTd+y\nsrLU3d2d7jHk8XgUCATI5TPIxRq5WLNbLhLZ9IVcrNktl6Stl7SVToNpmnrhhRc0bNgwlZWVxbaX\nlpaqtrZW5eXl2rlzpyZMmBDbvmHDBpWVlSkUCqm5uVmFhYWSjp6iOlZ0jtfU1KRwODwwO3QSHo/H\nFnMcE4lEbDEPuVgjF2vk0jeysUYu1uyWS7LYotzs3btXb7/9toYPH67HH39cknTZZZepvLxc69at\n044dO2K3gktSQUGBJk2apFWrVsnlcmn+/PkJn7YCAADOZotyM3bsWP3kJz+xfG7p0qWW2ysqKlRR\nUZHCqQAAwJnIFreCAwAAJAvlBgAAOArlBgAAOArlBgAAOArlBgAAOArlBgAAOArlBgAAOArlBgAA\nOArlBgAAOArlBgAAOArlBgAAOArlBgAAOArlBgAAOArlxoaiptTdm+4pAAA4M3nSPQDivdVsaPNB\nl3qiUn6mqW+MjyqX/0oAACSMIzc20hmR/vyRS03dhlrDhv7Z7tK6ffwnAgCgP/iX00aCEakjEr+t\nLZyeWQAAOFNRbmwkkCn5Mz59bMjU8GwzfQMBAHAGotzYSKZL+vq4Xp2TG1VhjqlZAVP/q4hyAwBA\nf3Cpqs0UDZJWnBdN9xgAAJyxOHIDAAAchXIDAAAchXIDAAAcxTBN0/FXrHZ1damrq0t22FWXy6Vo\nNP3X1BiGoczMTPX09JDLccjFGrlYs1suEtn0hVys2SmXvLy8pK13VlxQnJ2drVAopHA4/R8ak5OT\no87OznSPoYyMDOXl5am9vZ1cjkMu1sjFmt1ykcimL+RizU65JBOnpQAAgKNQbgAAgKNQbgAAgKNQ\nbgAAgKNQbgAAgKNQbgAAgKNQbgAAgKNQbgAAgKNQbgAAgKNQbgAAgKNQbgAAgKOcFd8tdVYxTalz\n99H/O+gcyTDSPREAAAOKcuMkZq+083ap5Y2jj/NmSzN+Jxnu9M4FAMAA4rSUkzT+l9T0FxmRIzIi\nR6RP/ibtfTLdUwEAMKAoN07SsVuGIrGHhiJSx540DgQAwMCj3DjJyIUyM4fHHpqZBdLI/5XGgQAA\nGHhcc+Mk/qnSpP+UuWf10cdjbpPyZqZ3JgAABhjlJkVqWgz99ZBLUVMq9UW1YJQ5MDcuDbvs6J8z\nVbRbqvuu1P6+5M6RJjx0tLQBAJAgyk0KNHVJlY0uBSNH28yhLpcGZ0RVUWCmebIzwHv/l3SwUoaO\nZmW+s0L64suSOzvNgwEAzhRcc5MCH7YbsWIjSWHT0IdtfN5MQto/iBUbSVL3Ialrf/rmAQCccSg3\nKVCYYyrH/ek/0IZMFWRz1CYhmUPiH2fkSVnDrV8LAIAFTkulQNEg6ZJhUW1rPnrNzehBpq4aSblJ\nyKSfyez5ROrcd/Sam+LvSx5vuqcCAJxBzuhy09DQoJdfflmmaWrmzJkqLy9P90gxV440dfmIXkVN\nycPxscRlBKQvPC/1dkqubL4+AgDQb2fsP7vRaFQvvfSSFi9erOXLl+udd95RU1NTuseK4zIoNqfM\nnUOxAQCckjP2n979+/crPz9fgUBAbrdbkydPVn19fbrHAgAAaXbGnpYKBoMaPHhw7LHf79f+/fsV\nDAbV1tYW91qv1yuPxx676na7lZGRke4xYnmQSzxysUYu1uyWi0Q2fSEXa3bLJWnrJXW1AWT0ccpi\n+/bt2rJlS9y2OXPmaO7cuQMx1hknEAikewRbIhdr5GKNXPpGNtbIJbXO2HLj8/nU2toaexwMBuX3\n+zV16lSVlpbGvdbr9aqlpUWRSOSzywy4rKwsdXd3p3sMeTweBQIBcvkMcrFGLtbslotENn0hF2t2\nyyVp6yVtpQE2atQoNTc3q6WlRT6fT3V1dbrxxhvl9/vl9/tPeH1TU5PC4XAaJo3n8XhsMccxkUjE\nFvOQizVysUYufSMba+RizW65JMsZW27cbreuueYa/eEPf1A0GtXMmTM1bNiwdI8FAADS7IwtN5JU\nUlKikpKSdI8BAABs5Iy9FRwAAMAK5QYAADgK5QYAADgK5QYAADgK5QYAADgK5QYAADgK5QYAADgK\n5QYAADgK5QYAADgK5QYAADgK5QYAADgK5QYAADgK5QYAADgK5QYAADgK5QYAADgK5QYAADgK5QYA\nADgK5QYAADgK5QYAADgK5QYAADgK5QYAADgK5QYAADgK5QYAADiKYZqmme4hUq2rq0tdXV2yw666\nXC5Fo9F0jyHDMJSZmamenh5yOQ65WCMXa3bLRSKbvpCLNTvlkpeXl7T1PElbycays7MVCoUUDofT\nPYpycnLU2dmZ7jGUkZGhvLw8tbe3k8txyMUauVizWy4S2fSFXKzZKZdk4rQUAABwFMoNAABwFMoN\nAABwFMoNAABwFMoNAABwFMoNAABwFMoNAABwFMoNAABwFMoNAABwFMoNAABwFMoNAABwFMoNAABw\nFMoNAABwFMoNAABwFMoNAABwFMoNAABwFMoNAABwFMoNAABwFMoNAABwFMoNAABwFMoNAABwFMoN\nAABwFE+6B9i8ebPef/99ud1uBQIBLVy4UNnZ2ZKkqqoq1dTUyDAMzZs3T8XFxZKkAwcOqLKyUpFI\nRCUlJZo3b146dwEAANhI2o/cnHvuuVq2bJnuueceDRkyRFVVVZKkQ4cOqa6uTsuXL9fixYu1adMm\nmaYpSXrxxRd13XXXacWKFTp8+LAaGhrSuQsAAMBGbFFuXK6jYxQVFSkYDEqSdu3apSlTpsSO6OTn\n56uxsVGhUEg9PT0qKiqSJE2bNk319fVpmx8AANhL2k9LHa+mpkaTJ0+WJIVCoViBkSS/369QKCS3\n2y2/33/C9mOCwaDa2tri1vV6vfJ47LGrbrdbGRkZ6R4jlge5xCMXa+RizW65SGTTF3KxZrdckrZe\nUlfrw5o1a04oHJJ02WWXqbS0VJL06quvyu12a+rUqaf1u7Zv364tW7bEbRs7dqxuuOEGBQKB01rb\nSYLBoP76179q1qxZ5HIccrFGLtbIpW9kY41crB2fy/EHME7VgJSbJUuWnPT5mpoaNTQ0xL3O5/Op\ntbU19jgYDMrv98vn88VOXR3b7vP5Yo9nzZoVK0yS1NTUpOeff15tbW1JCcwp2tratGXLFpWWlpLL\nccjFGrlYI5e+kY01crGW7FzSfs1NQ0ODXnvtNd18881xh8ZKS0tVV1enSCSilpYWNTc3q7CwUD6f\nT1lZWWpsbJRpmqqtrdWECRNiP+f3+zVq1KjYn2HDhqVjtwAAQJqk/aTfn//8Z/X29urpp5+WdPSi\n4gULFqigoECTJk3SqlWr5HK5NH/+fBmGIUmaP3++KisrFQ6HVVJSopKSknTuAgAAsJG0l5sVK1b0\n+VxFRYUqKipO2D5q1CgtW7YslWMBAIAzlPsnP/nJT9I9RCqZpqnMzEyNGzdOWVlZ6R7HNsjFGrlY\nIxdr5NI3srFGLtaSnYthHvtkPAAAAAdI+2mpVGpoaNDLL78s0zQ1c+ZMlZeXp3ukAfXII48oKytL\nLpdLLpdLd955pzo6OrR+/XodOXJEeXl5uummm5STkyOp76+7ONNVVlaqoaFBubm5sdOZp5KD0772\nwyqXv/71r9qxY4dyc3MlHf24hmPXtJ0tubS2tur5559Xe3u7pKN3YH7xi1/kPaO+sznb3zfhcFhP\nPfWUIpGIent7NWHCBF1++eVn/Xumr1wG5P1iOlRvb6/56KOPms3NzWYkEjEfe+wx89ChQ+kea0A9\n8sgjZnt7e9y2V155xayqqjJN0zSrqqrMzZs3m6Zpmh9//LH52GOPmZFIxGxubjYfffRRs7e3d8Bn\nToXdu3ebBw4cMFetWhXb1p8cotGoaZqm+cQTT5j79u0zTdM0n376afP9998f4D1JLqtc/vrXv5p/\n//vfT3jt2ZRLMBg0Dxw4YJqmaXZ1dZm/+MUvzEOHDvGeMfvOhveNaXZ3d5umaZqRSMRcvXq1uXv3\nbt4zpnUuA/F+Sfut4Kmyf/9+5efnKxAIyO12a/LkyXxNg45+rcX06dMlxX91hdXXXezfvz+doybN\n2LFjY1/Gekx/cnDq135Y5dKXsykXn8+nkSNHSpKysrI0dOhQBYNB3jPqO5u+nE3ZZGZmSpJ6e3tl\nmqZycnJ4z8g6l74kMxfHnpYKBoMaPHhw7LHf73fMP9b9sWbNGhmGodmzZ2vWrFlqb2+X1+uVdPRr\nKY4dXu7r6y6cqr85fN7XfjjJtm3bVFtbq1GjRunKK69UTk7OWZtLS0uLDh48qKKiIt4zn3F8Nvv2\n7Tvr3zfRaFRPPPGEWlpaNHv2bBUUFPCekXUu7777bsrfL44tN8c+E+ds9o1vfEM+n0/t7e1as2aN\nhg4dGvc8GR1FDp+aPXu25syZI0n6y1/+os2bN+vLX/5ymqdKj+7ubq1du1ZXX331CXdvnO3vmc9m\nw/tGcrlcuueee9TV1aWnn35a//znP+OeP1vfM1a5DMT7xbGnpfr6+oazybGvpcjNzdXEiRO1f/9+\n5ebmxhpvKBSKXdB1tuXV3xw+72s/nMLr9cowDBmGoZkzZ8aOdp5tufT29mrt2rWaOnWqJk6cKIn3\nzDFW2fC++VR2drbOO+88HThwgPfMcY7PZSDeL44tN6NGjVJzc7NaWloUiURUV1cX951TTtfT06Pu\n7u7Y3z/44AMVFBSotLRUtbW1kqSdO3fGvrqir6+7cKr+5vB5X/vhFMcf6q2vr1dBQYGksysX0zT1\nwgsvaNiwYSorK4tt5z3TdzZn+/umvb1dnZ2dko7eIfTBBx9o5MiRZ/17pq9cBuL94ujPuTl2K3g0\nGtXMmTN18cUXp3ukAdPS0qJnn31W0tFznlOnTtXFF1+sjo4OrVu3Tq2trSfcmvjqq6+qpqZGLpfL\nUbeCr1+/Xrt371ZHR4e8Xq/mzp2r0tLSfudw7FbEY1/7cc0116Rzt07bZ3O55JJLtHv3bh08eFCG\nYSgvL0/XXntt7JqBsyWXPXv26Mknn9Tw4cNjpxIuu+wyFRYWnvXvmb6yeeedd87q983HH3+s559/\nXqZpyjRNTZs2TRdddNEp/e/t2ZDLxo0bU/5+cXS5AQAAZx/HnpYCAABnJ8oNAABwFMoNAABwFMoN\nAABwFMoNAABwFMoNAABwFMoNAABwFMoNAEnSrbfeqpUrV54x66aDk/YFcDLKDQBJin3Xy+l46qmn\nTvgk8GSsm6jdu3fL5XIpGo2edKZTNZD7AuDUUW4AxDjlA8tTuR/JWPv48gUg+Sg3wFmqpqZGM2fO\nlN/v180336yurq7Ycy+++KKmT5+uQCCgiy66SO+8807suZ/+9KcqLi6W3+/XpEmTVFlZKUl67733\ndM899+j111+Xz+dTfn5+7Geam5u1YMEC+f1+ffGLX9SHH34Ye+7b3/62hg8frsGDB2vq1Kn6xz/+\ncdK5N23apBkzZmjw4MEaM2aMHnjggdhzFRUVkqS8vDz5/X5t3bpVd9999wkznWwNSaqurtaXvvQl\nBQIBjRkzRmvWrDlhjlAopLlz5+pb3/qWpKNfAHjFFVdoyJAhmjBhgtatWxd77a233qp77rlH11xz\njbxer/72t7+ddB8BnCYTwFmnu7vbHDNmjPnoo4+akUjEXL9+vZmRkWGuXLnS3LFjh1lQUGC+8cYb\nZjQaNX//+9+b48aNM3t6ekzTNM1169a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"text": [ "" ] }, { "metadata": {}, "output_type": "pyout", "prompt_number": 8, "text": [ "" ] } ], "prompt_number": 8 }, { "cell_type": "code", "collapsed": false, "input": [ "# Save the ggplot object \"plot\" as \"example_plot.pdf\"\n", "ggsave(plot, \"example_plot.pdf\")" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stderr", "text": [ "Saving 11.0 x 8.0 in image.\n" ] }, { "metadata": {}, "output_type": "display_data", "png": 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C0ByPvj3JdXZccwMAAJyveHieisWRGwAA4DCUGwAA4CiUGwAA4CiUGwAA4CiUGwAA4CiU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\nZjQaNX//+9+b48aNM3t6ekzTNM1169a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