{ "metadata": { "kernelspec": { "codemirror_mode": { "name": "ipython", "version": 2 }, "display_name": "IPython (Python 2)", "language": "python", "name": "python2" }, "name": "", "signature": "sha256:34f54eb87b4219c0f0140de8c81e2a7a151aaed3343f70f538356321e5144dc3" }, "nbformat": 3, "nbformat_minor": 0, "worksheets": [ { "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "\n", "\n", "From [Rob Pike](http://doc.cat-v.org/bell_labs/pikestylehttp://en.wikipedia.org/wiki/Rob_Pike)'s\n", "[Notes on Programming in C](http://doc.cat-v.org/bell_labs/pikestyle):\n", "\n", "> Rule 5. Data dominates. If you've chosen the right data structures and\n", " organized things well, the algorithms will almost always be\n", " self-evident. Data structures, not algorithms, are central to programming.\n", "\n", "Pandas is built on a hierarchy of a few powerful data structures. Each of these\n", "structures is composed of, and designed to interoperate with, the simpler\n", "structures.\n", "\n", "- `Index` (1-Dimensional immutable ordered hash table)\n", "- `Series` (1-Dimensional Labelled Array)\n", "- `DataFrame` (2-Dimensional Labelled Array)\n", "- `Panel` (3-Dimensional Labelled Array)" ] }, { "cell_type": "code", "collapsed": false, "input": [ "# Tell IPython to display mapltplotlib plots inline.\n", "%matplotlib inline\n", "\n", "# Set default font attributes.\n", "import matplotlib\n", "font = {'family' : 'normal',\n", " 'weight' : 'bold',\n", " 'size' : 13}\n", "matplotlib.rc('font', **font)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 1 }, { "cell_type": "code", "collapsed": false, "input": [ "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "randn = np.random.randn\n", "\n", "pd.set_option('display.mpl_style', 'default')\n", "pd.set_option('display.max_rows', 15)\n", "\n", "# Make a default figure size for later use.\n", "DEFAULT_FIGSIZE = (12, 6)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 2 }, { "cell_type": "markdown", "metadata": {}, "source": [ "# `Series`" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Basics" ] }, { "cell_type": "code", "collapsed": false, "input": [ "s = pd.Series([3,5,7,2])\n", "s" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 3, "text": [ "0 3\n", "1 5\n", "2 7\n", "3 2\n", "dtype: int64" ] } ], "prompt_number": 3 }, { "cell_type": "code", "collapsed": false, "input": [ "# An important concept to understand when working with a `Series` is that it's\n", "# actually composed of two pieces: an index array, and a data array.\n", "\n", "print \"The index is {0}.\".format(s.index)\n", "print \"The values are {0}.\".format(s.values)" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "The index is Int64Index([0, 1, 2, 3], dtype='int64').\n", "The values are [3 5 7 2].\n" ] } ], "prompt_number": 4 }, { "cell_type": "code", "collapsed": false, "input": [ "# You can explicitly pass your own labels to use as an index. If you don't\n", "# Pandas will construct a default index with integer labels.\n", "pd.Series(np.random.randn(4), index=['a', 'b', 'c', 'd'])" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 5, "text": [ "a 1.185723\n", "b -0.180358\n", "c 0.762084\n", "d 1.277645\n", "dtype: float64" ] } ], "prompt_number": 5 }, { "cell_type": "code", "collapsed": false, "input": [ "# You can also construct a Series from a dictionary.\n", "# The keys are used as the index, and the values are used as the Series' values\n", "pd.Series(\n", " {\n", " 'a': 1, \n", " 'b': 2,\n", " 'c': 3,\n", " }\n", ")" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 6, "text": [ "a 1\n", "b 2\n", "c 3\n", "dtype: int64" ] } ], "prompt_number": 6 }, { "cell_type": "code", "collapsed": false, "input": [ "# You get performance (and code clarity!) benefits if your Series'\n", "# labels/values are homogenously-typed, but mixed-type arrays are supported.\n", "pd.Series(\n", " [1, 2.6, 'a', {'a': 'b'}], \n", " index=[1, 'a', 2, 2.5],\n", ")" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 7, "text": [ "1 1\n", "a 2.6\n", "2 a\n", "2.5 {u'a': u'b'}\n", "dtype: object" ] } ], "prompt_number": 7 }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Slicing `Series` with `__getitem__` (aka `[]`)\n", "Pandas objects support a wide range of selection and filtering methods. An important idea to keep in mind is the following:\n", "\n", "**If you have an N-dimensional object**: \n", "- Indexing with a scalar returns a value of dimension **N-1**.\n", "- Indexing with a slice filters the object, but maintains the original dimension." ] }, { "cell_type": "code", "collapsed": false, "input": [ "s = pd.Series(range(10), index=list('ABCDEFGHIJ'))\n", "s\n" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 8, "text": [ "A 0\n", "B 1\n", "C 2\n", "D 3\n", "E 4\n", "F 5\n", "G 6\n", "H 7\n", "I 8\n", "J 9\n", "dtype: int64" ] } ], "prompt_number": 8 }, { "cell_type": "code", "collapsed": false, "input": [ "# Lookups by key work as you'd expect.\n", "s['E']" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 9, "text": [ "4" ] } ], "prompt_number": 9 }, { "cell_type": "code", "collapsed": false, "input": [ "# We can look up multiple values at a time by passing a list of keys.\n", "# The resulting value is a new `Series`.\n", "s[['E', 'I', 'B']]" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 10, "text": [ "E 4\n", "I 8\n", "B 1\n", "dtype: int64" ] } ], "prompt_number": 10 }, { "cell_type": "code", "collapsed": false, "input": [ "# Because the Index is ordered, we can use Python's slicing syntax.\n", "s['E':]" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 11, "text": [ "E 4\n", "F 5\n", "G 6\n", "H 7\n", "I 8\n", "J 9\n", "dtype: int64" ] } ], "prompt_number": 11 }, { "cell_type": "code", "collapsed": false, "input": [ " # Label-based slicing is inclusive of both endpoints.\n", "s[:'I']" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 12, "text": [ "A 0\n", "B 1\n", "C 2\n", "D 3\n", "E 4\n", "F 5\n", "G 6\n", "H 7\n", "I 8\n", "dtype: int64" ] } ], "prompt_number": 12 }, { "cell_type": "code", "collapsed": false, "input": [ "s['E':'I']" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 13, "text": [ "E 4\n", "F 5\n", "G 6\n", "H 7\n", "I 8\n", "dtype: int64" ] } ], "prompt_number": 13 }, { "cell_type": "code", "collapsed": false, "input": [ "# Step arguments work just like Python lists.\n", "s['E':'I':2]" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 14, "text": [ "E 4\n", "G 6\n", "I 8\n", "dtype: int64" ] } ], "prompt_number": 14 }, { "cell_type": "code", "collapsed": false, "input": [ "# If you don't know the label you want, but you do know the position, you can\n", "# use `iloc`.\n", "print \"The first entry is: %d\" % s.iloc[0]\n", "print \"The last entry is: %d\" % s.iloc[-1]" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "The first entry is: 0\n", "The last entry is: 9\n" ] } ], "prompt_number": 15 }, { "cell_type": "code", "collapsed": false, "input": [ "# Slicing works with `iloc` as well.\n", "\n", "# Note that, unlike with label-based slicing, integer-based slices are\n", "# right-open intervals, i.e. doing s.iloc[X:Y] gives you elements with indices\n", "# in [X, Y). This is the same as the semantics for list slicing.\n", "s.iloc[5:]" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 16, "text": [ "F 5\n", "G 6\n", "H 7\n", "I 8\n", "J 9\n", "dtype: int64" ] } ], "prompt_number": 16 }, { "cell_type": "code", "collapsed": false, "input": [ "print s.iloc[:5]" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "A 0\n", "B 1\n", "C 2\n", "D 3\n", "E 4\n", "dtype: int64\n" ] } ], "prompt_number": 17 }, { "cell_type": "code", "collapsed": false, "input": [ "s.iloc[-3:]" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 18, "text": [ "H 7\n", "I 8\n", "J 9\n", "dtype: int64" ] } ], "prompt_number": 18 }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Numerical Operations" ] }, { "cell_type": "code", "collapsed": false, "input": [ "# Create two Series objects containing 100 samples each of sine and cosine.\n", "sine = pd.Series(np.sin(np.linspace(0, 3.14 * 2, 100)), name='sine')\n", "cosine = pd.Series(np.cos(np.linspace(0, 3.14 * 2, 100)), name='cosine')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 19 }, { "cell_type": "code", "collapsed": false, "input": [ "sine" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 20, "text": [ "0 0.000000\n", "1 0.063392\n", "2 0.126529\n", "3 0.189156\n", "4 0.251023\n", "...\n", "94 -0.314905\n", "95 -0.254105\n", "96 -0.192283\n", "97 -0.129688\n", "98 -0.066570\n", "99 -0.003185\n", "Name: sine, Length: 100, dtype: float64" ] } ], "prompt_number": 20 }, { "cell_type": "code", "collapsed": false, "input": [ "cosine" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 21, "text": [ "0 1.000000\n", "1 0.997989\n", "2 0.991963\n", "3 0.981947\n", "4 0.967981\n", "...\n", "94 0.949123\n", "95 0.967177\n", "96 0.981339\n", "97 0.991555\n", "98 0.997782\n", "99 0.999995\n", "Name: cosine, Length: 100, dtype: float64" ] } ], "prompt_number": 21 }, { "cell_type": "code", "collapsed": false, "input": [ "# Multiplying two Series objects produces a new Series by multiplying values that have the same keys.\n", "product = cosine * sine\n", "product" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 22, "text": [ "0 0.000000\n", "1 0.063264\n", "2 0.125512\n", "3 0.185742\n", "4 0.242986\n", "...\n", "94 -0.298884\n", "95 -0.245765\n", "96 -0.188695\n", "97 -0.128592\n", "98 -0.066423\n", "99 -0.003185\n", "Length: 100, dtype: float64" ] } ], "prompt_number": 22 }, { "cell_type": "code", "collapsed": false, "input": [ "# Adding or multiplying a Series by a scalar applies that operation to each value in the Series.\n", "cosine_plus_one = cosine + 1\n", "cosine_plus_one" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 23, "text": [ "0 2.000000\n", "1 1.997989\n", "2 1.991963\n", "3 1.981947\n", "4 1.967981\n", "...\n", "94 1.949123\n", "95 1.967177\n", "96 1.981339\n", "97 1.991555\n", "98 1.997782\n", "99 1.999995\n", "Name: cosine, Length: 100, dtype: float64" ] } ], "prompt_number": 23 }, { "cell_type": "code", "collapsed": false, "input": [ "# Other binary operators work as you'd expect. \n", "\n", "# Note how much cleaner and clearer this is\n", "# compared to looping over two containers and \n", "# performing multiple operations on elements \n", "# from each.\n", "identity = (sine ** 2) + (cosine ** 2)\n", "identity" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 24, "text": [ "0 1\n", "1 1\n", "2 1\n", "3 1\n", "4 1\n", "...\n", "94 1\n", "95 1\n", "96 1\n", "97 1\n", "98 1\n", "99 1\n", "Length: 100, dtype: float64" ] } ], "prompt_number": 24 }, { "cell_type": "markdown", "metadata": {}, "source": [ "####All of the `pandas` data structures have `plot` methods that provide a user-friendly interface to `matplotlib`." ] }, { "cell_type": "code", "collapsed": false, "input": [ "# Plot our sines values.\n", "trigplot = sine.plot(\n", " ylim=(-1.2, 1.2),\n", " legend=True,\n", " figsize=DEFAULT_FIGSIZE,\n", " linewidth=3,\n", " label='sine',\n", ")\n", "# Add our other Series' to the same plot.\n", "cosine.plot(ax=trigplot, legend=True, linewidth=3)\n", "product.plot(ax=trigplot, legend=True, linewidth=3, label='product')\n", "identity.plot(ax=trigplot, legend=True, linewidth=3, label='identity')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 25, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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8HPr9s4cO88ekmZFcuzCnFlvXn4LOSC7qQKMcR+vEMAz+M9IX08JduL7f0qux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jc3l8mTJ3Px4sU//Dkbm7pN/69dFDCZTIwcOZJt27axbds2tm7dypYtW+jTp89tGX9L0BJr2UQN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\n0ZMkagMAAAAASUVORK5CYII=\n", "text": [ "" ] } ], "prompt_number": 25 }, { "cell_type": "markdown", "metadata": {}, "source": [ "###We can map more complicated functions over a `Series` using the `apply` method." ] }, { "cell_type": "code", "collapsed": false, "input": [ "def tenths_place(N):\n", " s = str(N)\n", " return s[s.find('.') + 1]\n", "product.apply(tenths_place)" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 26, "text": [ "0 0\n", "1 0\n", "2 1\n", "3 1\n", "4 2\n", "...\n", "94 2\n", "95 2\n", "96 1\n", "97 1\n", "98 0\n", "99 0\n", "Length: 100, dtype: object" ] } ], "prompt_number": 26 }, { "cell_type": "markdown", "metadata": {}, "source": [ "###Handling missing data." ] }, { "cell_type": "code", "collapsed": false, "input": [ "# A major problem when working with real world data is handling missing entries.\n", "# Pandas handles missing data by taking \n", "s1 = pd.Series({'a': 1, 'b': 2, 'c': 3})\n", "# s2 is missing an entry for 'b'\n", "s2 = pd.Series({'a': 4, 'c': 5})\n", "s1 + s2" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 27, "text": [ "a 5\n", "b NaN\n", "c 8\n", "dtype: float64" ] } ], "prompt_number": 27 }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Boolean Operations on `Series`" ] }, { "cell_type": "code", "collapsed": false, "input": [ "s1 = pd.Series(\n", " {\n", " 'A': 1,\n", " 'B': 2,\n", " 'C': 3,\n", " 'D': 4,\n", " 'E': 3,\n", " 'F': 2,\n", " 'G': 1,\n", " }\n", ")\n", "# You can create a constant Series by passing a scalar value and an index.\n", "s2 = pd.Series(2, index=s1.index)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 28 }, { "cell_type": "code", "collapsed": false, "input": [ "greater = s1 > s2\n", "greater" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 29, "text": [ "A False\n", "B False\n", "C True\n", "D True\n", "E True\n", "F False\n", "G False\n", "dtype: bool" ] } ], "prompt_number": 29 }, { "cell_type": "code", "collapsed": false, "input": [ "less = s1 < s2\n", "less" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 30, "text": [ "A True\n", "B False\n", "C False\n", "D False\n", "E False\n", "F False\n", "G True\n", "dtype: bool" ] } ], "prompt_number": 30 }, { "cell_type": "code", "collapsed": false, "input": [ "equal = s1 == s2\n", "equal" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 31, "text": [ "A False\n", "B True\n", "C False\n", "D False\n", "E False\n", "F True\n", "G False\n", "dtype: bool" ] } ], "prompt_number": 31 }, { "cell_type": "code", "collapsed": false, "input": [ "# Comparisons against scalars also work.\n", "s1_equal_to_3 = s1 == 3\n", "s1_equal_to_3" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 32, "text": [ "A False\n", "B False\n", "C True\n", "D False\n", "E True\n", "F False\n", "G False\n", "dtype: bool" ] } ], "prompt_number": 32 }, { "cell_type": "code", "collapsed": false, "input": [ "#TODO: Move this down?\n", "\n", "pd.DataFrame({\n", " 's1': s1,\n", " 's2': s2,\n", " 's1 > s2': greater,\n", " 's1 == s2': equal,\n", " 's1 < s2': less,\n", " 's1 == 3': s1_equal_to_3,\n", "}, columns=['s1','s2', 's1 > s2', 's1 == s2', 's1 < s2', 's1 == 3'])" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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" ], "metadata": {}, "output_type": "pyout", "prompt_number": 33, "text": [ " s1 s2 s1 > s2 s1 == s2 s1 < s2 s1 == 3\n", "A 1 2 False False True False\n", "B 2 2 False True False False\n", "C 3 2 True False False True\n", "D 4 2 True False False False\n", "E 3 2 True False False True\n", "F 2 2 False True False False\n", "G 1 2 False False True False" ] } ], "prompt_number": 33 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Boolean-valued `Series` can be used for slicing. You can think of this as\n", "marking particular index values as \"keep\" (`True`) or \"drop\" (`False`)." ] }, { "cell_type": "code", "collapsed": false, "input": [ "# Indexing into a series with a boolean Series masks away the values which were\n", "# false in the passed Series.\n", "s1[s1 > s2]" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 34, "text": [ "C 3\n", "D 4\n", "E 3\n", "dtype: int64" ] } ], "prompt_number": 34 }, { "cell_type": "code", "collapsed": false, "input": [ "# We can combine these operators to concisely express complex\n", "# computations/filters.\n", "s1[(s1 > 1) & ~(s1 > s2)]" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 35, "text": [ "B 2\n", "F 2\n", "dtype: int64" ] } ], "prompt_number": 35 }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Working with Time Series Data" ] }, { "cell_type": "code", "collapsed": false, "input": [ "# Pandas has a special index class, `DatetimeIndex`, for representing\n", "# TimeSeries data.\n", "start = pd.Timestamp('2014-01-01', tz='UTC')\n", "end = pd.Timestamp('2014-01-09', tz='UTC')\n", "\n", "# date_range is an easy way to construct a DatetimeIndex\n", "daily_index = pd.date_range(start, end)\n", "daily_index" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 36, "text": [ "\n", "[2014-01-01, ..., 2014-01-09]\n", "Length: 9, Freq: D, Timezone: UTC" ] } ], "prompt_number": 36 }, { "cell_type": "code", "collapsed": false, "input": [ "# DatetimeIndex has a notion of its Frequency.\n", "from pandas.tseries.offsets import Day, Hour, BDay, Minute\n", "\n", "hourly_index = pd.date_range(\n", " pd.Timestamp('2014-01-01', tz='UTC'),\n", " pd.Timestamp('2014-01-9', tz='UTC'),\n", " freq=Hour(),\n", ")\n", "hourly_index" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 37, "text": [ "\n", "[2014-01-01 00:00:00+00:00, ..., 2014-01-09 00:00:00+00:00]\n", "Length: 193, Freq: H, Timezone: UTC" ] } ], "prompt_number": 37 }, { "cell_type": "code", "collapsed": false, "input": [ "bihourly_index = pd.date_range(\n", " pd.Timestamp('2014-01-01', tz='UTC'),\n", " pd.Timestamp('2014-01-09', tz='UTC'),\n", " freq=Hour(2),\n", ")\n", "bihourly_index" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 38, "text": [ "\n", "[2014-01-01 00:00:00+00:00, ..., 2014-01-09 00:00:00+00:00]\n", "Length: 97, Freq: 2H, Timezone: UTC" ] } ], "prompt_number": 38 }, { "cell_type": "code", "collapsed": false, "input": [ "weekday_index = pd.date_range(\n", " pd.Timestamp('2014-01-01', tz='UTC'),\n", " pd.Timestamp('2014-01-09', tz='UTC'),\n", " freq=BDay(),\n", ")\n", "print weekday_index\n", "[i for i in weekday_index]" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "\n", "[2014-01-01, ..., 2014-01-09]\n", "Length: 7, Freq: B, Timezone: UTC\n" ] }, { "metadata": {}, "output_type": "pyout", "prompt_number": 39, "text": [ "[Timestamp('2014-01-01 00:00:00+0000', tz='UTC', offset='B'),\n", " Timestamp('2014-01-02 00:00:00+0000', tz='UTC', offset='B'),\n", " Timestamp('2014-01-03 00:00:00+0000', tz='UTC', offset='B'),\n", " Timestamp('2014-01-06 00:00:00+0000', tz='UTC', offset='B'),\n", " Timestamp('2014-01-07 00:00:00+0000', tz='UTC', offset='B'),\n", " Timestamp('2014-01-08 00:00:00+0000', tz='UTC', offset='B'),\n", " Timestamp('2014-01-09 00:00:00+0000', tz='UTC', offset='B')]" ] } ], "prompt_number": 39 }, { "cell_type": "markdown", "metadata": {}, "source": [ "If your `Series` has a `DatetimeIndex`, then you immediately get access to\n", "sophisticated resampling tools." ] }, { "cell_type": "code", "collapsed": false, "input": [ "ts = pd.Series(\n", " np.arange(30) ** 2,\n", " pd.date_range(\n", " start=pd.Timestamp('2014-01-01', tz='UTC'),\n", " freq='1D',\n", " periods=30,\n", " )\n", ")\n", "ts.plot()" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 40, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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fwKyU/bxZPDMnItn7+Gwtth65iLUzEtEvsnUjJ87MiUjmPjlbh78evoB105PQvxcbOa8z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\nAABJRU5ErkJggg==\n", "text": [ "" ] } ], "prompt_number": 40 }, { "cell_type": "code", "collapsed": false, "input": [ "# By default, resampling to a lower frequency takes the mean of the entries\n", "# that were downsampled.\n", "resampled = ts.resample('5D')\n", "resampled" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 41, "text": [ "2014-01-01 00:00:00+00:00 6\n", "2014-01-06 00:00:00+00:00 51\n", "2014-01-11 00:00:00+00:00 146\n", "2014-01-16 00:00:00+00:00 291\n", "2014-01-21 00:00:00+00:00 486\n", "2014-01-26 00:00:00+00:00 731\n", "Freq: 5D, dtype: int64" ] } ], "prompt_number": 41 }, { "cell_type": "code", "collapsed": false, "input": [ "# We can customize this behavior though.\n", "resampled_first = ts.resample('5D', how='first')\n", "resampled_first" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 42, "text": [ "2014-01-01 00:00:00+00:00 0\n", "2014-01-06 00:00:00+00:00 25\n", "2014-01-11 00:00:00+00:00 100\n", "2014-01-16 00:00:00+00:00 225\n", "2014-01-21 00:00:00+00:00 400\n", "2014-01-26 00:00:00+00:00 625\n", "Freq: 5D, dtype: int64" ] } ], "prompt_number": 42 }, { "cell_type": "code", "collapsed": false, "input": [ "resampled_last = ts.resample('5D', how='last')\n", "resampled_last" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 43, "text": [ "2014-01-01 00:00:00+00:00 16\n", "2014-01-06 00:00:00+00:00 81\n", "2014-01-11 00:00:00+00:00 196\n", "2014-01-16 00:00:00+00:00 361\n", "2014-01-21 00:00:00+00:00 576\n", "2014-01-26 00:00:00+00:00 841\n", "Freq: 5D, dtype: int64" ] } ], "prompt_number": 43 }, { "cell_type": "code", "collapsed": false, "input": [ "# We can even define our own custom sampling methods.\n", "def geometric_mean(subseries):\n", " return np.product(subseries.values) ** (1.0 / len(subseries))\n", "resampled_geometric = ts.resample('5D', how=geometric_mean)\n", "print resampled_geometric" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "2014-01-01 00:00:00+00:00 0.000000\n", "2014-01-06 00:00:00+00:00 46.970017\n", "2014-01-11 00:00:00+00:00 141.990120\n", "2014-01-16 00:00:00+00:00 286.995117\n", "2014-01-21 00:00:00+00:00 481.997094\n", "2014-01-26 00:00:00+00:00 726.998074\n", "Freq: 5D, dtype: float64\n" ] } ], "prompt_number": 44 }, { "cell_type": "code", "collapsed": false, "input": [ "pd.DataFrame(\n", " {\n", " \"resampled\": resampled,\n", " \"resampled_first\": resampled_first,\n", " \"resampled_last\": resampled_last,\n", " \"resampled_geometric\": resampled_geometric,\n", " }\n", ").plot(linewidth=2, figsize=DEFAULT_FIGSIZE)" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 45, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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G1tYWgDNnznDlyhUMDQ25ffs2KSkppKenay4wS05OBiA9PZ2srCzUajUhISGo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\nQgghhBBiBkmQhRBCCCGEmOH/Ayz8wsYZl9TyAAAAAElFTkSuQmCC\n", "text": [ "" ] } ], "prompt_number": 45 }, { "cell_type": "code", "collapsed": false, "input": [ "# Upsampling creates missing data, which is represented by numpy.nan.\n", "ts.resample('6H')" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 46, "text": [ "2014-01-01 00:00:00+00:00 0\n", "2014-01-01 06:00:00+00:00 NaN\n", "2014-01-01 12:00:00+00:00 NaN\n", "2014-01-01 18:00:00+00:00 NaN\n", "2014-01-02 00:00:00+00:00 1\n", "...\n", "2014-01-28 18:00:00+00:00 NaN\n", "2014-01-29 00:00:00+00:00 784\n", "2014-01-29 06:00:00+00:00 NaN\n", "2014-01-29 12:00:00+00:00 NaN\n", "2014-01-29 18:00:00+00:00 NaN\n", "2014-01-30 00:00:00+00:00 841\n", "Freq: 6H, Length: 117" ] } ], "prompt_number": 46 }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can handle missing data in a variety of ways." ] }, { "cell_type": "code", "collapsed": false, "input": [ "# We can fill empty values with fillna.\n", "zero_filled = ts.resample('6H').fillna(0)\n", "print zero_filled" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "2014-01-01 00:00:00+00:00 0\n", "2014-01-01 06:00:00+00:00 0\n", "2014-01-01 12:00:00+00:00 0\n", "2014-01-01 18:00:00+00:00 0\n", "2014-01-02 00:00:00+00:00 1\n", "...\n", "2014-01-28 18:00:00+00:00 0\n", "2014-01-29 00:00:00+00:00 784\n", "2014-01-29 06:00:00+00:00 0\n", "2014-01-29 12:00:00+00:00 0\n", "2014-01-29 18:00:00+00:00 0\n", "2014-01-30 00:00:00+00:00 841\n", "Freq: 6H, Length: 117\n" ] } ], "prompt_number": 47 }, { "cell_type": "code", "collapsed": false, "input": [ "# We can forward-fill with the last known prior value.\n", "ffilled = ts.resample('6H').ffill()\n", "print ffilled" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "2014-01-01 00:00:00+00:00 0\n", "2014-01-01 06:00:00+00:00 0\n", "2014-01-01 12:00:00+00:00 0\n", "2014-01-01 18:00:00+00:00 0\n", "2014-01-02 00:00:00+00:00 1\n", "...\n", "2014-01-28 18:00:00+00:00 729\n", "2014-01-29 00:00:00+00:00 784\n", "2014-01-29 06:00:00+00:00 784\n", "2014-01-29 12:00:00+00:00 784\n", "2014-01-29 18:00:00+00:00 784\n", "2014-01-30 00:00:00+00:00 841\n", "Freq: 6H, Length: 117\n" ] } ], "prompt_number": 48 }, { "cell_type": "code", "collapsed": false, "input": [ "# We can backfill with earliest known next value.\n", "bfilled = ts.resample('6H').bfill()\n", "print bfilled" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stdout", "text": [ "2014-01-01 00:00:00+00:00 0\n", "2014-01-01 06:00:00+00:00 1\n", "2014-01-01 12:00:00+00:00 1\n", "2014-01-01 18:00:00+00:00 1\n", "2014-01-02 00:00:00+00:00 1\n", "...\n", "2014-01-28 18:00:00+00:00 784\n", "2014-01-29 00:00:00+00:00 784\n", "2014-01-29 06:00:00+00:00 841\n", "2014-01-29 12:00:00+00:00 841\n", "2014-01-29 18:00:00+00:00 841\n", "2014-01-30 00:00:00+00:00 841\n", "Freq: 6H, Length: 117\n" ] } ], "prompt_number": 49 }, { "cell_type": "code", "collapsed": false, "input": [ "# We can interpolate between known values.\n", "\n", "# Note: `interpolate` is new as of pandas 0.14.0\n", "# Quantopian is currently on pandas 0.12.0 due to breaking changes in the\n", "# pandas API in 0.13.0.\n", "linear_interpolated = ts.resample('6H').interpolate()\n", "linear_interpolated" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 50, "text": [ "2014-01-01 00:00:00+00:00 0.00\n", "2014-01-01 06:00:00+00:00 0.25\n", "2014-01-01 12:00:00+00:00 0.50\n", "2014-01-01 18:00:00+00:00 0.75\n", "2014-01-02 00:00:00+00:00 1.00\n", "...\n", "2014-01-28 18:00:00+00:00 770.25\n", "2014-01-29 00:00:00+00:00 784.00\n", "2014-01-29 06:00:00+00:00 798.25\n", "2014-01-29 12:00:00+00:00 812.50\n", "2014-01-29 18:00:00+00:00 826.75\n", "2014-01-30 00:00:00+00:00 841.00\n", "Freq: 6H, Length: 117" ] } ], "prompt_number": 50 }, { "cell_type": "code", "collapsed": false, "input": [ "quadratic_interpolated = ts.resample('6H').interpolate('polynomial', order=2)\n", "quadratic_interpolated\n", "# Note: `interpolate` is new as of pandas 0.14.0\n", "# Quantopian is currently on pandas 0.12.0 due to breaking changes in the\n", "# pandas API in 0.13.0." ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 51, "text": [ "2014-01-01 00:00:00+00:00 0.0000\n", "2014-01-01 06:00:00+00:00 0.0625\n", "2014-01-01 12:00:00+00:00 0.2500\n", "2014-01-01 18:00:00+00:00 0.5625\n", "2014-01-02 00:00:00+00:00 1.0000\n", "...\n", "2014-01-28 18:00:00+00:00 770.0625\n", "2014-01-29 00:00:00+00:00 784.0000\n", "2014-01-29 06:00:00+00:00 798.0625\n", "2014-01-29 12:00:00+00:00 812.2500\n", "2014-01-29 18:00:00+00:00 826.5625\n", "2014-01-30 00:00:00+00:00 841.0000\n", "Freq: 6H, Length: 117" ] } ], "prompt_number": 51 }, { "cell_type": "code", "collapsed": false, "input": [ "pd.DataFrame(\n", " {\n", " \"linear_interpolated\": linear_interpolated,\n", " \"quadratic_interpolated\": quadratic_interpolated,\n", " \"bfilled\": bfilled,\n", " \"ffilled\": ffilled,\n", " \"zero_filled\": zero_filled,\n", " }\n", ").plot(linewidth=2, figsize=DEFAULT_FIGSIZE)" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 52, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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4cYNFixYRERHB3LlzUSgUzJ07l5UrVwKFU8gdPXqUUaNGUadOHZ577jmaNGnC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\nzllyhNWwXIm2gUY4xBdsOMJiNFp4STqVtr08QrKRGgEFdMJJc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"text": [ "" ] } ], "prompt_number": 52 }, { "cell_type": "markdown", "metadata": {}, "source": [ "# `DataFrame` - 2D `Tables` of Interwoven `Series`" ] }, { "cell_type": "code", "collapsed": false, "input": [ "# Oftentimes we have more than one axis on which we want to store data.\n", "from pandas.io.data import get_data_yahoo\n", "spy = get_data_yahoo(\n", " symbols='SPY',\n", " start=pd.Timestamp('2011-01-01'),\n", " end=pd.Timestamp('2014-01-01'),\n", " adjust_price=True,\n", ")\n", "spy" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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OpenHighLowCloseVolumeAdj_Ratio
Date
2011-01-03 117.923577 118.751861 116.983613 118.24 138725200 0.930657
2011-01-04 118.495717 118.532941 117.434811 118.17 137409700 0.930619
2011-01-05 117.803496 118.864453 117.691816 118.79 133975300 0.930664
2011-01-06 118.839206 118.969502 118.206340 118.56 122519000 0.930685
2011-01-07 118.710864 118.906295 117.398679 118.32 156034600 0.930628
2011-01-10 117.797752 118.337511 117.444117 118.17 122401700 0.930619
2011-01-11 118.599306 118.878495 118.143298 118.59 110287000 0.930629
.....................
2013-12-20 179.037954 180.326069 178.919052 179.90 197087000 0.990857
2013-12-23 180.780732 180.968994 180.404209 180.86 85598000 0.990851
2013-12-24 180.873560 181.339270 180.863652 181.26 45368800 0.990871
2013-12-26 181.664751 182.279086 181.644934 182.18 63365000 0.990863
2013-12-27 182.417716 182.496984 181.981736 182.17 61814000 0.990862
2013-12-30 182.189543 182.338172 181.902193 182.14 56857000 0.990861
2013-12-31 182.385673 183.000000 182.246954 183.00 86119900 0.990850
\n", "

754 rows \u00d7 6 columns

\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 53, "text": [ " Open High Low Close Volume Adj_Ratio\n", "Date \n", "2011-01-03 117.923577 118.751861 116.983613 118.24 138725200 0.930657\n", "2011-01-04 118.495717 118.532941 117.434811 118.17 137409700 0.930619\n", "2011-01-05 117.803496 118.864453 117.691816 118.79 133975300 0.930664\n", "2011-01-06 118.839206 118.969502 118.206340 118.56 122519000 0.930685\n", "2011-01-07 118.710864 118.906295 117.398679 118.32 156034600 0.930628\n", "2011-01-10 117.797752 118.337511 117.444117 118.17 122401700 0.930619\n", "2011-01-11 118.599306 118.878495 118.143298 118.59 110287000 0.930629\n", "... ... ... ... ... ... ...\n", "2013-12-20 179.037954 180.326069 178.919052 179.90 197087000 0.990857\n", "2013-12-23 180.780732 180.968994 180.404209 180.86 85598000 0.990851\n", "2013-12-24 180.873560 181.339270 180.863652 181.26 45368800 0.990871\n", "2013-12-26 181.664751 182.279086 181.644934 182.18 63365000 0.990863\n", "2013-12-27 182.417716 182.496984 181.981736 182.17 61814000 0.990862\n", "2013-12-30 182.189543 182.338172 181.902193 182.14 56857000 0.990861\n", "2013-12-31 182.385673 183.000000 182.246954 183.00 86119900 0.990850\n", "\n", "[754 rows x 6 columns]" ] } ], "prompt_number": 53 }, { "cell_type": "code", "collapsed": false, "input": [ "# Just plotting this DataFrame with the default arguments isn't very useful,\n", "# because the scale of volume is so much greater than all the other columns.\n", "spy.plot(figsize=DEFAULT_FIGSIZE)" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 54, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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1zj//fOnnswMTW7KPLqIqtlDZY0tERCSrqqoKTz75JE4++WSoqornn38+4f0u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\nhw+jqqoKM2bMwMSJEzF58mTY7XZwHIfZs2dDEAS/k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"text": [ "" ] } ], "prompt_number": 54 }, { "cell_type": "code", "collapsed": false, "input": [ "# Let's make a more interesting plot.\n", "\n", "# Create a figure\n", "fig = plt.figure()\n", "\n", "# Add a subplot for price.\n", "price_subplot = fig.add_subplot('311', xlabel='Date', ylabel='Price')\n", "spy['Close'].plot(ax=price_subplot, lw=2) # lw means \"line width\"\n", "\n", "# Add another subplot for each day's spread.\n", "spread_subplot = fig.add_subplot('312', xlabel='Date', ylabel='Spread')\n", "spread = spy['High'] - spy['Low']\n", "spread.plot(ax=spread_subplot, lw=2, color='r')\n", "\n", "# And add a third plot for volume.\n", "volume_subplot = fig.add_subplot('313', xlabel='Date', ylabel='Volume')\n", "spy['Volume'].plot(ax=volume_subplot, lw=2)\n", "\n", "# matplotlib.pyplot.gcf is short for \"Get Current Figure\". It provides an easy\n", "# way to modify the last drawn plot.\n", "plt.gcf().set_size_inches(*DEFAULT_FIGSIZE)" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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6GlyDf2AdYzYwK8Pa6rgCPDA1hWe/OYLXp7bYeKfXKKRGGokx6/k8u5J95Q52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"text": [ "" ] } ], "prompt_number": 55 }, { "cell_type": "code", "collapsed": false, "input": [ "# Unsurprisingly, spread is strongly correlated with daily volume\n", "spread.corr(spy['Volume'])" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 56, "text": [ "0.787975095601951" ] } ], "prompt_number": 56 }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Selecting Data with `DataFrames`\n", "A `DataFrame` has two indices, representing row labels and column labels.\n", "Since these are `Index` objects, we can use all the same slicing tools we used\n", "when working with `Series`." ] }, { "cell_type": "code", "collapsed": false, "input": [ "# Default slicing acts on column labels.\n", "# Passing a scalar value drops the dimension by one.\n", "spy['Close'] # Returns a Series" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 57, "text": [ "Date\n", "2011-01-03 118.24\n", "2011-01-04 118.17\n", "2011-01-05 118.79\n", "2011-01-06 118.56\n", "2011-01-07 118.32\n", "...\n", "2013-12-23 180.86\n", "2013-12-24 181.26\n", "2013-12-26 182.18\n", "2013-12-27 182.17\n", "2013-12-30 182.14\n", "2013-12-31 183.00\n", "Name: Close, Length: 754" ] } ], "prompt_number": 57 }, { "cell_type": "code", "collapsed": false, "input": [ "# Passing a list filters the columns down to the supplied values.\n", "spy[['Close', 'Volume']]" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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CloseVolume
Date
2011-01-03 118.24 138725200
2011-01-04 118.17 137409700
2011-01-05 118.79 133975300
2011-01-06 118.56 122519000
2011-01-07 118.32 156034600
2011-01-10 118.17 122401700
2011-01-11 118.59 110287000
.........
2013-12-20 179.90 197087000
2013-12-23 180.86 85598000
2013-12-24 181.26 45368800
2013-12-26 182.18 63365000
2013-12-27 182.17 61814000
2013-12-30 182.14 56857000
2013-12-31 183.00 86119900
\n", "

754 rows \u00d7 2 columns

\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 58, "text": [ " Close Volume\n", "Date \n", "2011-01-03 118.24 138725200\n", "2011-01-04 118.17 137409700\n", "2011-01-05 118.79 133975300\n", "2011-01-06 118.56 122519000\n", "2011-01-07 118.32 156034600\n", "2011-01-10 118.17 122401700\n", "2011-01-11 118.59 110287000\n", "... ... ...\n", "2013-12-20 179.90 197087000\n", "2013-12-23 180.86 85598000\n", "2013-12-24 181.26 45368800\n", "2013-12-26 182.18 63365000\n", "2013-12-27 182.17 61814000\n", "2013-12-30 182.14 56857000\n", "2013-12-31 183.00 86119900\n", "\n", "[754 rows x 2 columns]" ] } ], "prompt_number": 58 }, { "cell_type": "code", "collapsed": false, "input": [ "# Using .loc with one argument takes a slice of rows based on label.\n", "spy.loc[pd.Timestamp('2013-02-01'):pd.Timestamp('2013-02-28')]" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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OpenHighLowCloseVolumeAdj_Ratio
Date
2013-02-01 146.316970 147.064823 146.064448 146.89 131173000 0.971238
2013-02-04 145.997571 146.920254 145.133163 145.24 159073600 0.971245
2013-02-05 146.030113 147.127645 145.971836 146.71 113912400 0.971268
2013-02-06 146.188418 146.907122 146.081583 146.81 138762800 0.971223
2013-02-07 146.862813 146.998788 145.551624 146.62 162490000 0.971251
2013-02-08 146.876659 147.527415 146.876659 147.44 103133700 0.971278
2013-02-11 147.380862 147.536265 147.040917 147.41 73775000 0.971272
.....................
2013-02-20 148.738262 148.786825 146.912299 146.99 160574800 0.971257
2013-02-21 146.614456 147.061214 145.623817 146.09 183257000 0.971214
2013-02-22 146.801290 147.520000 146.160279 147.52 106356600 0.971229
2013-02-25 148.245729 148.469122 144.720000 144.72 245824800 0.971275
2013-02-26 145.418619 145.884829 144.457061 145.71 186596200 0.971270
2013-02-27 145.578109 147.947918 145.451849 147.54 150781900 0.971233
2013-02-28 147.531660 148.473765 147.055752 147.25 126866000 0.971242
\n", "

19 rows \u00d7 6 columns

\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 59, "text": [ " Open High Low Close Volume Adj_Ratio\n", "Date \n", "2013-02-01 146.316970 147.064823 146.064448 146.89 131173000 0.971238\n", "2013-02-04 145.997571 146.920254 145.133163 145.24 159073600 0.971245\n", "2013-02-05 146.030113 147.127645 145.971836 146.71 113912400 0.971268\n", "2013-02-06 146.188418 146.907122 146.081583 146.81 138762800 0.971223\n", "2013-02-07 146.862813 146.998788 145.551624 146.62 162490000 0.971251\n", "2013-02-08 146.876659 147.527415 146.876659 147.44 103133700 0.971278\n", "2013-02-11 147.380862 147.536265 147.040917 147.41 73775000 0.971272\n", "... ... ... ... ... ... ...\n", "2013-02-20 148.738262 148.786825 146.912299 146.99 160574800 0.971257\n", "2013-02-21 146.614456 147.061214 145.623817 146.09 183257000 0.971214\n", "2013-02-22 146.801290 147.520000 146.160279 147.52 106356600 0.971229\n", "2013-02-25 148.245729 148.469122 144.720000 144.72 245824800 0.971275\n", "2013-02-26 145.418619 145.884829 144.457061 145.71 186596200 0.971270\n", "2013-02-27 145.578109 147.947918 145.451849 147.54 150781900 0.971233\n", "2013-02-28 147.531660 148.473765 147.055752 147.25 126866000 0.971242\n", "\n", "[19 rows x 6 columns]" ] } ], "prompt_number": 59 }, { "cell_type": "code", "collapsed": false, "input": [ "# Using .loc with two arguments takes a slice of rows based on label, then a\n", "# slice of columns based on name.\n", "\n", "# Note the comma between the first slice and the second slice!\n", "spy.loc[pd.Timestamp('2013-02-01'):pd.Timestamp('2013-02-28'), 'Open':'Low']" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
OpenHighLow
Date
2013-02-01 146.316970 147.064823 146.064448
2013-02-04 145.997571 146.920254 145.133163
2013-02-05 146.030113 147.127645 145.971836
2013-02-06 146.188418 146.907122 146.081583
2013-02-07 146.862813 146.998788 145.551624
2013-02-08 146.876659 147.527415 146.876659
2013-02-11 147.380862 147.536265 147.040917
............
2013-02-20 148.738262 148.786825 146.912299
2013-02-21 146.614456 147.061214 145.623817
2013-02-22 146.801290 147.520000 146.160279
2013-02-25 148.245729 148.469122 144.720000
2013-02-26 145.418619 145.884829 144.457061
2013-02-27 145.578109 147.947918 145.451849
2013-02-28 147.531660 148.473765 147.055752
\n", "

19 rows \u00d7 3 columns

\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 60, "text": [ " Open High Low\n", "Date \n", "2013-02-01 146.316970 147.064823 146.064448\n", "2013-02-04 145.997571 146.920254 145.133163\n", "2013-02-05 146.030113 147.127645 145.971836\n", "2013-02-06 146.188418 146.907122 146.081583\n", "2013-02-07 146.862813 146.998788 145.551624\n", "2013-02-08 146.876659 147.527415 146.876659\n", "2013-02-11 147.380862 147.536265 147.040917\n", "... ... ... ...\n", "2013-02-20 148.738262 148.786825 146.912299\n", "2013-02-21 146.614456 147.061214 145.623817\n", "2013-02-22 146.801290 147.520000 146.160279\n", "2013-02-25 148.245729 148.469122 144.720000\n", "2013-02-26 145.418619 145.884829 144.457061\n", "2013-02-27 145.578109 147.947918 145.451849\n", "2013-02-28 147.531660 148.473765 147.055752\n", "\n", "[19 rows x 3 columns]" ] } ], "prompt_number": 60 }, { "cell_type": "code", "collapsed": false, "input": [ "# We can use iloc when we want lookups by position.\n", "spy.iloc[-20:-10, [0,2]]" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
OpenLow
Date
2013-12-03 177.327241 176.568422
2013-12-04 176.509114 175.769963
2013-12-05 176.813197 176.182461
2013-12-06 178.053910 177.541439
2013-12-09 178.838985 178.533480
2013-12-10 178.356666 178.021594
2013-12-11 178.199567 175.913188
2013-12-12 176.052613 175.185359
2013-12-13 175.914351 175.194925
2013-12-16 176.353917 176.304642
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 61, "text": [ " Open Low\n", "Date \n", "2013-12-03 177.327241 176.568422\n", "2013-12-04 176.509114 175.769963\n", "2013-12-05 176.813197 176.182461\n", "2013-12-06 178.053910 177.541439\n", "2013-12-09 178.838985 178.533480\n", "2013-12-10 178.356666 178.021594\n", "2013-12-11 178.199567 175.913188\n", "2013-12-12 176.052613 175.185359\n", "2013-12-13 175.914351 175.194925\n", "2013-12-16 176.353917 176.304642" ] } ], "prompt_number": 61 }, { "cell_type": "markdown", "metadata": {}, "source": [ "Boolean `Series` slicing is very useful with DataFrame." ] }, { "cell_type": "code", "collapsed": false, "input": [ "# Get the days on which SPY closed higher than it opened.\n", "up_days = spy['Close'] > spy['Open']\n", "up_days" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 62, "text": [ "Date\n", "2011-01-03 True\n", "2011-01-04 False\n", "2011-01-05 True\n", "2011-01-06 False\n", "2011-01-07 False\n", "...\n", "2013-12-23 True\n", "2013-12-24 True\n", "2013-12-26 True\n", "2013-12-27 False\n", "2013-12-30 False\n", "2013-12-31 True\n", "Length: 754" ] } ], "prompt_number": 62 }, { "cell_type": "code", "collapsed": false, "input": [ "spy[up_days]" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
OpenHighLowCloseVolumeAdj_Ratio
Date
2011-01-03 117.923577 118.751861 116.983613 118.24 138725200 0.930657
2011-01-05 117.803496 118.864453 117.691816 118.79 133975300 0.930664
2011-01-10 117.797752 118.337511 117.444117 118.17 122401700 0.930619
2011-01-12 119.315668 119.790288 118.617698 119.66 107929200 0.930627
2011-01-14 119.297005 120.357919 119.213248 120.33 117677900 0.930626
2011-01-18 120.223573 120.651680 120.083973 120.54 114401300 0.930667
2011-01-20 119.088320 119.497814 118.315865 119.20 175745700 0.930668
.....................
2013-12-18 176.330239 179.099566 174.753398 179.07 234906000 0.985526
2013-12-19 178.554492 179.066957 178.091303 178.86 136531200 0.985509
2013-12-20 179.037954 180.326069 178.919052 179.90 197087000 0.990857
2013-12-23 180.780732 180.968994 180.404209 180.86 85598000 0.990851
2013-12-24 180.873560 181.339270 180.863652 181.26 45368800 0.990871
2013-12-26 181.664751 182.279086 181.644934 182.18 63365000 0.990863
2013-12-31 182.385673 183.000000 182.246954 183.00 86119900 0.990850
\n", "

423 rows \u00d7 6 columns

\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 63, "text": [ " Open High Low Close Volume Adj_Ratio\n", "Date \n", "2011-01-03 117.923577 118.751861 116.983613 118.24 138725200 0.930657\n", "2011-01-05 117.803496 118.864453 117.691816 118.79 133975300 0.930664\n", "2011-01-10 117.797752 118.337511 117.444117 118.17 122401700 0.930619\n", "2011-01-12 119.315668 119.790288 118.617698 119.66 107929200 0.930627\n", "2011-01-14 119.297005 120.357919 119.213248 120.33 117677900 0.930626\n", "2011-01-18 120.223573 120.651680 120.083973 120.54 114401300 0.930667\n", "2011-01-20 119.088320 119.497814 118.315865 119.20 175745700 0.930668\n", "... ... ... ... ... ... ...\n", "2013-12-18 176.330239 179.099566 174.753398 179.07 234906000 0.985526\n", "2013-12-19 178.554492 179.066957 178.091303 178.86 136531200 0.985509\n", "2013-12-20 179.037954 180.326069 178.919052 179.90 197087000 0.990857\n", "2013-12-23 180.780732 180.968994 180.404209 180.86 85598000 0.990851\n", "2013-12-24 180.873560 181.339270 180.863652 181.26 45368800 0.990871\n", "2013-12-26 181.664751 182.279086 181.644934 182.18 63365000 0.990863\n", "2013-12-31 182.385673 183.000000 182.246954 183.00 86119900 0.990850\n", "\n", "[423 rows x 6 columns]" ] } ], "prompt_number": 63 }, { "cell_type": "code", "collapsed": false, "input": [ "# We can use .ix when we want mixed lookups.\n", "spy.ix[-20:-10, 'Open':'High']" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
OpenHigh
Date
2013-12-03 177.327241 177.770707
2013-12-04 176.509114 177.869150
2013-12-05 176.813197 177.138421
2013-12-06 178.053910 178.487538
2013-12-09 178.838985 179.036085
2013-12-10 178.356666 178.731158
2013-12-11 178.199567 178.229132
2013-12-12 176.052613 176.269427
2013-12-13 175.914351 176.072033
2013-12-16 176.353917 177.201441
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 64, "text": [ " Open High\n", "Date \n", "2013-12-03 177.327241 177.770707\n", "2013-12-04 176.509114 177.869150\n", "2013-12-05 176.813197 177.138421\n", "2013-12-06 178.053910 178.487538\n", "2013-12-09 178.838985 179.036085\n", "2013-12-10 178.356666 178.731158\n", "2013-12-11 178.199567 178.229132\n", "2013-12-12 176.052613 176.269427\n", "2013-12-13 175.914351 176.072033\n", "2013-12-16 176.353917 177.201441" ] } ], "prompt_number": 64 }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Example: Investigating a Momentum Strategy" ] }, { "cell_type": "code", "collapsed": false, "input": [ "five_day_returns = spy['Close'].pct_change(5)\n", "five_day_returns" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 65, "text": [ "Date\n", "2011-01-03 NaN\n", "2011-01-04 NaN\n", "2011-01-05 NaN\n", "2011-01-06 NaN\n", "2011-01-07 NaN\n", "...\n", "2013-12-23 0.024006\n", "2013-12-24 0.029535\n", "2013-12-26 0.017368\n", "2013-12-27 0.018506\n", "2013-12-30 0.012451\n", "2013-12-31 0.011832\n", "Name: Close, Length: 754" ] } ], "prompt_number": 65 }, { "cell_type": "code", "collapsed": false, "input": [ "# Checking for equality of floating point numbers is a bad idea because of\n", "# roundoff error. `numpy.allclose` does an appropriate epsilon test.\n", "test_return = (spy['Close'].iloc[5] - spy['Close'].iloc[0]) / spy['Close'].iloc[0]\n", "np.allclose(five_day_returns.iloc[5], test_return)" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 66, "text": [ "True" ] } ], "prompt_number": 66 }, { "cell_type": "code", "collapsed": false, "input": [ "thirty_day_forward_returns = (spy['Close'].shift(-30) - spy['Close']) / spy['Close']\n", "test_return = (spy['Close'].iloc[30] - spy['Close'].iloc[0]) / spy['Close'].iloc[0]\n", "np.allclose(thirty_day_forward_returns.iloc[0], test_return)" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 67, "text": [ "True" ] } ], "prompt_number": 67 }, { "cell_type": "code", "collapsed": false, "input": [ "returns = pd.DataFrame(\n", " {\n", " 'forward_30Day': thirty_day_forward_returns,\n", " 'backA_2Day': spy['Close'].pct_change(2),\n", " 'backB_5Day': spy['Close'].pct_change(5),\n", " 'backD_50Day': spy['Close'].pct_change(50),\n", " 'backE_100Day': spy['Close'].pct_change(100),\n", " 'backF_200Day': spy['Close'].pct_change(200),\n", " 'backG_300Day': spy['Close'].pct_change(300),\n", " }\n", ").dropna(how='any')\n", "returns.plot(figsize=DEFAULT_FIGSIZE)" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 68, "text": [ "" ] }, { "metadata": {}, "output_type": "display_data", "png": 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2MJrNrD70G3Nvs98iHJrhIF+6dIm3334bjUbDjBkz6Nu3r8N9v/rqK3bs2EF5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ttYgqxyDgt6DpJIJHh37jXc+v44W5vHqLBp+aDXx5pLK7FVZPGjQ8NMuEOfWM3FOepHIpUg\n8YQZmxzaguWFhMNxTh0fZmzYTzyWPOc7NeCNopeAcZL64NAr0zSL8znIb5wcZ1G+AV+ni7deOk40\nEmdRmTUDCQL4uGuCYYmEyESYhoOdxM2ajPW9oCiXQkJpB3C6+SIJhnxRKu1asicz200jAb79Vjs3\nzsvm9iW5DMbFC/Lukx73J1ICCAVixPxRXnniCOMjfkwqeYpuGEsVw9kVEpYXGXmgvj81vwNRNHol\nyKQzpN4S/iByvQ5vJIE0KaC3qFEsLpzBuV28upjC9RVUFZjQKGRIsxzI5ywmvns7hWY1D1xVScHk\nOqlRyLh9SS5/PTDVxrgrkiRYm8PH42FecMfZcOsi7vnRRVz2mTn/tmC1r9eD0ppKVl1Vk8U7rU4S\nLicSiy0dFMqq56H749Nof/sPFBddSWLfDuLbX0XqyEOizGx6Zd+wAl9TG3lbUjrona4w8YV1JM05\nRB98kBMfHCeWlBFzewkPjiDPzWzVXl9fT/dYEFEuZU6OgZbRIKIo8lB9P9fUZlFiSY21zKqm2z2F\nhDQO+Tk84ONba4qQSiQp2mM4nqJVXFzJ/h0dMwJ6fU0Z/tbMDqFt4yHuevHEOZ9Vvq2UWDKGIion\n/9B2bvvqsnQRaq5RxcSQE6/OQI5h6plUZmm5Z2UB33unI52oCcSS7JPIUeabeeDgIJ99oZmbmrVs\ncywimRBwjwfT+2gsKfCvaVQsmESvdnXS6QyxttRMtl5BU8soQYWMOTkGlhScXx7wf+UgP/bYY1x5\n5ZXcc889/O1vf0O4gP7fp/ns4voXcaglPHFjLQ9dXUmOQcVPPuiidGUxpZX2dKVl23iIPKOKpj09\nvPZ0Ayv6XRxvGKRqXi7GEgudZi35XePIBJFCk4pO14Wza8F4Ci6yaBQZWshCPIlBr0JUyhkZ9bP9\n1WbqP5iSM/NEEpgRMVlTeq2fX5TL88dGMmRLVBoJvokwBTdfwfrGN1j05G9RmI20fPd3FxxTsr+b\nxIGdM6R2uicilFg0ZOkUhP1R9MapSTbojfCPQ0P8ZFMpMYWMkbEgFq0BpGqOd+9Lf86fEMjT6wkF\n46jUci6rsvH2KScSiYSarCz0Bj1ZsUV4xVyytDMF2HVKGWGRjKKWM4V6h9t3EggOsSYXlFIN0mnC\n/eGBEbLXLQOLmQ+f3g6kEIIsRwqyri1cRM9oCo4dD4QZG3iSnzx/B3c+tIE3T/6ZAvXnsR3vJHfD\nciQyBx1mHb7mNgJtPVPPzeNDkETRqjI5nAaVHF80QWXOIgb8e2g69E2Odn/EF1fdz4PfeZx/fP01\nbrn0n3x07HGCUT/zSlekvztnUT4txwZpOzVOVmEuepWc+zaW8GB9P6P+GJVzcvjM7UtQJI0c7dxN\naU4NUqmMbSfH2d7mzlCdmPE7CyLtzhDhYAyJxYroS23wVXYd+o9eJXFoN52uMKXWTCRhupqFRCrB\nYFRfkGbRMOjj3m2nMzj5A4M+oko5a8utWDQKrq6189wkF8yWrU+3wD3bjg76yVPK0OqV5BtVDIUT\nJJNChuye4B5Hu2QxNT+/F+O8KrwNLTPO447J0JnkJEQp++/4GbvrbqHxrh/hrlxERK3GN/bvKUlJ\nQeTkaJC5OXomXCFi0QRFpVbMGjnVdh1q+dRSJ5FIUohTKE63O8LqEjNjdj1PPLSXPdvbcDuD7P+o\nk+aGQd5rc7G3x8tVNTa2bWtl94F+RmtyuKjKxqoSEzKTJp1hP1zfjcukoa7SRnGpBXe2Id3ydvYn\noFn0TEQwiQJWm4b42/Usevq/iS1egOcsnW+NVkncF8FYkYXEHSLeNo5g1XDXd9dRUetAb1QzMS+f\nmmtmkzW5QRrVcmqydWyusnHjvGzeb3fx0N5+2p0h7tvewW0vtvBswzAVtdm0Hh/m8KF+9PEkw8cG\n0tXlHl8EnT/CgM2Ao9zG8cMDvOxP8oWXWvj2Wx1ccudSvnbfBjZdXUtfp4vhfg9vPt+IbVUJj3d6\niEmlabrC2VnxpCCiDkRJxJKoBBGvM8HWAT+3LHBQZdchq5qDsfkAjaZynm8c5U9XzeKPV1ZyywIH\nMqmEXk+EE8MBgkkRZ56FHW+2Zqg0vN/mSiuYnDFRFGnpcBO2poLoZn8KepXKpGy6upYP3jiJTq9C\nbzy33FTrWJBCrTytepOtT9EZ7DkGnJMOcvPRqQYawViSV5vHuXVhDv3dbk43jaA3qVlVbKK+20M4\nniSSEHiteYx/HBqirsKKqJQRCSSRTkpPpuewwYgsHGC2XZORQQY4POCj1qFDIZOSrVfSPBLgpx90\n8d11xVxencVsh45TwXiaqy0M9ZM4tGfq+/0+Dp/sI6qd2ZHubIuEYxiydKzfXMUrTxxBE43jiyTS\nAZJWFLlrWT79ngjvnXaRCMfJydIiyqRI9TqO3fFDgp2poqlEIITcoCUYSyLGk5gNKkam0UMEUeT5\nfhUJh5GmSJKVxVPjU2zeQvztlxE8KS7ydKf6ogorkYRAfU+KAtThDLOmxMwfrpzFimIT33zjNO92\nphALjytE0B8lIYgZTpYwMkDo/m/jGXRhy0n9FuU2LQ6DkvaOfnSFefR2uDIQNKnZinzxKuRrLiH2\nztYMesUZc1y5gdzPXJJuNtbpChPe30NzwWbKAq0s0g8RQ0nc7WWwbYB3J2a6bAPjIeQqORVZGga9\nUd4+5WI0EOOm+VNSsyVWDd2TyYtoQuCB+n6+saoQ3SQqYdHI8YZTyHlBiQVrtp6mIwMZ1zEvnsPQ\nq9vT81mIxTly7y+57f7v4/OFaLr3F4SnZZjlMgXF9lkoo3Ikfj+efQ1ERp10/P5xZv/4vwh09DKq\n0FJqzUz+rS+38PC1VTx7bARfJEGHK0S5TcuXlubx+A21/OGKWfzXRaUcGfBTVmVPBzWiKPKnPX38\n/eAgzSMBXnnyCGNDPpqODtCwp4dVIxNMjPqxK2Uc/bAdf4ktff/ns/+xgxwIBBgbG+Piiy9m4cKF\nmEwmenp6/tefBVCpVTyQM4JGISPXqOKm+Q6urrWzrcWJ2aZNR76NwwHmWlQ0Huzn1q+uIK5X0d4w\nSOUcB389MMiqNaXkF5p4b2sTlVmaGQVPZ1swlkSnlGHWyDO0kMWEgFGnRKqWpzo7mdScOj6c7hzm\njSQwCCLGSbmeOTl68k2qdBb5XydGOZHQMTQ2xcE01JRT8b07CfUNER48PyQYf+N5ZAtXoLjkmoz/\n906EKbGqUcmlGESR0YSIN5IgIYj8Zlcvty7ModSqQaFV0j8aQKdSolZbePLD35NIxhFEkYAgo9Rg\no2FfD9Vzc9hcbWNn50Sa89rrjVIUuZ6VtSXUOmZKy2hkIHG7ZzjI7UNNPPLWj5GH3iMamkCjmIrQ\n6urqiAyOoCnIofTOG3E+/WqajpKTb2JkwEuerYThiX6SQoKhiRGGRnaxZeWX+eOdr3JT8YNcrsnB\nUF5ITkEWQXkuElOA5Ko19Pz9JSD14opuDwkxiFGdKXJ/hoc8v3w5TvkRKiuu5sF7n2P96jrkk87M\nVXNnIzFegyP3et5oSQnWC6JI9fxcetqc+Ae9zK5NQV012TpumJfNr3Z2kxBETBYN8riRhs49FNkr\nGPXHeO7YCDfPd3B8aGZWqa6ujmhC4JcfdfONN07j90VQZFkR/V5EQWDeie2sPPo6iZZjtDtDzLJl\nNs1Ydpbcm8Gsxu85fyD46529LC008ZtdPenilXcODyIxqrlnVQGQgiUP9vsY8EbIcuhxjc4ctzMY\n468HBlmdr0enV5FrUDEUiOPIM2ZA3KLbidSaynoYFs+h8YPDMyC5EWcEo1FCUGXEpTRzav5lnLzh\nXlzL1xFRawm5ZgYWZ3PheibCZOmUmNRyuk+PU1ppRyKRYNMq0vzj6WbVyhkJxBj2Ryk0q9lwaRWD\ntXmEglGeerCeqrk5eFwhdjSPcdtCB8ouF9Ukqb2yhv5wgi1zs8k3qogZ1PR3uQmHYpw4PMCwTU+Z\nVUOuRcNJiz79LlXOSTlFF1KKONDnpUQjxyBPIhNEzEvnYtEoODkWYtAbSTkOoohmMlgtLLbw1fs2\ncPntS9jqSSBOBgHxpMCR4QBrq+znvE5dqZkjA36KzCp+sKGEZ26aza8vq+DIgJ9Xev1k5xlp3NFB\nuCobRyzBY+93kBREDh3sJ2jWUpCl5YBUjliZzc+ureLVz8/jpvkOXj3lZlevl+G4gFIt55UnjiCf\nl892Z5SHrq4iLJcyPh5EEEVufbEloz1xOJ4kJxKjZn4uSoeBuCDBaNVy3ezUPcjKq0EqxVM6hzuX\n5VEwKVsmkUhYPKlg1DQS4POLc+nVKgnFkhk0j4b9veyq78m43v07umlqdyLLM2K0aIhplPzjUKqj\nZn6xhVmzHTjyjSm5x7MoOKIocmzIj0MpQzOJcOUYlBlKFqFAjPe2NqeLmLedHGdxvoEis5rRQR+5\nhSYMJjXlNi0L8wz853ud3P5SC8eHA9x/aTmXV2UR1SrJKrNjPatdukQqA7WGGkOqUD0hiMSSAk8e\nGeKxA4N8Zk5qfcrWK9nV5WHTLGs6U5ZnVBGWSgmH4sRiCeIfv0fkkV8SefwBBpx+fvdxL7ZEgJPh\nc3elm27RcAKNRkHNgjzWXVbFyM4OvN4Ina1jxLMNiJEEKrmU/9xYyj+PDCONJSnK1iFIJRT/+ZeY\nl8yl7ZePAqkMskSnxaCSE48msBpVDPmi+CfphB+2u+kJK3jnlJMjA35WFE05yLLyKuTrNxN95Fcz\nxiiTSvjcohz+dSK1LnW4QlRkaZFJJWyZm80DV1fyZquTQ4N+SivttBwb5PFDg9y7rS1NDYm9/ARC\nfzfVnfUUFk1RT66uzaKjox+5zc7cJQUc29834/ryxSsh6E8rWEw3Q3UZ8x/5KZAKEnuG/cS8Ea79\n6gZOXHI72ad2E0FFbMJLeHCU01JdekwwqRfuCqHSKlDKpFTYNDy6f4DvrC1CIZty78qsGronKRbP\nHRuhwqbJDDBkUvQqOd7JwLXu4lkc3NWZkUUuu+c2gm099D+d4nv3vbuHRHsXvuwc2v74JIMvvUP7\nb/6acX9lObWowlIkdjst3/kN9WtvJTrmQqlWodi5B8FsxqCa2V0z16BiaYGBXV0TdLjCVNimEkP5\nJjVLC4yMBmLkV2VzdG8vNZULePy1k8QO9HBJn5M9bU76u9wM9XlwjgY4mmdh+aoStj51FNORXoZ0\namadZ32cbv9jBzkUCqHVTm3WOp2OSOTcmatP81kA1a1fRtj1dsb/rqjOYlfXBFqTOh35Hh/2o++f\nYO6SAoxmDWJlNtYyKzqrlqODfm6Y52DTNbMJ+KLIjw0w8m86HAWiKQfZopGneX2iKEJCwKRXItco\ncA35sOcYuOS6Obz3ShPRSBxvJIEmKWAwTkVCn1+Uy/ONI3S6QmxtGkOmVTJ2Vi94qVyOfdNqxt7d\nfd4xCeMjyOcvm9E6tWciQokldb0ldg0TgsiLjSM8fXQYk1rONbWpwgatQcWIM4ROoSAuSMmxFPDu\nkRcY8HmRiVHMvhxKZmVRUGrFrlMyx6Fn12Q3qyMDfqQKGWvmOdCcQ4oo0tDM8q1PEp2WDTLprOg1\nJmblL0YZPYLTM4pOmZmJCPePoi7IYdGtl2EeHaKlISUfk1NgZGTAg0qhwaLPYmSin3H3EPKwiY+e\n8vL2M230tDvRdJzGvn45WqUM5PkEtZ10OqoYev3DlP5x9wBxhxWBOAZtJnxiUMnwRxIsn72Gkspf\nsHrRTTO62smkEu6+6E5Upo30TET4+Y5ubnqumccaRrjiays5VJXLorKpRXLL3Gz0Sjn/OjGKVqdE\nnjQx5hmkMKuCP+/r5/o52VxRncXx4ZnV7d5Igu+/04FCJmV5kYlIMI7ZZgCVhvg7/0K3522erbya\nuHOcNmeISnumgzzbkVJNSTudagXd5+mSFU8KBKIJPrvAwU3zHfzsg27C8ST9g15ml1uRTcJfepWc\n62bbeaZhJJVBPotiIYgi//1xH1fPtqMXRbQGJVqlDLVcypJNs9j93ul0FvuMPqgoinykceB8bzf3\n//hZfvroDl4/0o8zGGO034NKLhDPdjDx3bu56+HPc/u31hCam0dUoyE6MfN+Hj0wyGvNU5SF8WAc\nxyQNKNV5KzX/r59jZ2P5TC6lRaOgcdBPvlGFUiZlc5UNj0SCblEhd3xnLRuvrCG72EJkxIdmzE/n\nqTFuvGMZ1yzI5bHra7DrlOQZVbg0Cno6nDTs60Wea2TJrBTHTqeUUZutSwcvSpWcsio7TW8cIOY6\nN/x/sM+HDRHNxBj66jIkEgnLC40c6fdx33ud3Px8M7/d1Zt2kCtKLSgUMpYUGKl16HjuWEpObne3\nhwKTCpvuPG13VXKunW3n1oWpdvASiYQii5pfby7n2HAA8+JCdMUWrGU21l1cgXVggndOOeluHUOR\nb6LIrKY5mODma2spMKmRSiRcVZPF/j4vOzrc/OKjbmIFFqLVDppFCX+6ahb5JhUSrZLuIR+BaJJo\nQuCt1qnq8VBcQE1K+7S40k5Qp+I7a4vT76ZEo0WxeQs33XoFl1RmomnLC03s6HBzfDjAwjw9ty3K\npcNuZM/2tnTwLvROEBjxE4olGfJFuXdbGzqljDwpfGVTOXd8ew33X1eNL5rgiy+f5LXmMTZcVUPl\nujIiMmk6gyyKIgf7vHxzWxtjp8dRByJoJrs1ZuuVjPhj2Ow6PK4Q4yOp3/4MonJsyM+mWVZisQQ+\nT4TNN8xL65vfs6qA2Tl6fr25gp9eXEZlVooe0W/To69xYNXOdCIkWj3aZJRis5oH9vRxz+un6XZH\neOz6ahZPOsMOvRIJcHXNlDMgkUiYnaNHoVfS0+YkdqoZ9df/k4TPg/en3+LLsxQ4xDAHvOd2D3yR\nRDq4iUUSaCfnY+3CPGxFZmL9E3SdGseXZSAxee9FFjVfWpKLOimQZdOSkEiQWG1UfOcOvI2teBpa\nSPiDiFotRpWMaCRBrkWLKxjnCy+d5NYXmvnrwUG+v76YnZ0Tqfl9FqqpvO5zCIO9COdo1LGiyIQn\nkqBpJEC/J0LZNMaAirEAACAASURBVCSuwKTm9sW5vHR8lJUXlXNodze7To6Tb1Jx33udBE63kmxv\nQfn/fsWS8X3UlE7tZ6sMMRac3o27qIaquTl0tzvZ2+Pho44prWVpTgHD5nzajOfX24VUgFycTFBS\nYUMqlbDgykvZnbsCr6gnPuElOTqOz2ihcVJfPZoQ+LDdTedIAIM+hSCvKjFz8yTqMt1KrRq63RHa\nnSHePe3iaysLZlzfppWnuxjn5JvQG9UM9abQu4N9XjpDAgv+8Us6fvd3vI2t9Lz1MROr6vDPX4zz\n789T8uWbce0+gvf4VDHusspNOIb0GK6/iorv3sm6w1uZ/bvvYbruMhThMKa8rBnjOGMXz7Lx3mkX\n7c4QFVmZyKlMKmFBrp5hhZz5ywt58s976WkbZ/OmCmzZelqPj5BMCLScHicYjDGrwMSq1cV88Vt1\nODZW0GTUputVLmQz37pPaBqNhlBoKiMbDAbR6WZmGT/tZwEOhgTmDw8gjI+w73QHSt8EC5JBPjcR\n4EB7BbKhGLHkHPoGvOQNuSgsCAJVWG06vFIPr398iBKLDaVcSn19PQU1IrE+HWMtI9QrUl1qzqgH\nnOGu1NXVEYwLuEeHMClE9vWIXDzLxu6P6xEkYNIoUOuU+DvG0CkUlFUtprTSzguPf0yoRIcykURv\nUmecr8is5odvtTLbmCAZT+B3JTOOA7hLshh9+S2K77wBURR5cvsBKnRJ1kw2yIgO9dPU1cvyytnp\n8YoidLuNlFg01NfXo/RE2DC7jD+cdiEVE3y5JIxEkur2IwohBgcD6BS1RJJJ1IpVbN37F8bEbNSC\nD+9QFKlpindVIozy0mE3m6tsHB7wUV2upLO3mfziNTOeV7R/GGUkjNM5teHX19ezMv8a5i26gpMj\n3+VQ75vIFVPT7NFHH6Wi6STzN61EqlQQdDho3LWP+UtmkVNgYue7LdTX11NoK2fQ1Y3LNYBBYuIr\nP1jP6JCPQ/uO49l5guJv3Q6ASrsMb2A/5jlH8RZVsfunDyAvduApsaOSBfD5J6ivr08/76jfw5ET\nThYXrCQmK6e/o5X6IWHGfFhfV8f6cgv19fUszYNZ85fx0olR7trayiZ7LM2bOvP5u5Yv5gfvdpDn\n70AjTS2gIxEHPWMeLtYO4zDUoVZI+eJzR6kzRPnspqV4kyL3vHSUeTYZ31+/jN1dHj7c183YSC8S\no5n4O6/QcvltuPoh1NmILztBb9MR+iRT8+fg/n2UqlXs7fUy6I1w3BnE0OdhVwyWFxoRh09jVIjU\n1dXhiSTQygT27d3LdatX0+4M8Y2Xj+EIRqmcbKZy5n6uXbaS218+yY7kAKFglEg4jlqjoL6+noNu\nOVGs3DLfwbOPNmOwyoByLBo5x7tasebBB6+3cN3nFxEdHeJERxdabR6NeRXctLySy07vg33vk/jV\nELs0OuRCHHE5SFRy3msdIyvQx5ZNqxhLQr5Gi79ziqdfX19PKAnbewzolTJsE21IJeDLqsaqlbP7\n4z30dwe56paU9qti+CSnhme+71ZtMYcHfOiTgfT8+PLyfH63o52vloZZv7aOoF1PSWcPO9/2cOuX\nV6PVKTPmf55RRVsoit0TpGFfL71Vucz1D1Bf30tdXR1ryyy8ergD2VCU5XPnY9u5DdfbH7Lr7wVs\n+uAppHJ5+nyzFy+n1xOhetzN6OBRlOZUIKQcOckWa+p63kiC254/QWWgDwEoLTClv/+V5cu5+9VT\nfNiagjjvXV8x432d/vfd51j/NAoZm0weHjkYZsPcPHK0CvyeNvSxCG/t7KLCGSSZJyfhDlFlt1Bk\nzlzvXrhlDg2H9hPUwsvjVnIMKq7TDtN8dJy6ujq0JjXNJ3sJJIYxqAzs6HBTHe9BKYX82sWoBZHe\nvk6yHHLWr5RhVMszzq+65a5z3o8ogkOfx/HhAIMnG5ADbpWNuXlGXnnmY2x5CpSROFaljPvfOMLg\nOGzI0mLsGqc/FKW5tYE1a9Zg1ylZLu2nJEfC0UEtr7WM4w9FKJ8Is8AXIZ4U+PKLDcQECZ+fm8fp\n4/0MxxOotAGgjCKzircaezlAL0aLhvaWVAD3w63H+fVtS/BFEvScama8IU6WQ481S8fJU8cYrW+n\nrq6OO5bmUV9fz+Dk/WXplPQlRT5obGLjikUzfi+JVsexvfVcZcmhQ1XCLfMdKIZP0towlH4+Y22N\nbHbI07UL6fmWU0mfUsFbzx3lS4PtSGoX8ltXLksib7D2Hz9AHouyzw1ZT39EXqGC9Rum1v99LjlR\nvYMfbSwhGY3j908F0IIygKojgsamw62UYYvE2bN7D2vWruHiCisnBYHhgQ5iQDyWZP/Rw4hXraHt\nl49SfNeNeBNxJLEQ0UgCi1HF14o8Gb/3o48+Sp5xaTr7mfE8pFJc2YUEX32RmrvvnXF8y9xsfvLe\naYwy0oXOZ46vXrWafx4Z5v3GEwh2KQu7x1lVqOedmIdTf3mSmis/y44hFbNlakb3fUDONdcj+r34\nf/4fnJi1Aqe6nC/kGnA5Azz8UTsms4HGoQBLJH144hJeLbsT+7CWa87zPlYuWMa/ToxR4vcS16XG\nlmtQ8dvay1nS/Cp2txfp2DiyLBMvHWjn+FAuOzvdaMIuVqikZOlTSYAc7xnqZ27m/a1eTYVNw9df\nP8UVObG0Isr052PVKthz5Dgj+iR1dXWUVNio39VI0bCKp0ZsuEJxbswNkPPFqzh2538S9oeIX38H\nAiIIIs2aMlhdR/23fkHOM49Qna1npCdMaYcKzcX5FNyyOX29ksvXMnH/nxBVYsb+PH08i/INPLo7\nwG5XiM8uyJlxfGG+ge2NHdTZ4uwpzeIP19Qw3NqAUh2l1CklqZAx1D5OTClj46wUkny04RABvwxQ\nM8ehT59vegJ3uv2PHWSDwUB2djbvv/8+VqsVr9dLQUEqKjnDL5ZKpf/2s+ey1evWEelqJPbyP1kc\nCpDsakNcsY66rsO8q7ERiJs4NRak1hti9UWVLF2T6vRj0cpJqotQq+RUTkJiZx68qs3J2LMNLF92\nUVqubPpxSFUYV5eXcGV1Fre92IIrFGfRwqXs/Wg3epUMnV6JJwk1c1LO57rLq3j6IRdGVTbhaA8G\no5q60qnzfW5RLt/a5ueuixbw/PtHifbGqKvblHGvK266lsNPbEUUBHYd6OCFATW/vyIFxYixGIpE\njGWXXJYx3olQHHpasWjk1NXVMd51lBy7js9adMzKSsF1Z2x2dRGNh/tRyGQ8cOnF/OzjPRTm3cwL\nR95DJcnGbrVlQA2fv2QFH718kp2dbga8UX5zy5r0YnL284oMjqKMRZDJVWcdr+PEsB+zYwtjvb9k\nSf6l6eNz586FF+vRFKQmvMpuQ6dMRXJWux4xKWXxomX0Hz5Gv7OTZGICoyoLlVpBUZmNorKN7H/u\neVT21IQvzrZxZdUfeXP3t0lcWYT+sUOU3L2FE7kmVDIjRSX51NVNda8ry88hd5LzNBFOsGbNIorM\nU5n/s2XXpv/9zdWF3DzfQfa0gsXpxwuMajpUVgy6XORxJS+3iPzk0mpqslPB4K0FelqO+5loC/J4\n0x46jBrqLEnu2LAAiZiiS+wVBNavXoRC60JWPY9lxeV07T6FcPhJym1a1qzJFP2vq6tD2uvhqSPD\nOENxHvvCYl54aC+VuXoautwMt0GBXkVdHUyEEjhMOurqFgPwrboi/uPNCFZ8WO36Gfdz47xsWsZ0\nlOWO4hoLkF9soWD2Yh58u4MHry5GJpWg05mZvzCVGTGp5ZTVzGPeeh3PPrqfliN9lMSiLL/4Era3\ne6jKN3PxX36RPr+YTOIfGKVxbyuh9x8BrZavrCrmzdZxrhNEnME4pVYTylOZkOLLx0epK4kw6I0i\nLZhDXamZZxuGsWoVFBiqGSroQjUp33e+37Pn2AgdrjB3Liuibl6Kq7e4wEhljhmnObU2nRSkXHbV\nbApUMuyTzUemny9bpyCEnNIqB0kBPoom+dWm5Sgnoc3VxSb+sV+BvG2Y+q/fiv2iVRz/4veY2/Qu\nHb9/nOxL1lAxESPnqo283+ZKvbdDLnIEAW9RzozrmdRy8kwaOvUWxGoPcoUs4/hPNqXWwdnTOJgX\nms/n+vvWS1ay/aWTHOrz8aWleayZt4Zs8zDJfzURM2u4blUt5VbNFBQ77fta5dR4NiQE5DIJUslU\nW16rTUt0TKBi9mwqhjrROPSE7HlsrMmieSSAQhBYsHAexRW2GY7wvxv/oliS1rFgmkaQ7Jxg27Eh\nyk+BKKiY0CVxiCIhv4JlHg8lxUbya+1svmEeWt3M9/kzwPEhP3FB5KXXWujq89A5EkCnN/CPqyvZ\nvrWZhSuLmb+sEPWkszErS8t4QsHKVYuZ6D+e7srnDksYC8TwRpKsu3QJ/ceHkQuBf3t/KrkUg0rB\nqNTB/LyZ7ydaPfMrZyGvnc/FZ/5XkXm+jWvr2HiO87eOBdlvUHOTXUXIZeG1Vh/BhMDl3/sPJKc3\nEX/3FTbU5jH4zklWrpyX8f36nT1MBGJEEgIqoLx8KjO66bJlPNuym4qabN53xVBrlSxcsBQArzuE\n3qhmzdJFPNFyhHgsQV1dHcKKFdSvu43Rd3ajyXZQmG0lOj6ESi2f8Xzmzp3LjYvmY5jUXj77eO5F\nm0k0TNXZTD9+VU0WWoUs3e/g7OMXVVjwxowMFoa5aJWRnj1dXCUdIjfu4wfBcrIb+ijPL2eB1YAY\nCRP+/Y8wrNlE7uob2HlsBOkSKQqrng3ZBj536Szu39HNB5Jcquxa5viaiTYNYVq6hLlFma2iB70R\n7t7ayqJ8A6qIlI2XLk8fX1hdQFxnYmJ/I0mlimuWl/Nemwu9SsbD11bRcfwwKjE/ze2/0Hz61WXl\n9HujFJrO3q9TZtUoyMmppK4qhdAUVdjo6XBRMX8R3p42vrm6kGePjfDof3yZTn+c0+/sQ2G2k9Am\ncf75AYaOufHkLmbprn28/qfXWPylK1i1eBl7Qn9A7bBlXC8piDx8xRYuu7iOutm55xyPTCrh11fP\n4/e7eymc3KOnH5/t0PF6i554lo1ady/lNi3ldXXYTSO8+UIj9hoH7tZR/CplmiJaV1dH9niIpvo+\njNPmV0PDVO+C6fa/KtK76667eP311/nnP//JV7/6VWST0hpPPvkkTz755Cf67PlMseEKRI8b+fL1\n6B58DtUXvoFqw+UYu44RiyU42DCELhLPaBNo1SqYCCdoPwcUne/QE1IreOKBPbz2zLlVNM5QLLRK\nGWtKzbzf5iIWTZCQSDCoZGkKhWayIE6plFMxOxvviB8xmkBnzKxQrcnW8ewts8kzqli1pBbxrGpo\nURTxvPBXSsslDL2zm+BNd7Gx2MCbrZOkc9cYEos9Vek/zXomC/TObIIBXxS9Uc2N8xwZzjFAUb4B\niT9KLJZgfUkxr990A7m2SoakNcikNoR4MkMeTiaVsLnKxn9/3Mf1c+wZzvHZFhkcRRkJIySEGS1a\nfZEkWdZ5zFd9jrnFK9P/X716NeGBUdT5KadEZTMTGE/BONJJ1YTRQR/5WWX0jHWCkHKQp1vM7UFh\nTS0yWToFvpic7295kF51E6cq4wz+613cNi1qqRG1JhOGO8NBhlRxpUXz6WLE7HOoeZyxzy500OkO\n44racegXMkunxhJPMNg7QeOBPrp2d7GkNpujJXZGKrKZY1RREFPz4t8O8eDPPuD5P+9FK4pYzBqU\nl16HrDjlXFy3sgJtMsLm8nNDQksm+VibKqzYLRpKZmUx8N4pjEf7uTTPgNjtJpEQmAjH07J2kNqA\nf3dZOdJoArNtZgR9Za2dppEgWosG11iKHvJgfT9fWJyb1mIOBWLoJuE9s0aOJxJHJpey+TNzOfJ2\nA6LBjEQqwxmMzSj0lMhkGIvzmLV2CWGNlfzqWi6ttKJXynj5xGiKumQzIk5Dn5KCyJutTq6ptbO2\nzMyxSV63O5TAplXQ3TaeoZt6PrNNPoeys4oe71qez0snxhjxR2lzhli9IJfqebnnOgVHrvsatcPd\n1K4rRzU/j8X5hrRzDGBQSPjqP39P+6MvYv/vHzHnDz+gYmkpki/eweBL73Dkpnvpf+YNAA70+Vji\n0BKLJoh29jD/ykvOec15uXo+6PSwdl3ZjGNzcvTMydHPoAx9GpNIJCwtNPL/sXee8XGd1b5+dpk9\nvRfNqMsqtty7HTcSpzi9kgohEHDo5BICnEs9lHsg9B8EzoFDqIdOEiCknoQ0p9uOu2VbtiWrl1Gf\nXvb9MPJII2nUHcf2PN80s2eXV7P3rHe9//VfTX0R8gbtl+Yu9OLNN3P1BXNYlm/GopPTP1jZUGQR\nccR5+DxGgn1hOnpCuA+2sNlr4JEDHaiqSjCWQE4k0/KRkT/0E2FUpIxq9E1lNgYQmXtxFZYCK8Fy\nF4lQjAtdOtZsLOOCK6qpWujNCI5HsiQ/VeFe6DFRv6+VEzsaWedLySeO1bSzckMpZqsuXYhp1srY\n9RoaesO4fWaCgSiiLCInUvdeXziORSvT1tyHJz975fxw3CYNgiRTMcb9KRiMEBxfNpiNCqeeI5JM\nhamHFtnLM0f8fPHCMjSSSJ+ngm3lt3DTXCdCQmX/0czixqNdIbpCcfojCfSAbtgzxWFSOOoys3Bl\nQaqJyGA3UjWp8vQ/DrBkTRFWvUxYhehgAxNRlqn8zFaa//wYIUWLy6gMevOPfjZv2LAB56Dediyk\nRStI7N+FGh9tPSYIAhdVOrh6fhZtfqmNZ2q7OdYV5vz5bm68cyVFux/hRNlFrDNo0EbiFK1aQvL4\nYcI/+QZiURnKTXeyIM9IrT9EJJ6kX69gCkbRayS+ekk5Zp3Mn19rQpFFtDYd+/aNln/sbQ2wttjK\nFy4oJRiIYrENPZNcVh09xdX4X9pB2GJjab6ZX9w4nztW+PCatWzYsIFQMJqW+YyHIAgU23RZnw+p\nBl5D45ZfbMffPsArtV2sLLLwjjkpB4i/7e9g7pc/xv73fRS7z4LOoqO+RyCsSHz9C5sp+dRWVj76\nEK2H2wjGEiihAHpvpixKEgUS113JvGLHyNPIIM+s8O0rKpHF0edcatfjD8Z4ub6XS5YN6bt9RanV\nhTkVTsIaiYhOk3bCAqhyG/jB1ZNrRz/tDDJARUUFP/nJT0a9fuedd05622xIpRXoP/+djNdMq9ex\n+rGHaCzfTNerday4uCpdWAWkK9Ob+yLctDgv47NOg4YjViNXLfOw/cW6tNn/cAKxBMbB/V1R7eJr\nTx9nnVUhJoroZBG7TUcD8JWXGnHW9nJxpQOnSUvHrlZsipR+UA7n5D/GZ9ESUyT6e0LpbF38+SeQ\njteAXmL3N3+GHIvxXmuIj9SodAVjWDpbEd15o/ZZN1igBynf1N7uEE732JKVqjIHfp2GF544zEVX\nz8eq03LfxRdxZUUp//GvXuLRBIo287wvnetkR1M/1y4YX8QeamxFTCRYtLmM//3bfubMdaf/H/2R\nOBathDG0iLXVawm3dND92i66Xn4TUZHRWAcbN7hstA/rLOgttNLS0Evpoip+//xP0eLGqqvOOG7U\n34PiSN0ELqNCRyCG3eTj09d/jy/576D6/gDdlsVoRXO6zfRJzFqJzmCMaDxJNJ7M8BadKcsLLCwv\nsPC5Ix3IPTdha2ngqaYuJElA0crccMcKPPkWft91kGPhBF++fVn6QR+NxOnvDWMwKWhGnJNWIxO3\nO9nsHOuooEgi924qYcHgLHnTlir87QOUVLqQZZE9+9s43NBDd1TFPmI8Iv0RzFYd8hgTIZ0sUu0x\nEA9F6Gwb4Nmj3UQTSS6bO3QiwYEIhsFJg0035P7iybcwt1BDqM+MGegMxih3jN1NMByMEjJ7EJwe\nBEHg/2wo5sMP12DRSeicNoRhAfLrDX3Y9TJVbgP+YCztxuEPxViuN3PocCdX3bo0278ozcklxpEB\ncrFNx5YqB/c8coS5bsMo7X0yHqfxt3/HtnoxPa/vYU5hFZ1xlddbA2wsTT1PBg4dp+6nf6TkrptR\nYlFcv/kxPzvcxfeTKoWlDvbtbOKiX3yDA49uo+uxZ4kmkrzZ3M91Xj39XjMDh+owzxsdAAMs9pl5\nurZ7zMLD2WJVoYV/HuzEO/h/FUSBW+5ak7HyNh3Ki+0cePIw7YMaeU1ngFhSZV9bgEA0gRRPprOx\nM0USBd61zMtD+9q5stpNXlM/+rpOjta0c9kNi6a0r+oiC3t2NxFSZMqAV56pZfm6klGTbzhpyxik\nPC/1/5HsBjTJJC19USRRQCuLtDf3ZSR2xsNjVPAYlXR9wHAEgwl1mgGyRhKpchkIHjpIi9bH9ZVO\n7HoNdUc6eezPe4jHEzgHV74ahtU0tDT30ds+QNSg0BeOo1fVjGesThZpshqQjFpUwGTWMtAfof5o\nHWpSZfWmOSSBUFLNKO72XnUBx++vYl9CYlmBie3h2JgB8kSINgdSaQXx118kcXA3ms1XIJVNLhgq\nteswKRKriywokkh8xzbsDj078xfT9kodt39gNZq+40R+8k2QJQzf/Q2CIKDXSJTaddS0BzghihQM\nFjXLosCnNxVTGYuhmkRa4kl6x3AYOtgeoNpjJBSKodPJGfeZw6gQM1tg+UrirV2jdNcA4WAMi3Xq\n7dVH4jBoMpqtybKIw2Ni2752rllfjCAIfPS8Qu7+x2E2lzsIhAR8VamJXkt9NwazFlEUWfb+K2j4\n1V+Rnt1GYE0xcjiI0Ts6afHtK0YXLU4FSRSochnY3TLAFy4sS79utupwuIwsrHTy9+cUnGNMRrNN\nsEbytmwUkg3BV4RWryUU7aDNa+PCjaUZ7zsMMgfaA/RFEpTYMzMceo1E0KyjcnkhqzaW8drzmX5+\nkHKxoD9MNBqnymXArJXYXtcDspjqnT5omTS/1M7W1QUc7gzyX/s7MQUi2G3jf0Hr9u0gIIr0DFaS\nJnu7if75Fzxz8YfRSwnU2joS+T7Cuw+waY6Nxw/5UTvbEVxjBcjhtL/hnjcamLfEl9kkZBiKJNKR\nb8uo6AZYmFeCSasQjSbQKJmfdRg0fPfKyjEL84Zz0n1Do1FxuI00HB/KNPRHUpZ5wUCU4Gs72bbp\nNlr+/gxtQpw1f/+v9HZmj5NY91CXQ4/PQmdbP4WucvpCvajqCWzGIXP0ZCRKMhxBtqQmGT6zQt3g\nmJZ4qkhoIKqodOtAh3nUj5hNr2FX8wDPHO3GqpNnlG3LxpwCC5a+MMvWl/Cej63jXR8+jxvvXJXO\nGl0xz8V7V/pQJDG9lKxoZZweU9ZMgOBwoXZlb4m5ocyGffDhaXMaKK/2pINewaLj8PFuukOxURnz\nrs4ADlf2eoAyh54eWcLfPsC2uh5uWOhJ/1irSZVgIIpheAZ5mD2iXQoR1qYmMqmGL2NfWygY4/jS\nG3hNSGXJfBZtKktt1mJwWZBCQ64cfz/Qkc4A5Q0WRQF0BWNoo3Gi0URaDjEeDoMGq04ecwXhzlX5\nXFzlYMuIYjBVVTnwb9/h0Fd/zI7bPoW+JJ+i1hM8edjP7uZ+Vhel/r/HfvRbGv/4KF0v7cSyeC5b\n5rmQRIHHajopLLXTXN9NnaeQHznmE2rzs7dlgBKbjoH2ATyGOLLFyGv7xvYWPa/Eyrcur5j0A346\nLM03sb7Eml7GBpAkccb3SpnPRFgSaK9pR7LpOVrTwVXVLv5xoINANIkQS6QD5JH+4NNh0xwb4XiS\n3+9qo8CqxWo30N8TnnT29iTrFuVRuKIQa7mTxv2t1NX6Wb6udMxtT7bKdvvMKFqZXkXGpUjUd4ex\n6mRisQTd/gAu7+QmOIt8JryxsV2OBIMRNTj5DpAjWVVkgWOHOGYspEQj8OYr9Tz2lz1cddtS5sz1\nsGd7I1qLjt7Bjns9XUH+8sAbzAuGSSRV6nvC6AXQD3vGCoKAVSvT2BvBopUxWbQcP9TJGy8c47Ib\nFyOKArIoIEgiwWHPCkEUqfr+F3hl3goW55mIRRMoyuh7czLfC82FVxL59f0kdr1G+P7/hxqaXOtx\nQRC49x3F3LIkDzWRIPLnX6K95f1ceety7vzkRnxFNqTSCtTeLjRbrkOQh85vkdfEozWd+HUaIgNR\nOgeDZEEQsMfi5BdZMVt0BMZoSJQOkAOxtCPKSRyD/ReaF22ka/7adAvu4eMRCsZmZWLpGFakd5KG\naAKvLLB+cPJfYNVxxTwX//VqI2IgQnmJDYfLiCUUw+40pq9ZWL0Sbe0RAp09JBQdOpN21PFmg/ke\nI4VWLQd2vpZ+TRAE7rxnIy6XkWCVh6qqid0qsnFmBciCgGH+YixKDyvWlYx6YOdbtCzIM/K9KyvH\nnHG7DBr8wRiLVhbSXN8zqjo/EE1w7OU6agc7Pl0+z8UrhzoRBgNFj8vAEbuRi6tdLCsw89nzS3ng\njqWQVDFZx19y1IiQUCTaBps6RH//U+QNF7Nbm09Y1oNJS+Fdt9CzYz9XVbt4tKaTRHsroisv7Y95\nkrruEKV2Haqqsnd7I0tWF417bKddTywSz/AFDcYSGBWRaCQ+KoM8GVRVJdzUStRuJ9DdT3m1h6MH\nO4gmknztmeO8XN+LUUjJUMInGsm/8TKW//KbKFdtwlRVmt6PzetA7RnKUDjcRro6AjxW04WqVBKO\nd+E0DwXI0e5eNHZr+n+/vtTG7pYBOgPRlHuA7Eb/tY8QTAbQqqZRAfKmOTYuqXLwcl0Pl1dPvBQ/\nHVZVpgKrFVn+L1fNd48KviZCdLhJdo1vYp8Ni9tIc2MvPaE4YkN3Ruamub4He5bVB4Byh57mJHS2\nDXC8K8ycYXY74XAMjUZKB+IpicXQvvWxPkKaVCDQGYhmdEQcTjgYRWvSw7D7+bqFHv7fpeWYvQ6E\nRJz4QIATPWGO+UNsmpN6WOeZFVoHUu3nu4Ixgs29lFa6JhXIlTv1fPOy8jG3FQWB963M56LKzOW/\n2m8/QN+ew2x44XfIZgPzvvIJDLVH2dnUT4XTgEUnE2pspePpl7AsqODEL/+KdfE8REHg7g1F/GZn\nK2FJRGvQQTbDVgAAIABJREFU8IMnarnnyoVowiH+vruFNcUWWhp7sYW6MM8rH3VOJ5FFgUrX2AUl\ns4VeI/Hli+fM+uRRr5EYMOkIN/XiqM6juzPAep+JHY39nBh0JhprFW66iILAfZdVsKbYwspCC1aH\nHqtdP2bmdzxMZh233LCQGzaVUnekk5UbSrNmN+e6DRzqCGKx6Xn/PRvoiCYoMsjU94Sx6CQ6W/tx\nuIxjrtiMxfULPSywZGn8YzTBDALkLfkyykAPrfZ8dj19hF2vNXDbh9ZSVOYgv8RGZ+sAVQvzSA5E\nCAQi/PkX24k5DJhjCWx6DQfbA2hHZJAh5bnd2BvGrJUwmrTseu0Em6+sxmofenZIGonQCC/sWosb\n18IKZFVFo8jpphJTRVqxHtFbgO6eryHNW0zk1/dP+rML8kzYDRriL/8L0eFCWrgCURTSsgfBaEZ5\n53vRnH95xueuW+jmSGeIcpeBhSsKeP2F49TX+jlyoI36I358hVbsdj2RETaPgWiC1v4oZQ4doWB0\nlOTHrtcQEUX8CR09RXNoaxztgBMOxiYlsZgIj1HhUEcw3XXweFcIvyqwzmPIiKduWZrHgbYBTNE4\nvgIL3jwTIlA4TN5pXDQPY0MdwTY/cZ1xWqsBk2HTHBs3LhrdXfAkNy/JY2PZxA1vsnFGBcgA0pwq\nbjD3cv3C0bMCs1bmq5eUZ9XHOY0aXjzew3deakAqc/LoYzW09kfSdiw9oTiJcJyuQTu4d5TZsLT2\nEvGmMg4ukxb93Lx0G0tIzZ4tNh1my/gzpA0bNqA1amnrDBDft5PEoX0o199OY28EweOl7t23UL55\nFc3P7yRfL+MxKrSfaERw5fHglx/g4W/8FkgFpvXdYUrsOvztASRJxD1BNsJr0SLIItHo0AMpEE1i\n0EipmXqW7PN4xPw9SHodCYeDcE8/5fM8HK1p57vP19MZiHKgPYBBVTGYFOJ9ATTWMYpMALvXgdTf\nn26q0hxXaW8f4O/72rl88XpEJByWoUA21tWb0Y/eqEhsLnfwyIFUdtWmz6PJLCOqfcjJ0TemIolc\nv9DD17aU8+5l3ilf92SonONg4yWVGVqybExWazlRBnk88gus9HUE6O6P0LWjkX07m4hFEzz50D5q\nD7SxZFX2gtk5Tj1HB1J+qd19Ybw7nib0nS+Q7Gwn0B/BOKwLkk03lEFOHD+CpeZl+pRUkDmyZfhw\nQsEYeoNm1FjoNRJ2h4GIxUHgWCOPHOjksnnOdPbUqEgokkBPOE5PKE5Hffek9MeQCp7Kx9B1ZuPE\nrx6i5eGnWPG776Av8rHhxT/g2bIRNZ7gJp/ElrkO1GSSffd8g5KtN+O+aD2B2hNYlswFUnq5y+c6\n+fHLjbTKMmstGlYW20haLOyraWJ1oYXWhl60Xe2Yq8unrME9U5BcJgTAVWClrMpF6zE/l1Q5eHp/\nB6IiZS0unC52g4YPry2k2mPEatdPOXs8nLwCK9VLfSw7L7s8osKpp64rRCyRRFVkYqKASRSo7w5h\n1U1Nf3ySbGMxE4kFgKn5KF15ZXjLnHjyLdz2obXYBptdFQwWklVXe5CSKt/7wUscQoR5XjShKA69\nxIG2AFIiOWrCYdVJNPSEMWtl8gosLF1TTPXS/IxtZEUiNKKN+bNHuzmvxEokPLb+GCb3vRBkGcNX\nfoRUVon29o+QOFpD7OV/TXpcABJ7tyOvv3DMSaJy7btS+u9huIwK37+qko+tK2Lx6iL6ekK8+uxR\n9u1oIq/Agq/YhtthIBHKzNA+fsjPQm+qqUsoMFpLbNPLBAUBSSMSdJsyVmkB5lUuobOtH2sW+dpU\nmOs2cMdKH197+jhff+Y4v9/VSmWhJe2rX1/bybb/PcKRXc3c5NEjaST0BoXCwRW7uaVDdpqeZXPR\ndXcSbGghrjeMkg3OFuVOA5fNc2X9XmyucOCbIDYbjzMvQC6rwtB0dMLl/7FwGTT8flcrHpOCWGyn\n7XgX//bgQe748wESSZXuUIxoOIZ/0K+4/kDK11bxpII7nSzyg6urMgy4AZx5ZkyW8TPIAEaLQo+/\nn8ivfoj2PR8lJmvpCsUw+bx84PL5JNweokmRN37wV66a50A+vBdpThWR7bsZqElJQtoHYhg0Emat\nTGNdF4Vloz1eR+I1a0EjZXQ4C8RSBYmpDPLUA+RQY2uq0M5kINzTj8NtJBhP0tHaz7cur+Sj5xVS\npJMxmrTE+waQzWMXmOlcNkyhALX+EN98to7vvdKIotdw3+ZSNsxdi1F2YjAMjW1Kf5w5I7xmgYvH\nDvmJxJM4Tfk0+BvQiwMQ0Y9asnorMBgV1pyfPQs4HQSHG9WfvaHMeMyd4yDZF2bAH0DWymzfVsfv\n/vMV4rEEt39sXVoTPxY+s5aeSAK9TU+JLMChvRCPEfziR+j861/TP6SQephH+vqI/OqHhL/zeWLr\nL+ewYxmReJJQLIk1y4/eyQB5LBxWHVGLg8DRE7x6opcLyzOzunkmhSOdQfSSQHN9NyUVY2fmB2rr\nCRxrmGioxv7soePUfucBVv7x+2n3FEEQEAQB27JqLoq0c3Glk+M/+T2JcIQ5d78H+9qU24hl0dz0\nfm5b5uWoP0jCpscXT9B8ogfBbKYwEcQlprS+0eP1mKrH1h+fDTgKLHToFTzulAyo9mA7ty/3YZMF\n5Gk8h6bCguUFrL1g+velLItccdOSMZf+T6LXSHgtWuq6w3QEUpk9MZ6gL5LAopVpb+4jbwZB+nAE\ngxE1MP0AOVF7kOLlS7nr6mquunVpRlDq9poxmrW4vGZsTgOlXjP3/Z91fOrCMvQGBYcgcKwrlJLF\njAiQSx16drUMYNZKVC30ctE180cdW6PIGf757QNRtjf2saXKSXScAHmqCDo9uo9+jshvf0KyvWXS\nn0vUHkSqqJ54w2HY9BqKbTosNj23bF3DzVtXc93ty7n0hkUoiky+x4gwLEl11B/kT7vb+Pi61Epj\nKBBNd2U8iSKJJDUSik2P4jbRcGyYjLE3zIO/3sEFV1anJzYzQRAEtlQ5+cVN8yl36tnfFmDNXBe9\n3SE62/r55x93oyZVmk/0EKnrYuVgYsUxuKJVOOx7neezE7K7Cb7wOgmD+ZRIGd8KzrgAWSyeQ7Kl\nATWavSNVNpxGDaV2Pe9b6WPrhmLWri/h3XaFWELlRE8YWUgtV/jbB0jEk7zyTC0XXTaPy6vH17As\nXF5AaeX4matt27Zht+spPfQsYlEZ8vLzaO6PkGdSkBxuki0NRP/4c7ovu5G+//4lK1r30yvp2Sc6\nMDY3Ee3sRlXVjAK9xuPdFJaOXwUKqQ5PCUkkPExfFIwmMMgpicV0Znfh5nZ0+XmIZhPRvgGeqe2m\nVa9wpUOLVha5ZoEbEypGs0K8P4BsMabHYTgahw1DcIDPPFaL26jhv2+oJt9nptcfoMxbzYWOf8t4\nAEf9PWgcmY1HCq065roN/OtoN3m2AroGWpCSfcQHlEllcU8nk9VaSpXzSRzYPa1jzC2xIgCh+m6K\n5rnJL7KyYn0pl9+0eMLJkSQKVDr1dEgS+ckkyaZ6lJvuRP70fWjffJa1jY+kt7XpZN71/P2osRiG\n+36OvGkLPf0xHtzbjsOgQU2q7H+ziX07mziwq5maPS0c3tdKZ2s/OoMy5ljYDAphq5O+w3X0huMZ\nWeienQeoaD3BgbYARdEYnnxL1qXGmi/9kFevvIu+fYfHfH88+g/W4jhvGYaSglHv5V1xAc0PP0Xv\nmweo+8/fs+THX0aUZeyrFlP+yfeli1Eh5Rry7Ssq+eCllTTXd7N/ZxNJrZGt5XpaGnvxFVoZOHgM\nc3X5rGhw3454HQbe9Nmx6TWUVblpPN6FBpWPrPDhGLbydyqu3+YwzFpwOh5zXSmZhT8Yw2hQYFAe\nZ9XJtDX1kVcwtXPINhaCwYgamr7EQm1pRFNYktGG/SSiJPLBz7wDg1Hhlveu4Nb3LE/LQpx5Jqyx\nBEkVEtEE2hE6/vkeY0pmMs6zRVFEIsMyyP840MFFlQ6MikQkHMv6XJrO90IqrUDzji3E/vXoxBsD\nal8P6kAfgm986eJU8boMaOIJwoOSyW88W88H1xSkM5yhLFIJSa9hQKvBW2TD3z5AKBglHIrx4K+2\nY/cmmT8iOz9TdLLIrUu9/P7WhZQVWOntDvHc44dYd1ElG7dUcekNi7jpA6s5//J5QEpGeduH1mbI\nQ6xWLWF3AYanniZSVJbtULPGqXpennEBsqBoEb0FJE/UTvmzV8xz8YULS9P2QyvWlVKzpwWPRuBQ\nRxCnIiNJIn3dIXa/0YDdZWDpwryMloxjMXeRl/ziiXUuHocRd08dmk0pX+DjXSEKrVoEh4vYc4+j\nf+kR8s+bj7puA/4f3U9o6Xq+/vhhrP4OjIF+mvui6QI9VVWnkEFWiAoC4WFFEcFYAoMsIEoi0jQK\nfiIdXWg9DiSzkWBXH/e/3MANm8tpOupPbxMYiGAwaYn19mfNICsOG7pAgPuvruL9qwvQayQcrpQO\nGUCNaDMD5K7eURlkgGsXuPnbvnbyXcX0RU8Qi/qxGlyT1vq93RHLqlD7e6eUBTmJJIq4yxz4+kIU\nFFm58palLFpZOOlZ/e3LfWg6D+JubybZ2oSYX8z+FomDGz6ItPc11EHfc5teg6e/He0tWxFMFiKC\nSH9/hN+92YrbqKGtqZfnHzvEiaN+jh/q4Mj+Ng7ubkGn1+AtHPses+gkAnY3vYfqSSRV9JrU/1NV\nVfZ/5j6KXn+ZV+p78XQOsPy8kjH3Ee3qpeeNPcz90sfYfus99O45NOZ22QjWNaEvGftHyHv1BXS9\n/Ca77voi879xL/qilCWcZNBR+dmto7b3mBR8eSZUFQ7ubiGqNWILDdDa2Iuz8zixvn5MlaVTOr8z\niZP2gFadPPh/t3Gi1o9ZFDAbT00hz1tNldvAkc4gHYEYNrNCcjAQNCki/o4B3N5ZCtINM9MgJ3v8\nCI7siR1x8HfBajdkuEW5PCZ0kShiUkVV1VG68ZO+7+Zxalu0WpnYoM1bMJrgiUP+tGtSJIvF20yQ\nyqpItjZOuF304d8S+cN/I82ZO8pedaYoiowqijT7g/z3a02UO/VcWDH0+x0KRsde8Sy284pWy9JC\nC4VlDo7WdPC3/9lJ8RwnvrLZcX3JhtmqY6AvTHN9DwuWZw/ER8Y/ilambfkF/PmjXyR23sZTeo6n\nklO7pnWKkNdtJvKHn6P/3LcRJvBTHs5ID1ujWcu8JT76mwc43BnEqREwWbSgwotPHuam96+atXPe\nsGED2490Yoj2I9hdhGIJfrW9hQ+fV4jQ4EbtSPkIu+Ug7i/dhfFLd6CgozLYBbKEJRzgSGeQuu4Q\ny/LN9PeGSSbUSS2teM1agpAhsQhGk+gFAWma2qBoRxdatwM5KtLa1kPJSh0rFuXx+iMH6O8Np26s\nQY1qvD+7BlnSa5E0MgXKUBGiw22kozVVBTyyQjfW1ZOhQT7JigIz/5lUiSt5BIQ65rrPxxU5NUV4\ns8mkNciiiLR0DfFdr6Fccu3Uj7O6kH8e7qCkeOIJ1UiWOmVKTvyNZk0hmK0kZS3bt9VxzbuXIbxp\nQm1vRvAWoldjRJIxQloDLx/p4n92trBQVbllsYeOYKq9bkGpnctvXDzmccYaC50sMuBw0b9/L6Vz\nm+h4qh9VVQnUnmCg5hhGq4NwVxCrCBXzRzu+ALQ99hyu89dQeMsVyCYDO267hxW/+y7WJfMmdf3B\n+mZsKxaM+Z5sMuK75iJAxXv15jG3GYkgCCk3ixM9hGU9kTY/7SeOYP/Nz1n5228hapWzVoPsM5+0\nBEz99FRUu6k92I6v0Jpxn5/J11/lMvBYjR+3UYPNqiUeiYMRdKEYVvvU9ZjjapBnILFQu/2ItqkV\nCwO4vGaEhl7culTyYuRE223U4DRoMOuyX6du0NED4MnDfpbkm/GZh2VSs0jjpvu9ELyFqK1N426j\nBgNEH38QJBnN5iundZyJUBWJx3e38Xp3hP+6fl7G2AUD0TH16XazlnBHkIVeE0qli6f/tp858zxc\ncMW8aRcyThZJFjGatPiKbONKi0YiCAJxswm9xYhRd+qTVKfqeXFGptc0l78TQZKIP/f4jPe1amMZ\nmuYeDrcHsIkCeoMGh8dISblzlE/yTCnxmjHF+xFsDn61vYX5eUbWFFkQHS4QRXptxTjowxdrIWhy\ncfD7f+A9gTocKxaiG+jnYEcgnUFua+ojr9A6qSygy6ghIgj09g9ZzARjCXQC09IfQyqDrLgcaKwm\noj0DVDgNSJJIWZWLYzUpF5DujgB2pyGlQbZk17lqHFai/iGrN2+hlca6lDdyJBwflUHWOEdnGwVB\nSGWRj4koCQfneW6cFV3W2wlp8SoSe8ducjMR5ZUuCkpseCZpLzWc+EtPo3N7KA0cIWz1cWB3Mw63\nEW+BFbG0kkTd0dSGvd30ac3c9VANj9V0cveGYnR6DTfMc3H3hqL0xGkqCIJA2J1HrPY4Fz9wPw2/\ne4SmP/yTnu17qfzsXdgCfWytslM5153Vp7flb0/jvTbVwdJ75QVUfe7D1Pz7jyZ9DqH65jHlFSeZ\n/81PMf++T0/puirme1iyugjVYqG35jja3/w35Z/Zin3V1Dx6zzTyrVqsOhllcGVnzjwPx2o6CAay\n69DPNOY49DT1hmnqi+C26omE4xgVCbE/PGV5xXgIxlSRXug/Pk2yrXniDwxDVVXUni4E+9QD5IIS\nG5GOAbxaeUxHEEEQWOg14hjHLUSv05CIJUgkVR7e38ENC4ecCFLFarP7XRDz8km2NaMmsziCAPE3\nXkSqXoLhaz9BufyGWT3+SSS9hu1Hu/jihWUYR0yUQoGxJRZ2vUyly4BRkahckMf8ZflcfuOiUx4c\nn8ThNlK9ZOxmSeMh6jT4RCHd1fRM5IwMkAVRQnPxNcTfeHHG+7La9YiiwInOICYxVWC14aLKMQsL\nZsK2bdtwakFJRnmlNc6LR/1UNnXz1MP7EUsqUN79YTp0PkzRbuKvPoe04WJ6Nl7K8R/8Cse65YgD\nAzxf66exJ0yRTUtbU++k9XSiIGAwKLR2DfnJBqMJtKjTDpCjnd0oLjtaqwltJJS2niqf56G2JmVH\n1tE2gMtrJtYfQDaPrUGGlMwi1jVkX+MtsBIKROntDhEORkdokLvHlFgAXFzlZGNFHpvtX6P5QOyM\nCJCnop2SikpJtoxdaBbf8TJqf8ouL/b8E0Qf/UvG+xqNxK0fXIs0DclJ7OVnUW7dSszqpjFs5I3n\nj7NmsJObVFpOsj4ld1J7/GgcLj61sYTvXlnJsgIzBoNCKJhqkjBRgJxtLFSbhcCK1ez67L+x4jff\nYvmvv8XyX92H79qLiLb7CfiDWZ1cIu1++vYexr15qJujfc1iIq2Tt8wL1jehHydAFsSpewRXL8ln\n7QXlKG4HHY88Q7yskjl3Xp9+/2zVINv1Gn5541Dxk81hwGBWOLi7OSODfCZfvyKLFNl0vNHQh8eu\nIxpNYNdJxLpD09JAZ9Ug642o/nYSB3aRbD4xtZ2GgiCICPqpPyNtDgMaSWS9lKSgZOwVqXs2FrO5\nInt9jF4nk4gl+J/f7MSjqulWwKlTyyI1YPrfC0GnRzBbUf3Z7/v4K8+i2XARosuDYDw1jXhKCyxs\nSsbR9oZGvZftuuc49GwY9CE2WXRcct3CtOTlrbhPrr19ORXzs1upZUMxaLAmkqfM4m04OQ3yCKRF\nK0jU1qAG+me8L41OgxhLYERFb1Tw5Fsm5UoxZXq7CchGfvXMcTa09pKIpNoQCwYjmouvoSNhQt/b\nQnz7S3iuuJzgopU4v/I5agylCDo9RUIcp1GDXiPR2tyHdwrZCKtJoXNYF59ALIlWYNr2K9HObrRu\nBzqrGW04RKUrVQxXWuWiqa6LQH+E4EAUm8NAvLd/3AyyrsBDz5sH038LokBplYvD+1oRRDFD/xZp\n60x30Ru1H1nk9uU+5s/Po6szMCvWN28nBI8P1d8+ZhvVyJ9+TnxXyiw9vvMV4q8+N2vHVbv9iHkF\nGK9/Fy2WChSdTNGc1I+fWFJBsq42vZ0j38uygqGqZZ1BQ2iwOLS/JzytokmNTsORa25FU5ppr6X1\nOIl0dNHR0pu18ULrI8/iuXgdkn5I36q4HUTau8bcfiTJSJRIRxe6/OmbzY+HUlFGfPkq9He8+5Ts\n/+2IacSk/LJ3Lqaw1D6pguMzhbluA32RBG6jglYrc+sCN/He0KSa2EwagxEG9f9qZ/uUPqp2d04r\newypDHFRmYPaXc1ZM4t6jTRme+CTmPQyyViS9tpOlo+In7JlUmeK6C3IqkNWVZXE8SOIVQtn/bjD\nufraBaxaV8Kjf9pNzZ7MepJQIIphDCvMS6qc3LxkbPnYW4FGI03LhaKqwEKyc2BCG9q3M2dsgCzo\n9EjVi4nven3G+9IbNWiSSbQJddQMTo1FSXZPz392OBs2bEDt7iSomKlq7mHNecVc/54V9HWHiMUS\nBAeiDCgO1O0vIvoKkTx5XHnLUt7o1HOsU0U1Grk0T2ae24iqqoPV0OMXDw7HYdVlSiyiCZTkDCUW\nbjt6hwVdJETJoAm8Tq/BV2TjteeO4fQYEUUhpUG2mNPjMJLKT3+A2u88QKhh6IExp8rNzlfq00tt\nqqpy5Fs/J9rZjXXp+PY7xYNWYGdCBnkq2ilBoyDY3agjCvXUWBS1tYlk3RFUVSV55ADJxuOzMnkE\nUAd6ESxWlAuvYPVd13HpDQvTD0yxpIJkfW3quD1diLbMIEdvTGWQAfp6Q+NmkLONhd6o0Ncfwdgd\n5OjBdoIDqf2JWgXZZKTnRDtu79gTsLbHnsN7VaY2WDYbURNx4oHRWZyRhBpb0ed7EOVTkwUxzSni\nyIrL8ZVkjtuZrMGdKnn5Fi65bmFGoc+Zfv1VgytqLqMGs03HQotCd0cAl2fqwUJWDbIkgU6PWLUg\naxMhVVVRw6O/58luP+I0A2SAojI7RpOWwrLpTWqMBgViCUiqxNozn1OhYHaJxUy+F4KvkMTOV0nU\njO5SqXb7ESQJ0Tr1Go2poNNrWLi8gBvvXMVzj9Ww540G+nvDPPd4DcExfJAn4u18n8ypdHHe5nJW\nbig95cc6VeNwRhbpnUReuZ7EjpfRrL9wRvsxGRWU/jhyIjnqCxp75E8kGo6jv/tLMzoGpG5CY4GP\na29dTuVg+0O7y4i/LWXdIucXQlMIee35ALjyTNzx8fU01nVT+4SJ1YYkF64rpa8nhACpgsJJkmfX\n0zRoMt7aH6GpL8ICs4w6jS56MJRB9uT5qdCqGdmCxauK+OefdjN/qY9kJIqaTCLqst/45vkVlH7w\nZvbd8w1W/ukHCKLI3EVeTvb9U1WVQ1+5n87nX2f1wz9BYxs/c+7xWXC4jdim0AjiTEH0FZJsaUTM\nH8qmJlubIJkkUV+L2tYMsgZp3mISB3Yjr5rZg0ONxyESBn1qCdTpyQxEBYdrUM/oT/3IjPjR1Rs0\naXvB6WiQAYwmhWhjL4k9TezsC9L6lz3oDQpbrl+Ixu3AkAiNqXNLhCP0vnkQx7rlmecsCCguB9HO\nLmRjAYGjJ6j76R8p/dCtGOdkWjsFjp5AX5pdXjFTzFYdiYSKd5brHXKcXqrcBjSigFUn4/FZOHao\nA1ESMZhmNzOqve2DIIokDuxKvxbf/TrxV54DjYbErtchEcfwvd8g6IZWb9QeP8I0CvROUr00H0++\nJavufyKMOhkV6DIoKO0DGc1Bxmq5PBuIhaVEH/wN8ddfSI2HduhZlGw4hlj81vmPu31mbt66mr/8\nYjsvPV2Lr9CKxaY/ZQ01TgdzF52aRlxvJWdsBhlAXraW+L4d0/JEHo7FrGVDx5uIkXDGEocaixJ7\n+h8w0DfOpyfHtm3bSHb7cZQVpoNjSN0oHa39tLf0Y55TDAYT8uohWxSjWYvdZSCmNRDtTBWutTWn\nvDSnsuxR6DIQCsXY+uBBPvH3w5TYdHj18rQyyIlwhEQojGw1o7WaMMYy+8tXzPdgMCq48szEBpuE\nnDzXbFqhso++i/hAkIZfPwykLIbmL81n/tJ8Dn7ue3S98iarH/pxulHDeIiiwJ2f3HhKlulmm6lq\np0Rf0SgdcrLpBOK8xSTrjpI4vB+pohppwTISB96c8fmp/b0IRnNWyyNBEJBKyknWHR380R2RQTYo\nBANR4vEk4VAso/PeSLKNhcWixRKJIWllbrxzFR/7woXMW+Kj9mAbqtWGQxMn2tnNno99ld0f/jJ7\nPv41Dn7xB3Rt24GpqjStfx+O1uMk0t5FIhzh1Su2kozFeeOdH2egtj5ju9Z/PIP7wvNGfX62MFt0\nSJIwahnyTNbgzgZn+vWXOfR88aIyBEEgL9/CgV3NuDzZZWbjMd5YaDZfkSpAG5RYqP29RH76bcT8\nYsT8YvT/91uI8xaN8gAeazI7FRStPKMidpNWIikKBI068ottnDg2ZA+ayiDPrgYZQLP5Sow/+gNi\n5Xxizz+R8V7yxDHEt8Cvdzh2p5Fb71rDpkuruPb25dz5yY1TljKc6ffJbJHTII+BYLEhFpbNOBAw\nGDXccuKfODrrMmau8VeeA1kzo3aewxnroeT2mulo6ae9uQ93oR3j/X9EtGfak5mtOiKyjsjJAHmK\n8goAt02HTydzz8Zi/viuhdz7jhLEpDqtGevJAj1BENA4bETaOtNeuACSJHLpDQupWugl3jeAxjI6\nQBmJKMss+uEXOPLtnxM4PqQTi3R00fzgk6z6yw9R7Kfe5P/tzskM8nCSTfVIcxcimMxE//F7pEUr\nkBYsI75/FgLkgT4Ey/g/hGLpoMxijKp4g0kh0B9hoC+MyaydVsbJYdFhjCUwDq4ICKJAfrGNzrYB\nYnoTVjFC88NPEe3qxX3xehzrlzNwpI59n75vVPb4JFqPg2hHF317DqEvLmDR9z9H5WfvSgXJh44D\nEOsboP2pl8i/7pIpn/Okr81txFdkO2v8unOkEAWBtcWpZ3RegYXerhDOvOkFyBMhOD2o/lSAHPnd\nfyGXsj9MAAAgAElEQVSv24xy9S0ol92AmF+Ecs27iP7tfwjd929EfvNjYs/8k2RT/YwC5Jli0EjE\nBQHZrqO00kXdkSEZ41gd5WYDQZIQNArKlTcTe/zBjN+sZMPxtzxAhtRv+4Jlp26FKsfMOOOfyvLK\ndcR3vDyjfRg1STTJGNaO2nQ3GFVViT3xIMrVt6LOwIz9JCc1yCMfSr5CK8ePdNDa1IvHZ0FQRmfY\ndHoNMa2BUHtqlt3W1DtluyCdQYNWVan2GOnrDvHsowdpa+6bVgb5pLwCQF+Qh+Ky0/PG3oxtyqrc\nWO36QYu3oezYeFohU2UpJR+4ieM/+V36tUhbJ7p8D5pxivzOZKaqnRILikmeOJbxmtpUj1hQglS1\nAGnuIuTzL0MsKUft6yHZNTP9vNrXA6bxv2tiSUVK3tE9etnWW2Cl+UQPPf7ghAV62cbCOdhhzZ43\n9D1yeoz42wcISnqMyTBtjz5P8fuuJ//6Syi85QoW3Pdpop3d2M9bOuY+U4V6frpf34N9dcpareDm\ny5n7pY/xxo2foG/vIU488BecG1aguE6dLtFXZOPmD6we9frbWVv4VnA2Xb/bawZhtDxpskw0FoLD\nhdrbTXz3GyRq9qK8870Z70sl5Ri+8TM0W65DcHlI1Owh/vK/UvaipwmDItFg0WP0mCitdFF/JPXb\nlkyqhMNx9Fks4mbjeyGWz0PQ6kjU7EVNJonveJnE/l2IJdNvQ366OJvuk5mQ0yBnQV6+jtDXPon6\nvrtTy0s/+w7KTe9DKqmY9D5MyVSG2NZ5FKs9laVKHNyDGo8hr3kHkT8/MCvnmsogZz6UCkrt2BwG\nGo514XSPnWkVBAHJbiPY3DlUoDdFuyCdXkMwEOWJB/dSe6Adp8dE04luNl5SNeXriHR0oTiHggbf\n9ZfQ/NBT2NcsSb/W/OCTWBZWpSzeJpFBPolz/XJqvnL/0LHau9Dmnb5Mx9sNsaIa1d9Osq0ZMS+f\n+N4dxA/uRrnhPchr34EgDq4ICBJS9RISB95E3HDxtI+n9vchWMZfrZBKKog88AOQJERnph2Qr8iK\nv32Ag7tbKKmY3v8xbzBznDfMAcAy6C/bHVdwbN9JuL4J58aV6fcNJQWsfeSnmBdWjrlPrTvlgNG/\n7zC+67ekX8+//hJErcIbN38SUZFZ+8+fTeucp8Jb5Wea4/SgaGWcbtMpq+YXZA2C2ULkp99Ce9e9\nGVrjk4hOT+reXLoGgOQtWxFOcUHaeBgViWN2E/Otelx5JmKxBD3+IFq9jFYrp7v4nQoEQUDetIXo\nn36OGgwg6HRo3/ORKcUMOc4NzvgMsugtQDBbSR6tIbFnO8mOVkJf/9S4huAjMcQH6DHm4wq3otOk\nSsNiTz6EsuV6MBohFMpYjpkOKQ1y56jKYUEQuOia+aw5f864DwXF7SDU0sFAXwRVVadc7KTVabA5\nDZitOj5w7yauvm0poiigTFFiEenoou2fz6L1DGlNfddcROs/nqF3dw0AajLJoa/+mPoH/jIosRjK\nnEykFTJVlzNQcww1kfr/Rdo60brP3gB5qtopQdYgrz2f6GN/IfzDrxH5xQ/Q3XUvYkHJUHA8iLxg\nOYmZyiz6exHM4wfIgrcAzZZrMXz1fgRD5mRI1kh4C63sf7OJqoXjF21kGwu3RUtCgIJhmkdBFHC4\njQQXLCNvywbKPvouJF3m6ot1aXVW9wmt257KIL+xD/vqzM5+3ivOZ/WDP2LVX36IvvD0FJqc69rC\ns+36b966moKS6Wl2JzMWgsONNH8p8mAAPBGi041wipxZJoNhsGW825jqxFdS4aSutnPCJiGz9b3Q\nbLwYsaAE7fvuRv/VHyOveces7Pet5my7T6ZLToM8DtKKdcS3v0Ri/06ULdchKDrU7sn5nALoov10\nYiFgdKGeOEqytYnE4f3IGy5KBR16PYRmKLNQ1TEzyJDqdX/e5vFnr/p8D5G2zsECvVQHvYFDx9l+\n6ydJhCLjfhZShWt3fHw96y+qRKfXYDRrWbyyCOskrdAGjtSx52Nf4cUNtyJoZCrufX/6PUNJPgvu\n+wzbb72HE7/5Gz3b94Gq0vb4C8R6+sYsksqGxmJC47AycKSewLEGIh25DPJI5HdsIf7CUwj5RRju\n+znysrVjbictWEZi/y5UNTXpSxw/MuVjqf29CKYJAmRRRHvj+xDz8sd8v3iOA3eeedpLzFqNhLyh\ngqIRVm6uPBN5ZR4q730/5XffMaV9Kh4nbY8+jy7fjc432uPYXF2OqbJ0WuebI8dIDEZlWl6yk0X7\nno+hfd8nTtn+ZxudLCIKKRs8IK1DHq/N9GwimK3o7roXef6SU/p/yXFmc8ZLLCA1Gwz++90AKNfd\njvDiU6j+NnBOztxfG+lnQDRisltINtaRbGlAc/5laRuYkz3vZ9JdZ/2K5QR+LUyrcxGAodCdyt4O\n6o+j/h5ev+FjJIJhws1tGMuLJ97JCKbSLbDmyz/CWFnMplf/MmaxnPfqzZjml7PrA58n1t1H4buv\nof3JF2n8/T+xrRwyX5+MVsiyoIJ993yDRDCEY/1yDMVjB15nA9PRTkklFRh/+jCCMv4PieBNFX+o\nrU2oGoXQFz+C4Ud/nJL/qdrfm97PdFm6tpjy6ok7MY03Fp+6bPQEsqzKTSw2+ZWi4Wg9TmJdPSz+\n4Rem9flTzbmuLTzXr384kxkLqXzuW3Ams4cgCBgVCddgMFxS4eSZfxygekn+uBnk3Pcik9x4pDhV\n43BWZJBFbyHKZdcjGIyIefmIrjySHW2T/rwc7CUomcBXTLLheMo/dvmQtVOq5332DHKivpZk5/jH\nSxXoTb8owlbqI9nbS1tDD3n5Fhr+5++4LzwP69Jqwi1T66I0HSJtnRS889JxnSRMFSWc99jPyb/p\nMgpuuYLy/3MHtpULKXn/jVM6lnl+Bb079xM83ki4uT2XQR6DiYJjGNSuL1hKYv+bJAa77CWP1kzp\nOOokJBYToTcoeHyz70Ayb7GPRSsKp/VZ09wyKu59P65TaOGWI0eO7Dj0Gnzm1HPMaNJidRh489X6\nU9PFNkeOaXBWBMgAmqtuRf+lHwAguL2ona2T/qzU30VQMqKUzSFx7BDJlgbEYYL9VAY5e1ey2OMP\nEn/xqXGPsefF52fUuah8gY+EVk/7kWbcHiMnfvUQJVtvQpfvJtycvb/8bBFp96N4Jj5/yaBj7uc/\njKHYh/eqzVR/9W4MJUMZ4MlohZwbV1H0nuvQ5Xvofm0PWs/pq7Y+1ZxqDZm0YBnxPW8Q3/06YmEp\nidoDU/r8bATIk+Wt1NNpLCYq7n3/23Z59VzXFp7r1z+cs3UsfnzdXLzDfNHL57lJxJOsv2jswlo4\ne8diuuTGI0VOgzwBgiim29yKLs+UMshqbzcxgw1jVRXJ2oOpgqfhGTqDCcbxQla7Okm2NI17DE2g\nf0a+k2arDmw2pIFeQi+9iqGkAMvCKrQ+zynPIKuJBLGePrSn0O5qOI51y1jwrU9jmjeHWFcPimd6\n7UxzgLx0TUpTv+cNNNe+i0TtwbQmeTK8lQFyjhw5zh2UEUXp522u4LYPrZ31boM5ckyXsyZAHo7g\n8qJOIHkYjtrj54Jb12GvKAKDCamiOnN/E0gskt1+km3jB8iVbseMjdmNBR7c+iT1P/8zJVtvAkDn\n8xBuPrUBctTfg8ZmQZBm3gZzKloh09yUcbsu7+zNIJ9qDZlgsmD42o/Rffo/kBevInnsMIGP3Eji\nyMSZ5OgTD6EO9CN6fKf0HE+S09MNca6Pxbl+/cM5V8ZCFIUJV3TOlbGYLLnxSJHTIE8B0Z03oSb4\nJGoyidrtx1lVjCiKiEVliCMD5AkkFmq3n2RL47iZuWwOFlPBNbeI0mAj0fYu8i5NtaPW5bsJt5xa\niUWk3Y92EvKK2cY8bw6iXotkml5hY44UglaHvHA5gsGIcsMdyCvWEdv2v1m3V1WVyIO/Jvb0P9B/\n6fujrNty5MiRI0eOs52zMkA+2XpzMt7FyYZjCE532lxd99HPIa/elLk/owk1MHYGWQ0F4aTn8kBf\n1uN01B6akQYZQOd10frgExTfeUM6m6vzeYhkkVgE6xppe+KFGR0TBpt1zJLMYSpaIcuiuRhKCt62\nOtHZ4K3WkClX3IhyzW3EX3sBNR4b9X6yp4vob+4nsfMV9F/8PqIr7y07t5yebohzfSzO9esfTm4s\nhsiNRSa58UiR0yBPAUGrQ3B6JlWxn9i7A3nRivTfosM12kDdaILg2BnkVGbYiegtINnSmPU4KQ3y\nzDLIOq8LSael8Larhl7LT0ksGn//CNHO7vTryWiMXVu/wLEf/XZGx4SUg4VyGpp1GMuLWfe/v3rL\nj3u2I7q9iPlFJPbuyHg9cewQwXvfi9rbg/7z30U8jZ22cuTIkSNHjtPJWRkgA2guuprYkw9PuF1i\n306khSvG3UYwGLNmkJOD9m2it5DYtv8lUbM3/Z460Efwcx9ETSYwRYIIzom9YMfDvnYp877ycTTW\nIT9mxWkj1h9g3z3foP2pl9KvH7nvZyCKRFo7Z3RMSHXPm60M8lS1QqLmrLDqzsrp0pBpzttM/OV/\nZbyWPH4Eec070H3ii6dFVpHT0w1xro/FuX79w8mNxRC5scgkNx4pchrkKaLZtIX4vh0kO7MXsKnR\nCInag0jVS8bdl2A0k6jZQ/g/vzl6H91+RLsTcU4Vie0vEX3iwfR7sZf/RfLEMZINdajh0IyL9EyV\npRTdfm3muYkixjlFODetondXqvDKv207zQ8+yfJffpNIR9fkpCbxONHusSUi0dOkQc5x6pDXbCK+\n6zXUcCj9WrK1EdE3PV/hHDly5MiR42zirA2QBYMRzYaLiT3996zbJA7tRSyeM2G2TPQVIRYUE9/5\nyqj3TjYAUS69Ht2n/wO1vSX9XvyFp8BgIrHrNUJGyynT0q576pdUfnYrvW8eINrVy95PfJ1FP/g8\nunwPsslA1N8z4T6a//okr139IdTE6M5kp0uDfC5wusZDsNiQqhZkfKeTrU2I3tMXIOe+G0Oc62Nx\nrl//cHJjMURuLDLJjUeKnAZ5GmguuZbYc09kZMmGM1J/nA3RW4DuM9+AeHzUvtRuP4IjpS0WPT6S\n7a2oqkqi/ihqfw/yeRcQ3/UaEeup8/IVFQ3mBZUEak+w9+6vk3fVBbjOXwOANs9FpG1imUXgcB2B\nI3U0PzTU8CQRjgCDTUJcOS/isw15hMwi2ZLLIOfIkSNHjhxwlgfIoseHNG8R8W1Pj/n+ZPTHJxEE\nAcHuRO3xZ7yebGtGdLhT2xhNIEkw0Ef8hSeRN1yCWFBMsrYG9/zFM7uYCZB0WoxVpYSb2qj6vx9K\nv67zuialQw4cradk603UfvsBktEY8UCI55ZeTbw/QKixFX2Rd1bOM6eZyuR0joe8Yh2JQ3tR+3tR\nEwlUfxvCW+R5PBa578YQ5/pYnOvXP5zcWAyRG4tMcuORIqdBnibKpdenGh6M0OEme7pIdrYjzpk7\n6X0JNidq91CArAb6SRzeh7RgWfo10eMl2dxA/JVn0Wy6JJWRU5OIeflj7XJWqfrch1j2i/9A0g21\n79R63YRbJ/ZJDhxroPC2qzCWF9H4h3/S/dpuYj39DBypI9LuR5f/1tl95XhrEPQG5CWrib34FGpH\nK4LNiaDJdbHKkSNHjhw5zvoAWZy7CEGvJ/ipO4i98GT69cS+nUgLlk6pO5xod5IcFiDHX3sBedHK\nVOb45DaefGJPPoyQX4SYl4/oKwJgf0fXLFzN+LjesRpDaeYS+WQyyMl4nNCJFgylhVR+9i6Ofv+X\ndDyV0vT4t+1Al+eaNTeJnGYqk9M9Hsp17yb6jz8Se+pvp1V/DKd/LN5OnOtjca5f/3ByYzFEbiwy\nyY1HipwGeZoIgoD+s99EueEOYo/9Nd3tLrFvB/LC5VPb1wiJRWzb08jrL8zcxuMj/voLaDZtSf3t\ncINOT8R6elwgtHkuwhNokEMNrWg9TiS9FuvSamzLF3Di1w9jW70Y/3Ovoy859dnvHKcHsaAE7c3v\nJ+nvQLl16+k+nRw5cuTIkeNtwVkfIAMIJgvy+gtRY1GSR2tSRXR7dyItWjm1/QyTWCTbW0i2NCAt\nWZWxjejxgU6f7sYniCKG+x5gzaWXz87FTBGt10XgSD1dr+7Kuk3w6AkM5UXpvys+sxVDST75111M\n9xt7MMxigJzTTGXydhgPzQWXo//kvyMVzzmt5/F2GIu3C+f6WJzr1z+c3FgMkRuLTHLjkSKnQZ4h\ngiCg2XgJ8Zf/RbKxDrTaVDA7lX3YHKg9KalE/JV/oVmzCUHWZGwjVS9Ge8vWdOtqANHpnvH5Txdj\nWRF9u2vYecdns27Ts2M/pqqy9N/meXPY+MqfMVaWosbi6ItzGeQcOXLkyJEjx7nDORMgA0gLlvH/\n27v3qKjL/IHj77kwjjAgVwFBQRRBQDHUKOyiydpF2rS0fpX9bMutdj3Vdrq4W7vVOZ3WXbuczume\nW65ptenupmvlamiaSpICXhBJFAQhcbiN3IRhLr8/+M18B0TNQoaZ+bzO6ZwcBn2ez3y+38/z/c7z\nfR7r9wexHixA8yOWd+tN9f9zkO12O107t6Cdln3We9RRsfhl33zW6+6aK2RIGk32sVysbe3Yuixn\n/bzrdAtVKz9j1MK5PV5XqVT4j+6ek9qfd5BlzlRPEg+FxELh67Hw9f67klgoJBY9STy6yRzkfqAe\nnYjt1A9YvvvmoucfQ/dDenZTA7aKI2C1oh47/hK0sv+p1Gr8goMwN569YUjV3//N8F9kETBm1Fk/\n00dHoB6iY+iomIFophBCCCHEoOBTA2SV1g9NQhK2Y9+jSbnswr/Q+/dDI7A3mzCv/TvaaTMvamc8\nd88V0oUF09XHjnoN2/cQdcvZd8Khe2Cd+PsHCEzuv7mp7o7DYCPxUEgsFL4eC1/vvyuJhUJi0ZPE\no5vMQe4n6qQJqMck9Via7cdS6Yeif/AprCX78Ou1esVgpwsLOWvLaZu5i9P7SwmZOuGcvzf6N3eh\n8ddf6uYJIYQQQgwaPjdA9pt+I0MWPHThN56DdnIWAW+tRR11cdMO3D1XSBcWjLmhqcdrpw+U4j86\nBm1gwIC1w91xGGwkHgqJhcLXY+Hr/XclsVBILHqSeHS7VHHon90fPIg6LAJ+5qoSP+Xus7vpwoIx\n1/e8g9y0ez8hmeluapEQQgghxOCksjt2zhgktmzZQkbGxT9AJ86v7KW/gc1O4pLuzSDsdju7Zz/A\nmEf/l+HXX+3m1gkhhBBCDLzCwkJmzjx72qzPTbHwVb3nIJv2HMTc0EREdpYbWyWEEEIIMfjIAHmA\nuHuukOscZLvVytGX/kb8A/+DSqMZ0Ha4Ow6DjcRDIbFQ+HosfL3/riQWColFTxKPbrIOsvhZugfI\nJux2O4f/+BqoVIz83znubpYQQgghxKAjc5B9RMvhY+x74E/E3pVDzZqNZK5/G78gz3vYUAghhBCi\nv5xrDrLPrWLhq3ThIbRXnKBy+RoyN7wrg2MhhBBCiHOQKRYDxN1zhfxCgjAkJZDx4TKGxkS6rR3u\njsNgI/FQSCwUvh4LX++/K4mFQmLRk8Sjm6yDLH4WtVbLtC0r3d0MIYQQQohBT+YgCyGEEEIInyTr\nIAshhBBCCPEjDNgA2WKx0NzcPFD/3KAjc4W6SRx6kngoJBYKX4+Fr/fflcRCIbHoSeLRbVCtg1xR\nUcGjjz7KokWLKCgoOO9729vbefXVV7n//vvZtGnTT2qkEEIIIYQQA+UnzUFesmQJ2dnZhIeH8847\n7/D222+jVvc91jabzWzbto2jR48SERHB/Pnzz/t3yxxkIYQQQggxEPptHeTW1laMRiO/+MUvABg2\nbBjHjx8nISGhz/frdDpmzZrF6dOnL/afEkIIIYQQYsBd9BSL9vZ2/P39nX8OCAigo6OjXxvljWSu\nUDeJQ08SD4XEQuHrsfD1/ruSWCgkFj1JPLq5ZR3kzz//nFWrVvV4bf78+bS3tzv/3NbWRkBAQL81\nKDg4mMLCwn77+wYLf39/r+zXxZI49CTxUEgsFL4eC1/vvyuJhUJi0ZPEo9vPjUNwcHCfr593gJyT\nk0NOTs5Zr+/Zs4fNmzcTGhrK6dOniY2Ndf7MZrMB9JiT3NbWxpkzZ1CpVGfdge5t8uTJ5++JEEII\nIYQQl9BPekjv6NGjvPrqqwA88MADTJo0yfmzDz74AID77rsPgObmZhYvXozZbAZgyJAhvPnmmwQG\nBv7sxgshhBBCCNHfBt1OekIIIYQQQriT7KQnhBBCCCGECxkgCyGEEEII4UIGyEII4SYWi8XdTXAr\nX++/6JvkhejLQOeF5vnnn39+QP9FL5abm4vFYiEgIACtVovdbkelUrm7WQOuvLyc999/H5PJhF6v\nZ9iwYdhsNp+MBUheOEheKCoqKnj99depqKggICCAsLAwn8oLX+9/bxs2bMBoNBIaGsqQIUPc3Ry3\nkbzoSfKim7vyQh7S6weNjY389a9/xWw2Ex4ejlqt5g9/+IO7m+UWNTU1LFu2jLS0NKxWK8XFxbzx\nxhvubpZbSF4oJC8Up06d4rXXXmPMmDH4+/vz1VdfsWLFCnc3a8D4ev9dnT59mtdeew2TyURERAQt\nLS0sXbrU3c1yC8kLheSFwp15IVMs+kFNTQ1ms5lXX32VxYsXc+rUKerq6tzdrAHj+rWH0WgEYNGi\nRSxcuJDg4GDna75G8kLywsE1FlarFb1ez6JFi7jrrrsIDQ2ltLTUja279Hy9/+fS1NSExWLhpZde\n4umnn+b06dPU1NS4u1kDRvKib5IXgyMvZIrFT2AymaiuriY0NBSAjo4O/Pz8GDt2LOXl5RQXF3P9\n9dfj5+fn5pZeeoWFhVRWVjJy5EgA/Pz8SExMJCoqioMHD3LgwAFycnJ6bBzjrSQvFJIXit6xCAwM\nJD09HY1Gw9KlSzl16hSlpaVERkY6v2nwJr7ef1e9zxHBwcGEhIQQHR3NypUrKS0txWQyMXr0aAwG\ng5tbe2lJXigkLxSDKS9kgHyRvvvuO/785z/T3NxMfHw8BoMBg8FAcnIyfn5+7NixA51OR1ZWlnOO\njDfOs7TZbGzYsIF3330Xu91OeHg4YWFh6PV6IiMjUalU/Pvf/yY2NpbLLrsMo9FIQECAV8YCJC8c\nJC8UvWMRERFBaGgoNpsNf39/NBoNw4cPZ8GCBRw/fpzKykqmTp3qNXHw9f731tc5wm63Ex0djdls\npra2lpycHAoKCqitrSUtLQ2NRuPuZvc7yYueJC+6Dca88N5LskvEZDIxYcIEAgMD2bdvHwBardaZ\nsFVVVaSlpbF9+3aeeOIJrFarV175qtVqYmNjue2224iIiODgwYOYzWZnX+12O21tbURFRfHaa6/x\n2GOP0dra6pWxAMkLB8kLRe9YHDhwwBkLm80GQEJCAm1tbZhMJjQajVcNAny9/731dY5wXCgPGTKE\nnJwc0tLSSExMpKOjA51O5+YWXxqSFz1JXnQbjHkhd5AvoLq6mu3btwMQHh5OTEwM6enptLa2UlVV\nhcFgcD5RefLkSd5//32Kioo4fPgwc+fOZcyYMV7zFO4XX3zBunXraGhoICkpiejoaFJSUujo6KCi\nogK1Ws2IESNQqVScPHmSFStWUFRURFRUFH/6058ICgpydxf6jeSFQvJCcTGx6Ozs5F//+hevv/46\nkZGR/PrXv/b44ufr/Xd1MecIs9nMtm3bePPNNykrK+POO+8kIiLCzT3oP5IXCskLxWDPCxkgn4fR\naOTZZ5/FZrOxceNGhg4dSkJCAkOHDiUgIICKigpOnz7N+PHjUalUNDU1UV5eTnZ2NkuWLCEhIQHA\nKwZBJ0+eZNWqVWRmZvLNN99w6tQpxowZg06nIygoiKqqKpqamhg7dizt7e1YLBbsdjuLFi0iJycH\nvV7v7i70G8kLheSF4mJi0dzcTGBgIFarlRtuuIGbb77Z4+em+3r/XV3sOUKr1VJSUkJMTAxPPfWU\nVw2CJC8UkhcKT8gLGSCfx+HDh2lvb+eJJ54gPDycr7/+mlGjRhESEuKcJ3TkyBE2bdrEz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"text": [ "" ] } ], "prompt_number": 68 }, { "cell_type": "code", "collapsed": false, "input": [ "# Pairwise correlation of forward and backward returns.\n", "corr = returns.corr()\n", "corr" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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backA_2DaybackB_5DaybackD_50DaybackE_100DaybackF_200DaybackG_300Dayforward_30Day
backA_2Day 1.000000 0.595697 0.188921 0.071506 0.162341 0.103689-0.069359
backB_5Day 0.595697 1.000000 0.303945 0.106169 0.209141 0.133395-0.132127
backD_50Day 0.188921 0.303945 1.000000 0.443526 0.299287 0.324473-0.364206
backE_100Day 0.071506 0.106169 0.443526 1.000000 0.116012 0.288164-0.533907
backF_200Day 0.162341 0.209141 0.299287 0.116012 1.000000 0.276626-0.016570
backG_300Day 0.103689 0.133395 0.324473 0.288164 0.276626 1.000000 0.135996
forward_30Day-0.069359-0.132127-0.364206-0.533907-0.016570 0.135996 1.000000
\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 69, "text": [ " backA_2Day backB_5Day backD_50Day backE_100Day \\\n", "backA_2Day 1.000000 0.595697 0.188921 0.071506 \n", "backB_5Day 0.595697 1.000000 0.303945 0.106169 \n", "backD_50Day 0.188921 0.303945 1.000000 0.443526 \n", "backE_100Day 0.071506 0.106169 0.443526 1.000000 \n", "backF_200Day 0.162341 0.209141 0.299287 0.116012 \n", "backG_300Day 0.103689 0.133395 0.324473 0.288164 \n", "forward_30Day -0.069359 -0.132127 -0.364206 -0.533907 \n", "\n", " backF_200Day backG_300Day forward_30Day \n", "backA_2Day 0.162341 0.103689 -0.069359 \n", "backB_5Day 0.209141 0.133395 -0.132127 \n", "backD_50Day 0.299287 0.324473 -0.364206 \n", "backE_100Day 0.116012 0.288164 -0.533907 \n", "backF_200Day 1.000000 0.276626 -0.016570 \n", "backG_300Day 0.276626 1.000000 0.135996 \n", "forward_30Day -0.016570 0.135996 1.000000 " ] } ], "prompt_number": 69 }, { "cell_type": "code", "collapsed": false, "input": [ "corr.ix['forward_30Day',:-1].plot(kind='bar', position=.5, xlim=(-1, 6))\n", "plt.gcf().set_size_inches(9, 6)" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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cOdPvSw9pzDvayAdIDa4tG/n44/tOSFVVlQoKClRaWqqNGzcqFot5nrt3717t3LlTX/3q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\nr75a2dnZamlpMX9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"text": [ "" ] } ], "prompt_number": 70 }, { "cell_type": "markdown", "metadata": {}, "source": [ "# Example: Investigating a Pair Trade for Pepsi and Coca-Cola\n", "Here we show how to load data for two securities, graph the data, and compute correlation of returns and volatility for each security over the specified period." ] }, { "cell_type": "code", "collapsed": false, "input": [ "# Load data for Pepsi and Coca-Cola from Yahoo.\n", "symbols = [\n", " 'PEP',\n", " 'KO',\n", "]\n", "cola_data = get_data_yahoo(['PEP', 'KO'], adjust_price=True)\n", "cola_data" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 71, "text": [ "\n", "Dimensions: 6 (items) x 1186 (major_axis) x 2 (minor_axis)\n", "Items axis: Open to Adj_Ratio\n", "Major_axis axis: 2010-01-04 00:00:00 to 2014-09-18 00:00:00\n", "Minor_axis axis: KO to PEP" ] } ], "prompt_number": 71 }, { "cell_type": "code", "collapsed": false, "input": [ "# Compute the 1-day forward log returns for both securities' close prices.\n", "closes = cola_data['Close']\n", "yesterday_closes = cola_data['Close'].shift(1)\n", "cola_log_returns = (closes / yesterday_closes).apply(np.log)\n", "cola_raw_returns = closes.pct_change(1)\n", "\n", "# Look at the data we just calculated by throwing it into a Panel and\n", "# pulling out just the DataFrame or Kola.\n", "pd.Panel({\n", " 'closes' : closes,\n", " 'prev_closes': yesterday_closes,\n", " 'log_returns': cola_log_returns,\n", " 'raw_returns': cola_raw_returns,\n", "}).loc[:,:,'KO']" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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closeslog_returnsprev_closesraw_returns
Date
2010-01-04 24.84 NaN NaN NaN
2010-01-05 24.54-0.012151 24.84-0.012077
2010-01-06 24.53-0.000408 24.54-0.000407
2010-01-07 24.47-0.002449 24.53-0.002446
2010-01-08 24.02-0.018561 24.47-0.018390
2010-01-11 24.50 0.019786 24.02 0.019983
2010-01-12 24.77 0.010960 24.50 0.011020
...............
2014-09-10 41.86 0.005269 41.64 0.005283
2014-09-11 41.95 0.002148 41.86 0.002150
2014-09-12 41.46-0.011749 41.95-0.011681
2014-09-15 41.50 0.000964 41.46 0.000965
2014-09-16 41.64 0.003368 41.50 0.003373
2014-09-17 41.61-0.000721 41.64-0.000720
2014-09-18 41.79 0.004317 41.61 0.004326
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1186 rows \u00d7 4 columns

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" ], "metadata": {}, "output_type": "pyout", "prompt_number": 72, "text": [ " closes log_returns prev_closes raw_returns\n", "Date \n", "2010-01-04 24.84 NaN NaN NaN\n", "2010-01-05 24.54 -0.012151 24.84 -0.012077\n", "2010-01-06 24.53 -0.000408 24.54 -0.000407\n", "2010-01-07 24.47 -0.002449 24.53 -0.002446\n", "2010-01-08 24.02 -0.018561 24.47 -0.018390\n", "2010-01-11 24.50 0.019786 24.02 0.019983\n", "2010-01-12 24.77 0.010960 24.50 0.011020\n", "... ... ... ... ...\n", "2014-09-10 41.86 0.005269 41.64 0.005283\n", "2014-09-11 41.95 0.002148 41.86 0.002150\n", "2014-09-12 41.46 -0.011749 41.95 -0.011681\n", "2014-09-15 41.50 0.000964 41.46 0.000965\n", "2014-09-16 41.64 0.003368 41.50 0.003373\n", "2014-09-17 41.61 -0.000721 41.64 -0.000720\n", "2014-09-18 41.79 0.004317 41.61 0.004326\n", "\n", "[1186 rows x 4 columns]" ] } ], "prompt_number": 72 }, { "cell_type": "code", "collapsed": false, "input": [ "# Pull the standard returns and the log returns into a single DataFrame using DataFrame.join.\n", "closes.join(cola_log_returns, rsuffix='_lr')\\\n", " .join(cola_raw_returns, rsuffix='_rr')\\\n", " .dropna(how='any')" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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KOPEPKO_lrPEP_lrKO_rrPEP_rr
Date
2010-01-05 24.54 53.80-0.012151 0.011967-0.012077 0.012039
2010-01-06 24.53 53.26-0.000408-0.010088-0.000407-0.010037
2010-01-07 24.47 52.93-0.002449-0.006215-0.002446-0.006196
2010-01-08 24.02 52.75-0.018561-0.003407-0.018390-0.003401
2010-01-11 24.50 52.69 0.019786-0.001138 0.019983-0.001137
2010-01-12 24.77 53.43 0.010960 0.013947 0.011020 0.014044
2010-01-13 24.84 53.86 0.002822 0.008016 0.002826 0.008048
.....................
2014-09-10 41.86 91.79 0.005269 0.004039 0.005283 0.004047
2014-09-11 41.95 91.65 0.002148-0.001526 0.002150-0.001525
2014-09-12 41.46 90.87-0.011749-0.008547-0.011681-0.008511
2014-09-15 41.50 91.20 0.000964 0.003625 0.000965 0.003632
2014-09-16 41.64 92.57 0.003368 0.014910 0.003373 0.015022
2014-09-17 41.61 92.85-0.000721 0.003020-0.000720 0.003025
2014-09-18 41.79 93.37 0.004317 0.005585 0.004326 0.005600
\n", "

1185 rows \u00d7 6 columns

\n", "
" ], "metadata": {}, "output_type": "pyout", "prompt_number": 73, "text": [ " KO PEP KO_lr PEP_lr KO_rr PEP_rr\n", "Date \n", "2010-01-05 24.54 53.80 -0.012151 0.011967 -0.012077 0.012039\n", "2010-01-06 24.53 53.26 -0.000408 -0.010088 -0.000407 -0.010037\n", "2010-01-07 24.47 52.93 -0.002449 -0.006215 -0.002446 -0.006196\n", "2010-01-08 24.02 52.75 -0.018561 -0.003407 -0.018390 -0.003401\n", "2010-01-11 24.50 52.69 0.019786 -0.001138 0.019983 -0.001137\n", "2010-01-12 24.77 53.43 0.010960 0.013947 0.011020 0.014044\n", "2010-01-13 24.84 53.86 0.002822 0.008016 0.002826 0.008048\n", "... ... ... ... ... ... ...\n", "2014-09-10 41.86 91.79 0.005269 0.004039 0.005283 0.004047\n", "2014-09-11 41.95 91.65 0.002148 -0.001526 0.002150 -0.001525\n", "2014-09-12 41.46 90.87 -0.011749 -0.008547 -0.011681 -0.008511\n", "2014-09-15 41.50 91.20 0.000964 0.003625 0.000965 0.003632\n", "2014-09-16 41.64 92.57 0.003368 0.014910 0.003373 0.015022\n", "2014-09-17 41.61 92.85 -0.000721 0.003020 -0.000720 0.003025\n", "2014-09-18 41.79 93.37 0.004317 0.005585 0.004326 0.005600\n", "\n", "[1185 rows x 6 columns]" ] } ], "prompt_number": 73 }, { "cell_type": "code", "collapsed": false, "input": [ "# Create a figure with three 'slots' for subplots.\n", "fig = plt.figure()\n", "# 311 here means \"Put the subplot in the 1st slot of a 3 x 1 grid.\n", "# 312 and 313 tell matplotlib to place the subsequent plots in the 2nd and 3rd slot\n", "price_subplot = fig.add_subplot('311', xlabel='Date', ylabel='Price')\n", "return_subplot_pep = fig.add_subplot('312', xlabel='Date', ylabel='PEP Log Returns')\n", "return_subplot_ko = fig.add_subplot('313', xlabel='Date', ylabel='KO Log Returns')\n", "\n", "cola_data['Close'].plot(ax=price_subplot, color=['purple', 'red'])\n", "cola_log_returns['PEP'].plot(ax=return_subplot_pep, color='red')\n", "cola_log_returns['KO'].plot(ax=return_subplot_ko, color='purple')\n", "\n", "# Set the size of the whole plot array. gcf stands for `get_current_figure`.\n", "plt.gcf().set_size_inches(14, 10)" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "display_data", "png": 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Mn3+O+9VXNT2//F5qVz5dONSnMJdPbQuX+hSG8oXk26QPfr+ftLQ0YmNjcTqd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WR4ec50G0Yi0X255QFkMB02YouyrwZPP0A9pYGS/3AUGUySS4QpHf/KTU0pjQxuHLmUFe+vPkyS\nIH+kvhpMum5X0HtCA9h7q3z+uaVYHUHy/eUvrnuBK9H1n/vlL5PPhoG8qVMH9Dwf7ZRkMPUlhynT\nvCTThFFYCLmhoWf36gN5Pv4Y6sqVVs5yKqJyW2puPgyjskhZvx55tEhOOpJqa5Fz0UXkg5vzNxpF\nzsKFkOrqyGcmF3u4tyrbt/c6fyfryivheeWVXp2bMWlanyD8UkdH9+idzk57+kk/7unsunJvc5hY\nhCoUsn8fCiH485/D89ZbJE/J5RmlcDizKGt9PfJOPTXtMRkBPaew5o5HORUMHQrfkiVpj5E6Oy3l\niE6yR+zX4qRo1H6OeK3m5m6hM33GkfcSkscLK6QTLF1dyflbTqHFNvf+guT1IVG+vLycVDns50IU\nTmJKcq9z29hc9YdxmGlxgrY2qB9/nPS974knyJxRKigshPf557/YOUyMP5yRG9OE8tln5LMwr1Jz\nc+qkbeawEHnBUfRBnEvfQw/Zx+Cg/NGjobBS5YzcIHluG0Njo/1c0+TvVt65E/LOnZB6CckbKJSK\nL31Ll6aX0ymo15j6VNdLJDJXPp3eXE0jSvVhcoJ8IXKYehFJYBA5U1F6LsOp7FZXr0bByJH861Rz\nqX70EZSqKhgjRlhK/eEgXYfc2tp9RTJmMB1mR2W6NSLOpRQK8cJWbnuMsnkzkWlOfaan+kgfDBLv\n8uXw/uMfvTo3Y9J1wrs95Hdekj2DKIvU0WGft/50gvYUktfZCa+oq6eC5NH9zfPmm0R2uqxnqbOT\nOBq744kMdM+MtZyamhqsWbMGmqZh9+7dmZ424EjZsCHt71JHh6UQ0wkO/vrXAADvkiXIPe002/E8\nlO2ihEitrT3uCN5T6rZxbTeKbLoNQ3LJYUoVYeoPeBmAPhsRBaWl8D7zTP+MBaSUaVIom73T3hpM\nfax0ZqN0Qs00EbjlFgCA/w9/QM5Xv5p0iP+BB6A4PPOet97qsWDOtKrcgCJHlTx5zx7knnsu+Sw8\nj9zUZG3aDkpX9MHt/apOY8h5vc5OqI7kXjHClAoSBACeN96A/89/5p+Vzz9H9re/DQDInTcPufPm\nEcUgkegd7x3KyIdp9snR0ROcuvfJJwmMxzSRP3Zs/3rXE4nMlQKRZ1paLKXCoRTI+/ahoLCw34Z4\nWMg0M6pelQkFr7nG5tRhJDU1oWDIkB5dSwqHYbK+j6raa0heKjiZk3JoiWbzuOMOa4QJhkF4qjuD\n6Qg5ujJdq1I4zJEApjDWwM9+BvXdd7msZHoYN/x6U8yjLzlmh3D/U9avJ0ahaXKjqaCwkLzj/fvh\n/b//6354HR3dyvwkSF5/OsOZbMtwjpWdO+F/5JHk850RJsHhlTbCBHS71jNxGmS0WlatWoUDBw6g\ntrYWqqpidT8JwsNF4qT6nn029QZpGOSFpshR8XzwAZSdO+3XpuUK3SJMmUDy+oojd0bDkgfRzSvu\npqx4pgZTv0V1+gBTY3PZn1XAPCtXwuOoFCP1NYeJLf5DbEyjq4uU4jSMJAU7++tfh3fpUkgNDUm/\neV95BfNzc3t2r6MwwiQ5I0wpNnGppSV1hMnFYGLfsWipuMYzqkbl5KsMc5jkffvs8L1wmEeSJV0n\nzhG23ntTme0QGky+Bx+E//77uz0ulbyUOjoyVsKyfvIT+O++29oH2JxFIpC7gzClIam2FpKmEbmf\nyfG6Dm3GDGjTphE4YQqDSepN7otpdiufDmUOk1xb2z8J44YB7yuvuLaa6E1Ohw2S14uiD6nWX3dz\naYwY0bv32FsyDEitrTCF/pkiBf73f8kfR8pgSgNnFOdSikSs9SmM1f+3v8H35JNQ1q8nkUK25liu\nTA9llaRphJ8ceoz66ackB6bbC/QjfO3gQWsviseRe/bZVvsYh36qbtoE7/PPp7wWm0upo6PbaGqS\nwdSfjt0eQiWltjb7fVmESTSYYjHbfic3NbkjL5ic6G6tZwCxzWi1HDhwAPPmzeMNZbOYh+ZoIQfD\ne95/3/04aol2a4QIxKvLuEy21NLSJ4hZRhSNkg0ghYAw3QSiKBRSPSNTsLpjcEeVPKmuztUbmCll\nMl/+O+9MKyQyuYa6ciWCP/hBZoNyGoP9ZDD1pPpi9je+Ae9zz6X8PcelSZ8kQMOcc+L54AP4H3+c\nbBQu89XjvgVHk8HEyMH7tnlgG2A4TORBqgiTS5U8LsSdBnEsllmejYPfmGEn79mTFpIn79lj5ymm\nBIjX6ktltkMIdVV27CCKQi9JCoUyys3i8towIO/dS76jcxb4wx+QN29er8fAogk9geSZ2dkwxo+H\nUl1tvRvnO+vFHuL/zW+QP3p0j8/rL5L27yfP0UenkNTcTHidyjJl/Xpkf+tb9oN6kg8oGkyy3Osq\neameS66ocN1XjOOOO6xFH2AYROlMIZf9TzxB/jhSyIAMHTZSJEL43zBc0wHU9euhnXaaZVD3NsKk\naeTdOmRIzqJF8D/wQPfn9+P+l3/iiQjSpsgsOsJyf0QEFDSN7E/d6RFdXeSY7iB5DoNJSoNm6Cnx\na2W43qS2Ntsex88X9GwbnNo0iWxPF2Hq7vkz0McyestKbzrzDiByWtZGQYH7ccywcoO5maarcGFh\n9iQFJBIhitYhzmGSYjGYWVmcueTt2+0biNtCdoP4OImN2yl4HNeTHGHb/ClTkHXttRmPP4mcSmxr\naxKmX963z1Wh53OZgYLhWb4cvhdf7NUQpT4WfeCKUQ8UIc/778Pzz3+m/F3duDH5S8aTiYSrsJBr\na8kfLgJxZzfQMU6Ml1zWhrJxY7dQImn/fhLlOhLkLPogrgv6PDxC0wNInjPCxPhS2bnTWi/plDzn\nb3SceTNnpi36oOzZYxf6mpYMM2FRjH6KMOWeempGkJDuSK6tTYJbuFEqeZlRhKmrC3mzZpHjdZ0b\nTPx9CY41uaYm5WW8zz7rmo/C94JMIXm6DigK9HHj0kaYeqOwqJs2dfuOD2UOk0yN3942qky6Dp0D\nz2uvwfPOO+THHiphAIiiHggAAExV7TmUnMluukZ9f/kLAGsu5f374XvxReQL+U0AYIwcmdZg6m25\nZe+yZe57OI0wwS3CJPLFETKY0q1VG18KkRan7iG3tEBuaIA2dy53hPQakpcGMpZR0+EM5lHZvBn5\nxx3HP3tefRXqhx+6HivTpvZsPIw/pM5OW46s1NmZVt8pLy+3nikDSJ5NV2Zz0h/5bT18L1J7u2u0\nS9SZbHC81tbUDn42h91VAOyvCFM0GkWCDjSRSPR7I9tDTk5GoQLTSWyjclWCUjAbW6jZV15p29i4\nADzEESYpGoWZnc0ZJefrX7cUAcB1IdtgO6kMJubVPnCAGGGprufWuLYv1d8codu8KVOQ/d3v2g6R\nQqH0m2Qmc+7393aEXLF2ChJ5+3aobDNPR72IMJEbuCzXNIKaKUxSIuEK/+OKmct8eTNMgM264oqU\nY1My6A/lv/9++IScM+/zz8P3pz9ldO++khOS5xZh4htxDyB5UlcXTJ8P/j/9CYHbb+ff29ZRGoMp\naU2KfJIOkrd3r+1YSdc5zITnmDkjTJqWGc+K9xZIqaqC+sknmZ2fhuTa2j4VYMjEYJLCYRs8gxs4\nznfb0YHcuXPt38ViXNHMuu46UizFZQwAMobkQdcBWYZRWpqZwdSTCF8fPd5SbS3kHTt6fT6rFNjr\nMsJsHMwwZTJXXLPs7zRy1PPWW7bkcUnTYLImmL2B5Om6LV/T97e/2cfLUCoOnjLTQPKklhbkT5jQ\ns3HQsQR/9CPXqLVkGKTog4vBZMulEvjkcOahZmSEQIgOxONJe52ycSO0adNgZmcno4J6qINwJ6bb\nvpcJj2RoMIn8q5aXw/uvf7lfjvE000npOpI6O21Fp6TOzm4jI/yZhDlR1q9PKqGd1LiWPbdopPQW\nBdBD40tqa7PPO/tb1LEFBxt3oKeD5AnPXzBkSFKUMxOezEiqnnvuuXjmmWdQWVmJf/3rXzjnnHMy\nOW3gkHMSUxk/zBJlDCmel+IcWYh0iCWeZcbg3Sjv/dGHyczOthiytbV7D5LIGKy07amnQlm3zjqN\njjt4++3IE5WHVDlMwkIzR4zoxYPQy1OlJ+v73yefu7qS8j6kUCh5XmMxlNGCHJIYHUsFVeyJweSE\nSKUotOF99VV4X3ih++uxd9VTYzrDSG/g9tshV1TYIHnpjEi3cYzPz89sSEypcuOzDDzjyu7dNoUn\ncPvtCN5xR+oTQqFue5t1S+x9Ooo+uI03HeQWEAwPkUe6usiaBOB79FG+xpXKShiZ5IY5eDajxrXR\nKOlD4YTk6ToZO3s/TKbRcasrViDHCXFKQSm98SnyJDImw4C8f789wpSiUlzKHKZMIHni78wDD1j8\nx/rl1NaSeRSe1/fYY/amiE7jRYSP9KTog6LAGDuWFF5JVQlKjBSnIam5mcOhXaHYDkq39+QsWoS8\nOXO6vUYq4pGhPhpM3PByKaTC1kU6hTFw883I+ulPrS8SCYAZTG5lxaNReF56KfWADMPmcJX37QMS\nCStXJAXfGscdB6Wy0r1YhIP/1JUr04+BktTWBsk03R1Tuk5ymFz2jFTV+pKad2dInjfe6JmzwzTh\nefPNlD8n5TCBvmMnuiUeh5mfT+QP44veRphSwGGBXuzT7Lz6enhEg8jxLqRo1N5DSiSWi8UMcAbJ\nEyNMmkZ+T7PPlpWVWYEA4Tmyrr+elNAW37kzh8nFYMqbPTvzcvoCcV06035IKXKYbOtf4Lmkoh/i\nvZ05TKki0/0FySssLMT3vvc93Hzzzfj6178On8+XyWkDhpI8tilemtTRATMnxxWSZ3sRojdZbPhG\nmdu7ZInV5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oUsoyORsP5OB/dsbYV84EDKnJjcL38ZgfvvJxAhWYaycSMvkS9CzNSVK5H9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\nNWxuYHON1rilNVjQvk0Nh95OL5z1zoTziPOsExOvnIg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abPrWJt11RJ/Icm21Y6/hkwYA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\nP+BHIdr50m63480330RDQwNWrlyJg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"text": [ "" ] } ], "prompt_number": 74 }, { "cell_type": "code", "collapsed": false, "input": [ "# Compute the correlation of our log returns\n", "correlation = (cola_log_returns['PEP']).corr(cola_log_returns['KO'])\n", "correlation" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 75, "text": [ "0.60912363471867426" ] } ], "prompt_number": 75 }, { "cell_type": "code", "collapsed": false, "input": [ "# Compute column-wise standard deviation of daily returns and divide by\n", "# 1 / sqrt(252) to get annualized volatility.\n", "volatility = cola_log_returns.std() * np.sqrt(252)\n", "volatility" ], "language": "python", "metadata": {}, "outputs": [ { "metadata": {}, "output_type": "pyout", "prompt_number": 76, "text": [ "KO 0.151500\n", "PEP 0.140033\n", "dtype: float64" ] } ], "prompt_number": 76 }, { "cell_type": "markdown", "metadata": {}, "source": [ "###More Advanced Topics:\n", "* [Hierarchical Indexing](http://pandas.pydata.org/pandas-docs/stable/indexing.html#hierarchical-indexing-multiindex)\n", "* [Groupby Operations](http://pandas.pydata.org/pandas-docs/stable/groupby.html)\n", "* [SQL-Style Joins](http://pandas.pydata.org/pandas-docs/stable/merging.html)\n", "* [IO Tools](http://pandas.pydata.org/pandas-docs/stable/io.html)" ] } ], "metadata": {} } ] }