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@dhesse
Created April 18, 2016 18:31
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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Populating the interactive namespace from numpy and matplotlib\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"/opt/local/Library/Frameworks/Python.framework/Versions/2.7/lib/python2.7/site-packages/matplotlib/font_manager.py:273: UserWarning: Matplotlib is building the font cache using fc-list. This may take a moment.\n",
" warnings.warn('Matplotlib is building the font cache using fc-list. This may take a moment.')\n"
]
}
],
"source": [
"%pylab inline"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"import pandas as pd"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"data = pd.read_csv(\"ObservationData_vhltxod.csv.gz\")"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"data['year'] = data.Date.apply(lambda x: int(x[4:8]))"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"sisal_data = data[(data.item == 'Sisal') & (data.Unit == 'Standard Local Currency/tonne')]"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"def normalize(x):\n",
" return pd.Series(x.Value.values / sum(x.Value[x.year == 2000]), index=x.year)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.axes._subplots.AxesSubplot at 0x1074b22d0>"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
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S7POfj7skpVFoi0hTeOAB+Na34Nhj4y5JadQRKSINb+tWOPdceP31+hk1oo5IEWlaP/85\nXHNN/QR2Lqppi0hD27cvDPN7/vlQ264XqmmLSFOaMyc8sLeeAjsXhbaINCx3uO+++h/ml06hLSIN\na/Fi2LkTrrwy7pKUj0JbRBrW/fc3xjC/dOqIFJGG9O674Xb1N96Ak0+OuzTdp45IEWkqP/sZfPnL\n9RnYuaimLSINp16H+aVTTVtEmsbs2TBmTP0Gdi6lPgRBRKSmPPII3HEH/O53cZekMkoObTM7BlgG\nbHH3q0ovkohI9x06BHfeCU88AS++CKNHx12iyihHTfs2wrMhTyrDuUREum3XrtDp+OmnYWz2gAFx\nl6hySmrTNrMhwJXAP5enOCIi3fPaa3DxxTB8OMyd29iBDaV3RN4LfBfQ8BARqboXXoBp0+CWW+An\nP4EePeIuUeUV3TxiZp8Htrv7SjNLAEcNTUlpbW09sp5IJEgkEsV+rIgIEKZb/fu/h3/7N7j88rhL\nU7pkMkkymcy7X9HjtM3sH4HrgINAL+BE4HF3vz5jP43TFpGyOXAAvvMdeO45ePJJGDEi7hJVRrZx\n2mW5ucbMLgP+rqvRIwptESmXnTvh6quhZ89Qw+7bN+4SVY5urhGRurZ+PUyeDOPGhRp2Iwd2LrqN\nXURq3ty5cP31cM89cMMNcZemOrLVtHVHpIjUrNRDDH70o3DTzLRpcZcofgptEalJ+/fDN78Jy5bB\nokVhAihRm7aI1KBt2+BznwsdjwsWKLDTKbRFpCa4w0svwXXXhXlD/uAP4Ne/hj594i5ZbVFHpIjE\natcu+MUvwkML9u2Dm26Cr34V+vePu2Txqug47TwfrNAWkaOsWgU//Sn86lcwfXoI68svB8t6b3Vz\n0egREYndJ5/AnDkhrLdsgW98A9auhc98Ju6S1Q/VtEWk4jZuDM0fjz4KEyfCzTfDlVdCi6qNWamm\nLSJVdeBAeHrMT38Ka9aEm2IWL4azzoq7ZPVNoS0iZeEOr78ObW1hXPUTT4SAvvlm+LM/g+OOi7uE\njUGhLSJF2bMHli4NAd3WFpaWlvBAgosvhnnz4Lzz4i5l41Gbtojk5Q6bNnXUohctgg0bwhPPUyE9\nZQoMHRp3SRuHhvyJSMF274YlSzrXonv16hzQ48eryaOSFNoi0iV3eOMNWLgwhPTChWG0x7hxHQE9\nZQoMHhx3SZuLQltEgPDE8uXLQzingvrYY8MMehdfDFOnhlp0z55xl7S5KbRFmtQ773TUoBcuDMPv\nzj03hHMqpIcO1Z2ItabsoW1mQ4BHgYHAYeCf3P3+LvZTaItUyb59sHJlGA+dCuo9ezoH9MSJcMIJ\ncZdU8qlEaA8CBkVPY+8DLAe+6O7rM/ZTaItUgDu89VYI6FRn4erVMHJkRzv01KnhtWrR9afizSNm\n9hvgAXd/LmO7QlukDHbvDg8ESAV0W1sI41RAT5kCF16oqUwbRaWfxj4cSALnu/vujPcU2iLddPgw\nvPpq54DetAnGju0I6MmT4YwzVItuVBWbeyRqGvk1cFtmYKe0trYeWU8kEiQSiVI/VqShpMZFp4/o\n6NcvtENPngxf/3oIbI2LblzJZJJkMpl3v5Jq2mbWAvweeNrd78uyj2raImlSbdGpgF64MNSqx40L\nbdCpTsNBg+IuqcSpIs0jZvYosMPd/zbHPgptaWr79sGKFZ1D+vDhMC46FdITJqgWLZ1VYvTINOD/\nAWsAj5bvufvcjP0U2tJUtm7tmKNj4cIQ2KNGdQT01KkwfLjaoiU33VwjUgGpWnSqs3DRIvj4447O\nwmnTYNIkOPHEuEsq9UahLVIid9i8uSOc29rC3YVnn9152J3GRUs5KLRFumnPnqPHRbt3TKJ08cVh\nXLTuLpRKUGiLpHGHDz6At98Otef0n6n1HTs6j4ueMkXjoqV6FNpSUe6hZvrBB2HZsQP27g0TE40Y\nAcccU93yHDwIr70WwjczlFM/jzsuTJR0xhld/xw8WDPdSXwU2tItn3wSZod7//3OQZxa72pbSwsM\nGACnnBJ+Hn88vPIK7NwZmhEmTuxYzjyzfDXWvXvDnBsrVoTJklasgLVrYeDAMEojWyirc1BqmUJb\njti/PwRyqimgq2X37lDTPPXUjhDOXDK3H39815+3Y0eYv3nZso5lz57OIT5xYmHTg+7Y0RHMqZB+\n800455wwB/T48eEmlbFjFcpS3xTaTWbnTnjxxfB07MxA/uAD+MxnQkhmW049tbJtt9u2hSBfujSE\n+NKlYXt6iI8YAevXdw7pXbtCKKfCefx4GD1azRjSeBTaDe7QoRB+c+fCM8+EZolp00INNDOQBw0K\nTyqpJe6h9p9eG9+0KZQ/Fc7jx4fmjmq3j4vEQaHdgLZuhXnzQlA/+2yoPc+YATNnwiWXZG+uEJHa\np9BuAPv3h9ui584Ny+bNMH16COkZM2DIkLhLKCLlotCuU2+80RHSyWS4+27mzLBMmhRGbIhI41Fo\nV8n+/bBuXeg8W706dJwdOBDGDaf/7Gpb5s+9e0Nb9YwZYbniitBBKCKNT6FdAR99FMI5fVm/PoxB\nHjcOxowJQ+FaWqBHj+7/7NkzjClWx5tI81Fol8A9DJXLDOj33gvBPG5cx3L++dC7d9wlFpF6p9Du\nwsGD0N4exjRnLqm7/FLjhHv27BzO48aFccS1NnRORBpDpZ5cMxP4MXAM8JC739PFPv6lLzktLZ3/\n/O/qdVfvmYWabqqY+dYzX+/e3XUg79wZ7so7+WTo37/zMmBAx/qoUeHuOj36SUSqqRJPrjkG2ABM\nB94FlgLXuPv6jP383//dO3WypZb01129d+BA+nk67tDLt57+uk+f7IF80kmVby9OJpN6kHGRdO1K\no+tXmrivXyWexj4J2Ojub0Uf8Evgi8D6zB2vvrqET6lzcf/D1zNdu9Lo+pWmVq9fKfXMwcDbaa+3\nRNtERKRCNJhMRKSOlNKmPQVodfeZ0es7Ac/sjDSz2hw6IiJS48rdEXks8CqhI3IrsAT4sruvK6WQ\nIiKSXdEdke5+yMy+BcyjY8ifAltEpIIqfnONiIiUjzoiu8nMHjKz7Wa2Om3bGDNbaGarzOy3ZtYn\n2t7DzB42s9VmtsLMLks75gUzWx9tf9nMTonj96kmMxtiZs+b2VozW2Nmt0bb+5nZPDN71cyeMbO+\nacfcZWYbzWydmf1h2vYJ0XXdYGY/juP3qbYyXz99//JcPzPrH+3/sZndn3Gu+L5/7q6lGwtwCTAO\nWJ22bQlwSbT+NeC/RuvfJDQbAZwKLEs75gVgfNy/T5Wv3SBgXLTeh9Ancg5wD/Bfou13AD+M1s8F\nVhCa8YYDm+j463AxcFG0/hQwI+7fr86un75/+a9fb2Aq8A3g/oxzxfb9U027m9x9AdCesXlktB1g\nPvCn0fq5wPPRce8DH5rZxLTjmur6u/s2d18Zre8G1gFDCDdlPRLt9gjwx9H6VcAv3f2gu78JbAQm\nmdkg4ER3j54syaNpxzSscl2/tFPq+5fj+rn7XndfCOxLP0/c37+m+keroLVmdlW0fjUwNFpfBVxl\nZsea2ZnAhWnvAfxL9KfpD6pY1ppgZsMJf7G0AQPdfTuE/1jAadFumTdwvRNtG0y4mSul6W7sKvH6\npej7l/v6ZRPr90+hXR43AreY2VLgBGB/tP1hwn+UpcD/Bl4CDkXvXevuFwCXApea2XXVLXJ8ojb/\nXwO3RTWezN5w9Y7nUKbrp+9fnX7/FNpl4O4b3H2Gu18E/BJ4Ldp+yN3/1t0nuPufAP0Ik2zh7luj\nn3uA2XT+s7VhmVkL4T/M/3X330abt5vZwOj9QcB70fZ36PyXyZBoW7btDa9M10/fv8KuXzaxfv8U\n2sWxaAkvzE6Nfh4D/AD4WfS6l5n1jtavAA64+/qouWRAtL0H8J+AV6r7K8TmYeA/3P2+tG2/I3Tg\nAnwV+G3a9mvMrGfUvDQCWBL9CfuRmU0yMwOuTzum0ZV8/fT9K/j6pTvy/z3271/cPbr1thBqJe8S\nOic2AzcAtxJ6otcD/5i277Bo21rCTUhDvaNXehmwElgD3EvUq9/ICzCN0Dy0kjCq4WVgJtCf0IH7\nanSdTk475i7CqId1wB+mbb8wunYbgfvi/t3q6frp+9et6/cGsAPYFf1/Pyfu759urhERqSNqHhER\nqSMKbRGROqLQFhGpIwptEZE6otAWEakjCm0RkTqi0BYRqSMKbZECRHe7isROX0RpOGb2D2Z2W9rr\n/2Zmt5rZ7Wa2xMxWmtndae8/YWZLo4nx/zJt+8dm9j/NbAUwpcq/hkiXFNrSiB4mzAdBNDfENYSH\nT49090nAeGCimV0S7X+Dh8m+LgJuM7N+0fYTgEXuPt7DvMoisSv6wb4itcrd3zKzHWY2lvC0kpcJ\ns9hdYWYvEyb/OQEYCSwA/sbMUpPYD4m2LwEOAo9Xu/wiuSi0pVH9M2Eyr0GEmvfngP/u7v+UvpOF\n53ZeDkx2931m9gJwfPT2p67JeaTGqHlEGtVvCDO4TQSeiZYbzewEADM7PZpSty/QHgX2OXRuuzZE\naoxq2tKQ3P1AVGtuj2rLz0ahvCg0c/MxcB0wF7jJzNYSpuZclH6aKhdbJC9NzSoNKRqitxz4z+7+\nWtzlESkXNY9IwzGz0YTJ6Z9VYEujUU1bRKSOqKYtIlJHFNoiInVEoS0iUkcU2iIidUShLSJSRxTa\nIiJ15P8Dugcr+4WaM08AAAAASUVORK5CYII=\n",
"text/plain": [
"<matplotlib.figure.Figure at 0x1074845d0>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"sisal_data.groupby('country').apply(normalize).mean(level=1).plot()"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 2",
"language": "python",
"name": "python2"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 2
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython2",
"version": "2.7.11"
}
},
"nbformat": 4,
"nbformat_minor": 0
}
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