diff --git a/cookbook/A quick tour of IPython Notebook.ipynb b/cookbook/A quick tour of IPython Notebook.ipynb index 0df81d766..ad72d3716 100644 --- a/cookbook/A quick tour of IPython Notebook.ipynb +++ b/cookbook/A quick tour of IPython Notebook.ipynb @@ -1 +1,313 @@ -{"nbformat": 4, "metadata": {"orig_nbformat": 3}, "cells": [{"source": "# A quick tour of IPython Notebook", "cell_type": "markdown", "metadata": {}}, {"source": "This tour will work a little better in interactive mode, so it'll be better if you get IPython notebook installed and running. You can start it from a terminal by running\n\n`ipython notebook`", "cell_type": "markdown", "metadata": {}}, {"source": "First, we need to explain how to run cells. Try to run the cell below!", "cell_type": "markdown", "metadata": {}}, {"cell_type": "code", "execution_count": null, "outputs": [], "source": "import pandas as pd\n\nprint \"Hi! This is a cell. Press the \u25b6 button above to run it\"", "metadata": {"collapsed": false, "trusted": false}}, {"source": "You can also run a cell with Ctrl+Enter or Shift+Enter. Experiment a bit with that.", "cell_type": "markdown", "metadata": {}}, {"source": "One of the most useful things about IPython notebook is its tab completion. \n\nTry this: click just after read_csv( in the cell below and press Shift+Tab (or Tab if you're using IPython 1.x) 4 times, slowly", "cell_type": "markdown", "metadata": {}}, {"cell_type": "code", "execution_count": null, "outputs": [], "source": "pd.read_csv(", "metadata": {"collapsed": false, "trusted": false}}, {"source": "After the first time, you should see this:\n
\n\n
\n\nAfter the second time:\n
\n\n
\n\nAfter the fourth time, a big help box should pop up at the bottom of the screen, with the full documentation for the `read_csv` function:\n
\n\n
", "cell_type": "markdown", "metadata": {}}, {"source": "I find this amazingly useful. I think of this as \"the more confused I am, the more times I should press Shift+Tab\". Nothing bad will happen if you tab complete 12 times.\n\nOkay, let's try tab completion for function names!", "cell_type": "markdown", "metadata": {}}, {"cell_type": "code", "execution_count": null, "outputs": [], "source": "pd.r", "metadata": {"collapsed": false, "trusted": false}}, {"source": "You should see this:\n\n
\n\n
", "cell_type": "markdown", "metadata": {}}, {"source": "# Writing code", "cell_type": "markdown", "metadata": {}}, {"source": "Writing code in the notebook is pretty normal.", "cell_type": "markdown", "metadata": {}}, {"cell_type": "code", "execution_count": 1, "outputs": [], "source": "def print_10_nums():\n for i in range(10):\n print i,", "metadata": {"collapsed": false, "trusted": false}}, {"cell_type": "code", "execution_count": 2, "outputs": [{"output_type": "stream", "name": "stdout", "text": "0 1 2 3 4 5 6 7 8 9\n"}], "source": "print_10_nums()", "metadata": {"collapsed": false, "trusted": false}}, {"source": "# Saving", "cell_type": "markdown", "metadata": {}}, {"source": "As of the latest stable version, the notebook autosaves. You should use the latest stable version. Really.", "cell_type": "markdown", "metadata": {}}, {"source": "# Magic functions", "cell_type": "markdown", "metadata": {}}, {"source": "IPython has all kinds of magic functions. Here's an example of comparing `sum()` with a list comprehension to a generator comprehension using the `%time` magic.", "cell_type": "markdown", "metadata": {}}, {"cell_type": "code", "execution_count": 3, "outputs": [{"output_type": "stream", "name": "stdout", "text": "CPU times: user 24 ms, sys: 4 ms, total: 28 ms\nWall time: 27.4 ms\n"}, {"execution_count": 3, "output_type": "execute_result", "data": {"text/plain": "4999950000"}, "metadata": {}}], "source": "%time sum([x for x in range(100000)])", "metadata": {"collapsed": false, "trusted": false}}, {"cell_type": "code", "execution_count": 4, "outputs": [{"output_type": "stream", "name": "stdout", "text": "CPU times: user 8 ms, sys: 0 ns, total: 8 ms\nWall time: 8.11 ms\n"}, {"execution_count": 4, "output_type": "execute_result", "data": {"text/plain": "4999950000"}, "metadata": {}}], "source": "%time sum(x for x in range(100000))", "metadata": {"collapsed": false, "trusted": false}}, {"source": "The magics I use most are `%time` and `%prun` for profiling. You can run `%magic` to get a list of all of them, and `%quickref` for a reference sheet.", "cell_type": "markdown", "metadata": {}}, {"cell_type": "code", "execution_count": 5, "outputs": [], "source": "%quickref", "metadata": {"collapsed": false, "trusted": false}}, {"source": "You can also do nutty things like run Perl code in the notebook with cell magics. This is especially cool for things like Cython code, where you can try out Cython really fast with the `%%cython` magic (you'll need to install it).", "cell_type": "markdown", "metadata": {}}, {"cell_type": "code", "execution_count": 6, "outputs": [{"output_type": "stream", "name": "stdout", "text": "whoa, perl!"}], "source": "%%perl\n\n$_ = \"whoa, python!\";\ns/python/perl/;\nprint", "metadata": {"collapsed": false, "trusted": false}}, {"source": "That's it for now!", "cell_type": "markdown", "metadata": {}}, {"source": "\n", + "\n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + " \n", + "
Berri 1Brébeuf (données non disponibles)Côte-Sainte-CatherineMaisonneuve 1Maisonneuve 2du ParcPierre-DupuyRachel1St-Urbain (données non disponibles)
Date
2012-01-0135NaN03851261016NaN
2012-01-0283NaN16815353643NaN
2012-01-03135NaN210424889358NaN
\n", + "" + ], + "text/plain": [ + " Berri 1 Brébeuf (données non disponibles) Côte-Sainte-Catherine \\\n", + "Date \n", + "2012-01-01 35 NaN 0 \n", + "2012-01-02 83 NaN 1 \n", + "2012-01-03 135 NaN 2 \n", + "\n", + " Maisonneuve 1 Maisonneuve 2 du Parc Pierre-Dupuy Rachel1 \\\n", + "Date \n", + "2012-01-01 38 51 26 10 16 \n", + "2012-01-02 68 153 53 6 43 \n", + "2012-01-03 104 248 89 3 58 \n", + "\n", + " St-Urbain (données non disponibles) \n", + "Date \n", + "2012-01-01 NaN \n", + "2012-01-02 NaN \n", + "2012-01-03 NaN " + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fixed_df = pd.read_csv('../data/bikes.csv', sep=';', encoding='latin1', parse_dates=['Date'], dayfirst=True, index_col='Date')\n", + "fixed_df[:3]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 1.2 Selecting a column" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "When you read a CSV, you get a kind of object called a `DataFrame`, which is made up of rows and columns. You get columns out of a DataFrame the same way you get elements out of a dictionary.\n", + "\n", + "Here's an example:" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Date\n", + "2012-01-01 35\n", + "2012-01-02 83\n", + "2012-01-03 135\n", + "2012-01-04 144\n", + "2012-01-05 197\n", + "2012-01-06 146\n", + "2012-01-07 98\n", + "2012-01-08 95\n", + "2012-01-09 244\n", + "2012-01-10 397\n", + "2012-01-11 273\n", + "2012-01-12 157\n", + "2012-01-13 75\n", + "2012-01-14 32\n", + "2012-01-15 54\n", + "2012-01-16 168\n", + "2012-01-17 155\n", + "2012-01-18 139\n", + "2012-01-19 191\n", + "2012-01-20 161\n", + "2012-01-21 53\n", + "2012-01-22 71\n", + "2012-01-23 210\n", + "2012-01-24 299\n", + "2012-01-25 334\n", + "2012-01-26 306\n", + "2012-01-27 91\n", + "2012-01-28 80\n", + "2012-01-29 87\n", + "2012-01-30 219\n", + " ... \n", + "2012-10-07 1580\n", + "2012-10-08 1854\n", + "2012-10-09 4787\n", + "2012-10-10 3115\n", + "2012-10-11 3746\n", + "2012-10-12 3169\n", + "2012-10-13 1783\n", + "2012-10-14 587\n", + "2012-10-15 3292\n", + "2012-10-16 3739\n", + "2012-10-17 4098\n", + "2012-10-18 4671\n", + "2012-10-19 1313\n", + "2012-10-20 2011\n", + "2012-10-21 1277\n", + "2012-10-22 3650\n", + "2012-10-23 4177\n", + "2012-10-24 3744\n", + "2012-10-25 3735\n", + "2012-10-26 4290\n", + "2012-10-27 1857\n", + "2012-10-28 1310\n", + "2012-10-29 2919\n", + "2012-10-30 2887\n", + "2012-10-31 2634\n", + "2012-11-01 2405\n", + "2012-11-02 1582\n", + "2012-11-03 844\n", + "2012-11-04 966\n", + "2012-11-05 2247\n", + "Name: Berri 1, Length: 310, dtype: int64" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "fixed_df['Berri 1']" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 1.3 Plotting a column" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Just add `.plot()` to the end! How could it be easier? =)\n", + "\n", + "We can see that, unsurprisingly, not many people are biking in January, February, and March, " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fixed_df['Berri 1'].plot(figsize=(15,10))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can also plot all the columns just as easily. We'll make it a little bigger, too.\n", + "You can see that it's more squished together, but all the bike paths behave basically the same -- if it's a bad day for cyclists, it's a bad day everywhere." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fixed_df.plot(figsize=(15, 10))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 1.4 Putting all that together" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here's the code we needed to write do draw that graph, all together:" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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Unique KeyCreated DateClosed DateAgencyAgency NameComplaint TypeDescriptorLocation TypeIncident ZipIncident Address...Bridge Highway NameBridge Highway DirectionRoad RampBridge Highway SegmentGarage Lot NameFerry DirectionFerry Terminal NameLatitudeLongitudeLocation
02658965110/31/2013 02:08:41 AMNaNNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk1143290-03 169 STREET...NaNNaNNaNNaNNaNNaNNaN40.708275-73.791604(40.70827532593202, -73.79160395779721)
12659369810/31/2013 02:01:04 AMNaNNYPDNew York City Police DepartmentIllegal ParkingCommercial Overnight ParkingStreet/Sidewalk1137858 AVENUE...NaNNaNNaNNaNNaNNaNNaN40.721041-73.909453(40.721040535628305, -73.90945306791765)
22659413910/31/2013 02:00:24 AM10/31/2013 02:40:32 AMNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant100324060 BROADWAY...NaNNaNNaNNaNNaNNaNNaN40.843330-73.939144(40.84332975466513, -73.93914371913482)
32659572110/31/2013 01:56:23 AM10/31/2013 02:21:48 AMNYPDNew York City Police DepartmentNoise - VehicleCar/Truck HornStreet/Sidewalk10023WEST 72 STREET...NaNNaNNaNNaNNaNNaNNaN40.778009-73.980213(40.7780087446372, -73.98021349023975)
42659093010/31/2013 01:53:44 AMNaNDOHMHDepartment of Health and Mental HygieneRodentCondition Attracting RodentsVacant Lot10027WEST 124 STREET...NaNNaNNaNNaNNaNNaNNaN40.807691-73.947387(40.80769092704951, -73.94738703491433)
52659237010/31/2013 01:46:52 AMNaNNYPDNew York City Police DepartmentNoise - CommercialBanging/PoundingClub/Bar/Restaurant1137237 AVENUE...NaNNaNNaNNaNNaNNaNNaN40.749989-73.881988(40.7499893014072, -73.88198770727831)
62659568210/31/2013 01:46:40 AMNaNNYPDNew York City Police DepartmentBlocked DrivewayNo AccessStreet/Sidewalk11419107-50 109 STREET...NaNNaNNaNNaNNaNNaNNaN40.681533-73.831737(40.68153278675525, -73.83173699701601)
72659519510/31/2013 01:44:19 AM10/31/2013 01:58:49 AMNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant11417137-09 CROSSBAY BOULEVARD...NaNNaNNaNNaNNaNNaNNaN40.671816-73.843092(40.67181584567338, -73.84309181950769)
82659054010/31/2013 01:44:14 AM10/31/2013 02:28:04 AMNYPDNew York City Police DepartmentNoise - CommercialLoud TalkingClub/Bar/Restaurant10011258 WEST 15 STREET...NaNNaNNaNNaNNaNNaNNaN40.739913-74.000790(40.73991339303542, -74.00079028612932)
92659439210/31/2013 01:34:41 AM10/31/2013 02:23:51 AMNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant11225835 NOSTRAND AVENUE...NaNNaNNaNNaNNaNNaNNaN40.668204-73.950648(40.66820406598287, -73.95064760056546)
102659517610/31/2013 01:25:12 AMNaNNYPDNew York City Police DepartmentNoise - House of WorshipLoud Music/PartyHouse of Worship112183775 18 AVENUE...NaNNaNNaNNaNNaNNaNNaN40.634378-73.969462(40.63437840816299, -73.96946177104543)
112659198210/31/2013 01:24:14 AM10/31/2013 01:54:39 AMNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant10003187 2 AVENUE...NaNNaNNaNNaNNaNNaNNaN40.730816-73.986073(40.73081644089586, -73.98607265739876)
122659416910/31/2013 01:20:57 AM10/31/2013 02:12:31 AMNYPDNew York City Police DepartmentIllegal ParkingDouble Parked Blocking VehicleStreet/Sidewalk1002965 EAST 99 STREET...NaNNaNNaNNaNNaNNaNNaN40.788974-73.952259(40.78897400211689, -73.95225898702977)
132659439110/31/2013 01:20:13 AMNaNNYPDNew York City Police DepartmentNoise - VehicleEngine IdlingStreet/Sidewalk10466NaN...NaNNaNNaNNaNNaNNaNNaN40.891517-73.836457(40.89151738488846, -73.83645714593568)
142659091710/31/2013 01:19:54 AMNaNDOHMHDepartment of Health and Mental HygieneRodentRat Sighting1-2 Family Mixed Use Building1121963 STREET...NaNNaNNaNNaNNaNNaNNaN40.626477-73.999218(40.6264774690411, -73.99921826202639)
152659145810/31/2013 01:14:02 AM10/31/2013 01:30:34 AMNYPDNew York City Police DepartmentNoise - House of WorshipLoud Music/PartyHouse of Worship10025NaN...NaNNaNNaNNaNNaNNaNNaN40.796597-73.970370(40.7965967075252, -73.97036973473399)
162659408610/31/2013 12:54:03 AM10/31/2013 02:16:39 AMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud Music/PartyStreet/Sidewalk10310173 CAMPBELL AVENUE...NaNNaNNaNNaNNaNNaNNaN40.636182-74.116150(40.63618202176914, -74.1161500428337)
172659511710/31/2013 12:52:46 AMNaNNYPDNew York City Police DepartmentIllegal ParkingPosted Parking Sign ViolationStreet/Sidewalk11236NaN...NaNNaNNaNNaNNaNNaNNaN40.632437-73.888173(40.63243692394328, -73.88817263437012)
182659038910/31/2013 12:51:00 AMNaNDOTDepartment of TransportationStreet Light ConditionStreet Light OutNaNNaN226 42 ST E...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
192659421010/31/2013 12:46:27 AMNaNNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant10033NaN...NaNNaNNaNNaNNaNNaNNaN40.852058-73.934776(40.85205827756883, -73.93477640780834)
202659293210/31/2013 12:43:47 AM10/31/2013 12:56:20 AMNYPDNew York City Police DepartmentNoise - House of WorshipLoud Music/PartyHouse of Worship11216778 PARK PLACE...NaNNaNNaNNaNNaNNaNNaN40.673505-73.951844(40.67350473678714, -73.95184414979961)
212659415210/31/2013 12:41:17 AM10/31/2013 01:04:37 AMNYPDNew York City Police DepartmentNoise - CommercialBanging/PoundingStore/Commercial10016155 E 34TH ST...NaNNaNNaNNaNNaNNaNNaN40.746194-73.978769(40.74619417253121, -73.97876853124392)
222658967810/31/2013 12:39:55 AMNaNNYPDNew York City Police DepartmentNoise - VehicleCar/Truck MusicStreet/Sidewalk11419NaN...NaNNaNNaNNaNNaNNaNNaN40.692394-73.833891(40.69239424979043, -73.8338912453996)
232659230410/31/2013 12:38:00 AMNaNNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant11216371 TOMPKINS AVENUE...NaNNaNNaNNaNNaNNaNNaN40.684944-73.944221(40.6849442562592, -73.94422078036632)
242659189210/31/2013 12:37:16 AMNaNNYPDNew York City Police DepartmentBlocked DrivewayPartial AccessStreet/Sidewalk103051496 BAY STREET...NaNNaNNaNNaNNaNNaNNaN40.607245-74.061106(40.60724493456944, -74.06110566015863)
252659157310/31/2013 12:35:18 AM10/31/2013 02:41:35 AMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk1031224 PRINCETON LANE...NaNNaNNaNNaNNaNNaNNaN40.553421-74.196743(40.55342078716953, -74.19674315017886)
262659050910/31/2013 12:33:00 AMNaNDOTDepartment of TransportationStreet Light ConditionStreet Light OutNaNNaN38 ST E...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
272659137910/31/2013 12:32:44 AMNaNDOHMHDepartment of Health and Mental HygieneHarboring Bees/WaspsBees/Wasps - Not a beekeper3+ Family Mixed Use Building10025501 WEST 110 STREET...NaNNaNNaNNaNNaNNaNNaN40.803149-73.964266(40.80314938553783, -73.96426608076082)
282659408510/31/2013 12:32:08 AMNaNNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk10026121 WEST 116 STREET...NaNNaNNaNNaNNaNNaNNaN40.802390-73.950526(40.80238950799943, -73.95052644123253)
292658920110/31/2013 12:32:00 AMNaNDOTDepartment of TransportationStreet Light ConditionStreet Light OutNaN10309295 BAYVIEW AVENUE...NaNNaNNaNNaNNaNNaNNaN40.517378-74.203435(40.517377871705676, -74.20343466779575)
..................................................................
1110392642876410/04/2013 12:17:03 AM10/04/2013 12:38:37 AMNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant10022249 EAST 53 STREET...NaNNaNNaNNaNNaNNaNNaN40.757248-73.968286(40.757247604963055, -73.96828647941395)
1110402642616610/04/2013 12:16:22 AM10/04/2013 05:50:49 AMNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyStore/Commercial10029252 EAST 110 STREET...NaNNaNNaNNaNNaNNaNNaN40.793635-73.941649(40.79363516179995, -73.94164859515777)
1110412643856510/04/2013 12:16:00 AMNaNDEPDepartment of Environmental ProtectionNoiseNoise: Construction Before/After Hours (NM1)NaN11231480 VAN BRUNT STREET...NaNNaNNaNNaNNaNNaNNaN40.674249-74.016558(40.6742492231181, -74.01655803856313)
1110422642899010/04/2013 12:15:52 AM10/04/2013 12:44:52 AMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk10014733 WASHINGTON STREET...NaNNaNNaNNaNNaNNaNNaN40.736304-74.008299(40.736303747410034, -74.00829935904578)
1110432643265910/04/2013 12:15:46 AM10/04/2013 04:18:45 AMNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant112181213 CORTELYOU ROAD...NaNNaNNaNNaNNaNNaNNaN40.640139-73.966847(40.64013899178716, -73.96684680242933)
1110442642609610/04/2013 12:14:09 AM10/04/2013 01:03:46 AMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk10032539 WEST 162 STREET...NaNNaNNaNNaNNaNNaNNaN40.836532-73.941018(40.836532082987944, -73.9410182995914)
1110452643776410/04/2013 12:14:00 AM10/04/2013 12:14:00 AMDEPDepartment of Environmental ProtectionWater SystemDirty Water (WE)NaN10022251 EAST 51 STREET...NaNNaNNaNNaNNaNNaNNaN40.755980-73.969171(40.75597977288785, -73.96917140638074)
1110462643628610/04/2013 12:14:00 AMNaNDEPDepartment of Environmental ProtectionNoiseNoise: Construction Before/After Hours (NM1)NaN11231480 VAN BRUNT STREET...NaNNaNNaNNaNNaNNaNNaN40.674249-74.016558(40.6742492231181, -74.01655803856313)
1110472642898910/04/2013 12:13:08 AM10/04/2013 02:12:47 AMNYPDNew York City Police DepartmentIllegal ParkingPosted Parking Sign ViolationStreet/Sidewalk11434NaN...NaNNaNNaNNaNNaNNaNNaN40.656160-73.767353(40.656160351546845, -73.76735262738222)
1110482643003010/04/2013 12:12:07 AM10/04/2013 02:45:24 AMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk10027215 WEST 131ST STREET...NaNNaNNaNNaNNaNNaNNaN40.813339-73.946328(40.81333907832113, -73.94632769228208)
1110492642966310/04/2013 12:12:07 AM10/04/2013 01:03:44 AMNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant112098915 5 AVENUE...NaNNaNNaNNaNNaNNaNNaN40.619601-74.027826(40.619601147364584, -74.02782628492785)
1110502643776310/04/2013 12:11:00 AMNaNDEPDepartment of Environmental ProtectionNoiseNoise: Construction Before/After Hours (NM1)NaN10028NaN...NaNNaNNaNNaNNaNNaNNaN40.774612-73.948085(40.77461174278734, -73.94808472177321)
1110512643295510/04/2013 12:08:15 AM10/04/2013 12:48:02 AMNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant10009506 EAST 13 STREET...NaNNaNNaNNaNNaNNaNNaN40.729531-73.980416(40.72953107218499, -73.98041550317102)
1110522643703510/04/2013 12:08:00 AM10/04/2013 12:13:00 AMDEPDepartment of Environmental ProtectionWater SystemDirty Water (WE)NaN10022325 EAST 54 STREET...NaNNaNNaNNaNNaNNaNNaN40.757069-73.965933(40.75706852462872, -73.96593314322774)
1110532643319710/04/2013 12:08:00 AM10/04/2013 12:00:00 PMDSNYBCC - Queens EastDerelict Vehicles14 Derelict VehiclesStreet11413220-11 145 AVENUE...NaNNaNNaNNaNNaNNaNNaN40.664353-73.757556(40.6643525308449, -73.75755575708348)
1110542642606010/04/2013 12:06:39 AM10/04/2013 12:31:16 AMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk112244823 BEACH 48 STREET...NaNNaNNaNNaNNaNNaNNaN40.577515-74.012207(40.57751513866536, -74.01220705163807)
1110552643062810/04/2013 12:06:28 AM10/04/2013 12:21:39 AMNYPDNew York City Police DepartmentNoise - CommercialLoud TalkingClub/Bar/Restaurant112097915 3 AVENUE...NaNNaNNaNNaNNaNNaNNaN40.628381-74.029040(40.62838143294541, -74.02904041333245)
1110562643164810/04/2013 12:06:26 AM10/23/2013 08:14:52 AMDOTDepartment of TransportationStreet Sign - MissingBus StopStreet11378NaN...NaNNaNNaNNaNNaNNaNNaN40.732250-73.924513(40.73225000573841, -73.92451289173367)
1110572643703410/04/2013 12:06:00 AMNaNDEPDepartment of Environmental ProtectionNoiseNoise: Jack Hammering (NC2)NaN10036NaN...NaNNaNNaNNaNNaNNaNNaN40.760116-73.984836(40.76011648520396, -73.98483562074706)
1110582642609410/04/2013 12:05:12 AM10/04/2013 01:08:29 AMNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant11237211 KNICKERBOCKER AVENUE...NaNNaNNaNNaNNaNNaNNaN40.703365-73.926345(40.703365329011284, -73.92634531031759)
1110592642904010/04/2013 12:04:52 AM10/04/2013 03:01:04 AMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk1000399 2 AVENUE...NaNNaNNaNNaNNaNNaNNaN40.727251-73.988660(40.727251287038676, -73.98866028603422)
1110602643408410/04/2013 12:04:00 AMNaNDEPDepartment of Environmental ProtectionNoiseNoise: Construction Before/After Hours (NM1)NaN10036NaN...NaNNaNNaNNaNNaNNaNNaN40.760405-73.987474(40.76040500039782, -73.98747426235285)
1110612642616410/04/2013 12:03:00 AM10/04/2013 02:14:57 AMNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant1110630-09 BROADWAY...NaNNaNNaNNaNNaNNaNNaN40.762279-73.926013(40.762278541098084, -73.92601303458156)
1110622643971010/04/2013 12:03:00 AM10/04/2013 12:03:00 AMDEPDepartment of Environmental ProtectionWater SystemDirty Water (WE)NaN10022325 EAST 54 STREET...NaNNaNNaNNaNNaNNaNNaN40.757069-73.965933(40.75706852462872, -73.96593314322774)
1110632643556910/04/2013 12:02:00 AM10/04/2013 01:10:00 AMDEPDepartment of Environmental ProtectionWater SystemDirty Water (WE)NaN10022311 EAST 50 STREET...NaNNaNNaNNaNNaNNaNNaN40.754662-73.967992(40.75466197318078, -73.96799173864807)
1110642642601310/04/2013 12:01:13 AM10/07/2013 04:07:16 PMDPRDepartment of Parks and RecreationMaintenance or FacilityStructure - OutdoorsPark11213NaN...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
1110652642808310/04/2013 12:01:05 AM10/04/2013 02:13:50 AMNYPDNew York City Police DepartmentIllegal ParkingPosted Parking Sign ViolationStreet/Sidewalk11434NaN...NaNNaNNaNNaNNaNNaNNaN40.656160-73.767353(40.656160351546845, -73.76735262738222)
1110662642898710/04/2013 12:00:45 AM10/04/2013 01:25:01 AMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk10016344 EAST 28 STREET...NaNNaNNaNNaNNaNNaNNaN40.740295-73.976952(40.740295354643706, -73.97695165980414)
1110672642611510/04/2013 12:00:28 AM10/04/2013 04:17:32 AMNYPDNew York City Police DepartmentNoise - CommercialLoud TalkingClub/Bar/Restaurant112261233 FLATBUSH AVENUE...NaNNaNNaNNaNNaNNaNNaN40.640182-73.955306(40.64018174662485, -73.95530566958138)
1110682642803310/04/2013 12:00:10 AM10/04/2013 01:20:52 AMNYPDNew York City Police DepartmentBlocked DrivewayPartial AccessStreet/Sidewalk112361259 EAST 94 STREET...NaNNaNNaNNaNNaNNaNNaN40.640024-73.900717(40.640024057399216, -73.90071711703163)
\n", + "

111069 rows × 52 columns

\n", + "" + ], + "text/plain": [ + " Unique Key Created Date Closed Date Agency \\\n", + "0 26589651 10/31/2013 02:08:41 AM NaN NYPD \n", + "1 26593698 10/31/2013 02:01:04 AM NaN NYPD \n", + "2 26594139 10/31/2013 02:00:24 AM 10/31/2013 02:40:32 AM NYPD \n", + "3 26595721 10/31/2013 01:56:23 AM 10/31/2013 02:21:48 AM NYPD \n", + "4 26590930 10/31/2013 01:53:44 AM NaN DOHMH \n", + "5 26592370 10/31/2013 01:46:52 AM NaN NYPD \n", + "6 26595682 10/31/2013 01:46:40 AM NaN NYPD \n", + "7 26595195 10/31/2013 01:44:19 AM 10/31/2013 01:58:49 AM NYPD \n", + "8 26590540 10/31/2013 01:44:14 AM 10/31/2013 02:28:04 AM NYPD \n", + "9 26594392 10/31/2013 01:34:41 AM 10/31/2013 02:23:51 AM NYPD \n", + "10 26595176 10/31/2013 01:25:12 AM NaN NYPD \n", + "11 26591982 10/31/2013 01:24:14 AM 10/31/2013 01:54:39 AM NYPD \n", + "12 26594169 10/31/2013 01:20:57 AM 10/31/2013 02:12:31 AM NYPD \n", + "13 26594391 10/31/2013 01:20:13 AM NaN NYPD \n", + "14 26590917 10/31/2013 01:19:54 AM NaN DOHMH \n", + "15 26591458 10/31/2013 01:14:02 AM 10/31/2013 01:30:34 AM NYPD \n", + "16 26594086 10/31/2013 12:54:03 AM 10/31/2013 02:16:39 AM NYPD \n", + "17 26595117 10/31/2013 12:52:46 AM NaN NYPD \n", + "18 26590389 10/31/2013 12:51:00 AM NaN DOT \n", + "19 26594210 10/31/2013 12:46:27 AM NaN NYPD \n", + "20 26592932 10/31/2013 12:43:47 AM 10/31/2013 12:56:20 AM NYPD \n", + "21 26594152 10/31/2013 12:41:17 AM 10/31/2013 01:04:37 AM NYPD \n", + "22 26589678 10/31/2013 12:39:55 AM NaN NYPD \n", + "23 26592304 10/31/2013 12:38:00 AM NaN NYPD \n", + "24 26591892 10/31/2013 12:37:16 AM NaN NYPD \n", + "25 26591573 10/31/2013 12:35:18 AM 10/31/2013 02:41:35 AM NYPD \n", + "26 26590509 10/31/2013 12:33:00 AM NaN DOT \n", + "27 26591379 10/31/2013 12:32:44 AM NaN DOHMH \n", + "28 26594085 10/31/2013 12:32:08 AM NaN NYPD \n", + "29 26589201 10/31/2013 12:32:00 AM NaN DOT \n", + "... ... ... ... ... \n", + "111039 26428764 10/04/2013 12:17:03 AM 10/04/2013 12:38:37 AM NYPD \n", + "111040 26426166 10/04/2013 12:16:22 AM 10/04/2013 05:50:49 AM NYPD \n", + "111041 26438565 10/04/2013 12:16:00 AM NaN DEP \n", + "111042 26428990 10/04/2013 12:15:52 AM 10/04/2013 12:44:52 AM NYPD \n", + "111043 26432659 10/04/2013 12:15:46 AM 10/04/2013 04:18:45 AM NYPD \n", + "111044 26426096 10/04/2013 12:14:09 AM 10/04/2013 01:03:46 AM NYPD \n", + "111045 26437764 10/04/2013 12:14:00 AM 10/04/2013 12:14:00 AM DEP \n", + "111046 26436286 10/04/2013 12:14:00 AM NaN DEP \n", + "111047 26428989 10/04/2013 12:13:08 AM 10/04/2013 02:12:47 AM NYPD \n", + "111048 26430030 10/04/2013 12:12:07 AM 10/04/2013 02:45:24 AM NYPD \n", + "111049 26429663 10/04/2013 12:12:07 AM 10/04/2013 01:03:44 AM NYPD \n", + "111050 26437763 10/04/2013 12:11:00 AM NaN DEP \n", + "111051 26432955 10/04/2013 12:08:15 AM 10/04/2013 12:48:02 AM NYPD \n", + "111052 26437035 10/04/2013 12:08:00 AM 10/04/2013 12:13:00 AM DEP \n", + "111053 26433197 10/04/2013 12:08:00 AM 10/04/2013 12:00:00 PM DSNY \n", + "111054 26426060 10/04/2013 12:06:39 AM 10/04/2013 12:31:16 AM NYPD \n", + "111055 26430628 10/04/2013 12:06:28 AM 10/04/2013 12:21:39 AM NYPD \n", + "111056 26431648 10/04/2013 12:06:26 AM 10/23/2013 08:14:52 AM DOT \n", + "111057 26437034 10/04/2013 12:06:00 AM NaN DEP \n", + "111058 26426094 10/04/2013 12:05:12 AM 10/04/2013 01:08:29 AM NYPD \n", + "111059 26429040 10/04/2013 12:04:52 AM 10/04/2013 03:01:04 AM NYPD \n", + "111060 26434084 10/04/2013 12:04:00 AM NaN DEP \n", + "111061 26426164 10/04/2013 12:03:00 AM 10/04/2013 02:14:57 AM NYPD \n", + "111062 26439710 10/04/2013 12:03:00 AM 10/04/2013 12:03:00 AM DEP \n", + "111063 26435569 10/04/2013 12:02:00 AM 10/04/2013 01:10:00 AM DEP \n", + "111064 26426013 10/04/2013 12:01:13 AM 10/07/2013 04:07:16 PM DPR \n", + "111065 26428083 10/04/2013 12:01:05 AM 10/04/2013 02:13:50 AM NYPD \n", + "111066 26428987 10/04/2013 12:00:45 AM 10/04/2013 01:25:01 AM NYPD \n", + "111067 26426115 10/04/2013 12:00:28 AM 10/04/2013 04:17:32 AM NYPD \n", + "111068 26428033 10/04/2013 12:00:10 AM 10/04/2013 01:20:52 AM NYPD \n", + "\n", + " Agency Name Complaint Type \\\n", + "0 New York City Police Department Noise - Street/Sidewalk \n", + "1 New York City Police Department Illegal Parking \n", + "2 New York City Police Department Noise - Commercial \n", + "3 New York City Police Department Noise - Vehicle \n", + "4 Department of Health and Mental Hygiene Rodent \n", + "5 New York City Police Department Noise - Commercial \n", + "6 New York City Police Department Blocked Driveway \n", + "7 New York City Police Department Noise - Commercial \n", + "8 New York City Police Department Noise - Commercial \n", + "9 New York City Police Department Noise - Commercial \n", + "10 New York City Police Department Noise - House of Worship \n", + "11 New York City Police Department Noise - Commercial \n", + "12 New York City Police Department Illegal Parking \n", + "13 New York City Police Department Noise - Vehicle \n", + "14 Department of Health and Mental Hygiene Rodent \n", + "15 New York City Police Department Noise - House of Worship \n", + "16 New York City Police Department Noise - Street/Sidewalk \n", + "17 New York City Police Department Illegal Parking \n", + "18 Department of Transportation Street Light Condition \n", + "19 New York City Police Department Noise - Commercial \n", + "20 New York City Police Department Noise - House of Worship \n", + "21 New York City Police Department Noise - Commercial \n", + "22 New York City Police Department Noise - Vehicle \n", + "23 New York City Police Department Noise - Commercial \n", + "24 New York City Police Department Blocked Driveway \n", + "25 New York City Police Department Noise - Street/Sidewalk \n", + "26 Department of Transportation Street Light Condition \n", + "27 Department of Health and Mental Hygiene Harboring Bees/Wasps \n", + "28 New York City Police Department Noise - Street/Sidewalk \n", + "29 Department of Transportation Street Light Condition \n", + "... ... ... \n", + "111039 New York City Police Department Noise - Commercial \n", + "111040 New York City Police Department Noise - Commercial \n", + "111041 Department of Environmental Protection Noise \n", + "111042 New York City Police Department Noise - Street/Sidewalk \n", + "111043 New York City Police Department Noise - Commercial \n", + "111044 New York City Police Department Noise - Street/Sidewalk \n", + "111045 Department of Environmental Protection Water System \n", + "111046 Department of Environmental Protection Noise \n", + "111047 New York City Police Department Illegal Parking \n", + "111048 New York City Police Department Noise - Street/Sidewalk \n", + "111049 New York City Police Department Noise - Commercial \n", + "111050 Department of Environmental Protection Noise \n", + "111051 New York City Police Department Noise - Commercial \n", + "111052 Department of Environmental Protection Water System \n", + "111053 BCC - Queens East Derelict Vehicles \n", + "111054 New York City Police Department Noise - Street/Sidewalk \n", + "111055 New York City Police Department Noise - Commercial \n", + "111056 Department of Transportation Street Sign - Missing \n", + "111057 Department of Environmental Protection Noise \n", + "111058 New York City Police Department Noise - Commercial \n", + "111059 New York City Police Department Noise - Street/Sidewalk \n", + "111060 Department of Environmental Protection Noise \n", + "111061 New York City Police Department Noise - Commercial \n", + "111062 Department of Environmental Protection Water System \n", + "111063 Department of Environmental Protection Water System \n", + "111064 Department of Parks and Recreation Maintenance or Facility \n", + "111065 New York City Police Department Illegal Parking \n", + "111066 New York City Police Department Noise - Street/Sidewalk \n", + "111067 New York City Police Department Noise - Commercial \n", + "111068 New York City Police Department Blocked Driveway \n", + "\n", + " Descriptor \\\n", + "0 Loud Talking \n", + "1 Commercial Overnight Parking \n", + "2 Loud Music/Party \n", + "3 Car/Truck Horn \n", + "4 Condition Attracting Rodents \n", + "5 Banging/Pounding \n", + "6 No Access \n", + "7 Loud Music/Party \n", + "8 Loud Talking \n", + "9 Loud Music/Party \n", + "10 Loud Music/Party \n", + "11 Loud Music/Party \n", + "12 Double Parked Blocking Vehicle \n", + "13 Engine Idling \n", + "14 Rat Sighting \n", + "15 Loud Music/Party \n", + "16 Loud Music/Party \n", + "17 Posted Parking Sign Violation \n", + "18 Street Light Out \n", + "19 Loud Music/Party \n", + "20 Loud Music/Party \n", + "21 Banging/Pounding \n", + "22 Car/Truck Music \n", + "23 Loud Music/Party \n", + "24 Partial Access \n", + "25 Loud Talking \n", + "26 Street Light Out \n", + "27 Bees/Wasps - Not a beekeper \n", + "28 Loud Talking \n", + "29 Street Light Out \n", + "... ... \n", + "111039 Loud Music/Party \n", + "111040 Loud Music/Party \n", + "111041 Noise: Construction Before/After Hours (NM1) \n", + "111042 Loud Talking \n", + "111043 Loud Music/Party \n", + "111044 Loud Talking \n", + "111045 Dirty Water (WE) \n", + "111046 Noise: Construction Before/After Hours (NM1) \n", + "111047 Posted Parking Sign Violation \n", + "111048 Loud Talking \n", + "111049 Loud Music/Party \n", + "111050 Noise: Construction Before/After Hours (NM1) \n", + "111051 Loud Music/Party \n", + "111052 Dirty Water (WE) \n", + "111053 14 Derelict Vehicles \n", + "111054 Loud Talking \n", + "111055 Loud Talking \n", + "111056 Bus Stop \n", + "111057 Noise: Jack Hammering (NC2) \n", + "111058 Loud Music/Party \n", + "111059 Loud Talking \n", + "111060 Noise: Construction Before/After Hours (NM1) \n", + "111061 Loud Music/Party \n", + "111062 Dirty Water (WE) \n", + "111063 Dirty Water (WE) \n", + "111064 Structure - Outdoors \n", + "111065 Posted Parking Sign Violation \n", + "111066 Loud Talking \n", + "111067 Loud Talking \n", + "111068 Partial Access \n", + "\n", + " Location Type Incident Zip Incident Address \\\n", + "0 Street/Sidewalk 11432 90-03 169 STREET \n", + "1 Street/Sidewalk 11378 58 AVENUE \n", + "2 Club/Bar/Restaurant 10032 4060 BROADWAY \n", + "3 Street/Sidewalk 10023 WEST 72 STREET \n", + "4 Vacant Lot 10027 WEST 124 STREET \n", + "5 Club/Bar/Restaurant 11372 37 AVENUE \n", + "6 Street/Sidewalk 11419 107-50 109 STREET \n", + "7 Club/Bar/Restaurant 11417 137-09 CROSSBAY BOULEVARD \n", + "8 Club/Bar/Restaurant 10011 258 WEST 15 STREET \n", + "9 Club/Bar/Restaurant 11225 835 NOSTRAND AVENUE \n", + "10 House of Worship 11218 3775 18 AVENUE \n", + "11 Club/Bar/Restaurant 10003 187 2 AVENUE \n", + "12 Street/Sidewalk 10029 65 EAST 99 STREET \n", + "13 Street/Sidewalk 10466 NaN \n", + "14 1-2 Family Mixed Use Building 11219 63 STREET \n", + "15 House of Worship 10025 NaN \n", + "16 Street/Sidewalk 10310 173 CAMPBELL AVENUE \n", + "17 Street/Sidewalk 11236 NaN \n", + "18 NaN NaN 226 42 ST E \n", + "19 Club/Bar/Restaurant 10033 NaN \n", + "20 House of Worship 11216 778 PARK PLACE \n", + "21 Store/Commercial 10016 155 E 34TH ST \n", + "22 Street/Sidewalk 11419 NaN \n", + "23 Club/Bar/Restaurant 11216 371 TOMPKINS AVENUE \n", + "24 Street/Sidewalk 10305 1496 BAY STREET \n", + "25 Street/Sidewalk 10312 24 PRINCETON LANE \n", + "26 NaN NaN 38 ST E \n", + "27 3+ Family Mixed Use Building 10025 501 WEST 110 STREET \n", + "28 Street/Sidewalk 10026 121 WEST 116 STREET \n", + "29 NaN 10309 295 BAYVIEW AVENUE \n", + "... ... ... ... \n", + "111039 Club/Bar/Restaurant 10022 249 EAST 53 STREET \n", + "111040 Store/Commercial 10029 252 EAST 110 STREET \n", + "111041 NaN 11231 480 VAN BRUNT STREET \n", + "111042 Street/Sidewalk 10014 733 WASHINGTON STREET \n", + "111043 Club/Bar/Restaurant 11218 1213 CORTELYOU ROAD \n", + "111044 Street/Sidewalk 10032 539 WEST 162 STREET \n", + "111045 NaN 10022 251 EAST 51 STREET \n", + "111046 NaN 11231 480 VAN BRUNT STREET \n", + "111047 Street/Sidewalk 11434 NaN \n", + "111048 Street/Sidewalk 10027 215 WEST 131ST STREET \n", + "111049 Club/Bar/Restaurant 11209 8915 5 AVENUE \n", + "111050 NaN 10028 NaN \n", + "111051 Club/Bar/Restaurant 10009 506 EAST 13 STREET \n", + "111052 NaN 10022 325 EAST 54 STREET \n", + "111053 Street 11413 220-11 145 AVENUE \n", + "111054 Street/Sidewalk 11224 4823 BEACH 48 STREET \n", + "111055 Club/Bar/Restaurant 11209 7915 3 AVENUE \n", + "111056 Street 11378 NaN \n", + "111057 NaN 10036 NaN \n", + "111058 Club/Bar/Restaurant 11237 211 KNICKERBOCKER AVENUE \n", + "111059 Street/Sidewalk 10003 99 2 AVENUE \n", + "111060 NaN 10036 NaN \n", + "111061 Club/Bar/Restaurant 11106 30-09 BROADWAY \n", + "111062 NaN 10022 325 EAST 54 STREET \n", + "111063 NaN 10022 311 EAST 50 STREET \n", + "111064 Park 11213 NaN \n", + "111065 Street/Sidewalk 11434 NaN \n", + "111066 Street/Sidewalk 10016 344 EAST 28 STREET \n", + "111067 Club/Bar/Restaurant 11226 1233 FLATBUSH AVENUE \n", + "111068 Street/Sidewalk 11236 1259 EAST 94 STREET \n", + "\n", + " ... Bridge Highway Name \\\n", + "0 ... NaN \n", + "1 ... NaN \n", + "2 ... NaN \n", + "3 ... NaN \n", + "4 ... NaN \n", + "5 ... NaN \n", + "6 ... NaN \n", + "7 ... NaN \n", + "8 ... NaN \n", + "9 ... NaN \n", + "10 ... NaN \n", + "11 ... NaN \n", + "12 ... NaN \n", + "13 ... NaN \n", + "14 ... NaN \n", + "15 ... NaN \n", + "16 ... NaN \n", + "17 ... NaN \n", + "18 ... NaN \n", + "19 ... NaN \n", + "20 ... NaN \n", + "21 ... NaN \n", + "22 ... NaN \n", + "23 ... NaN \n", + "24 ... NaN \n", + "25 ... NaN \n", + "26 ... NaN \n", + "27 ... NaN \n", + "28 ... NaN \n", + "29 ... NaN \n", + "... ... ... \n", + "111039 ... NaN \n", + "111040 ... NaN \n", + "111041 ... NaN \n", + "111042 ... NaN \n", + "111043 ... NaN \n", + "111044 ... NaN \n", + "111045 ... NaN \n", + "111046 ... NaN \n", + "111047 ... NaN \n", + "111048 ... NaN \n", + "111049 ... NaN \n", + "111050 ... NaN \n", + "111051 ... NaN \n", + "111052 ... NaN \n", + "111053 ... NaN \n", + "111054 ... NaN \n", + "111055 ... NaN \n", + "111056 ... NaN \n", + "111057 ... NaN \n", + "111058 ... NaN \n", + "111059 ... NaN \n", + "111060 ... NaN \n", + "111061 ... NaN \n", + "111062 ... NaN \n", + "111063 ... NaN \n", + "111064 ... NaN \n", + "111065 ... NaN \n", + "111066 ... NaN \n", + "111067 ... NaN \n", + "111068 ... NaN \n", + "\n", + " Bridge Highway Direction Road Ramp Bridge Highway Segment \\\n", + "0 NaN NaN NaN \n", + "1 NaN NaN NaN \n", + "2 NaN NaN NaN \n", + "3 NaN NaN NaN \n", + "4 NaN NaN NaN \n", + "5 NaN NaN NaN \n", + "6 NaN NaN NaN \n", + "7 NaN NaN NaN \n", + "8 NaN NaN NaN \n", + "9 NaN NaN NaN \n", + "10 NaN NaN NaN \n", + "11 NaN NaN NaN \n", + "12 NaN NaN NaN \n", + "13 NaN NaN NaN \n", + "14 NaN NaN NaN \n", + "15 NaN NaN NaN \n", + "16 NaN NaN NaN \n", + "17 NaN NaN NaN \n", + "18 NaN NaN NaN \n", + "19 NaN NaN NaN \n", + "20 NaN NaN NaN \n", + "21 NaN NaN NaN \n", + "22 NaN NaN NaN \n", + "23 NaN NaN NaN \n", + "24 NaN NaN NaN \n", + "25 NaN NaN NaN \n", + "26 NaN NaN NaN \n", + "27 NaN NaN NaN \n", + "28 NaN NaN NaN \n", + "29 NaN NaN NaN \n", + "... ... ... ... \n", + "111039 NaN NaN NaN \n", + "111040 NaN NaN NaN \n", + "111041 NaN NaN NaN \n", + "111042 NaN NaN NaN \n", + "111043 NaN NaN NaN \n", + "111044 NaN NaN NaN \n", + "111045 NaN NaN NaN \n", + "111046 NaN NaN NaN \n", + "111047 NaN NaN NaN \n", + "111048 NaN NaN NaN \n", + "111049 NaN NaN NaN \n", + "111050 NaN NaN NaN \n", + "111051 NaN NaN NaN \n", + "111052 NaN NaN NaN \n", + "111053 NaN NaN NaN \n", + "111054 NaN NaN NaN \n", + "111055 NaN NaN NaN \n", + "111056 NaN NaN NaN \n", + "111057 NaN NaN NaN \n", + "111058 NaN NaN NaN \n", + "111059 NaN NaN NaN \n", + "111060 NaN NaN NaN \n", + "111061 NaN NaN NaN \n", + "111062 NaN NaN NaN \n", + "111063 NaN NaN NaN \n", + "111064 NaN NaN NaN \n", + "111065 NaN NaN NaN \n", + "111066 NaN NaN NaN \n", + "111067 NaN NaN NaN \n", + "111068 NaN NaN NaN \n", + "\n", + " Garage Lot Name Ferry Direction Ferry Terminal Name Latitude \\\n", + "0 NaN NaN NaN 40.708275 \n", + "1 NaN NaN NaN 40.721041 \n", + "2 NaN NaN NaN 40.843330 \n", + "3 NaN NaN NaN 40.778009 \n", + "4 NaN NaN NaN 40.807691 \n", + "5 NaN NaN NaN 40.749989 \n", + "6 NaN NaN NaN 40.681533 \n", + "7 NaN NaN NaN 40.671816 \n", + "8 NaN NaN NaN 40.739913 \n", + "9 NaN NaN NaN 40.668204 \n", + "10 NaN NaN NaN 40.634378 \n", + "11 NaN NaN NaN 40.730816 \n", + "12 NaN NaN NaN 40.788974 \n", + "13 NaN NaN NaN 40.891517 \n", + "14 NaN NaN NaN 40.626477 \n", + "15 NaN NaN NaN 40.796597 \n", + "16 NaN NaN NaN 40.636182 \n", + "17 NaN NaN NaN 40.632437 \n", + "18 NaN NaN NaN NaN \n", + "19 NaN NaN NaN 40.852058 \n", + "20 NaN NaN NaN 40.673505 \n", + "21 NaN NaN NaN 40.746194 \n", + "22 NaN NaN NaN 40.692394 \n", + "23 NaN NaN NaN 40.684944 \n", + "24 NaN NaN NaN 40.607245 \n", + "25 NaN NaN NaN 40.553421 \n", + "26 NaN NaN NaN NaN \n", + "27 NaN NaN NaN 40.803149 \n", + "28 NaN NaN NaN 40.802390 \n", + "29 NaN NaN NaN 40.517378 \n", + "... ... ... ... ... \n", + "111039 NaN NaN NaN 40.757248 \n", + "111040 NaN NaN NaN 40.793635 \n", + "111041 NaN NaN NaN 40.674249 \n", + "111042 NaN NaN NaN 40.736304 \n", + "111043 NaN NaN NaN 40.640139 \n", + "111044 NaN NaN NaN 40.836532 \n", + "111045 NaN NaN NaN 40.755980 \n", + "111046 NaN NaN NaN 40.674249 \n", + "111047 NaN NaN NaN 40.656160 \n", + "111048 NaN NaN NaN 40.813339 \n", + "111049 NaN NaN NaN 40.619601 \n", + "111050 NaN NaN NaN 40.774612 \n", + "111051 NaN NaN NaN 40.729531 \n", + "111052 NaN NaN NaN 40.757069 \n", + "111053 NaN NaN NaN 40.664353 \n", + "111054 NaN NaN NaN 40.577515 \n", + "111055 NaN NaN NaN 40.628381 \n", + "111056 NaN NaN NaN 40.732250 \n", + "111057 NaN NaN NaN 40.760116 \n", + "111058 NaN NaN NaN 40.703365 \n", + "111059 NaN NaN NaN 40.727251 \n", + "111060 NaN NaN NaN 40.760405 \n", + "111061 NaN NaN NaN 40.762279 \n", + "111062 NaN NaN NaN 40.757069 \n", + "111063 NaN NaN NaN 40.754662 \n", + "111064 NaN NaN NaN NaN \n", + "111065 NaN NaN NaN 40.656160 \n", + "111066 NaN NaN NaN 40.740295 \n", + "111067 NaN NaN NaN 40.640182 \n", + "111068 NaN NaN NaN 40.640024 \n", + "\n", + " Longitude Location \n", + "0 -73.791604 (40.70827532593202, -73.79160395779721) \n", + "1 -73.909453 (40.721040535628305, -73.90945306791765) \n", + "2 -73.939144 (40.84332975466513, -73.93914371913482) \n", + "3 -73.980213 (40.7780087446372, -73.98021349023975) \n", + "4 -73.947387 (40.80769092704951, -73.94738703491433) \n", + "5 -73.881988 (40.7499893014072, -73.88198770727831) \n", + "6 -73.831737 (40.68153278675525, -73.83173699701601) \n", + "7 -73.843092 (40.67181584567338, -73.84309181950769) \n", + "8 -74.000790 (40.73991339303542, -74.00079028612932) \n", + "9 -73.950648 (40.66820406598287, -73.95064760056546) \n", + "10 -73.969462 (40.63437840816299, -73.96946177104543) \n", + "11 -73.986073 (40.73081644089586, -73.98607265739876) \n", + "12 -73.952259 (40.78897400211689, -73.95225898702977) \n", + "13 -73.836457 (40.89151738488846, -73.83645714593568) \n", + "14 -73.999218 (40.6264774690411, -73.99921826202639) \n", + "15 -73.970370 (40.7965967075252, -73.97036973473399) \n", + "16 -74.116150 (40.63618202176914, -74.1161500428337) \n", + "17 -73.888173 (40.63243692394328, -73.88817263437012) \n", + "18 NaN NaN \n", + "19 -73.934776 (40.85205827756883, -73.93477640780834) \n", + "20 -73.951844 (40.67350473678714, -73.95184414979961) \n", + "21 -73.978769 (40.74619417253121, -73.97876853124392) \n", + "22 -73.833891 (40.69239424979043, -73.8338912453996) \n", + "23 -73.944221 (40.6849442562592, -73.94422078036632) \n", + "24 -74.061106 (40.60724493456944, -74.06110566015863) \n", + "25 -74.196743 (40.55342078716953, -74.19674315017886) \n", + "26 NaN NaN \n", + "27 -73.964266 (40.80314938553783, -73.96426608076082) \n", + "28 -73.950526 (40.80238950799943, -73.95052644123253) \n", + "29 -74.203435 (40.517377871705676, -74.20343466779575) \n", + "... ... ... \n", + "111039 -73.968286 (40.757247604963055, -73.96828647941395) \n", + "111040 -73.941649 (40.79363516179995, -73.94164859515777) \n", + "111041 -74.016558 (40.6742492231181, -74.01655803856313) \n", + "111042 -74.008299 (40.736303747410034, -74.00829935904578) \n", + "111043 -73.966847 (40.64013899178716, -73.96684680242933) \n", + "111044 -73.941018 (40.836532082987944, -73.9410182995914) \n", + "111045 -73.969171 (40.75597977288785, -73.96917140638074) \n", + "111046 -74.016558 (40.6742492231181, -74.01655803856313) \n", + "111047 -73.767353 (40.656160351546845, -73.76735262738222) \n", + "111048 -73.946328 (40.81333907832113, -73.94632769228208) \n", + "111049 -74.027826 (40.619601147364584, -74.02782628492785) \n", + "111050 -73.948085 (40.77461174278734, -73.94808472177321) \n", + "111051 -73.980416 (40.72953107218499, -73.98041550317102) \n", + "111052 -73.965933 (40.75706852462872, -73.96593314322774) \n", + "111053 -73.757556 (40.6643525308449, -73.75755575708348) \n", + "111054 -74.012207 (40.57751513866536, -74.01220705163807) \n", + "111055 -74.029040 (40.62838143294541, -74.02904041333245) \n", + "111056 -73.924513 (40.73225000573841, -73.92451289173367) \n", + "111057 -73.984836 (40.76011648520396, -73.98483562074706) \n", + "111058 -73.926345 (40.703365329011284, -73.92634531031759) \n", + "111059 -73.988660 (40.727251287038676, -73.98866028603422) \n", + "111060 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"execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 Noise - Street/Sidewalk\n", + "1 Illegal Parking\n", + "2 Noise - Commercial\n", + "3 Noise - Vehicle\n", + "4 Rodent\n", + "5 Noise - Commercial\n", + "6 Blocked Driveway\n", + "7 Noise - Commercial\n", + "8 Noise - Commercial\n", + "9 Noise - Commercial\n", + "10 Noise - House of Worship\n", + "11 Noise - Commercial\n", + "12 Illegal Parking\n", + "13 Noise - Vehicle\n", + "14 Rodent\n", + "15 Noise - House of Worship\n", + "16 Noise - Street/Sidewalk\n", + "17 Illegal Parking\n", + "18 Street Light Condition\n", + "19 Noise - Commercial\n", + "20 Noise - House of Worship\n", + "21 Noise - Commercial\n", + "22 Noise - Vehicle\n", + "23 Noise - Commercial\n", + "24 Blocked Driveway\n", + "25 Noise - Street/Sidewalk\n", + "26 Street Light Condition\n", + "27 Harboring Bees/Wasps\n", + "28 Noise - Street/Sidewalk\n", + "29 Street Light Condition\n", + " ... \n", + "111039 Noise - Commercial\n", + "111040 Noise - Commercial\n", + "111041 Noise\n", + "111042 Noise - Street/Sidewalk\n", + "111043 Noise - Commercial\n", + "111044 Noise - Street/Sidewalk\n", + "111045 Water System\n", + "111046 Noise\n", + "111047 Illegal Parking\n", + "111048 Noise - Street/Sidewalk\n", + "111049 Noise - Commercial\n", + "111050 Noise\n", + "111051 Noise - Commercial\n", + "111052 Water System\n", + "111053 Derelict Vehicles\n", + "111054 Noise - Street/Sidewalk\n", + "111055 Noise - Commercial\n", + "111056 Street Sign - Missing\n", + "111057 Noise\n", + "111058 Noise - Commercial\n", + "111059 Noise - Street/Sidewalk\n", + "111060 Noise\n", + "111061 Noise - Commercial\n", + "111062 Water System\n", + "111063 Water System\n", + "111064 Maintenance or Facility\n", + "111065 Illegal Parking\n", + "111066 Noise - Street/Sidewalk\n", + "111067 Noise - Commercial\n", + "111068 Blocked Driveway\n", + "Name: Complaint Type, Length: 111069, dtype: object" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "complaints['Complaint Type']" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To get the first 5 rows of a dataframe, we can use a slice: `df[:5]`.\n", + "\n", + "This is a great way to get a sense for what kind of information is in the dataframe -- take a minute to look at the contents and get a feel for this dataset." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Unique KeyCreated DateClosed DateAgencyAgency NameComplaint TypeDescriptorLocation TypeIncident ZipIncident Address...Bridge Highway NameBridge Highway DirectionRoad RampBridge Highway SegmentGarage Lot NameFerry DirectionFerry Terminal NameLatitudeLongitudeLocation
02658965110/31/2013 02:08:41 AMNaNNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk1143290-03 169 STREET...NaNNaNNaNNaNNaNNaNNaN40.708275-73.791604(40.70827532593202, -73.79160395779721)
12659369810/31/2013 02:01:04 AMNaNNYPDNew York City Police DepartmentIllegal ParkingCommercial Overnight ParkingStreet/Sidewalk1137858 AVENUE...NaNNaNNaNNaNNaNNaNNaN40.721041-73.909453(40.721040535628305, -73.90945306791765)
22659413910/31/2013 02:00:24 AM10/31/2013 02:40:32 AMNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant100324060 BROADWAY...NaNNaNNaNNaNNaNNaNNaN40.843330-73.939144(40.84332975466513, -73.93914371913482)
32659572110/31/2013 01:56:23 AM10/31/2013 02:21:48 AMNYPDNew York City Police DepartmentNoise - VehicleCar/Truck HornStreet/Sidewalk10023WEST 72 STREET...NaNNaNNaNNaNNaNNaNNaN40.778009-73.980213(40.7780087446372, -73.98021349023975)
42659093010/31/2013 01:53:44 AMNaNDOHMHDepartment of Health and Mental HygieneRodentCondition Attracting RodentsVacant Lot10027WEST 124 STREET...NaNNaNNaNNaNNaNNaNNaN40.807691-73.947387(40.80769092704951, -73.94738703491433)
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5 rows × 52 columns

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" + ], + "text/plain": [ + " Unique Key Created Date Closed Date Agency \\\n", + "0 26589651 10/31/2013 02:08:41 AM NaN NYPD \n", + "1 26593698 10/31/2013 02:01:04 AM NaN NYPD \n", + "2 26594139 10/31/2013 02:00:24 AM 10/31/2013 02:40:32 AM NYPD \n", + "3 26595721 10/31/2013 01:56:23 AM 10/31/2013 02:21:48 AM NYPD \n", + "4 26590930 10/31/2013 01:53:44 AM NaN DOHMH \n", + "\n", + " Agency Name Complaint Type \\\n", + "0 New York City Police Department Noise - Street/Sidewalk \n", + "1 New York City Police Department Illegal Parking \n", + "2 New York City Police Department Noise - Commercial \n", + "3 New York City Police Department Noise - Vehicle \n", + "4 Department of Health and Mental Hygiene Rodent \n", + "\n", + " Descriptor Location Type Incident Zip \\\n", + "0 Loud Talking Street/Sidewalk 11432 \n", + "1 Commercial Overnight Parking Street/Sidewalk 11378 \n", + "2 Loud Music/Party Club/Bar/Restaurant 10032 \n", + "3 Car/Truck Horn Street/Sidewalk 10023 \n", + "4 Condition Attracting Rodents Vacant Lot 10027 \n", + "\n", + " Incident Address ... \\\n", + "0 90-03 169 STREET ... \n", + "1 58 AVENUE ... \n", + "2 4060 BROADWAY ... \n", + "3 WEST 72 STREET ... \n", + "4 WEST 124 STREET ... \n", + "\n", + " Bridge Highway Name Bridge Highway Direction Road Ramp \\\n", + "0 NaN NaN NaN \n", + "1 NaN NaN NaN \n", + "2 NaN NaN NaN \n", + "3 NaN NaN NaN \n", + "4 NaN NaN NaN \n", + "\n", + " Bridge Highway Segment Garage Lot Name Ferry Direction Ferry Terminal Name \\\n", + "0 NaN NaN NaN NaN \n", + "1 NaN NaN NaN NaN \n", + "2 NaN NaN NaN NaN \n", + "3 NaN NaN NaN NaN \n", + "4 NaN NaN NaN NaN \n", + "\n", + " Latitude Longitude Location \n", + "0 40.708275 -73.791604 (40.70827532593202, -73.79160395779721) \n", + "1 40.721041 -73.909453 (40.721040535628305, -73.90945306791765) \n", + "2 40.843330 -73.939144 (40.84332975466513, -73.93914371913482) \n", + "3 40.778009 -73.980213 (40.7780087446372, -73.98021349023975) \n", + "4 40.807691 -73.947387 (40.80769092704951, -73.94738703491433) \n", + "\n", + "[5 rows x 52 columns]" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "complaints[:5]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can combine these to get the first 5 rows of a column:" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 Noise - Street/Sidewalk\n", + "1 Illegal Parking\n", + "2 Noise - Commercial\n", + "3 Noise - Vehicle\n", + "4 Rodent\n", + "Name: Complaint Type, dtype: object" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "complaints['Complaint Type'][:5]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "and it doesn't matter which direction we do it in:" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 Noise - Street/Sidewalk\n", + "1 Illegal Parking\n", + "2 Noise - Commercial\n", + "3 Noise - Vehicle\n", + "4 Rodent\n", + "Name: Complaint Type, dtype: object" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "complaints[:5]['Complaint Type']" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 2.3 Selecting multiple columns" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "What if we just want to know the complaint type and the borough, but not the rest of the information? Pandas makes it really easy to select a subset of the columns: just index with list of columns you want." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Complaint TypeBorough
0Noise - Street/SidewalkQUEENS
1Illegal ParkingQUEENS
2Noise - CommercialMANHATTAN
3Noise - VehicleMANHATTAN
4RodentMANHATTAN
5Noise - CommercialQUEENS
6Blocked DrivewayQUEENS
7Noise - CommercialQUEENS
8Noise - CommercialMANHATTAN
9Noise - CommercialBROOKLYN
10Noise - House of WorshipBROOKLYN
11Noise - CommercialMANHATTAN
12Illegal ParkingMANHATTAN
13Noise - VehicleBRONX
14RodentBROOKLYN
15Noise - House of WorshipMANHATTAN
16Noise - Street/SidewalkSTATEN ISLAND
17Illegal ParkingBROOKLYN
18Street Light ConditionBROOKLYN
19Noise - CommercialMANHATTAN
20Noise - House of WorshipBROOKLYN
21Noise - CommercialMANHATTAN
22Noise - VehicleQUEENS
23Noise - CommercialBROOKLYN
24Blocked DrivewaySTATEN ISLAND
25Noise - Street/SidewalkSTATEN ISLAND
26Street Light ConditionBROOKLYN
27Harboring Bees/WaspsMANHATTAN
28Noise - Street/SidewalkMANHATTAN
29Street Light ConditionSTATEN ISLAND
.........
111039Noise - CommercialMANHATTAN
111040Noise - CommercialMANHATTAN
111041NoiseBROOKLYN
111042Noise - Street/SidewalkMANHATTAN
111043Noise - CommercialBROOKLYN
111044Noise - Street/SidewalkMANHATTAN
111045Water SystemMANHATTAN
111046NoiseBROOKLYN
111047Illegal ParkingQUEENS
111048Noise - Street/SidewalkMANHATTAN
111049Noise - CommercialBROOKLYN
111050NoiseMANHATTAN
111051Noise - CommercialMANHATTAN
111052Water SystemMANHATTAN
111053Derelict VehiclesQUEENS
111054Noise - Street/SidewalkBROOKLYN
111055Noise - CommercialBROOKLYN
111056Street Sign - MissingQUEENS
111057NoiseMANHATTAN
111058Noise - CommercialBROOKLYN
111059Noise - Street/SidewalkMANHATTAN
111060NoiseMANHATTAN
111061Noise - CommercialQUEENS
111062Water SystemMANHATTAN
111063Water SystemMANHATTAN
111064Maintenance or FacilityBROOKLYN
111065Illegal ParkingQUEENS
111066Noise - Street/SidewalkMANHATTAN
111067Noise - CommercialBROOKLYN
111068Blocked DrivewayBROOKLYN
\n", + "

111069 rows × 2 columns

\n", + "
" + ], + "text/plain": [ + " Complaint Type Borough\n", + "0 Noise - Street/Sidewalk QUEENS\n", + "1 Illegal Parking QUEENS\n", + "2 Noise - Commercial MANHATTAN\n", + "3 Noise - Vehicle MANHATTAN\n", + "4 Rodent MANHATTAN\n", + "5 Noise - Commercial QUEENS\n", + "6 Blocked Driveway QUEENS\n", + "7 Noise - Commercial QUEENS\n", + "8 Noise - Commercial MANHATTAN\n", + "9 Noise - Commercial BROOKLYN\n", + "10 Noise - House of Worship BROOKLYN\n", + "11 Noise - Commercial MANHATTAN\n", + "12 Illegal Parking MANHATTAN\n", + "13 Noise - Vehicle BRONX\n", + "14 Rodent BROOKLYN\n", + "15 Noise - House of Worship MANHATTAN\n", + "16 Noise - Street/Sidewalk STATEN ISLAND\n", + "17 Illegal Parking BROOKLYN\n", + "18 Street Light Condition BROOKLYN\n", + "19 Noise - Commercial MANHATTAN\n", + "20 Noise - House of Worship BROOKLYN\n", + "21 Noise - Commercial MANHATTAN\n", + "22 Noise - Vehicle QUEENS\n", + "23 Noise - Commercial BROOKLYN\n", + "24 Blocked Driveway STATEN ISLAND\n", + "25 Noise - Street/Sidewalk STATEN ISLAND\n", + "26 Street Light Condition BROOKLYN\n", + "27 Harboring Bees/Wasps MANHATTAN\n", + "28 Noise - Street/Sidewalk MANHATTAN\n", + "29 Street Light Condition STATEN ISLAND\n", + "... ... ...\n", + "111039 Noise - Commercial MANHATTAN\n", + "111040 Noise - Commercial MANHATTAN\n", + "111041 Noise BROOKLYN\n", + "111042 Noise - Street/Sidewalk MANHATTAN\n", + "111043 Noise - Commercial BROOKLYN\n", + "111044 Noise - Street/Sidewalk MANHATTAN\n", + "111045 Water System MANHATTAN\n", + "111046 Noise BROOKLYN\n", + "111047 Illegal Parking QUEENS\n", + "111048 Noise - Street/Sidewalk MANHATTAN\n", + "111049 Noise - Commercial BROOKLYN\n", + "111050 Noise MANHATTAN\n", + "111051 Noise - Commercial MANHATTAN\n", + "111052 Water System MANHATTAN\n", + "111053 Derelict Vehicles QUEENS\n", + "111054 Noise - Street/Sidewalk BROOKLYN\n", + "111055 Noise - Commercial BROOKLYN\n", + "111056 Street Sign - Missing QUEENS\n", + "111057 Noise MANHATTAN\n", + "111058 Noise - Commercial BROOKLYN\n", + "111059 Noise - Street/Sidewalk MANHATTAN\n", + "111060 Noise MANHATTAN\n", + "111061 Noise - Commercial QUEENS\n", + "111062 Water System MANHATTAN\n", + "111063 Water System MANHATTAN\n", + "111064 Maintenance or Facility BROOKLYN\n", + "111065 Illegal Parking QUEENS\n", + "111066 Noise - Street/Sidewalk MANHATTAN\n", + "111067 Noise - Commercial BROOKLYN\n", + "111068 Blocked Driveway BROOKLYN\n", + "\n", + "[111069 rows x 2 columns]" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "complaints[['Complaint Type', 'Borough']]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "That showed us a summary, and then we can look at the first 10 rows:" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Complaint TypeBorough
0Noise - Street/SidewalkQUEENS
1Illegal ParkingQUEENS
2Noise - CommercialMANHATTAN
3Noise - VehicleMANHATTAN
4RodentMANHATTAN
5Noise - CommercialQUEENS
6Blocked DrivewayQUEENS
7Noise - CommercialQUEENS
8Noise - CommercialMANHATTAN
9Noise - CommercialBROOKLYN
\n", + "
" + ], + "text/plain": [ + " Complaint Type Borough\n", + "0 Noise - Street/Sidewalk QUEENS\n", + "1 Illegal Parking QUEENS\n", + "2 Noise - Commercial MANHATTAN\n", + "3 Noise - Vehicle MANHATTAN\n", + "4 Rodent MANHATTAN\n", + "5 Noise - Commercial QUEENS\n", + "6 Blocked Driveway QUEENS\n", + "7 Noise - Commercial QUEENS\n", + "8 Noise - Commercial MANHATTAN\n", + "9 Noise - Commercial BROOKLYN" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "complaints[['Complaint Type', 'Borough']][:10]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 2.4 What's the most common complaint type?" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This is a really easy question to answer! There's a `.value_counts()` method that we can use:" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "HEATING 14200\n", + "GENERAL CONSTRUCTION 7471\n", + "Street Light Condition 7117\n", + "DOF Literature Request 5797\n", + "PLUMBING 5373\n", + "PAINT - PLASTER 5149\n", + "Blocked Driveway 4590\n", + "NONCONST 3998\n", + "Street Condition 3473\n", + "Illegal Parking 3343\n", + "Noise 3321\n", + "Traffic Signal Condition 3145\n", + "Dirty Conditions 2653\n", + "Water System 2636\n", + "Noise - Commercial 2578\n", + "ELECTRIC 2350\n", + "Broken Muni Meter 2070\n", + "Noise - Street/Sidewalk 1928\n", + "Sanitation Condition 1824\n", + "Rodent 1632\n", + "Sewer 1627\n", + "Taxi Complaint 1227\n", + "Consumer Complaint 1227\n", + "Damaged Tree 1180\n", + "Overgrown Tree/Branches 1083\n", + "Graffiti 973\n", + "Missed Collection (All Materials) 973\n", + "Building/Use 942\n", + "Root/Sewer/Sidewalk Condition 836\n", + "Derelict Vehicle 803\n", + " ... \n", + "Internal Code 5\n", + "Poison Ivy 5\n", + "Fire Alarm - Modification 5\n", + "Posting Advertisement 5\n", + "Miscellaneous Categories 5\n", + "Special Natural Area District (SNAD) 4\n", + "Transportation Provider Complaint 4\n", + "Ferry Complaint 4\n", + "Illegal Animal Sold 4\n", + "Invitation 3\n", + "Adopt-A-Basket 3\n", + "Fire Alarm - Replacement 3\n", + "Illegal Fireworks 3\n", + "Public Assembly 2\n", + "Misc. Comments 2\n", + "Window Guard 2\n", + "Legal Services Provider Complaint 2\n", + "Opinion for the Mayor 2\n", + "DFTA Literature Request 2\n", + "X-Ray Machine/Equipment 1\n", + "Municipal Parking Facility 1\n", + "DHS Income Savings Requirement 1\n", + "Tunnel Condition 1\n", + "Snow 1\n", + "Trans Fat 1\n", + "Open Flame Permit 1\n", + "Stalled Sites 1\n", + "Ferry Permit 1\n", + "Highway Sign - Damaged 1\n", + "DWD 1\n", + "Name: Complaint Type, Length: 165, dtype: int64" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "complaints['Complaint Type'].value_counts()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If we just wanted the top 10 most common complaints, we can do this:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "HEATING 14200\n", + "GENERAL CONSTRUCTION 7471\n", + "Street Light Condition 7117\n", + "DOF Literature Request 5797\n", + "PLUMBING 5373\n", + "PAINT - PLASTER 5149\n", + "Blocked Driveway 4590\n", + "NONCONST 3998\n", + "Street Condition 3473\n", + "Illegal Parking 3343\n", + "Name: Complaint Type, dtype: int64" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "complaint_counts = complaints['Complaint Type'].value_counts()\n", + "complaint_counts[:10]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "But it gets better! We can plot them!" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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Unique KeyCreated DateClosed DateAgencyAgency NameComplaint TypeDescriptorLocation TypeIncident ZipIncident Address...Bridge Highway NameBridge Highway DirectionRoad RampBridge Highway SegmentGarage Lot NameFerry DirectionFerry Terminal NameLatitudeLongitudeLocation
02658965110/31/2013 02:08:41 AMNaNNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk1143290-03 169 STREET...NaNNaNNaNNaNNaNNaNNaN40.708275-73.791604(40.70827532593202, -73.79160395779721)
12659369810/31/2013 02:01:04 AMNaNNYPDNew York City Police DepartmentIllegal ParkingCommercial Overnight ParkingStreet/Sidewalk1137858 AVENUE...NaNNaNNaNNaNNaNNaNNaN40.721041-73.909453(40.721040535628305, -73.90945306791765)
22659413910/31/2013 02:00:24 AM10/31/2013 02:40:32 AMNYPDNew York City Police DepartmentNoise - CommercialLoud Music/PartyClub/Bar/Restaurant100324060 BROADWAY...NaNNaNNaNNaNNaNNaNNaN40.843330-73.939144(40.84332975466513, -73.93914371913482)
32659572110/31/2013 01:56:23 AM10/31/2013 02:21:48 AMNYPDNew York City Police DepartmentNoise - VehicleCar/Truck HornStreet/Sidewalk10023WEST 72 STREET...NaNNaNNaNNaNNaNNaNNaN40.778009-73.980213(40.7780087446372, -73.98021349023975)
42659093010/31/2013 01:53:44 AMNaNDOHMHDepartment of Health and Mental HygieneRodentCondition Attracting RodentsVacant Lot10027WEST 124 STREET...NaNNaNNaNNaNNaNNaNNaN40.807691-73.947387(40.80769092704951, -73.94738703491433)
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5 rows × 52 columns

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Unique KeyCreated DateClosed DateAgencyAgency NameComplaint TypeDescriptorLocation TypeIncident ZipIncident Address...Bridge Highway NameBridge Highway DirectionRoad RampBridge Highway SegmentGarage Lot NameFerry DirectionFerry Terminal NameLatitudeLongitudeLocation
02658965110/31/2013 02:08:41 AMNaNNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk1143290-03 169 STREET...NaNNaNNaNNaNNaNNaNNaN40.708275-73.791604(40.70827532593202, -73.79160395779721)
162659408610/31/2013 12:54:03 AM10/31/2013 02:16:39 AMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud Music/PartyStreet/Sidewalk10310173 CAMPBELL AVENUE...NaNNaNNaNNaNNaNNaNNaN40.636182-74.116150(40.63618202176914, -74.1161500428337)
252659157310/31/2013 12:35:18 AM10/31/2013 02:41:35 AMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk1031224 PRINCETON LANE...NaNNaNNaNNaNNaNNaNNaN40.553421-74.196743(40.55342078716953, -74.19674315017886)
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3 rows × 52 columns

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" + ], + "text/plain": [ + " Unique Key Created Date Closed Date Agency \\\n", + "0 26589651 10/31/2013 02:08:41 AM NaN NYPD \n", + "16 26594086 10/31/2013 12:54:03 AM 10/31/2013 02:16:39 AM NYPD \n", + "25 26591573 10/31/2013 12:35:18 AM 10/31/2013 02:41:35 AM NYPD \n", + "\n", + " Agency Name Complaint Type \\\n", + "0 New York City Police Department Noise - Street/Sidewalk \n", + "16 New York City Police Department Noise - Street/Sidewalk \n", + "25 New York City Police Department Noise - Street/Sidewalk \n", + "\n", + " Descriptor Location Type Incident Zip Incident Address \\\n", + "0 Loud Talking Street/Sidewalk 11432 90-03 169 STREET \n", + "16 Loud Music/Party Street/Sidewalk 10310 173 CAMPBELL AVENUE \n", + "25 Loud Talking Street/Sidewalk 10312 24 PRINCETON LANE \n", + "\n", + " ... Bridge Highway Name \\\n", + "0 ... NaN \n", + "16 ... NaN \n", + "25 ... NaN \n", + "\n", + " Bridge Highway Direction Road Ramp Bridge Highway Segment Garage Lot Name \\\n", + "0 NaN NaN NaN NaN \n", + "16 NaN NaN NaN NaN \n", + "25 NaN NaN NaN NaN \n", + "\n", + " Ferry Direction Ferry Terminal Name Latitude Longitude \\\n", + "0 NaN NaN 40.708275 -73.791604 \n", + "16 NaN NaN 40.636182 -74.116150 \n", + "25 NaN NaN 40.553421 -74.196743 \n", + "\n", + " Location \n", + "0 (40.70827532593202, -73.79160395779721) \n", + "16 (40.63618202176914, -74.1161500428337) \n", + "25 (40.55342078716953, -74.19674315017886) \n", + "\n", + "[3 rows x 52 columns]" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "noise_complaints = complaints[complaints['Complaint Type'] == \"Noise - Street/Sidewalk\"]\n", + "noise_complaints[:3]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If you look at `noise_complaints`, you'll see that this worked, and it only contains complaints with the right complaint type. But how does this work? Let's deconstruct it into two pieces" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 True\n", + "1 False\n", + "2 False\n", + "3 False\n", + "4 False\n", + "5 False\n", + "6 False\n", + "7 False\n", + "8 False\n", + "9 False\n", + "10 False\n", + "11 False\n", + "12 False\n", + "13 False\n", + "14 False\n", + "15 False\n", + "16 True\n", + "17 False\n", + "18 False\n", + "19 False\n", + "20 False\n", + "21 False\n", + "22 False\n", + "23 False\n", + "24 False\n", + "25 True\n", + "26 False\n", + "27 False\n", + "28 True\n", + "29 False\n", + " ... \n", + "111039 False\n", + "111040 False\n", + "111041 False\n", + "111042 True\n", + "111043 False\n", + "111044 True\n", + "111045 False\n", + "111046 False\n", + "111047 False\n", + "111048 True\n", + "111049 False\n", + "111050 False\n", + "111051 False\n", + "111052 False\n", + "111053 False\n", + "111054 True\n", + "111055 False\n", + "111056 False\n", + "111057 False\n", + "111058 False\n", + "111059 True\n", + "111060 False\n", + "111061 False\n", + "111062 False\n", + "111063 False\n", + "111064 False\n", + "111065 False\n", + "111066 True\n", + "111067 False\n", + "111068 False\n", + "Name: Complaint Type, Length: 111069, dtype: bool" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "complaints['Complaint Type'] == \"Noise - Street/Sidewalk\"" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This is a big array of `True`s and `False`s, one for each row in our dataframe. When we index our dataframe with this array, we get just the rows where our boolean array evaluated to `True`. It's important to note that for row filtering by a boolean array the length of our dataframe's index must be the same length as the boolean array used for filtering.\n", + "\n", + "You can also combine more than one condition with the `&` operator like this:" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Unique KeyCreated DateClosed DateAgencyAgency NameComplaint TypeDescriptorLocation TypeIncident ZipIncident Address...Bridge Highway NameBridge Highway DirectionRoad RampBridge Highway SegmentGarage Lot NameFerry DirectionFerry Terminal NameLatitudeLongitudeLocation
312659556410/31/2013 12:30:36 AMNaNNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud Music/PartyStreet/Sidewalk11236AVENUE J...NaNNaNNaNNaNNaNNaNNaN40.634104-73.911055(40.634103775951736, -73.91105541883589)
492659555310/31/2013 12:05:10 AM10/31/2013 02:43:43 AMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk1122525 LEFFERTS AVENUE...NaNNaNNaNNaNNaNNaNNaN40.661793-73.959934(40.6617931276793, -73.95993363978067)
1092659465310/30/2013 11:26:32 PM10/31/2013 12:18:54 AMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud Music/PartyStreet/Sidewalk11222NaN...NaNNaNNaNNaNNaNNaNNaN40.724600-73.954271(40.724599563793525, -73.95427134534344)
2362659199210/30/2013 10:02:58 PM10/30/2013 10:23:20 PMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud TalkingStreet/Sidewalk11218DITMAS AVENUE...NaNNaNNaNNaNNaNNaNNaN40.636169-73.972455(40.63616876563881, -73.97245504682485)
3702659416710/30/2013 08:38:25 PM10/30/2013 10:26:28 PMNYPDNew York City Police DepartmentNoise - Street/SidewalkLoud Music/PartyStreet/Sidewalk11218126 BEVERLY ROAD...NaNNaNNaNNaNNaNNaNNaN40.642922-73.978762(40.6429222774404, -73.97876175474585)
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5 rows × 52 columns

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" + ], + "text/plain": [ + " Unique Key Created Date Closed Date Agency \\\n", + "31 26595564 10/31/2013 12:30:36 AM NaN NYPD \n", + "49 26595553 10/31/2013 12:05:10 AM 10/31/2013 02:43:43 AM NYPD \n", + "109 26594653 10/30/2013 11:26:32 PM 10/31/2013 12:18:54 AM NYPD \n", + "236 26591992 10/30/2013 10:02:58 PM 10/30/2013 10:23:20 PM NYPD \n", + "370 26594167 10/30/2013 08:38:25 PM 10/30/2013 10:26:28 PM NYPD \n", + "\n", + " Agency Name Complaint Type \\\n", + "31 New York City Police Department Noise - Street/Sidewalk \n", + "49 New York City Police Department Noise - Street/Sidewalk \n", + "109 New York City Police Department Noise - Street/Sidewalk \n", + "236 New York City Police Department Noise - Street/Sidewalk \n", + "370 New York City Police Department Noise - Street/Sidewalk \n", + "\n", + " Descriptor Location Type Incident Zip Incident Address \\\n", + "31 Loud Music/Party Street/Sidewalk 11236 AVENUE J \n", + "49 Loud Talking Street/Sidewalk 11225 25 LEFFERTS AVENUE \n", + "109 Loud Music/Party Street/Sidewalk 11222 NaN \n", + "236 Loud Talking Street/Sidewalk 11218 DITMAS AVENUE \n", + "370 Loud Music/Party Street/Sidewalk 11218 126 BEVERLY ROAD \n", + "\n", + " ... Bridge Highway Name \\\n", + "31 ... NaN \n", + "49 ... NaN \n", + "109 ... NaN \n", + "236 ... NaN \n", + "370 ... NaN \n", + "\n", + " Bridge Highway Direction Road Ramp Bridge Highway Segment Garage Lot Name \\\n", + "31 NaN NaN NaN NaN \n", + "49 NaN NaN NaN NaN \n", + "109 NaN NaN NaN NaN \n", + "236 NaN NaN NaN NaN \n", + "370 NaN NaN NaN NaN \n", + "\n", + " Ferry Direction Ferry Terminal Name Latitude Longitude \\\n", + "31 NaN NaN 40.634104 -73.911055 \n", + "49 NaN NaN 40.661793 -73.959934 \n", + "109 NaN NaN 40.724600 -73.954271 \n", + "236 NaN NaN 40.636169 -73.972455 \n", + "370 NaN NaN 40.642922 -73.978762 \n", + "\n", + " Location \n", + "31 (40.634103775951736, -73.91105541883589) \n", + "49 (40.6617931276793, -73.95993363978067) \n", + "109 (40.724599563793525, -73.95427134534344) \n", + "236 (40.63616876563881, -73.97245504682485) \n", + "370 (40.6429222774404, -73.97876175474585) \n", + "\n", + "[5 rows x 52 columns]" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "is_noise = complaints['Complaint Type'] == \"Noise - Street/Sidewalk\"\n", + "in_brooklyn = complaints['Borough'] == \"BROOKLYN\"\n", + "complaints[is_noise & in_brooklyn][:5]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Or if we just wanted a few columns:" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Complaint TypeBoroughCreated DateDescriptor
31Noise - Street/SidewalkBROOKLYN10/31/2013 12:30:36 AMLoud Music/Party
49Noise - Street/SidewalkBROOKLYN10/31/2013 12:05:10 AMLoud Talking
109Noise - Street/SidewalkBROOKLYN10/30/2013 11:26:32 PMLoud Music/Party
236Noise - Street/SidewalkBROOKLYN10/30/2013 10:02:58 PMLoud Talking
370Noise - Street/SidewalkBROOKLYN10/30/2013 08:38:25 PMLoud Music/Party
378Noise - Street/SidewalkBROOKLYN10/30/2013 08:32:13 PMLoud Talking
656Noise - Street/SidewalkBROOKLYN10/30/2013 06:07:39 PMLoud Music/Party
1251Noise - Street/SidewalkBROOKLYN10/30/2013 03:04:51 PMLoud Talking
5416Noise - Street/SidewalkBROOKLYN10/29/2013 10:07:02 PMLoud Talking
5584Noise - Street/SidewalkBROOKLYN10/29/2013 08:15:59 PMLoud Music/Party
\n", + "
" + ], + "text/plain": [ + " Complaint Type Borough Created Date \\\n", + "31 Noise - Street/Sidewalk BROOKLYN 10/31/2013 12:30:36 AM \n", + "49 Noise - Street/Sidewalk BROOKLYN 10/31/2013 12:05:10 AM \n", + "109 Noise - Street/Sidewalk BROOKLYN 10/30/2013 11:26:32 PM \n", + "236 Noise - Street/Sidewalk BROOKLYN 10/30/2013 10:02:58 PM \n", + "370 Noise - Street/Sidewalk BROOKLYN 10/30/2013 08:38:25 PM \n", + "378 Noise - Street/Sidewalk BROOKLYN 10/30/2013 08:32:13 PM \n", + "656 Noise - Street/Sidewalk BROOKLYN 10/30/2013 06:07:39 PM \n", + "1251 Noise - Street/Sidewalk BROOKLYN 10/30/2013 03:04:51 PM \n", + "5416 Noise - Street/Sidewalk BROOKLYN 10/29/2013 10:07:02 PM \n", + "5584 Noise - Street/Sidewalk BROOKLYN 10/29/2013 08:15:59 PM \n", + "\n", + " Descriptor \n", + "31 Loud Music/Party \n", + "49 Loud Talking \n", + "109 Loud Music/Party \n", + "236 Loud Talking \n", + "370 Loud Music/Party \n", + "378 Loud Talking \n", + "656 Loud Music/Party \n", + "1251 Loud Talking \n", + "5416 Loud Talking \n", + "5584 Loud Music/Party " + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "complaints[is_noise & in_brooklyn][['Complaint Type', 'Borough', 'Created Date', 'Descriptor']][:10]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 3.2 A digression about numpy arrays" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "On the inside, the type of a column is `pd.Series`" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "0 1\n", + "1 2\n", + "2 3\n", + "dtype: int64" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.Series([1,2,3])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "and pandas Series are internally numpy arrays. If you add `.values` to the end of any `Series`, you'll get its internal numpy array" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([1, 2, 3])" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "np.array([1,2,3])" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([1, 2, 3])" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pd.Series([1,2,3]).values" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "So this binary-array-selection business is actually something that works with any numpy array:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "arr = np.array([1,2,3])" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ True, False, True])" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "arr != 2" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([1, 3])" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "arr[arr != 2]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# 3.3 So, which borough has the most noise complaints?" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "MANHATTAN 917\n", + "BROOKLYN 456\n", + "BRONX 292\n", + "QUEENS 226\n", + "STATEN ISLAND 36\n", + "Unspecified 1\n", + "Name: Borough, dtype: int64" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "is_noise = complaints['Complaint Type'] == \"Noise - Street/Sidewalk\"\n", + "noise_complaints = complaints[is_noise]\n", + "noise_complaints['Borough'].value_counts()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "It's Manhattan! But what if we wanted to divide by the total number of complaints, to make it make a bit more sense? That would be easy too:" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "noise_complaint_counts = noise_complaints['Borough'].value_counts()\n", + "complaint_counts = complaints['Borough'].value_counts()" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "BRONX 0.014833\n", + "BROOKLYN 0.013864\n", + "MANHATTAN 0.037755\n", + "QUEENS 0.010143\n", + "STATEN ISLAND 0.007474\n", + "Unspecified 0.000141\n", + "Name: Borough, dtype: float64" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "noise_complaint_counts / complaint_counts" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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"text/plain": [ - "" + "
" ] }, "metadata": {}, @@ -2360,29 +638,29 @@ "# Add up the number of cyclists by weekday, and plot!\n", "weekday_counts = berri_bikes.groupby('weekday').aggregate(sum)\n", "weekday_counts.index = ['Monday', 'Tuesday', 'Wednesday', 'Thursday', 'Friday', 'Saturday', 'Sunday']\n", - "weekday_counts.plot(kind='bar')" + "weekday_counts.plot(kind='bar', figsize=(15,10))" ] } ], "metadata": { "kernelspec": { - "display_name": "Python 2", - "name": "python2" + "display_name": "Python 3", + "language": "python", + "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", - "version": 2 + "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", - "pygments_lexer": "ipython2", - "version": "2.7.8" - }, - "signature": "sha256:fc65c5245eb0b7b16ea28251f067cbbe64e7da1b9340f0f03fc786c53807a96c" + "pygments_lexer": "ipython3", + "version": "3.7.0" + } }, "nbformat": 4, - "nbformat_minor": 0 -} \ No newline at end of file + "nbformat_minor": 1 +} diff --git a/cookbook/Chapter 5 - Combining dataframes and scraping Canadian weather data.ipynb b/cookbook/Chapter 5 - Combining dataframes and scraping Canadian weather data.ipynb index 277658ff3..48f346524 100644 --- a/cookbook/Chapter 5 - Combining dataframes and scraping Canadian weather data.ipynb +++ b/cookbook/Chapter 5 - Combining dataframes and scraping Canadian weather data.ipynb @@ -3,9 +3,7 @@ { "cell_type": "code", "execution_count": 1, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", @@ -13,9 +11,7 @@ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "\n", - "pd.set_option('display.mpl_style', 'default')\n", - "plt.rcParams['figure.figsize'] = (15, 3)\n", - "plt.rcParams['font.family'] = 'sans-serif'" + "plt.style.use('default')" ] }, { @@ -39,14 +35,12 @@ { "cell_type": "code", "execution_count": 2, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": 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bvAjD5xZsw91vrsZnPzsHA7gkK0DmnB4OwErI/04YLfEkagxCTradHW3xtDtqUmKdlRGmmy1BEF0XEnIEQRQs/Ax6V4evR8aPQ1mBaiMpFRAlNGxsiwvbCBLmuteqxWK5GfSefv9cX/FeH6yrx/V/X5zZd5tYEGRjlWLCmRcAvE4u0e7ZnS6SrnhFVlzc7pxd+7eF7hr3aJn1ossfenc9AGDLvsNCIcfOaRD3o+w+a+1Ioqa8xHE7EWxChN3TTJixfl/35EKs3NmAxXeeJ/w+n2WUIAgiCGiERBBEwUKDHzNOrpUia83KneIYHDYADcmrEgBQqgkaNuh141627UALtuw77HlfL3Ip81vjVlGb7kP29xQf68dfl5IQJx82+Yghc4vXW8FLkpAmTVjL9CY7p7yV2Q+y+4y39nkRjbwVln1kv6O56+pNGSnd9okgCCIbyCJHEETBEsSgrrOwcMsBHDxsHijy1iWRRa5KEie2fk9aEPCJOoKkrEQTctog1k+yk4se/sRVgWo++YdskO4nQyHfJm+R4y2lJR5qusn3JXaJ3VwvFrlBxL95FRt+TmVJTCxy2XUJ4n6UGdr4LJ38dbMjkVRRIvgpuT1lXsoUEARBuIWEHEEQBUuxFLwOm8PtCVz52HzLcl5QiNL7l0oGzowwhVyMS8DhpyD4ih0NrjL7RRTz/SITNtlY5FKqikW1Bxzrr62ry95q9u8lO3H58UMsy2sqSgRbB0MYRdUZ1eUx3SonoiPBLMTu78fN9c3oVuZ+GNPGWWm9uFbGUylUwKrk+Da2H2jB0F6Vlu0oRo4giDAgIUcQRMFSLOn1w4bFs/Hwp0d0vpxOoY9wNNdYhGbAVoloRNEH0rFIxGT1kB12Nn342ye1eqyXEX4wv2z7Qd/7YOyWxNeF6aLnVWx4scjp1kztXG3b34Kbn1+Cx741BT97eQVOHdUHgLf70WuhcV63GX8vW/cfRu9uZbowrGtoQ8xgWd1SfxjD+1RZ2jzcnjC5u4qs4gC5VhIEEQ4k5AiiiHnq01qUxiK4auqwfHclFEjGpWmXZCrkz4+fsWKYFjmLC6KLWmJeqCiJ6skneOuQTMDaWeTqGtrQo1Ju8dqwt0m4nD+uk0f2xj8X75C2kw0yK1gQvxWvQs6LRY6do3hSxbb9Lfi/DzZi+Y4G3D9rLeauq8fcdfUAsrsfjcJe1l+jxcy47Rm/+wATB3fHGzeni3OfdO97pu9e/Mg8DBQkabnxuSUmSyZvhWaQkCMIIgxIyBFEEXPX618AQKcScsZZcjLIpZHF1/DCR5ROXXYKmStimMlOGlvNrnRO5Qe8xCwBQLlByFmsLZIjtxtQ84N3HqmVz+JqadtMVsQT4f0oZNYkGV6uF9v2wTnrsKj2IE4e0RsAsJ4Tx3YWuYbWOMpLIiiLieM+nSz4D2t16t697QyM6tfNcs/IEgMxdje0WZbx7qiy7KEdHq5bWzyJ9kQK3UN0oyUIonNAWSsJgigoTBYTEnIA3FtKhEJOMrhlA84w4xCtFjn5cbR2JD1bLSpK5a8w2ZjeaxyYuVHxYt4KFEThc9llicsscgFcR68WOZH1S3a/sUmHRbVpt1NWmmHVzkbTdnYxcpN/PRvXPLFAut7pXv50U7pA+y5t337qyDkha9OL9fKbTyzA5F/PDqpLBEF0YkjIEQRRUBhThFPWyjRuxYdoDCk7g2zbXMYh2rk1jvvlLPzoxWWe2qsQpRHUkA2ow0g6wVvk/CR14ZG5CLrJ/Kmqqmc3VcC7yBX18WCLOJ6TPydlWhKeflqxeGNSnsc+3IQdB1uE7TAhmA2sJ+EIOW/LRXy+NftjJAiia0BCjiCIguKvn2zR/09ZK9PIxAc/EBVb5OzbDvMU8wP9FTsO4b01eyzbsQQk73xhXWeHnZCTWrSy8HuUTSzwoslLNkTpvqRZN537f+TP3sL1Ty3yvE+vAlR0nG6PfcPedIKQvU3tADL3+Kb6Ztz79lqcdt9c0/YNrWKB6IdUSsUTH2/G4XaxK2k2kxuy4/cjGv2IcYIguhYk5AiCKCiMtZ4oa2UaWYycUxr8NOJzyJaGeY75weuexnZ896nFlu1aJMW7nbAtrSCtI+f/eLcdEFuJmtsTuPzPn6K5PYHXlu1EvSZOsoGPP0skUxh++0w8PHejcHsVKt5csQv7m9P7/kBLHhIGYwdUp/uYhZCTIfr+rFV12LBHnGjGD28s34V7Zq7BA7PXCddncwgywebnd0a15wiCcIKSnRAEUVAYB0Ik49LILHL8oFc0AL380fk4bVQfPHz1cablbGAZplZ2O6hfu9vfIL0kahMjJ7l7shEafDwX48P1adE04a53fLfNw3dzbV36HB2SuC7ub+7ATc8txfFH9AysDzJYX0TnMpuC64A1WYiqqvjBs58HmpSnVZs4OHC4w7Juce0B9Kwq9d221CLn47R0JFMot7E6EwRBkEWOIIiCgrJWWpEJOd66JJr1P9QSx5srdluWZ+KEsu6eFLe1t3dJaqY5YVcMWnbvBF3LzkhVaXCD7rZ4Eh+tz1jV5muJOmQwcVLHZVYM0z1PlLXy9Pvn4m8G92ieSu0cDe5RId6Aa5IJoyCfBazEgchN9fJH5+Mcm/p0MYdCd7J++nGtTGZRvJ4giK4BCTmCIAqKsQNr9P93tmQnOw62SJM42NGRFLseurHIydCTnYRwjls7kli2/ZBrEcESXriFWW1qbNKzy3adjWvlpCHdbdePH2y/3gtPzqvFt/+2EMu3HwIADOtdabs9E3q8O57Xkg4yhvS0Ci9R4pWUCtz95mppO0zQyEodsP6yZChBJI7hiUSYkPPedqWDWJfGUfo4jKCuHUEQnRcScgRBFBSDDDP1nW0cc9p9cy1JHNwgtcjxg3Yfo0VVBVbvagw0Vu4nLy3HJY/M0+O1nPA6WH/xhpNw72UTbS1gsuPJxvXPaFUpL7G+PrMqbSChsS3tStnUlrCsM7ohsn3z8XlBJF4B0paoLfdeiB+de5Terh8rExNPxlhYI6xN1rKo/1v2HUar5PtuYKfNT+KbMgdXxyAtcpTshCAIJ0jIEQRRUHQl18pkSsV2SQINI25j5PyIsVeX7cSFf/wYM1da3S/9snxH2oq0S1BAWYRXsTFuYA2umjpMt6yIkLXoJn2/DKMGHN67yrK+LQtxISMWSb+mRaLDjSunX4sW33YkokBRFN0i1RpP+mqbXWuZkNOtZNof0T7O+v0H+MGzn3veN4O5Vvrpv4NnpRRfrpWd/QFIEETWkJAjiCKkuT2BNkOmv4aWeFZp1QsJ49ils7lW8vzPm6sx7f65etKFeRv34YmPN1u2k1l6+IGonzH7c59tAwDsbcw+0yLDriyACK8D6lhUG4jbiDJpjFwWVo5mQ41D1gdz28H/BvVjFfTbLkaQ4TfOqlu5ue2oJn7KNSHX0pEIxWLEhB5zEZWJ/A/X+8/KmU3iFKdDllvkgt8XQRAECTmCKEIm3PUOvvKnT/TPk++ejZufW5rHHgWHUbx19gnpv39aCyCTqOKbTyzAPTPXWLaTiQ9rjJz3E8ZcxQbJkk/4wGsvkh4FUIlmpXrL1oooc60MvvyAvscs79celdaYP9amKElLlYOQS6ZU3+KyutzcF+bGyUR6W0cqlPg1njCS00SyUHJOpSVkk09+rOXkWkkQhBNUfoAgipSNWkFdxqwv6vLUk2Axjju7yjAm7hBbJbNKJFIqVFWFog1M7YRcMqVaUrunSX8nSIuulwGoqqqek04wl0qRVUzvQx6yVvoR0kYG96iwlBeIJ1NpQSY4RyLhZ6SlI+E7Rk7mtslcK19dthM7D/rLNuqFMMRimPdAoFkrScgRBOEACTmCIAoK49ClqxQEdyr8a3ceUirA9IzdYDGRSiEakbs8yuLw3LCurgm1+w/jy+MHOPbDyO6GVpx87/uu93P++AEmC9P4Qd2xp3GvcNswXCud2nfb9p3Tx2H17ka8vGSnabmoZtj976zD8u2HMLSX1WJaVRbDWWP6Yq6k+HfaIufveCs4IceOl6Xff3DOel/teiUMMRNGUhqGrLd+DKMUI0cQhBPkWkkQBU4ypWL47TPxfx9szHdXckKqCyU7YTgl4LDTecaBrt1gUbYPdo69WOSWbT+EFVpCEwD48v9+hP94JpN8wmkAyoTphj3NttvxfO34IXji2hP0zyxFvXAfIRQEd8KtGP7etBF48MpjLMtFx8PKD2w/YLV+tXYk8eR1U9HXUL7BWJ8tkVJ9H29pzCzkmDeinRU0DMKwyIUq5CT3PmWtJAgiDEjIEUSBwwaH//vuhjz3JDeYkp10kXGM0yDPyWXSzXayATFb6mQVNHLJI/Nw0cPzrG1p+3eyPvi9rnwx5m+ddITnfYRpkctWIIhcX5kwE9Uvq2tMZwU1fqvVkAQpG4tcqUSwRSO5GTawunVe4yfdkI312QmpRY6yVhIEEQIk5AiiSOgqboam8gNdJErOabDt5DIJAPe+vQY3PCNPyS6LC2JtBzG4ZcfhNGhVASyqPeA5Lo+3Bp0yqg9qZ0xHn26lwn2ISAYUHyXKlyErcu0WURIOJtRFFtXdgvIOLR2ZzJrp+Dp/x8vXS9ujiUZeTIeFnuQlBKuUMeNv0ASZtZJi5AiCcIKEHEEUOGxQ3FVe6uYYubx1I6c4DbbthBFLFPLYh9ayBeZ9SFwNte8Hca4XbjkAwFnINbTGccWj8/HdpxZ7al+crEUsgOQFwYO5qSYN6QEAqDZkjszWIicSScwqY4wNZPFyomNsi2e2y8Yit3DLAdz/tUn654NaEpZsMj56IaWqWFvXaEn+EgT8dTp6YE2ArQfnWtlVnn8EQfiHhBxBFDhsINdFdJw5Ri6P/QgTfgDuZCSyW+/WChS3yXwJZJ9xEcgMPJ3u1TqXhcJ5ohIRIRJ4ssMJakJkVL9uqJ0xHRdOHOi4T7eICpwnU9bff41WGoCJeJm2OuN3H+Amn2VJ9jW348oThlqWe4mRy8aLIJlScf7/foyr/vKZr+/3rrJaaRm89TlIb1GyyBEEkUtIyBFEgaN2jjrfrjHHyHXOgQxvJXGq9WV3Htrj7m4QWWFoNlEQRDxOeUn6leJ03ZZuP+ir/VhU/MoSCrkQ6siZ+qLtMxpg8g+hRU7Q36rStBXwkmMGObbJlylxy9CelQDMFkdAbhXleXXpTr1Ooh/YYfu9Lace2Uu6jp/8UBDcNZR118+zjGLkCIJwgsoPEESBE4SlpJgwHm9nnZBOJFUYQ5CcZt7t1j84Zz2+c+pwx33GJWKRZcYL4jZjFiKn4xnss/i4LD4rHxY5vZZdFjFjQ3pWYIehFpvoOBpara6FkQiw7Jfn6QXBgxAiJVEF8aSKkX2rsKn+MAb1KAcAjOzXDcu2ZzKUuj3eW19cllV//BYyZ4ismwyLRS5Ab1HRfff7d9Zh1yHvNfcoayVBEE6QkCOIAqdrz8p2zmOPp1KoQEbJOYkLu9WvL9+F15fvctxnezyFjkQKpVyKe90i52PQ+PGGehw43KF/Vl26AftNrCKzBolcLsPOWskETTYxY+/cejpa40lMueddAO6tXRFFQY9KueugH5gIZ/XjZDrKbR+zJdvkO+z69OlWhn3N7RjcowI7NTFliWUMMO6Pt7y1J5J4eK596RhVVaHYJLohCIKQQa6VBFHgMAtVjnIM5J2uUEeOz0DoLOSyPxGXPDIPR935tmV5Jq7N+z6+9deFuOWFjOVFj+d0OB4vpQ6MyOKzxK6VVmat2o1FWkKWbIkGYJGrKouhT7dMDThZDKBs32Ewsm83nDyiN+666GgAwD2XTDCtjwUYUMZccUW0dGSXWZKdozEDumHWrdPw64vG6+t4IReoRY773NyWEG5n+o7MetxZH4A5YOWOBlcTXARR7JBFjiAKHPYu7yI6zhwjl79ueGL47TNx3anDcddXxztvDGBtXSMaWzMDPDsr0T8WbMV+g9XLL07iya0bl912KRtRWBqN6H3wa22RiQiRsBH14QfPLvG1X+E+lRBi5Fy2xVtvWD25IIhGFDx/w0n65wmDu1vWB0VZLGrKshkkTGCrKjB2QI0plpS//4J8tvL33eF2Z0Eqj6sLoENdlK8+/AkA4KLJ4jjSZErFU5/W4uohvzNsAAAgAElEQVQTh6G8xFqjkSCKBbLIEUSBw6w1ItebzohRJ/ADmb1NbZj9RV1uO+QAGxQ+Oa/W9Xeu/ssC/ODZTM23h+asx6xV1uN6cdE23PHKKrxhmFkOyxjj1ovLThCmbFwrywzWF6/14xgy69fauibrwpAHwUx0BVlXzb1rZWC71DlRSw6y/UCL7XZ2x1sqSUbDf5e597aGWM9tSM9KlEYjuOmsUQCAmooSfR1/D3t1j+1bXSZfyd13Te3O5RNkiVAKybVSVVW8tHh7qDX4csnMlbtx95ur8dC76/PdFYLIiqyFnKIoQxVFmasoympFUb5QFOUWbXkvRVHmKIqyQfvbM/vuEkTXQ3etzHM/coVqSnZiHsh88y8LcMMznwdSvDooDrc7u045sbauySTsGCLXoBKHwbJf3Lpx2dVKW72rERv3NgmtYRWGWe+gY+REhF1Mng3+ox5cDc8fPwBnHNXXsU23+w6SMQOqAThbgeyuwW1fOsr2u9XlaSegGu0vL+iDEMXd9AQwwPrfXIBTRvVxbNvr6Rzeu1K67uON+0yf3bhWyvRaIblWvr92L/7fv1bggdnr8t2VQGCCtL6xPc89IYjsCGJEkADwY1VVjwZwEoAbFUU5GsDtAN5TVXU0gPe0zwRBeKSA3uU5QbWxyNXuPwygsGaqmwMQcjJOGdnHsszJ6uFEQhs880lP3MbI2dWt+90763Dugx8J2zK6L3VISiE44a2GmbvtBveowOk24kraFx8xco9+63g8df1UxzadCNIix/bZXbNYOSVRsbsGF04YiDunj5Ou76YJOCZE+Xs5iEkKJuRaOMuRrG0355LPsmqXJfRpruRC3MW9Lpt0WLTlACbe9Q4OBuBanS3sOVfXSYRPV5kYJTo/WT81VVXdrarqEu3/TQDWABgM4GIAT2mbPQXgkmz3RRBdESZawpiFL0SMgxp+gMMG57JU+vmgSZtxdxoQ+qkjNayXdea/JJbdY7u+OT0Qqyw1x4VkyhCo+P7Ti4WunoA7a5pIZ5cYBEAuLHKrdjXgnAc+QGNb3LJPo4CYd/vZeNpGXMlg6e2DiBk7ZWRvAPI6eTxBulmz/o8f1B13Xzwev7t8kqvtheuiismFkYeJReZSaRVy2R9X725pIcp3U9bviKI4uhX/9rKJqJ0xXf/Mn/5JQzJxhN+bNsK0zo1VTbbJ/32wCU3tCXy+1V/dxSBh56+zlETQj6erzZQSnY5Ak50oijIcwLEAFgDor6rqbm1VHYD+Qe6LILoKKS7bSWctks2wi5FjH2XFrfPB4Y60kOMtXDx+rIiiQUa2g12WMbOmvASHWjLxO6x7LR1JzFm9B3NW7zENXhl2rpUM47Gy+mSlsexdK0s8uDE++9k2AGmrxjnj+pviospLIp4zZ0YU870ZC1DI/eN7JwIA7pvlzm0tSItcpv8qvn3ycOE2f/jGMfqkgl1mzaii2MY/1pSnhRxzRy6NRQCDgcetkLXjGycMxb7mDtxwullQyQbsdvXm9G0U/rN5gVFY86fHjfBxeqT7jSkFgB8+vxSXHjcYZ43p57sNIHPds63vl2tkpR3YvRbvJMKU6LoEFmyhKEo3AP8GcKuqqo3GdWp65Cn8tSiKcoOiKIsVRVlcX18fVHcIotPA3jMdiRRueWFpqK58+SSVUnHnqyuxZnej47aFZJGLa6LEqSizn/GCyC3LSTA6wTJklvH15LTlBxzcuLyKMCYUTBa5pL+ECX4yRLKB+pb6w/oyUZa6R685Dj8+Tx7jxWfMDKIgOENRFCiK4jquL8jMkbqMs9n1xccMxrHD0mHuduUHohEF4wbWSNez885+C7y7YxCHVRaL4kfnHaUXS2f0qy7DLeeMtmwfUZwnx6zCzdoGgxddbiZwZNed7cdvuQ4gHWd73ZOLfH+fEdEtWFk3lVNkl7ZEO55EFueWIAqBQIScoiglSIu4f6iq+rK2eI+iKAO19QMB7BV9V1XVx1VVnaKq6pS+fb3HKRBEZ8c4k/zasl14cdH2PPYmPPY0teHZz7bh6flb9WX8IIgNuPg6bPnE7YyuHxce0SAj2ziipCaC+f6wc7u3yZzKPpVScc+bq7Ftf4vWJ2/HwQSuUfA8MneTt05r+BFN7Ds/eWm5vkwk5M6fMBBflaQqF5FJdhKcqGpzWTstSNdKJuzdWKYAezEdiyg4bpg8rxk/eVDBufcG4T4ua0JRFPzovKNQzQm8qKIIY1Ht2uSfS8Z+8xMdbgrQyzZhP1G/z7sgY4nZMRaba6XMtZX9hgrpXUIQfggia6UC4K8A1qiq+qBh1esArtX+fy2A17LdF0F0RfgBdyEl+ggSkUAxijrA4FpZQOcg7tJC5UfIiUSiF/dCEQk9Fs68nA149nDJDNbtacITn2zBjc8tMW3nFhYPtWTbIT/dNSETTeMHya1AzCXMeP69FBbX4VYx4Rtk+YEbzx6FCyYMwLTR9sIiyHjZDknyGxl2x+skBk/WYgG/PD4daXHM0B7m7wdwXE7CmheiEU3gvWConcfD92tkv27c+sz/eSu6m9+9k0WQWflUVdWTDbkpA5CtG6RxH+w43AjTILBLquQF2fln55xcK4liJwiL3KkAvgXgbEVRlmn/LgQwA8B5iqJsAHCu9pkgCI/w7+JcvUhzjeiFu/2guaaVnuykgNxhRIOl15fvwqqdDaZlXi5bQ2s6dk1okYsFEyPHn2/Wv1bOKsREMzvnfkX0WC29fTbI3Pq+zyWYMCISFzIx4iUrJjsPXsoPONGvuhx/vuZ4PSmIDDfa8eGrj0WPSnk7LNHIHReOwwnDe+p15JywE0qy8/rw1cfi7Vum4dsnD8ebN5+GR685Hm/efJqlWHMQ1k0nMWjpo5Le74g+Va7bvPTYwXjz5tNwVP9ulvV8DKmb34vTJuy397/vbsCYO2fhrZW7MfYXs7Bih3xy5LVlO7E0i8mTmSvS+9iwJ12jUfbcCIPFtQcw5s5ZmMeVcvCDrLvsnJNrJVHsBJG18hNVVRVVVSepqnqM9u8tVVX3q6p6jqqqo1VVPVdV1QNBdJgguhpdxSInmjy+YMIA4baFJGZZKn1jnMsPn1+Kr/zpE9N2XgZA9Zp7o8jtJ1vXyp+8tBzDb59pGTwylylZMhNFYNnywjdPHGZfSNkFsnG+nSWIrRlqyAAqE18iIfHajafi7VumWZYf1b9a+450175xsvK5sVydO64//n6dPBsnOwVH9a/GSz84BZWl7nKf2SY7EcRDAum4NRY7N2FwdyiKggmDu1t+x0FoYqf703LutM3tEq3wlyMWSfefuQ0b2+SFgavfi6OQS2/wytKdAIB/fb4DALBwi3hYlUqpuOWFZfjG458J+++GeZvSIuolbV/ZTuR4YYF2XB9vyF7IyfqbKkA3fYLwQziVZQmCCAx+IFBIIiZIRAMemeWtoCxyLvuieugyE1OipC5uhNxNZ42yuK0x1talZ9j5872vuQPDb5+Jp+fXmpZzSVN9x8ikVOCqE4b6+i5DFhtm55rGXEHPHpvJ2ie1yAmURJ/qMlMCj/u+NhHPfe9EXRgGaZFjOLXpxgMxFlFsaw6yY/V6Ne1EMxNyj33reG65eHv+umXjWjmgphyAs9Dgrz3b2s4ay9931sQ31vYY2SQ7YbDnHRPIqoObY10jF+fq4SIfaunAmyt2oX91+nw+/tFmAMCPtRjTXAg5dh8EkaFZJqRTumtl4bxLCMIPJOQIosDh35vJTvriEQ0QZMV0C8kq6VZUeoktYwkTRLPFbgqC33LuaLx646m22/DdeXfNHgAZoQekRRsb6LCxrNcYOTZwTqmqr8LbbrDrErtXHv0wk2AlGlEwsm8VvnPKcNO2IoscW8TW1JSX4JRRmRi2IGPkGN+Yai943QieiKKg1MYNlx1rkOVMmLXu7LH9Me/2sw37Et+zk7nJBjtrnxNHa3GSTueGF6Ls+O1iT9lXmJBiom+d5nZozFjrx4PCuIloooQ9Y9ixsbhT2b3X0uE/s/Gdr67CTc8tRXN72r37uGHpa8SOIzdCLv03CDdO2euSNc27khNEsUFCjiAKHP7FWUDGqEARvbRlqe5lAi8fuO2Ll0FJRsiJLHLuBvFB9CeRUi3XwOs8Ahv0plRxtsggsDsWZrXYcbBVX6YowHs/PhO/umi8aVvRwJg/l7wQCDJrJeOE4b1QO2O6NFbOjeCJRBSURuXnOwwBajw35YbkKbL+9q8pR+2M6XjwysnpPvkoL8EK2zNB5nRq/Fjk2D3ALHF8G6OMyU94l2WPyU5EEyXMfZvday2a+PjrJ1tw3ZMLLdtn83zcpJXpYPvgrZG58AhhxxnEu87JItdZy/kQXQcScgRR4PAz5rkINs8HYouc+E1eSAHqfF9kFg5PQi7JXCut33GTet7NGN1Nf5Ip1VoXy7NFLv2aSaXUEIWcfJ2oeLzsEESijD/dvCgJQxDZ9QdwH0tml4nSbbkBvxivtZPYZe7CftxUn/3eibj3somOCWJkfWH3gm02TsUc+8fH06mqitoZ03FE70qBRc65T8ZviJ6DLIMj6wcTWbsb2jB3nbX+bjZWM5apkrXR1BYPrG237DrUpu0r++e87HnFDqOTvk6JLgQJOYIocKyulZ3zzcMfVzSiSIVcIZ0DfvZbNmPtZUzSHpcnFmAFuy8/foi+rIITSG7EnptZ+0Qqpbt3sr54jZFjlo6kqqKnTRbFbHBjkTMiE9tuLHK8EAjDIifbN0N2fUf0NWdetLPeZuPG6AYvQo4JTj+ieEiPClw1dZguhpwOyyLkwCx5djFy6b9McMr6qQDYeqAF3/rrAt3S42biw3j/iu5l9jxgOtfJHTCbGOJ2TcixON0Wbl+5iE/uVpa+d6rL08+Lfc3t+OYTn2Ffc7vd14Q4WeQIotghIUcQBY7VtbJzvoD4AU9ZLCIVG4VU+4cPlhcNdBrb4jjU2uG6zbaEeVbcSDSiYPXdX8Z9X5uE5b/8Eo4b1kO34HmhI5FyHPQaLXJs4ON1AMQGv8mUil5VpZ77CbgoXeAiRs6I7PYRx8iZl1ksdKFa5MTL+V2+efNpuPXc0Zhx2STTcjuLHCtjEdYvyXhenMI6WT/9aMtMrF/6s8IX/LNsz1vTnPehu1Zqwpi/5qz/EUXB0m2H8PGGfXj2s63Y3dDqbuLDsIlo4oEJNya+DzvEwGXzjmDfZC7VfL26IF0r48kU9ja1WZaza8Tuh2fmb8W8jfvxDFdX1A2y6xtkbChB5BN3+YYJgsgb/AvH7iWtqqora0whwh9XeUlUKlD8Zk4MA2axytS4s/Zt0q9me2qzzcYil1JVPVV898oSVJXFfA3cOhIpRBTF1mKQSKn6wM1vsoMybZCbSKbvza9PGYoXF2939d1HrzkO9c0duOL4IbYFkO2y/rUnkpY4mJVcjT+G6LejJzvR/vKD+CCLc/PIrGb8PicM7o4Jg7tj+XZz3TA7IXff1ybhjeW7cdoo++LjQeDkMlkWzdwjXlG5v35j5Oxg3WduwvxvgLmpGvc94+21mPH2WhxpU5+O4ZTspI0rjs0sdAz+uR+E2JIV5A7Srf2n/16Bl5fsxPp7LjDdq0wws+NglmU/1kB5+QHPTRFEQUIWOYIocPgXjt1LuphfTrzrYVksgrgk2Um+SjB0JFJSYc0Xzs6GVm3G3Y01ya9FqCOZcnSvSwli5Lxa5NgAjRVOv/W80a6/e/6EgfjWSUegvCSKHpVya57d7XDbP5djwl3vSGsSOsEGyMzS48cl8ecXjsU9l0zwvW8emXjkS1PYZWIc0qMS9142Meu6hG5wOmfsHvEySTDliJ4AMsecSXbiLWulGyXHzvcpI3sDACpKo8L1on1v2XfYsX3jRITo2cb/Bnlhx38niNposnqSsuV+mLWqDgAsE3bsfDJRy2IS/Tz3C8G1csfBFjwydyNZAYlQICFHEAUObzGxCwAvZr9//jhLohHLAEZPgZ+HEgy7G1px1J1v47mF20zLjTWdVNUqfPzABksiaxk/GMgm1snpq4mUqg8K2SDV6+FdPXUYxg+qwdUnDku3GULG0QHdyx23MZ62iyYPct22xQInibGy44bTR+Kak45wvU+G7PrIlvMxcca+8qn+Qyh/J8VtjFwilcIHPzkTL9xwkmObD1w5GXN+dLqe5MTtXcVb5Nw8M9k37rl0At659XT06ZYubP+DM0YCyFhtjU2PNmaydMDYBZGY1dfr9dXM6/nvJAJ4PsoEW6uNZdwrumDjDojd38y7gV0zP54HslORy7nAHzz7OX73zjps3d+Su50SXQYScgRR4HgpCF7UQs5wXNGIglhEkR5rPpJWbtjTDAB4e2Wdabmxi/GkGohQYW6EIjcr/hJnk33QaYCdTKmWwZPXe2xA93LM/OE0DOxeAcBdQfOrTxyGm84a5XofZ43phxduOAnTJw6UbmO0YlwxZYh0Ox7+FMmyHoaBTLDJxLvduX36+ql48+bT9OMJM7aPcfExacHcrcw+isNokRvep8pVBsqKkihG9zfETuoxcvZYk504wyYxymJRjDHEa7LSB8xaa7SUerktjL8pOyEnu2T85FGQFjm272mj0y64QdZdY4fDP+cyXg7m+nm+hJzkB5pL6xiLN/xs8/6c7ZPoOpCQI4gCx1uMXNi9CQ/jCzeipAWKZaZW+xvEjLNXDrakk5WUcXFHxj4mUilfiUd42ItfFiNnJBuLnFN8V8JYEFyyfyf4/vHWM1Fmxd9eOhE/+fIYT/s5aURvWwtjS0cSRw+swd++MwXTRrsvTJ6pIWYdrAMhCzlHWWLGrhZa94oSTBjcXXdTy4WQu/eyiXjq+qkY1rvSdrtSznXOzS3NuzFmsk/af4+/H90M6GWniv0WROu9/E4cLXJg+xF3hBdugcTIsTIEzONA20d7IhVcwi3tcPj+MmHH9q1nvvWxX2n5gRSLbQ7/pbmvOf3uuP3llaHvi+h6kJAjiAKH1wV2L7ML//gxfvvWmpB7FA7GwYiiKIgqivRY85G586f/XgEAWL+3ybTcZJFLBONaydoUHecXuxpNn6M+iigznMbySUP5gcwyb+deFDf09i3T0KdbOuYtDEEhGu+2diRRURrF2WP7+2qrSUuYkgsBJOsD+yu7AqUurJ1MkIZdfgAAKktjOOMoZ9HMx8i5SSBjCXXTLXL23+XFrqtkJ5L+sJ8Cu8dN2/l4RG2qb8ZSLmGNcT+yazZnzR7TZ7uJri92NWDrfue4PX0yKWkWVQDQ0BoXfscr7GgsmZlVc9wx+835Eajyup6em/INKxlDEGFAWSsJosDhZ3bfXLFbuu3m+sN4vH4zfn7huLC7FTjG44wqCiIRRepCmUsh155IYum2Q3omSUZdQxuufuIz0+C5I2kVPn5g58JNDaqsLHIOoiRhSHaiKOk4wfWai6nrfQh2MW5gDSYM7o4P1tWjJBqxnFu/2J2tlTsbcOKRvTy3yQ/ifeTK8A3bdSyiIJ5UURZLnyuZtYcvVC1iWK9KrK1rCnQgO+vWadjX5H+wylwvWXkKN1pZ5uLq9HOwXk83olGyjZ5gRdvOcPq9nN5p98+1Xe90bA/OXo8rpwxFQ2sc5zzwoW1in+l//AQAUDtjuu0+mWtlIqXi7/O2YOGWA/o6uwyyXmhsS+j7MMI+shg59ozzExvN3+erdjbg1heX4byjvU3oEEShQkKOIAqcrpLpyijOIkq69pRswJpLIffgnPV47MPNOGlEL3y2+QAuPWYwAGDj3mZsrjfPbMeTVtdKP6US7CxyPNlYiJxEYCJpjpE7+d73ve9D0j82OA4ja6LsJ+NmX7++aDzW1jXi+YXpEgmZfqbFFN+2LE17EJizIaoo1USv/Pic74Wnrp+K2V/UoW91me9+PXX9VHQriyKRVBFPqhg7oAbwlxQUANCjshQzLpuIU0am47DclFDht2GW6Zpy+/g6PtmJm9+PVMdpf/XrZLAGBvuMsrdU1jWma7Gt2tmAfc3teOazrVnvsd1Qy/JXb6w2rQu6KHiSm/xiz0xmFYxkYZHjr8P976zDxr3N6K1NGuTiTWIX700Q2UKulQRR4OQjsUeu2HmoFS0s1b4pRs7etTKXL8UV29M1x1iQf1lJOsGBKOtfIqlaSia4sarxqJxrkR12FoVLjx1s+vyLrxxt+uw0YE4a6sh5jddy6h9bHqirosPpsoshY1x7ynDcayiszbo3bmCNcBejtOyEI7h6Yfd9baLjvpxgvWV9YC6IsgkON0K1f005vnXy8Kz6dcZRfXH8Eb1w4ojeOG10MHXovjF1mB5L5+aO4G+bX311PG477yi9RIAM/n7rcJFOX2a55mPkjJsFVW+tqjSaSXbicHn5sggMPz8xVqtO9PwKWsjxrqBsn/q1YV3w8djnfytMJLYFWEbBiRNHePcEIAi3kJAjiAKHfxG5KTBbDKiqilNnvI/vP70Yh1o60NKesWwosmQnknTVYXKYE5pt8SRue3EZ6pvaLdt2JFMWkekrQN9D8W3ewmDk91dMxqpff1n/XFNudsJwGuAZXSv9IhsEs8UlOYw5i/nIue8kdscOqMHKX30Jlx2XFs2XHz8EX/z6yzh6YHdffRT2ASzhSvZCrhhw4+7IC7K+1WX44TmjHd2F/UwcyJOdpP8qJstpmo6AymzUVJTo19uusPpt/1yG5raEcJ2fY263SbgUD7iEiCwzLnv26GLSx6NC5o25XItFzMWr5LRR7pMrEYRXyLWSIAocftAW9GxovmBxUfM27scxd88xrYtExBY5PWtlCLXIZDRrSS6Y0Jy1qg4b9jbjow31lm1FrpV+hFxDaxy/eHUVGtsySQVOGdkbn27abxlUlpfIB3fRiGJK/R6LKvjkp2fhtPvSMTkj+3bD3qZ2jOxbhU311gQISUMdOb/iWTaGZINLN3FdQeHG9VAGiwsSne/q8hKTgKgqiwVTp41LcsLOmexS5CMRSxhkFbfmgN05evDKydh1qBW/n73e1b742DXjZtk+px+95jgc0bsKP/33ioxByuY3+PKSncLfcLpf3s+VXfbdoN9BvDDUXSuTmTg9wJ9XgNNzKxc/GTe1JgnCL51j+o4gOjH8i6izhMzZuTQdaolryU54i1z6by4tcsylskX7y9zbRJnIRK6VTm6gVxw/BNMnDTSVNXjp8x145rOt+GxzJsFAxq3O/P3yErE7lYhoJILeVZnYqBOO7IX3f3wGvjdthHB7o2ul35gfJ9dKN+6OXhlQIy4Qvq6uSbjcDf/79WPxlUkDMaqvuNAzizdkt2YQoirjWqllRdRuES+XYskvzsOyX56XdV9yiZvyIn6FnJ0F+7LjhuDrJwyzLJft6runHYnTj+qLq7TvGPvk5LK5+M5zccXx8nqGlaUxjBtYAwWZe8rpsdfSLrbIBS1WAo+Rs3gxpP+yc+gnzpjh9K7Y1dDmu223dJZ3NlGYkJAjiAKHH9PkI/V+GDjVW4sqctfKXMTI1Te144HZ6/TBhO5imWIWKut3eNdKUUFtnq9OHoRHrj7OMXW8zG3Oi5CLRRRdEALpAd6Ivt3Qs9KcIKLEULcpwc2Ke0Uq5JhFLsBRJpv5/ukFYzDzh6dZ1m/e55x2XcbRg2rw8NXHSS2IurUM5kx72cDa1LMi6mLR/bXoVVWKHpWlWfcll7S6yIro97Zxcr0U3Y+ye7hvdRmevn4qegqybTodQ59uZbbW6Jh+7RXdnuP0LNmwV5xRNuhSEx2JYJ+/vHBnz33eIucHN5N+uXynZiNKCUIECTmCKHD4F5Gf5BmFiNOse1RkkdP+5uLF+9dPtuBP72/Efs3yxlws7QYV+5rbTbPV7YmkY1/1rIgx+8dxqWS9FyFXGo0gGlEyrmDaGa0ojVm2A9LXiB2v3+QNsnHz7kOtAPzFrclgP43SaBTjB1lj1IxupkET4SxyToLBS5usJTYgz6VFOh+4uaeztchNHCyOYRRdN7f78ur6188mc2jEIOKZcBddd34SRtiWiwmAu15bheG3z3R1BG4spl6QxcjxFjk/l9zNqyLMzLOA+bw7TWAShFdIyBFEgWN1rewcgzinOLdIRAG/CRuQ5ELINbebi96y0243o/rjfy43uVQlXFjk2ODEKX6rTDJ7XynJVCeCiUFm3WNN8mPXEkOB5niWs+IyF8PFWw8CCMe1kufNm9PWubu+erTDlv5hx6EPugO4R6MGqwyQGdx39kn9kRL3VSN+hTJLGMJq1g3uUWFaL7bIuWvbq9C46exR0nW6RQ6GZw/37P/v88e4KnBfGovgW39dgIsfmSfd5qn56ZIFbqyhMtfKe95cjc+3HhCus0OWIIpPduLnirt5V7QHVMdShvGykZAjgoaEHEEUOPx7qLO4VjrFWcQiiqUALBso5cK1UmYpsnsRN7cnTH1LJFXH2etM0Wd/rpVerExMyDGLGxMIvOtViW6RUz1l0BThlGjBr2VFxEfr0wloWJKYXlWluO7U4ZgwuDtqZ0zHFVOGBrYvnrVa/F3t/hYA7gbETrDBPBMSXcUiFybGyYu/X3cCXvmvU7j11vvRbbIQr/eyXZbRqH7tFd1d1/gT/M4pw/FfZ46SWuqNxKIKPt6wDyt2NDhue7Al7riNyLWytSOJJz7Zgq/9eb7j93mcLHLJrCxyzr+V99fu9d6wB4w9cFPugiC8QFkrCaLA4V9EnaWwqFMK64iiWGrosVPBC7wwkFmS7ATotNF9TOsTyZSzRY6llnewTLGCx9WccCuzyVrJwwaObF/mgtMZmNBLW+Q010rfMXL264O8mw9rCWnW7m4EkE70kSv+9fkOAMAyLa25yLXTK0wMZtLbp5fnMmtrvqgqjeKkEb3xXsCDbDZhoigKzhzTz7Je9LsP0iL34g0nuXIdNcZHssed8VlSpk/K5D5T6ZJtB3HqqN6oNhRfb8ti4oJ/pqa4ZCeiZ+jGvc2oKotiYPcKyzojHYkUPtu8HyeNsNYXLFSHtikAACAASURBVI1G0JFM4ccvLcf0SQM9ual7wfgK7yxZp4nCgSxyBFHg8C5anWUQ5/RCi0asx85EbS7ehTIhJ5pR7avFupwyso9pfdyFa2VEt8g5Wa7SdeFev9mcxMNLjFkZ51qZSaJh3o7N8qctcvLBlBscszeGYF3Kx2QHf68GkbVy/R5z8op1e9JWv9eX78q67ULni7vPx1+/c4Jl+deztKrqGUBlZTEEasytRe7TTfvFbRp2duKI3pg8tIdjW7qQg4L5m/fjhqcXm9zqyzTR4cYiF/TP4fGPNuP7Ty82LcvGZZB/p+kFwZNyb4BzH/wQJ9/7vmPb98xcg288/hlW72q0rDP2OUwjt7H8ABnTiaAhIUcQBQ7/DnMTaF4McXR2g+0x/avTyU4kpRfya5Gz9ptZsOLJFJ5bsE1f7sYil8neaP84jioKLj9+iKUgfGnMvWDgXSvZIfKDsEzWyhTiXLyKV2TuZr/8SjpeLYw7NR/ux+eOS8cq9ekWfIbIFi1jat9u6QmD6ZMGBr6PQucf3zsRf/7mcZjxtYnY+JsLfLfDrNEycSZOduJ7dwD8iXr9eaB9dfbqPXqRbiAjOI3umby1nhFGpsTl281uml5dBo3vKKtFjrlWpq18dpmCndioZfJ0em+G6a5sbJrcoomgISFHEAWOH9fKYnC/lAmDT356Ft64+TREFMUyAGEzm7k4PlnKbtGApSSazgQZT6ZMKe4ThjpsMvSMhA6DvfrmduFyLxY5Nugr4Vwr+WD/El2Yqkhm6VopG7gwl9AwxjVB3B//+sHJuth0w3dOHQ4AGNyzMut980wanLbgTBqS/ntEr+D3UeicOqoPLpg4EIqiZFVEPmpIIuKWbOM4/ZTYECUi2qllegWAiUNqAJgtcnGJWAlDPPDPK6+TJ+2c54KpLa78QJJLIORnooZ9ReY+GeYbxdg26TgiaEjIEUSBw7+03LwIisH9UibkupXFUBqLCC1y7FTksxaPyIUoElFQEo1YrHWJpNW18v6vTcI5YzOxOcwy4BQjd7hdHIPiJesj27KES3bCn+cqrRzB3W+sxhZNmPpOdiIZMrM+qAEOoX5+4VgAwNQje2Xd1pThvXD9aUe63j4IV0qeS44ZBAC49LjB+PT2s3HllHQB6SDi77oqUcU8ieEGt5veeNZI8T59CTntN2r4/RjFT7eydHyaUcjJjE6NbeJC4Qw/Hhz8IXkti2N8jsa5yTH2qIkn03Usm7X+s334KX/QrsXwVZdLrJah+lYW/vuYKF5IyBFEgePnHSCbmS0kZGKTuTZFFWsduZT+Ig//xehlHxFFQUlEQTyZwriBNfryuMC18uhBNfifSybon9kg0WmwVy5JauJUSNwI60kJ51rZzg2kqsrSs9bN7Qk9LsuJ/7lkgi403MD6zd/ffDp4L9xw+ki8e9sZuOJ49/0ICv3yBThoY9YDVQUG9ajAl8YPwLu3ndElXSuDgi+y7ga3om+AJPGGH4tcTNBPYy1H9hs1/v5lAsdpEsbPJA3vgmoUg59s2IdZq+psv29MjiJzrUymVPzg2SV45rOtpn76eb1tPdBiaoNHDfGVSRY5IkxIyBFEgeNnprAYLHKyQYc+Yx4RuFYyi1wO3oZeCmBHlHTttUQyBVVVdddFkWtlRFFMA0O9ILiDi6RsMOnGzeyFG07CscN66CKJ1YljbfJFhSt9FM7+8tH9cc8lEy3LZWNgPuEKALz34zPw1i3TPO/byKh+3VwnpwgSts99zR0Btpn+a7RajupnX2Pts5+dg89+dk5gfehsMIHk5RniVshVSWo6+rHIRQRCzvgoYVZzk0XO52PRzaTVueP6myageNdz4+Pymr8uwA+e/dy2vfqmjKs4L+SMYuvdNXv0/6dcWORW72rEzBW7Lcv/+18r0m2rKob2Sj8HjUXhKUaOKFZIyBFEgePVZQXwJkLyhUxsRo0WOcOxG2d8cyFUPVvkohF0JFW0xZN6bTdRspNIxOyW5DZGTpZMwKmQOACcNKI3XvmvUzMFwbn6ZNNG9zVt78eCEIkopmNwGvvqSScMrmMj+3ZD94oS2VcKmi+0rHjGOKZsYeLQyyNgQPdyDOheHlgfOhtr6tLX6fOth1x/x+2vQVYXzm5iYaDkWmVqCIq/W6U9Y+xq0QHAmWP62q4H3ImLJ66dgvPGZYqP88fk1arXYKhX18E9z2X9cVPT8sI/fowbn1tiWX76UenzkEyqqCyJ4fWbTsUz353quM8gMGWtDG0vRFeFhBxBFDj+XCsL/3Uh66JeCDdiriNn3D4XWQm9ZGlUDK6VrfEkumlxGMaC2oyoopjckthAzSnWTVZPy2kgZ/sdySBRlujFjqiimASqkxWDz5xZ7IRRz4udm2LIQlssfLxhHwBgnyR5kJFXbzwVd04fJ8xkKUL2W7T7+ms3nYpTR1lrnDlN7LDJIifXapbplGfhlgP6/91OWpl/3+Z1XoWQcZcW10oHIWfs7+dbD2JTfbNlWz6DZ59upXh9+S4kUiqiEQWThvRAj8pMhtkwXynGw6HfMhE0JOQIosDxk9ijGCxyspc1ExHRiHkb4//9WCmd2HWoFSt2ZGbpRVa/MknNpmgk41rZ2pFEtZaIQJTsRFEU07Fkarn5EwJ+rGelMauIMlkJffQlElFM33Pqlh6np22YTWxcIfDl8QMAmGMZ+1WX4dJjB/tuk90TRTAvUzR4+b0cM7QHvjdthOvtZaVAelSkBcO546wFyPtVl+OkIwVCTi8CL26T3WdOdeTGD6oRLr/ysfl454t0HFtS4uFgEYmGrmSbtdL4DOSTncjaSggscl/786c454EPLdu2c+/Al5fsxA+fX4oFm/cLRXKYAkuV/J8ggoCEHEEEiKqqmL9pf6AvBT+iRVTrrNCQCTljspMDhzuwbX+LZfswkp2c/cAHuOjhefpnY8KYH593FGpnTMdQSdr3iKIgFlFwoCWOxrYEhvSs0Nvg4zkiilkksnHa5VqCDr4O2ZQjegKAHtfB488iZ3Xb2nzvdFMfvcIPkGXZKvk+AMAfvnEMXvrByd53WkCwAXUfgwVk4R3n4qGvH+O7TXaGKK4mOKIuynXcffF43HruaM9ty10rgdoZ0/HEtdYC54A4zjWq/0bNyy8/fghqZ0zXBZ5snxMG16B2xnT0r5G72d4zczUA+TuGF4mi2F6Gd4ucQcjxMXKSphJJFSt3NOBgi3McqswVvak9IRZyji36x2yRC3FHRJfEe0Q7QRBSXlu2C7e+uAy/u3wSrpgyNJA2/WgWv8Wbc4nTcTFBd/rv5qJ2xnTTC1A2g5wNbVottVRKRSSimMQWSw4iczlUtBi5DVqGx6P6V2P26j1IJFXLQCwaUVBjiANjA6KvTh6Er0waiIsenmdKmOHk1pWNa6WsaT/WQcvgyMkip53TZErFxcf4t1oVCpWlMfz20omYNrpPYG3SmA94+vqpvu5xGW5iSr998nBfbctqOjpZuEV90rNWcsv5n5nMS4Bh56K5/UA6nlNmAeP7ZRJy3G69Cjnj1kbr2epdjVKPkqb2BL768CcY2bfK0754RFbMnMXIkZIjAoaEHEEEyDYtxTH7K+L9tXuwYMsB/OyCca7a9PPgz2fWytp9h/G72evw+8sno0KQxS2VUvGTl5abxIwI3sJjEnIhvgwb2+LoUVlqsqTpiQckg6KIkh4c7G5oAwCM7p/OLJhMpaAq1sFQN0P8hnG1wsXPARnxKDtk42Dr3ssmSl2pzN8x15GzHI+fZCdcW2XRiHRW3EgxZFh1y9UnDgu0PTa4ZBkKuyIsSUVQeKm76BWZa6XTz0nk7hmRuFbywkwmcvc1pSeD3BxvuzaJVRqNmOq7sbZFRdT537vXuUPje62tI12KYNXOBnzlT59Iv7Nfi2vcVH/Y2844RHGFobovq8L/EkQgdN23A0GEgBt9cf3fFwOAayHnJ7FHPuvI/eatNZizeg8unjwIX9LihowcbOnAy0t3OrbDiwlTjFyIb901u5tw8sjeJvdUNustMwxEFAWKYd3IvmkhF0+q4Cd/ee3ED4j4MR0biMnuLaNb1lVT3QkJXchxy288ayQembsJgIqq0igOd4iLkIvgB5j/d81x+HjDPhw9UCwsmZiddlRwFqzOxm3njUFEUXDxsYPy3ZVOg8xqFgR2rpV2iFwrZRY5XtjJYuSY+7mTdf3h9zegujw9qdatPIYDhzPeAKztTGKiTFvW8gMeXSsNryj2nNmyz16gGWvP8cxaVYd6FwlsALEF1E8sulvCqCOXSKbQ0BpHt/IYWjuSpsQtRNeChBxBBIhe98nFw1pVVVdJJfy8X/Jp5WhsTaeVLisR11RyCz9QMB5RmAXBX1y0DSeP7G1y72HHInOtjCiAYhggstTgaauePM4EELlOyd2ZRLhxFZN9hz+PlZrlJ5UCFtxxLpJJFZPvnu2qTV6ADu1ZiZ9fKJ+sOKp/NebdfjYGUap8Kb2qSnH3xROcNyRc4yc5kFvkWSu9/4YzhcvFFnqGTMixrJxOwvX3s9fr/6+WCDm9f8bkSIbz+MLCbdh+UO6FIsI4MXe4PQEAaOlI2H6nxWZiyalunRHROQvT49FofVQDssn94rVVeH7hdpwwvCcW1R5E7Yzpzl/ySCKZQiKlojzLdzkRLpTshCAChL183VjE3CYk8edamT+LHBu0tEtmT90eDW/hMWWwDEHIsSQVx2vJRYwih73IZC6HiqLo5/zKKUP0wWJckLWSPy5+oCaKqbMjmxg53vWRzbwnVRXdymLoXlmC7087EndfPN6xTetxOA+YB/eoyEvxbqLr4qc4t1v81JEDxGJL0V0rzcutrpX2bXsxQPavNk+qsOeBU5bb219eqVnyM1SX29sJ2GOxLBZBsybknN6JdkLOC6LrlLOC4AG9mt9Yni56vqj2YDANCrj2yYUY+4tZobVPBAMJOYIIEPZSfezDzY7btrp8Kfl5weSzjhxzBWyVCDm3IowfsKiGFyCfCTII2ICJDSaMCWPKtYGMbDY/omS+d8LwXvpAQVx+QLzfTFvmBYN6lGPSkO6Y8bWJwn3HIgqmje6DR685XnJkVtjAjE+Kw66dsc93TD/atcumEdJnRCESrpCTTPQ4fM8ujs3qWmn+7JTsxIsraTkX07y2Lp28Sa/taZO1ksepvh2boKwuj+kWuVy9tcQxcrkqPxDMfnJRS3Xexv2h74PIHhJyBBEQH62vx46Dra63b0+4FXLe+5JPixwTMbJ4Br9ukWaLnPfvv792D2ptYjDYsGSjVlzW6J6qW+SkrpWKLoqqy0v0gc/q3Q2WFy5rQ1QCQPS5NBrF6zedhmmjxUkfFEXBM989EedPsMYjymDXiJ8BZ8v5Pvux+pGQIwqRI/tkl/HQDj8FwQF7scU/D3jXSqffphfhWlEibotl9DXumvVL5jHi9JRn6ytKo3r7Rs4ck32Smx+eMxrPfvdEnDuuv2m50LUy673JCaP8AJ/wi7Jhdl1IyBFEQHz7bwvx9PytAIAKFz7lbjMv+rLI5TFGjgkUmcXR7Uwib7kzx8h5V3LX/30xzn7gA+l6Nkh5bsE2AGarJhNyskGRUcjVVMT0c/DsZ9sswpUfiPEt8rPzYRgQ2Cw+bzUt1bNZum+Lv9ezLXBOEGHyky+NAQBUCTLqZovMOub0W7ATWxaLPbctL0qcXDHtkL23juidrp9pSnaitStLiOT0nGfvtZJoRPiOC+L5URJRcNroPpZsokbx+6erjgUQdkHw4Nvm+xtm3HgxlDPqylCyE4IIAVkAuhG3gsbP+yUM10O3sAxsrdwsa1s8iUW1BzCkp7ioNg8vdLPJWsleenZfMw4c1u9pMlk12fmUDYoUBXra7pryElMWuqSlILg5C6Vlxp0vPxCCkmPxK81t5uQCJTH7DJki5tx2uikdeFRRkFBVssgRBUmZxOoUBCW5EHIOFrmq0hia2xO4/PghANwld7lo8iDM27gP4wd1x6vLdqFXVSkOHO7AVVOHYdroPph6ZC/Ld1iz/DOE4eRCz1aXRCK6CDF+pyORwuh+3TB2YA3eWL7L8RhEMNHLnyPjZ3Y+w/RUNMXIBSQY+XdgMqUirJwkLR1JdK8gu0+hQkKOIEJA9BJ7fuE2zFyx27CNy7YcHvzlJRFEFcU0MxpG1sqfv7IS/arLcOu5R9luxyxOvLXn12+sxvMLt+kzoE7wM4wmIefxZdjhYkbR2OSXHvoIY/pX65+H9bLOSBuJRhSUx9Jv0SE9K0wz85YYOW0VW8o3yQ+8wkgG0rtbqXDfUc3FS3TPjR1QjdH9q/VBVb/qMgzsUYEhPStN4py1GWYsEkH4RZZ5NggqtZH0f5w+Ao99ZIiTdtilnXekUzIkftIwFlVMGQzd/A7vmD4O/WvK0RZPIhpRcOKIXpj+x09w4cQBJpduc0FwLamVJETA6b3FJtdKYgri7enns9Hys+tQK97/yZkA4F/IKWIhZzxn7PSEGSNnJKjd8EOMeDIVWnbJ1o4kujvUfSXyBwk5gggBkZvDz15eafrs9sXhtNna/7kA7YkkxtyZyS4VhisEczl0EnJMuPAxcpu02LP9Lmv9WFwrDR+9CtW2DheFqbn9xVMpTJ84EA9ffaw+mLJzrXz821Mwb+M+vZ7PccN6oLI0ZmnXUn7AwRXKR3iaIxdNHoxdh9rw7ZOPMPdF+yu65964+TREFUUfVC2841zbfYRZr4sg/OKn2L1bYtEIamdMRzyZMgk5p11GbX4rJQ4Wej5xBz8R5EbI9apKP7PKS6K4/rQjAUCYzt6ctTKTmVeE02Qbe//FIhEkUtaslYcdShG4gfXXIuQM7uvs2R6mE4u5/EA4hFly6Kn5tfjp+WNDa5/IjkCEnKIofwPwFQB7VVWdoC3rBeBFAMMB1AK4UlXV8PKkEkQB4cb1z+lFl0im8OOXlmP3oTbHtviXeZj+8k4wESmLkXNjHQMA42ZNbXHUN7Ub1nk7vpa486CAF9aJpIpYVDHNiMuTnaSTKBgTKbR0JLFk2yHUNZqvX1R3rRQX7OUFUBixZtGIghvPGmVZzs6BaJdsMPTkdSegzSbjqgIFgEoWOaIgYb+/ASHWL+TFlKNrpc16XuRZCoJH7Z8Xbn6HbpMZmZ+FwE//tQLHDush3NZJGLH1JVFFf54HPQHJzkUpF3dsdq3U+pOrrJUh7cdNySOvjOrXDRv3NuveJkRhEtSU6d8BnM8tux3Ae6qqjgbwnvaZILoEboKbnWII1u1pwmvLdmFh7QHHtviXez6zVjIRybtWsh4+NGeDq3aMsWWXPDIPX/nTJ5l1Hl+Gbko98OcsmVItoko+3rEOlljq7o17m81bOpQf4AdeuUwawgYzdoO/s8b0wwUTBzq2RUKOKER6VJbgmpOG4f7LJ4e2D/557PQTtvut8CUNeNHHWxj5toIsgG5san9zB15cvB23c54mDKdnNFsbi2SSnRiFnGJ4pq65+3z86qtHe+4vO1V2rpWsNt2eRucJU7+YslYG1CZ/T+1pcOfp4oW+Wm3Vh95d77AlkU8CscipqvqRoijDucUXAzhT+/9TAD4A8NMg9kcQnQGnF51THR478pm1UrfIScoPyJbzjB1Yo//fmEwD8GGRcyHk+CY7kilLtjPZgMvLbK6e7IT7zPA6mx8kbByVVRwRi5GjbCdEAaIoCu65RFyTMSyySXbi1dXaqZwJkBYBqgp888RhGNWvm32Dpu9l2tpsU8oFcH4mstpxsaiiT/4ZvTWM3a4ojfqK/9ItcjF5shPmwvn8wm04hytTEBTGid2gLHJpv4cMbt+rXiDv+OIgzMvUX1VVltmhDkA4vxCCKFKcxEgsCyGXz6yVSUEGMsB7XbErjh+C04/qK/yeFyGnqqoer2c3Oc2fs4bWuKPbUua77vvDD8z4FvkZ9lwattg1yyaO6KQRvQGQRY7o2lw5ZYgukpwSFhkfM1+dPAj/cfoI/TNvTXJui5sYEhQbry5Lz+GfP2EArjv1SNv2/KKq6ee08VmtqipSKRXN7Qnc9foXANITluy5E09ktuV77SdaQBYjZxSZV50wDABw9KDu3nfgkjDqyPHvoisfmx9Mwzb7IAqTnOhtNT0FIbx9FUW5QVGUxYqiLK6vr89FdwiiIAhTa+XTIseCrmUzsmeP7Sdc/v1pR5oGMLFoBMcN62F58ZVEFdexFBv3NuPIn72FV5ftBGBfFoK/Hh2JlGUAIBMnollW2b74JviBGW/JymW4o+5amcUL/M/fPA5v3zLNVQkOguis3H/5ZFyouSA7/ZqMcXDfn3YkfnbhOP2zm+Ql5x3dX7pe9Fser4mWmvLgMxE+/q3jcZMWf3vNEwsw5Z45+rrRd7yNET9/Cy8s3KYvM1rk7CYg/cSwsQmpqjKzNe/JebWmbcpLImgNILmKDFXy/2wIM2kPUVyE+abdoyjKQADQ/u4VbaSq6uOqqk5RVXVK3759RZsQRMHjx13CybXSOJM5oMZbYH4+C3iyl7GsC4daOoTL75h+tGkAA4jjO8pLotjT2I7ht8907MvSben8Sv9ctAMAUG0zcBENIngxEoSVySl+hn1m1sBcWlfZPZmNS01VWQzjDG6xBNFVYc8vp7eDUWxZkpVwFjXRI+gv356CY4b2EK4XDfh/duFY/ON7J2LyUHGikmyYPLQHKrRi6/M378fBlri+jgm2MoObZMxokTO5Vpr77ecdy9pYsvWQafmgHub3aWVpLBTXREYYFrlcyDgmnicODs9aSWRPmELudQDXav+/FsBrIe6LIPJKe8L7YNvJPdC4viSWrg10yzmj9WWXHjtYOmAOMxXxO1/U6fENALD9QAsWGRKysJc1/+JlST+WbDO/VO0QpeWuMAwCnJK6sC6wjF58Ku/MdqrQ8mURcl4sVQ6XQFYQnH1ktehyaV09XasZdeWUoTnbJ0F0VtjEj5MIMT7m+EdMicsstsyN002yk9JYBKeO6mPbJ79EFMXRjX7sgEyNzpKIIUbO4Fq581Cr6TtszeQh7kUFO/TvTjO7j94x3Zw4paIk6iqO2j+Z4woqO2Yu3B7ZGKSxLe6wJZFPAhFyiqI8D2A+gDGKouxQFOW7AGYAOE9RlA0AztU+E0SnpD3uXcgt3GKfjdIo5ERB2/deNhFv3zJN+F0mXD7dtA9H/3IWGlqCexD/xzOf47//tUL/PO3+ubji0Yx/flziWumnsLXMIsdwik1jFia7d+fdb6zG955aLFzn3rVSvm8n+BbZeSor0SxyObSuDu1VidoZ03HssJ452ydBdHY+3rDPdr0xO64l+ZHFIid+Br2zqg6A9ZkossiFKQIiivOEl/F9VBKN6M9KO0+SytJ0XF8/iXdKTbk1dx87zhOG90LtjOmYNjotXrtxrpYVpVFL3dMgCcMil4sYZOYM0uFjoprIHUFlrbxKsuqcINoniELHazp8AHj0w034zzNHStcbhRB7IRlTUdu9jJlF7s8fbEJLRxLLdhzCGUcF57q8fk8TDhzuwIHD1pTHrGzAB+vrceEfPsZrN52KkmjEV9IO0SCkvCQz6OlIpoTZzFo7ktiwt8mVmPzbvC3S/ZdxFjkvcQluE7JYLHL6vtPHlU83WYIg/NPY6m4CzThf5JzFVtxGk+YlceCw2XVdJKrC1ADRiOIoMg4a3OuNrpV2buSXHjsYja1xnDSiN+as3mNZL3re8t34wzeOxaxVdRjVr9q0vLI0XIucufxAcFkrw4a9P/14HBG5IxAhRxBdHa/p8L22KaqHY5uBURv8V2qxCtkGcvOuQa3xJL700IfY12yNd2MiUlWB1bsb8crSnZi5YrevpB0ii5zRtTIuecH89N8r8PryXfihwRU13SdvnbBY5DzMZF84cQDeWlnnuJ3C+UVYXCvzWNydIAj/uHWLjkbkz3Wvngz8M0okqkK1yEUUS59TKdU0CWZ0zS8xJDtJpTKlEW4+e5SpjWhEwfWnHYntB1qE+xV5Z/D96FVViqtPHGbZrrwk6qrWqF9M4i2oGLkcKDk2QU0WucKGhBxBBIAfv/cpR9i7ryUFFrlYVO6CY4QN/pm1KttAbl6otsWTQhGX3rf5oc/cMP3UxRMNQnprRUoBc90hIyt3NgAAGiSJVdzCW8O8uLP86arjcNt5h3Hugx/abmdxrYTZjTafxd0JgvCP20RFRvHFiw/+2ev0prFkwc2xkIsqCviKB/FUCmWRzATcYYNo6l6RTkD1oxeXoT2RxJj+1Xj1xlOldeNk2XBFViO3x1lZGrVYMoMkFbyOy0nWylSKhFwxQPmhCSIA/FjkTndwdTRZ5LS/xmQddu8oNviXJdSw48E567FihzkhCe86KhJxuxta8fNXVqK1I7iHvsgix6yMgLnukBEmrHceastq/68v32X67OU8RiMK+nQrddzOWsA3/Tcj5MgiRxDFiNunRcTkWmlex08mOb1q+PkysWulfxFw/+WT8E2BVSuzf6trJS8EmtoyFjnmefDK0p2Yt3E/IopiW/yb95Kww63WqSiJonbfYdz43BJs3W9f6NwPxtdntslO4skUGlriuUl2wixyyVRghcyJ4CEhRxAB4EfIOcU+iZKdGC1yMpeb0mjEUsutdp/YHYVHVVX88b0NuOjheablbiaWf/7ySjy3YBv2NVvj5ox98YJoNtk4IyuzyG3dnz7ed9eYYyncXqYbz0rHLv7xG8dy/Un/LeGmnGVxDxWl8gFJpk0+a6ViWi47RoIgCptrTjrC1XbGZCdOIuiLXQ22bVkmhgTP0Gw0wJVThuLSYwdL1yuK9d20Yoe5z49+uCn995rjTG6lHcmUY+kTL/Up3YqdipIoGtsSmLliN54z1LgLCuP7IVs99JOXlmPy3bMty4f2qsiuYY1/LNiKBZv3AzCXEKI4ucKFhBxBBIAfkeKUcTEljJFzfjGVxSK6a+UhLTvYQ++ud9UnUUzH3HV78f5aYRlIE41t9nF4p/9uhQAAIABJREFUTscrgs/YBpgTkHhNBGKMzbDj+CN6onbGdAzvU2VazgZFLBGJE3bupH+/7gRcdtxg6ewzs0aSRY4gipPR/audNwJvkTM/8/jnw7q6Jtu2djc4eyFkm/HQ7vslkYhl/TefWCDctm91uSsLohEvLvpuBevLS3fq/3/sw82u23dNgK6Vry1Le4m0c+ESQbk/3vHKKnz98c8AmGPKaUKxcKEYOYIIAD8WOafYJ1GMnJsXcGksorfttV8iYXTdk4tcfdePUHNCVEfO+CKXCbkzx/TFB+vqLcub2hNQVdUxgUD3CrFLJBNXpbEIIDY8mrDbz5lj+uHMMf0sy/lrncuC4ARB5B5zjJx53VVTh+HtVbuxfk+6DueQntlbXrJ1y4vZmM0iEQVLth502Q/rM97p2exmMjPTfi5yOzpjfDO6zWTqBH+ewohjM44fKE6ucCGLHEEEgB+LnFNGM5NrpfZLtXuBGrMdsra9ioBsAr5F8WzZImqzzJi1UiLkRCKO0abV/Lv2bwsx7f73Teu+dHR/jOrXzVSw1ggLzOezZQYZPsCuY6+qtJgc2D0YlxmCIAoTuzpyA7qXY/aPztA/D+lZmfX+sn1UO00ofrppv3B5/5p0oioWOxwRJEZx6puXLJ5uhdy546wTakGiqqr+Lss28ZixTSNuM6R6wTiZTEKucCEhRxAB4Mfr4A/vbbANIBbFyLlyrSyJ6gLukMdC4IezKFPg5PLiZ3JUGCNn2E+HINnJQYMYZcLLSFNb+px8uL4e2w+0mtZdMHEA3r3tDFSV/X/2zjtejrLe/58pu3tKcnLSE9JDCoROQugC0gUbgoIFVNQfdpGLchXbtWHDq/eqXBU796qo2KIUQZAuSCcQakISkpDKyam7OzO/P2a+M88880zZ2d1zzp58369XXjm7OzvzbJt5Ps/nW9TBChTm1MxgR3rFB8/pxlVvXY5PnrFvE4/GMMxIkxRaKXPpqUvrPl6tLQ1kVCHvWR6n6ySJjraCAUO6bjTSRcsqWN997EL/7wNnT2jY8QkHwbWsGa2KgOYILTG9g3PkRi8s5BimAeStRCVXRRRRVa00M+QHiMVOas0ho+eNixEySWzZnZybcdp+M2rep9KRE3LkBqvR1c2nX+r1/35ZEcaSFOvflpL7RivnzQzYoTw82wFO239GYgU3hmFaHzOhj5xMI84H9ebIpUVfvHmluqolLVzSebmjaERy4hop5LLuasaENv/vUg3FVLLiOEG1zWYJuWaE4FuO478f7MiNXljIMUwDyHtyTgplFMUhraAWEi6g9EipoPsCbt+ZXTWNh14HHbuWksPbY/rKEXly6NKqVu5WFFhJcy2TLkilQvIpMW6lOelt+u83H4JvnXtw4n5FaCLTrAs+wzCjC9GRi3PLVsybmCjyKBQ70/Hq1EpJIf4AcPKy6cr75TY2HUUjIgobmdaWNYxx3uSgqFUjnSfHcXD/2h3D4sjZTm3X60z7tIPKyyzkRi8s5BimAeR15JJWH0XjiK51hQyrhW2m4Qu5WuPmSWzRxaaWi5rK/RIZzJEboJowiEJOlTieNslIek/SqlHWkmhPnHngXnjtwfHlumXIdLVZyDHMHoHoSsWJrN+89yg89+UzYvfx8dOyh1zWG1pppJwH48SKfE7rLJmR9ghZ3MJvnXswrr5gRezjbd6CXNriosjzX34VTt1vOoYqjRMsf3z4RZx91d3408Mv+teOZhQFI+oVidGehQ7aPQe4bDUmt49pPFy1kmEaQN4TaNL11FI4ckl5aJqmAY6DoqljcNDCi7sGahZP9DpoXAPlxp28b396W83PSXPkNu4aiDz+zNbk8txJK4ttKY5c0M+v9onQU184PdNqM1Vxa+YFn2GY4eGzr16G5fMmJW4jnufyhhbetHpL+kaK4+UhLbRSdt4I+ZRWMvXIvrK8/tcePEu5cGjoGizbwcwJ7Xh+W1/q4qKI5jUiV4Xr52XDzuD6RAuMzVygq9oOMnbGUbJ+R7jfrGU7fppFIwUu01jYkWOYDGzcNYDP/vHx+JVG6cKV9Vx99R3Pxz5mKWLek5qhUg5a0dTRO1TFUVfcgjueqU08UZy9huzNqJtRrdLft0IwiWL2e7c+C8dxYNsOPvqrh/Dc1l5c/KuHE/eZ9JqKRvJV0A9xraGXkb9vU8/0PNPPkWMhxzCtztuPXoADUgpoaFr9Qq4WfdDsqpVLpkWr/vYOVSPnNE3TIgWpsr581XWHxvWOo+fjvJVzcOExC7LtzKPNNBoqWMQxBu1kGnNeV+2l3mvGK79xW2R/lJM5xH3kRi0s5BgmA5f8+iH85K61eOAFdX8c+dycNVZ93fb+2MfE8yZdDpKEwJVvOgj3/PuJKJk6NuyIOlVZkIVqlotOPRemtAmBalIji9nv3vosrrl3HX734MbIhUhFkiOXEpXpk0fIZaXRF3yGYVoHLeeppZb8qPr7yKWct4XHadv9P3ND6Prynle4lSI7iuHFs6xjUy3yUQ55Z9HEl886EN0d2fMGATdHeqiBjpwIhVaqFmiTsGwnc35ao68ZthPkjVeb0N6AaQws5Jgxh2U7+O9bnvbLzDeCtFwzOVyiEedTcZ9ij7g4SqaBGRPaYBp6xHVaOLUz5llh6GRNx7OafPJOu2SrJgzyRe1rN6zxVw2XTlf3fws9P2FlMeskYsp4tx/SnElujzengQ0Jmp0UzzDM6CWvyKrlbFFvQZEsoZkk0BZNG+ffJ2rNeZPdfnjywlxWt1CVC03jyhs6WjJ1v89oo6GK0/91yzM1hVe++Qf3YMnlf43cL1f7BBoftmnZQdXKWitgM8MHCzlmzHHT6s34+o1P4Ut/ebJh+6TVzrjLg+r8WW8FKVWeQVJoJaGqbNnVFu2npkJc0fvJnc+jp4FiWEXapEV1QV44tRNLpo8L3Uers3tP60zNc5ObedcyHnp09sR2/OH9R+M/XrN/4vZ5mNXtisO9hJLYDMPsGeQNe6xlDq8SAbWQVlAKCKIWxMVH8ZpGrV6iQi7b2FTXBrov78trKxgYqlp4YlMPbnx8c76dCIgfCQ13qGrXlPJw7/M7AADPb+vDHx7aGDygeI0Nd+TsILSShdzohYudMGMOKjk8UEdzaxk6P8ZdIFSOjOPUt/KpcmQy5VgpQk6yikoK++gvW/jsn1bjiIXJSfr1kvb+qF5Le8HEjRcfh1d+41Y8t7UPAPxQ0oKRvqKa5MjV8nkdNKcbdz1bewGXNM48cCbGtZk4bvHUhu+bYZjRjZazS+VwhlZmcbwolFDsfSrmcFFZeznKpJ6KmkbW2PgYSqYO2wFO/9btANxKlvWMR/xIxM81T4uDk6+8LSTUVPODRjtyZcv2q1ZyaOXohR05ZsxB8/RGNhZNQ3UNrTfxWHWizuLIqZqGZz2/yyt6O/tG1pFThVbStVpMSt/Z747zDw/FN1gnKpYdO+mpeTW8Cdc2TdNwwtJpkbLcDMOMffJUxAWA95+wCADw4RMXp25b76UxS4ErWnQU3T/xtNvpVUOUC0zVk35s1hmWLjdbX/XoJry0e7Dm/ax6ZBPmX7YK/cJisvie//P57ZHnPLR+F9Zt74vdp3xtVrlv9ThyVWmB07IdDFVtP5qHHbnRCwu5jOzqL+PBmEIXzOiCVqUaORGm02PcqpRKF2Q9pW56WV2YRLwY0WpeUvsBQhVamVVUyhfAenO/Dp3bnfg4XdymejlnMqoVVpoYULI84P4+AWBGV3o44lDVjnXlal19rXjvVzOLnzAMs+eQtwrwEQsnY+0VZ+Dik5ekbltvH7ks11YSpHHVDseV6gutVI7Le2reXchN1T/wvw9i5Rdvrnk//3XL0wDii5n96M61kfte9507cdzXbs18DJX7Vk9etewSUtGXcW2u4K5wzvaohWcfGXnvLx7A6797V66mxszwUvUn1w0Ucp4Qiit6IgolEhN5xZNqnzs9oZLlNdXlyDU4fGIvL98rDg3AN845CNe97yjl46pJDU1CLjhqPv77zYcAAHZ5/YKowM1333Jo7DErlh37nqdNImjS0UF5A97Fj4UcwzCNoF6RNZy8/pBZsY/ROTGu6JjvyDVQyNX73s2ckHy9iuP6xzbjgh/9058n0GsXC3OJYzt4Tjde9a3bcd/aHbnHqnLfGiHk2gsGTF3z5zpUtEZ27JjRA88+MvLIhl0AgJ4aGkyOBh5evwvv+PE/9yhbnF5rloTsrJCmqsSUDladPrNGVsadfMX7n36pF0C2C1V9OXKSI1enrpuYUv7Zchy8YflszJ7YoXw8KaEdgB+/T0K3z2tgfmBC36Zy1Y4NQUl7d0/adzouPmkJLj9zGYCg714ze+kxDMPUQ9HQMamziOOWNC7v9vkvvwpfPuuA2McLelTMiHQW1UKuHi1G17m8YnBmTIGptAX8i37xL9z21FZf/NDhxcVYcUSGrmH1ph78x59W5xqnDEXqVGtsbSBCn1NnyYTlOL5w42Inox8udpIRCiXIk6Q6klxy7cN45qVerN3Wh8UZSrOPBeiE00iXhEIM4yoeiidsEhpZHbk4l09VtTILBYWATRvLYMXCxb96KBJaUq8/19WefIpJW0BU5sgJd9FFZld/eIGlvWDghKVT8fc1WyPPr1h2bFuFLFU0P3xSkINCnx07cgzD1MNxS6bitqei56tG8NjnTgXgnjsbVdlQ07TE895p+8/Ami27MbGjiA07o+kDQY5c4xw5y6nvfDwjRsg9uXk3Dp6TnCYAAPev3YGbntjiL4CK77T4srbtHgJQf2N2oq3gthyqZ35Kc4SSqcNxgmtbuy/kOLRytMJCLiM0OW+10Erf4t+DVlOCyXXjXBJa6Io9mXl37zNjPM48cCa+fuNToQtmUjWpuJWuvD3cVI5c2rX7yc278dfH6i+3THzoxMWpbQCAdKdQ5ciJF3qqeCY75e1FAxccNV8p5MpVO1Yk1zqHCBYN2JFjGCY/Pzh/BQbKzZlfiK6XaSRsWCNJ1Ss/fOJinH/kPFz6m0eUj3d5uVcFQ8P7T9gb3/n7swBqEze6Fr620aU0b4SEXOxEPE4W3vzDe0O3Vb1ggWxFy3qHqpkjaTqKJnoGq3X1wCMhR/MHmuu2F7lq5WiHl5EzQgUWmtUsslnQBHNPWk2hEvp5m4ImERe6QCfBr559oL/SKJ7EZUdMnPirhNxgxcrvyClz5ML72vTyAL5501P+hSLuwpc3lPiYRVPwvuMX+b2C4kh35KKvRUy09/MwhsKtJtpMIza0tmw58TlyNX5nTtt/Bk7bbwY+fvo+NT2PYRhGpGjqmNCRrd9nK6DrGiaPK8VGg1Aut6ZpuPTUfTDZiwap5RzcLYXu23U6cnHkFdjiAroGDT84f4X7tzef7Gp3P2+VYDvnqrtx1nfvynQcEltUoCQPNAR67wa9fRUNHbrGoZWjGRZyGQlCK1vTkduTfoT0Uhsp5Og0Gxe64PeZg+aLolDPF+lEfcyiKf7f8mfz3NZe7POp6/H7BzciD3R88eXL14kP/u+D+NbNT+MfT2/DD/7xXOy+8obh0HtPF5g40pKzDYXTJb4uVVJ5ydSh6xqWz5uI6V0lfPXsA/3HiqZeV46cTEfRxFVvW547SZ5hGGYsI59qD5nbjXMPmxPZzvCvW9nPwvIlnvK68rZwAICJCjHdnzES67T9ZkjjCTtyJy+bjpKp+9d8um6pIqae2NTj58anQQVJhuowGmiOQPOHX9233r1taDANPbY+ADPycGhlRuiE0WqO3ANey4Q9ScjRqlwjq3+ZKaG1jn/MoGS+KFKSzLVy1X2wd6iK3z2wwV9lXBtTujh1rJ64KZmG3xxdXhXdPeg6WBf86J8AgDetiF5YgaiwOW/lXNy65iVsejm5tw45juRO5kXlFIp9iYqmomG4d1FrLxq49xMn4QXhfSwarpCLC3Udzt6DDMMwY4Vb/+14ZWii7Da9/pBZOP/I+ZHtXsqRN/aVNxyIL//1STzjCZ6FU8fhofW7IrnetaBa5BvM6MjJC/1hR87F1DVfcJYlQZcXat9Tj9Egu5k/9lokFAwdRUPn0MpRDDtyGdnS455kWi1Hjs6he9KPsJ4SvHHQamHfkPrz9x05DWpHThrTK/eZ5v9N4ZpfXLUan/7D4/jQ/z1Y11jpglESctRkISdXW9zaO6Tel3RRfdNhc3Dd+45OHQPlABy992SMK5k444CZWYYeQeWqigJdFT7ZLk0mCqYo/NzV0DhHjotPMgzD1M78KZ3KYiHyImbaAmsti2kn7jsdf/vocf7tz7x6GX5+4Urst1d81eI0VPOH/oxCTt4uNF/0XpculPaXnbm8dHshmvUUO6FXLed7m7oG09BCZsC67X2Yf9kq3P1stLE5M/ywkKuRwREMrRwoW5h/2Sr84aHaQ+5a2ZH7/J9XY/5lqzK/BgoBSCowUis0wR8oV2O2CMoeUxiuWKxEDq2cNTEIxaPXtbOvMa0tbEXemxwVQULmsPmTAAShGdF9hW8bmpYpbIVKS08eV8JjnzsVRwuhpLVgKC7qodBKRdK4vCosir0dfWX8/J512BYjXGuOrWQYhmFikYWR6pwuUk8kTXvRwLGL62uxMHdStBXOJdc+jG/e9FTqc5OEnOjI0TW/4kXjiM5d1gInIhT5Uo/REBQ7CV9TK5YDU9dDdRbufc7tf/fbBzbkPh7TOFjI1Ug9Mcj1srnHDWfLckKRaWUhd/UdzwMAvn7DGrzuO3embk/uY95iIcp9ehejvpiVOZUjJx7fkd5+cdWRQispH2zFvImR/ee5toVDOyVHznuPyLV7OaaoibxSqOvJFbcuPmkJPv/a/TB7YjhnrL2Y71SjSnwX3TRVtUhZyMnlrQHg0Q0vq4/HoZUMwzAN49yV4bD9tKiHeqIiGnH+/uk7V+I7bz40cv+3bn469bkDFVnIiQ3B3f8NUcgpHLk8FcbHeUKuLkfOu6zK18uqbaMoOXLM6IKFXAbESfBIOnJ5VmqIp7dkS5qtl/U7+jH/slXYuCvaN6Ze/ucfz+Gh9btSt6MTTiMdOTrR9sc4cvTR6JrmhwNagg0mi0pD1/DvXqVDGi+tVFYU4x5XQ64ZrayF2h9IuySRR/fLfdiIiJDTNHTElGgGgDmT2vG2I+dHVlXlcMd6EN8LlUhrl9oeqBzEuIsSCzmGYZjG8dqDZ+Fb5x7s306rSlnPObgRofHTu9pwxoEzcePFrwiNOwtydcstPUEuOQ3NEEIrVTlyg+XaBRPlhdfjyPkVrKXrZdVyYBq6n9cn0jNQwTMv7a7pOF+5/kl85+/P5B4nE4WFXAZEZ2M0FDvJGnpw5zPb/L+/kcPFy8NXrn8SAHD0Fbc07RhpCb10kmxkrhydaONz5LxiJ1DnyMk5auWqjVO9ClckKuh5Q4qT8duOmOf/PbGjkFiRkw5rJRyfxkahonECVV4dNHQtEnohP64irj9PLXzolYtw1VsPDRVQUZWZlitlqoQc58gxDMMMD+J1IU2oZemxFkcjC5wtmT4erz14Vk3Pka+j4nWGxuaGKYYdOdFJy1Mdkq6vdVWt9P6XPx/LdtwcOTHCx9v6xtVbcNKV/6jpON+79Vl87YY1ucfJROGqlRkQf4yt1H7g1/evH/Zj7uwvN/0YfUMWSgn9yejk2MjQyiFfyMU4ct7/muDIiQVmZHfwvrU7sc/MrtB4aaVSXlV7/HOnhhytez9xkn8iTUJ0ncTDb+kZ9MUixfRn7ZOTdhGO691GF5pF08bh9P1n4OA53bjwp/dnOiZxzOKpWLlgUvh4CpEWKXaiGFNccrnGSXIMwzANRbwupLV4q0vI5X5mY4hLvQCCsek6BCEXXXTe0VeOzVmPw9TdeUc9EWPiYrRI1XZQNHRUhGumvKDtOE5DRTRTG+zIZUBc5ajXkesvV4dNDO7rCYXh5IgFk5X3O46DK29cg6e21GbDq+gdjCs44kInyR/fuRY/vP053Ld2R93HJGdKbjxNhNsPUGhlfLETTYs2aydHrlc6SXaWzFA4StHUE4UsnZBF8Ubje35bHw7/0s3+6yABl3QBEklzrOIcObHwyiWnLMWCKZ2Zjhfed/Q+lUiT3T9VKM+GnerQX43PiAzDMA3FrMGRK9Uh5JodGh84aJYyiiWp+iQNzdR1/9pcqdroGaz4VaQB4JRv/gOn/mdtLtfTW3pRMvWG9JETec1Be+H1h8yCaWghQ0Ne0BYfK1dt9MbMk16OSeFg6oOnLRkYsoJJrirsLSt/eXQTln36Bpzx7TtyPb9Wf+mlniF0Fg189OQlAIan4Imc7EvsHqri27c8g3O/f0/dx+gZTD4ZiE7YF1Y9gXOuurvuY9IJOk5EKnPkHDG0Mbz93lPH+fldtG96XtrrS+MtK+fhtP1m4AKhVw+Juxsf3xzatlZHLq3Juqrvm/g8Pw4/xrlLPnb0OSqRFpePt3BqIB4fWr9TuQ3nyDEMwzQWMXIiXcjlD8Nvxvn7gFlBK4MeryjYa/7rTiz79A2wbEeZO6aCoj3ES9ZAxcKBn70Rn7zusdC263fUVmNgsGqhrWA0xpHz3sOzl8/Gt887BO1FIxQOCkQXfkUB++6f3Y/9P3OD8hj9lWD+lPV9E6nl/d6TYCGXgVAiah1C7n3XPAAAfvPKvGQ9VW3pGcT0rjY/pyguLBAANu4awM/vWVfXuIBAGEzvKoXup9DCLGLykQ27cP1jmwCoC7zsTnHk8lR9SoPGHbfSFM6RizYEl0MrT9t/hi9C6Ll0Eaq3p8yEjgKuettyXHT8Quw/qwun7jfdF5Jyn58+b1Ux63uWdqGMyz2TBWCWFgaRfWS8SMs5cgDwj0tPwO/ee5R/+9mtfcrnco4cwzBMYxEX7tKuIW2F/NNSsWdooxCv4z3e3GONF1l0zFduwRFfvjnbjgRHjqDr5ZOb64tUmjGhrWGOnOrjKRq6lKoRvs6LOX63PbXV2190LkDtFoDgvRT59f3rE+fHZ191FxZ98q+xj++pcI5cBsQv6U/vXofLz1ymLLIw2ugZrGBCRwHjPSHXO1RFd0dRuS0VJ3ndwXthfFsh9zFJ6MgnawofzHKafc1/uy0GFk7pxHPbohPu3TGO1fod/Tj2q3+vYbTZIXEV5ziqHDnRGZQLrxQN3RdPV/z1SXxh1RM4TyrTXC/Txrfhzx88Fp/70+P+iVcuT5y10SmRXnFMfX8jhFycidfVZqJnsApdc53PTkWFz7mTo72BVHCOHMMwTHbu+PgJqYXFxPN/2tSpHkcuT6RHGoumjcPqTT0Aom16Nr08qHqKkiBHrnHXGE1z5x66pnmOXONCK8VRmoYWWmCWF6Z7BiqY1FnEtUJdhsGKHVpUffCFnXj8xR7/du9gFZM6g/louWrjY795BN0dBTz06VMU43Pw4AvpVcv3RFjIZUB2SAYq1ogIuVprd9iOA13TBEcufdJeb3kQihuXQxBJtNSSEKsScYB6JQeof1UrDtt2/JWzuJYGdkqOnLyCVTA0WHa4umWtoioruqb53x1ZyNVa2VN2xehCIh5LBV1gHel2TceOuQDSPuml1NNqgyMrGYZhsjN7YvoimdjvM20OUF+OXO6nxnLFGw7Agimd+NbNT2PVIy+iqy3ftDnIkWvcIHVNg+U40DV4jlzjip2IH5Np6KFwSnnacPzXb8UzXzwdP7s7iOoaqFghIff6794Veo5cnXNr7xAAdSuk3qEqPvOHxzO/lj2N0W8rjQJkISc6LSNCxvOA47ibdpbcH1NcWKCIVedrI7HYW66GRA9VPGrERPkLq1bj2K9G2xvMlMIGG4UYdhhXCVMMS/AdOTs+FEHTtIjDFNeUu15cp8rrW1Nn2KY8ZjkfLU6fyeseDQ2tlD6S+RndNxWcI8cwDNNYQo5cE9oPvOcVCwGgrmiiODqKJs44cCYA4Ae3P49XfuO2XPuhaI+0PPNaoF3pmoYnN+/Gjau3xC7ODpQtzL9sFVY9skn5uPwsMTqlaGihqpXyfAYArr7j+dD8Iq6lESGn2cRFWgHA5dc9it8+sCFxf3syLOQyILsYI9eCoDaRRY4cNVBO+qEQeXqYiFDooeMA/cLqUCMLrezqryiTgePys+pF/PzjTpLUDkDXNH/FzU4odgJEL2jNE3KaEFpZ33dXFjqykItfbfXu996HPKuScSEp8lt72v4zYvdx48WvSFxM4Bw5hmGYxiJGMKUFYxRyLPJ94lX7Yu0VZ9TVuiCJCe3ZBWJcjh9ddxop5Oh6K1534wTUxl39AIBv/k3dU1iMKhL/B9wIGnFhWpX/tqVnKLTQnVZPQsyXA5IjxuKqTDMuLOQyILsY9boaeak1tNJxAGjAXt3tAID1GX4MNz6+JcfIAsQfr1hchcTQrv4Klnzyr1i/oz/X/kXh8M/nw20FrDpFaBwkQoumHivkbJUjl5AjB0RP6D1NEnKapmGwYuP//fx+DNYZvkni8wMnLIKuAeOkMJO41VYtrOPyhVbG7Lu7I3yRTWo+vmT6eJyeIPS4Fw7DMExjydIQfC8vomY0RkXUIuQ6i+rQy2YIOdqVBmDp9PEA4itQ0xQk7vB+VJEi5GuoauEpIWVBNQsydPiVuN3nJM/HZNNAFKAf/L8H8bfVW/Dw+l01p3/sibCQywC5GO86ZgGAkRNytX6fHbg/2pkT2tBZNPBMTA838YfyUk/25F3Vfh7Z8LJ/W3yfREeubNm5ipLM6GoLnVDlwiNJIa83P7Eld8XRvz/5EgBXRMY6ckKxEwobDPWR8/6+6q3L8eyXXgUgKhricv/qhQ5zw+NbYqs1ZoVcsUtOWYLHPncq2kzZkcu2nzyOXNwFcJxU3CRtVTbuQguwI8cwDNNoChnaDyyd4QqRRgqdRpG0OJh1Wz+0soFClRZEC4aG/3ecG14al2sf5MDFRLZQayDvsxJd1L+v2RrZ16TOoj+XAdzPtSBce9PmyRXpcbGuwp8efhHv+tn9eO137sQvNZ6cAAAgAElEQVQ7fnJf5LkbduYzAsYqLOQyQF/ILk9EpK00NAs5GTUNx3GgQYOmaVg0fTyejinrKobbHTJvYu7xrd0eFgkh8Vbne/aLCw/HDRe/AuMFB0gO6xOF0yVe7zziwp/ej30+dT027qrdor/0N48AADqKhjI2HAh/NnSiFkM96WmGrsVeqJrlyImH21yHUBf3pWkaOoqm/1rEWH0V8r26ruGSk5fgzx88JvuxY943+txP2nc6gKhDJ6OqaumPcxSuBjMMw7QyYg/QuOvf0YumAADmTe5UPt4qlFJCK/Pkh8fxpsPm4O1Hzcc7j1mADm+Bsi8mtJIMsDUxC/o0Wznr0Fl4x9Hz8W+nLI1sQ3M62wlX6CaKwmtLmyfLqTC7YuY//3hqa0ScXnmjOjx0T4WFXAao2AWt/I+0kMuK4wTx6HtNaMPW3UOhxwcrFtZt7wtZ8T0Dldz5bNu8/b/h0NkAgpYD8t8AcMLSqTXte8HUTkxoL/hiGog2lBRPDCsXTFLu51O/f0x5fxZKCaGVdK8mNgQXHTnvs0sqdjpUtf1WEY1EFFdZG3/HIZ+45XCRWnTQB09cjP2FZqupx47ZOb3Pl566FLd/7ARMG59c9IaK/zAMwzDNR4zAiLtGXHjMAtz7iROxaNq4YRpVc4hrn0CLhI0MHW0vGPjsa/ZDR9H0r2txjpw4H1EtrFNxupJp4DOv3g8ThAXRS091RV1QA8GJRK/0l61QykTa4r3cu3Znf1m53asOmIGJneHF2UaK4bFA04WcpmmnaZq2RtO0ZzRNu6zZx2sG1GSR3KCs7tI1967DaqFvRr3kaT9ANnp70Yj8wPf51PU47mu3hlZoPvzLh/DWH96ba3zUw2TKeLc3iCgIZXFYa2GSNs+yF4WEfCIQT1RifxKRW7wwyTwUTR22o070dYREYWVDcKnpdxxTxruN1JuREA00vtgJ3abvWdzro2piy+twfOPS6uji0lE0MGdSesXKJEeOYRiGaSzixDs+j1rD9K7mVJ5uBKphy1FBQHxof79XM6CR7QdEOorxQq5ctVG2gvvluRMgLkZH901RLpRjb9vBdt97y6EA3KroYmhlmuEhV0jf3qsWcms278Ysr84D0ZGQHrEn0lQhp2maAeA7AE4HsAzAeZqmLWvmMZvBkEVCzv0yq34EKj553WN41bdv92+TuFicc8WpZkcOwY+to2jENrP+9989Grp9r1REJCuUgzbO+5GJ45WFW1ZX88tnHYCr3rock8e5AmeaJ3SAqMsnHkPsX9IoaKVNpUFDDcEVOXK02iULnS+fdUDo9l7dbThuyVT8z1uXN2rYoZWzwUr0fZdPksn7UjtyRJwAnTq+hOs/ciy++Pr9Mx9LJm4CcOUbD8bRiyZnbj8h59QxDMMwzUPMpR6NOXBZKCrCaVRzsrg+eDs8x6kRr3+GQvAWDfc9lo2G/nIVSy7/K668KQhHlKOZgOTFZhKsviMHx9/u9ANmYp8Z410hJy60p8zx5Pfu6jueV2737NY+DFZszJ/cgSf+4zQArfsdahbNduRWAnjGcZznHMcpA/glgNc2+ZgNh76QtTpyMjSxz1uFJ6iMmO1L7DjBth1FM1RFEgCmjHOF5brtjUkcJSHX4U2Uq6FiH/kqf87qbg+Vk58rOC6yyyceo5bk5KzQSpvq8xNz5GjFraoodiKfgM5bORcnL5vu3y6ZBn76zpU4dsmUho1bj3HkXrnPNOw7swun7hdfxVEmElrp/U+liZPOr/vM6IoNO8lzbOLIvSfjmncdATMpblXguToLvjAMwzDZEa/HcbnOox2Vk6aKLJKF3FRv8XlnX+OEnGofBdO9T54XUVn/O5/Z7t+ndOT8qpVRZCFHOXLEuJI7vyyEqlYmR/8kGRNnL58duv3Hh1/E2u39aC8a6GozG1rJ8rantuKJTY2LnBsJmi3kZgFYL9ze4N3XUtAXkoRc3vA0cmXy9jurPUfO8X+UHUUDQ1U79AOoZ1KtYrX3Y6A8L7EheF5HTg5TEMPiksI1i6aOtVecgS+8LuwATRlXQl7oBK36HERHjk5wVqghuPu/SoN//23L/apedLFQrf7lJc6RO2RON/764WP9C02t+wKChYL3n7AIALDYK4HcDBo1ATh4TndD9sMwDMOkI4qbRlZtHE5Usy+VoKDXOr2rhB+//TBcfcEKAMDOfreYR7OEHM0Z5EVy1RhVFb79OYxi321ehBPl2NuOE5rLdJRM9JWt0H3yOOR0F3lYYmTQFWcdgKsvWIHLz9g3MpaCoTe0L/EFP/onTv/W7ekbjmJGvNiJpmnv0TTtfk3T7t+6dWv6E0YA+kJSSFYWN8lW/Hio4EXe1QRVblbi9ggm3hQ/LYZXxjXezBt6VvJOJNS3TlV+n8jaCkAWcuLYkk5YdDKVnbm4sIdaxpLkyEFTO3L0uOoiRhUggSCXgATS+Lb6wwDjcuSoulYtDVhlN5i+X8cvnYq1V5yBrrbs/XZqpVG5BUcsnNyQ/TAMwzDpiOJgrIfFFf0FX+CEfaZh9sRw3vZjG19WPa0mgurRwX3khsluW1XRX1cl5JKqokdCKyVHrmjoKFft0JxHHkdSlXHa/oSlU/HTd66Eaeg4cd/poZzJg7wFWEPXuLecRLOF3EYAc4Tbs737fBzH+b7jOCscx1kxdWptlQyHi6GqDVPXfFGQRchZCtFl+Y5cvtUEO9AKGbd3/Il3uycU+oXwyrR+W7UyZNkomXpQtdGJF3K7M/ZMk52ph9bv8v+O5MgJt+l5bUIp4HmTO3K/9+I+VZ8toWtQ58j5VSvVn97LXundvzy62b/vqrcux18+dGzu8QZjCo5ZUbxH9Qgk+n7VWognD42q9iXmT1570ZH4zUVHNmS/DMMwTDKjseF3FuKqQcpQpBMtvHdLzcTXNiCVReWa0SK1XJ1cJdrkZtxAcrETEmGDlcCRE4dQKugoVy3YtuM7a7KZIc8B5cimimVj7qQOHLck0AHiQvYRXiVy15FjISfSbCF3H4DFmqYt0DStCOBcAH9s8jEbTrnqChQSPlmKnSSteOTOkavxeY4TiL6OQrSikRlTBjDvaXaoYqMoCDnxXCGHVvYOZeuZJjto4o8/miMXPEYCQwwfPXrRlMSm4WmQGyhXWxLHpWmaL4xUjmRafqP48Gn7z8hUhTGNOJ1W9N4bo44wTgp1HY7+a41aye0QhNzyuROxYr66VQXDMAzTWMa8I+ddT8VQxW+ccxBuuvgVDTuGKrKHHLmv3bAmdL8qlUc5P40pyAYEi58D5aCPnHjNLxk6hjxHzo9ckg4hjyMi5Kp2KMcOCAoMAoHx4DpyjQmtrDXKbbTSVCHnOE4VwAcA3ADgCQC/dhzn8WYesxmUq65AIVExpKj8J6Nyfmgyn3c1gX4HWZ8t/tgmeKtCcU0XQ+Q8z5YtGyXT8HulJTlygxU7U5yznMd35oF7BcerxufIEaIjV9C13PmJAHxRpXLkghy54EL183vW+ZWY0hy5Yxe7xU3+9IHsDbKzErcCSt/nehy5r59zIC4+aQkOndv8vLNG5VaIF4tWTbxnGIZpRRqY/j0qoZQFUai8YfnshuaP+31bhftUBd6e3dqrnGdt2NkfKX6XNEeJhlaGc+RcR86G7Ti+kI06cuFxyFPkiuWE2hcAQJfgyFF/QdOobx4nQvsZjvlLM2l6HW7Hcf4C4C/NPk4zGapaKJq6PwFU2dIyqpwwuiuvI+dXPsxctTL4sZFz0l8OfrxxxVPqceRKpu4LB1vhSIn0DVXR3RHt9zZtfAkveeEBcvjnycum4/qPHIvT/vP2yOdAJ4rbLj3ev088uZmGriy7m8aKeRMxWLX8oiAqZ9T2hZzmfz4bdg7g839ejQuPWeCftOI+ux+cvwIDZQsTY/rf1UPc10Vc4crLtPFt+PBJi3M/vxaaKbp++96j8OALO5u2f4ZhGGZ4ojdGEl/INNHsUb2H7UUDkzqLOGaRuyj8zEu9OOnK23DqftMj21740/uxeNo43PTR4/z7rARHjuZRz27txWW/fQRDVTuSIzdUtVG1HL96przgLc8Bxccdx0HZSnbk6HimrtUVWSVC+zlpWfQ9aiXG+NpIY+gvW2gvGELIYPqXSF4x2OdT1wuP5bOF/RLvNUxoaVNTkbcVJyjznmiHqlY4Ry7lWHF5cqJDpMrj23uquzIj/5jpPZ8gxKSLoZmmoaGS4+xatR1M7Cgqc/8IURSrhJHlh16qj9FWMJoi4oB4R44+E/H9vvCYBZHSvyMNuZXNZPm8iXjXsQubfhyGYZg9mVatWpkVmrM0M2wvbt/Txpd81+zFXQMAgLuEtgMiT7/UG7qd1EeOctW+d+uz+OV963HT6i2hlI2iqePlgQoGq1ZQS0CRI3feyrm4/iPHRl4Dzd2KUuE1MUeOoslMXW+YI0dmQCEmzahVaO3RDxPrtvdj5oR2/wSU5Us0kJAYW68jl1XH2Y4DDeGy9qL4iSvaUWubA4JCUP3y+4of6h8/cDT+67xDAAC9Q2ohJwrVzlI0XCB4LeocOVFIiY5cQddz9QCsWDaKhu5//kmfn65p0DQtIuaclNDKZmLGVKWsKt6vT525DPvv1QUAOGeUCLofnL8Cd3z8hJEeBsMwDJMTmpS3ao7cVW9dHiqRH0dBypFrKpLo6iyZftQVhU6WMvbUpemU6vMpmXokBUOcBlEKzIMv7PJfv2x4VG0HXW0mutuLoeMBQb0D2ZET89nPOsTtXOaGVjYmR47mw3FzpFaBhVwKL/dX8OjGl3H3c9t9gZHFkfvDQxtjH8u7mkC5dVmrPjkOQAsNflio8OuJex21FlUhhqo2SjHOJYU9Lpw6znfM4oSceCJR9brTNA0Fz10TxVzVd5iCr3Wb8PzrHnQ/kw07a6saVfEs/+Dzj25Dr5U+Gvlk+OKuQQAjU7ErraiN/Dg5ss1oqp6HtoIRKeHMMAzDtA50vWnVvOTT9p+Bz79uv8j9srij6+aBcyYo99OIl099eGdPDB+7o2j4DcCpKF/WHPggRy76mKZpoR6+gBu6SYiRU2L7BXn/hq75c9JQ4bqq+7cs5MToMBJ1ZgPbD9D80WzxxM3WHv0w8Pz2PgDAaw5yi2yYGQtm7DOjK3R74ZRO/2/HUYulvzy6ybfDVfiOXA0/THLklOGOMUtGfRnL7MqUqzZKRrj9wLbeIcy/bBV+868NANz3T1XVUSTLSpap67htzVYs+/QNeGTDrtD+QkJQKHay0Xtv12zeXdPrqnpJuKoiLv6Yvf/FOG7ik9c9iv/482oAwOaewZqO3QjiVpuoR4ssOk/dbwbGt5l425Hzmj42hmEYZuxDk/JWDq0sGtHFzQuPWYCfX7gS8ye7i40dRQO/f//RuOqty5X7+PSZy+oexxELJ+Oadx0eiZrpLLqOnCpsMQ2x8raKlxMK5Yk94kxh/idStT0hRzUUhMdJdMrFTkQ0f27VuIbglGpTaNHFBYKFXApUdfA9r3DzZ3RdS+wjRlC5VipZP8tbOVky3cvvkn5cjuPgfdc8gLO/d1fsPslOzuoCO4C/DEZNn8UcMdt2i4eoEIuiZGWoaqFUEEIrbQdPbXFF01Nb3NUbQ9f8McW9jVlWW0xDw+pNPShbNv762GbMv2wVblq9xX1MDK1UOHq1OKJVy8Zz2/rwp4dfhKFT7Hf0JJLUTPOae1/w/66nIXle5F58y+dNxA/PX4FjvNwzecVuxoQ2PPrZU7GkgVW2GIZhmD0Xus60cjpSQTH5Mg0Nxy6e6gsNXQMOntMdKtQhctzSaXWP480r5+LoRVMioqujZOCpLb045PM34fantwFQz1dU1FpMT0R05Axdh66FzQrbduA47vyP9i8+TsJMzpFTYRrsyMm09uiHgTevnIvPvnoZls10HTZT1zKFHtIXk76WmqbhoDndOOtQdwVFlQgKAC++HO/YJFUVUuKIDpH7UYuhiJbtYGKH+mSTp0XCUDXcENxtGhkeq6FpvkvoxDRSIFFE4lmFaME/7YnEh9bvgqaFHUtDODH88PwVAGprhE5hCkDQi496qYiQKKWXG3eiOXzB8Pcskx25jqIRqtJkJJw8r//IsbjufUc1bWwMwzDM2OeSU5ZiQnsBXTECpxVQzR1ojpM1dLSedj9U+GveFHWqQWfRNQ529Vf8KKisFR5VOfN5MHSv15vYfsoJCqsFNRSC58TlyAHAygWTQgXPDF1rWENw2o9KoLcSTW8/0OocufdkHLn3ZP+2oWULrfR/PN73o1K1UTSCsELXXQvcokz7rFHIuaGV3rj944Z/XIau4ehFk/HI+pexW8hZy2Ndu0LOEIqChH8gJLLoPBHnyNmOgzetmINPvGrf2GOJJ0Pxty+fJMWb1AdO7p+SxJAlCDmv8Ioqt8+RwhJiWzuMghw5+USddGGRQ4THCifuMw3/eHrrSA+DYRhmj+DNh8/FeSvntHT7ga72qAj1r5/ef2nzs3pyBM9ePhs/v/Dw2Mc7FMXhskYgUYE+scCIyLuPXYAf3P688jHxJZu6G5Wlaj+lCzlyYvjnL+9bD0At5H79/44M3S4YeuOKndiUR9janhYLuRoxjGyOnN8qQAuEm6mrS/MD2SpFkjjM+p1zEAgZ+oGIqzO27Tpm17zrCADAYxtfxhdXPYG7n9ueS8j1D1XRUTSCZFbbCSW80gmPTuTxQi79ZKf6wQNRkSKeVMd5VbNqEnJC8/eiomAMIb7XQP7KpM1AFmry7VatIlYPV7/9sJEeAsMwzB5FK4s4QC1yaK7iL5qnvMZ6HLk0kdhRiE7ps4oealvQHiPkkpzUQ+dO9P82dLdqt6r9VMiREx7/3q3PAohvzyRSMvXQvKweuGrlHkpWRy6oMBncLgglXOV9ZNmnJYnDNGzHCRJEDdEJ9PbnOXLE/rMm4JwVbugnVRGqhd6hKjpLZqjYifhjNXwh596OC610HCe1slPcD09eWQkJOS/sIK5/nYhtO1i7rQ+D3snt2+cdoqz86W8vvNfu7dRDDBty6KT8/Wn11SiGYRiGaTaqRU8SbpoWnt/Uso96ji+iateU1ZHr9xw5VV0BIFw4Tmb/WRPw1iPm+mPUNc2fA63f0e/PowxdTL2J7mcwg0BrLxq+6KwXem84tHIPw9C1TO4ZCRj6cVcsGwVdEwpmSI5cDaGVWU8EjhOcVJR95OxoDhuJlXKKIzdYsTBYsdDdUfSO5aC/bKGjaIT6rYmviwQDHTHJkUs7GYqrWuJQo45c8Ded5MS8N5neoSoGyhau/dd6fPX6NbjyjQcBcKsyJQk5x2lMWeFmIDe7lEXwnujIMQzDMEwtiIueVMHckB25JubIpTpyxeiUPms/u8GKhbaCHhsNJRdNk6HiLoaXPmM7DnYPVnDsV//ub2NowdxONY/OItDaC0Zin+Za8IudtPhiNgu5GjF0LVPy6FDV/aLRb6JqOTBDOXJ5HLnk8rAyjoOgITiFVto2BisWvnL9k9g9WI2cdHwhl9I4+21X34v71u7E2ivO8MdftR20F4yg35rjhF5X1JGLG3dUYMqIoZWi6IzmyAW3TUNHW0FH71B8Gd2Lfv4vPLx+F45a5OZFPrLhZQBAW0FH0dS840VHbgvv9WgjKdwUqO/CwjAMwzB7AuIiqCELuYw5cvUsnD63rTfx8bj8tiz0l6tKIUgUY5w6/3FvTqZr8EMr5aIkhqErq1YSgxkEWkcDHbkKh1bumehatvYDH//towCChtYV220q7YcdSl/wLDlpJFgytx9wnIgjV7Ec/O+9L+DHd6519yWdVEispI3nvrU7Q7fJOm8rhB058b0KTniUIxdXtTL9ZCj+8AaEVgny65F3M1ixca1XzUnFHc9sw+6hKiZ6TuNLuwf91+U7cgqR68DJFN89EshhA3ly5N51zAJ8800HNXRcDMMwDNMqiPMSum4Gjpz7f3rVyvzT7u295cTH6xFyA2U71A9Ohip2Th1fUj5OoZeWHVStlF03QxOrVgaPLfD6LFNqTxLtBVfIxc0fa4FSjeJqLrQKrT36ESBrD4u5XoXE8V6BjYrlCjnT7+cWFgNpDhgAfPX6NQCy58ipip1YthPKk4sLrcxa7IQE3JA3/lJB93Oy5NDKHX3uSSgutPK+tTvwj6e2evlmyccVT4ZiqKQsUlTu5a7+eEeOoJNz71AQN54eWpk86M++uv5GoHmQhyVfaLKsRl1+5jK8/pD0kyzDMAzDjEU6CtFK4+RE7R505xVp66JJC6efe81+mO31HFaRJjg6S/mD7AYq1dhCJ0Ag5OLSgIr+HNP2q1bKc2VT14SIreD+rjYTxy+d6qfqJNFWNOA4wZyzHvxiJy0elcRCrkYMLZuQWyn1C6taDkyvmg8QzZHLIuQIEifbeofw+wc3xm7nth/wVon8EE87JKDk80JcjtxgxcL/3vtCZBWECof4Qs7Uw46c4r3yHTkpuPKcq+7G+T/6ZyZRJLpMYvPypJ5otUDDpgqXbQU9VsiVqzZ+cc+62OItAHDBkfPw9qMXNGRs9ZJWxZJhGIZhmDDiIijNbciJoh7AD6zblbiPJCH3lsPn4o6PvzL28TTHKkmIpTHg1TiIwxdqjoNbLjkOd3z8hNDjJU/kUripav5Hr11uGD5YsWOLrMiQazjYgPDKpP51rURrj34EkMuqxrGr33WfaNWmYtle1cpoGwAgvbiIisuvewwf+dVDeOal3crH3TL+7t+apqFgaKjYYbkhl8qlVRc5tvkr1z+JT1z3KG5+4qXQ/Rf/6iEAUmhlTNVKIr3YSYaqlaIjV7aU99cDVQjd6bmIbQXDf2/kHLkf3fk8+stWYsWl0XSiiPaRGz1jYxiGYZjRDrlzJUmApM1dxMcXTRsXeiwtzWHvqeMSH+9MyHFzn98Z+1h/2UJbQmhlyZv/WJaDhVPHYfbEDuXjVcvxq1bGCTm5aOBg1UqsiilCQi5LnlzPYAXzL1uFvz66Sfk4zc85R24PI6uQ6/GcKtsXcg4KelDsJM6RS/odTxlHtrP73E097grQZV4+noxth9sLmLoeOa4cZleMKXayceeAe78nOCd3umO545ltAIJ+ayVT9900W8qRI/xiJ4lCLnvCsFjBKO5E+P4T9gYAvOPo+X64axLkMG723uNSQY/tI5elL13WEsDNwEhoyeA+3tonMYZhGIYZTmZ2twEIBAyR5oqJ6R5/++hxeMvhc5WPiVx70ZF+Ybkk0nLkkuauA5UUR84MHDkVvpCzHeh6tNgdEK6TIO5nsGJld+S8MWapXPnEiz0AgO/c+ozy8coYqVrZ2qMfAVTtB95/zQP41t+eDt1HQoi+rFXLhmkE+WNintoX/rzaF2NJAobEEv02qOjG/et2Krev2k7IcTN1DRU5tDJjjhzlt3V3FELbEYNelc6S6MjZ6hOH7odWqnHbDySLC3F8osW+fkd/ZNu1V5yBS0/dB4ArVFU5blt3D+HpLYGzSSGjfm+VguGHc8rFTrJUEf3JXWtTt2kWCyaHV+EioZUtvhrFMAzDMMMJzaPkuVCSq5WXLJXSgfQcufNWzo19bKBsZSp2EicGfcfOtv0UJEuqBUFzD0PTQvPQwYqNtoyOXFsNjtwmL9w17nXR+9rqfeRYyNUIlZwVWfXoJnzzb0/hF/es8+/zhZzoyBm60pH74R3PY40nIpIqHpFLREKSxFUcriMXfMSaBtzz3I6QEC1Kq0m+WJFdJ1r98J4qT/7Djpx7n6pqUWh8MY9laQi+ZPp4/2/x80hLgDUNdfuI13/3Tpz8zX/4t+99bnvo8TbTFaiaFn1vslRPevexI5cfN6GjgLVXnIGTl00HEP2OsSPHMAzDMNmZ6EUl1duXVQ7NFBnnCbOBSnrUD5DuyJ29PJxjJ85d+stWcrETT7DGzdvodbiOnOal1oS3obmHroXnwG4Pu2wCuK2GHLleL1pKrrJOkKFijqLUlzy09uhHgKTQyst//5j/N4Ug+qGVto2CERQ7iQu1izsHOI7j75N+R+SCxeEmnQa3ewareGJTD65/bLN/n7yaFNdHjn405ZjkUOqb11YwoGman8yqEk3poZW1tR+ohYKhoypV0wSADV7oKCHm3emaK3DdPEM9kiOnLuhCx3P/WJgS2z4c0Ik4WuyETwMMwzAMk5Wvn30QLj5pCRZ51/ZjF0/JtZ+3HzU/9jFKAxErcyeRJoZkkWmHXLFsjlxcdKY4ZTO8qpXVOEdOmEc7joOhqu0XS0nDz5Erp9eVSEt7oVoQhRZfzOYZXI1krVpJQqjqVe5xHHiOXLI9HSdgRKeJVkTSViQsx4nkRwHA2u19/t+yIxdX7ISORffLJ4RBwZGjxzf3DCpXb4LG2XF95NLbDxRzrqD4oaN2+kmAIHFKx5UduZ39UWeUhk+rVKPhPEGfLTtyDMMwDJOfuZM78OGTFvvX031ndgEIrv1ZSQopPG7JVADAnEkdsdtk5eOn7RO59otCqz+tamVKaCXN9XRNi61aSccvCPMomttmDa0kISdWK48jTchVrbHhyOVvOrGHomcsdlIWwiD9hEqFIyd/GeNOAqKQI22UFkZoSY4cQflfQFQQBY5cWCTSD2LN5h6cvGx6xNURHTnAFXy/+dcG5RjTHDknQ45c3iqQ5JBVLQclE7j02ofRnyKIxVWugqFFhNz//XN95Dn0FekoGugdqmbKo2s29Nq5/QDDMAzDNI68DapVxUNKpo6hqo03Hz4XH3jlokiFyDy89/i9I8KGdJzjOG7lyIQwz7TFc7EnG/VbVvWRA8IpLkFaTjZHrqNEQi5LaGWwzX1rd+Cw+VJbMK5auWdiZhVyVpAj5/eq0MUcOfe+n929LvS8uJWXIUFY0cpHUuNIxyv9r3LkRApmtvYDFGv8Ta+oS1KOnMgDikIsvpBLGFeatsgv5MLFXK791waseiQoTdupWJFqDwk5dbEUGeojSDHuWZu4NxP6bOUCNzS2Vk/4ZRiGYfU9umMAACAASURBVJiRpNZLvWo+OWVcCYB7ba5VxN37iRNjwzXl6Bty5ChqTI7QEpHndjJTx7tjPmhONwxdR9myY6tWmrruR0UN+iZAtjkdhZtSA/YkeoeCbZ7aEm3TFYRWtrYUau3RjwCGrsWWXxURi51UhMo4viPn3SdXQIxjqBJ15F5z0F4AgIPndEe2p9+PPGmXKRph4UJCU+5rN73LLbVLJx1ZIJLQlFdVVOLAr1opvI1yzlpqQ3Azn+gwDbVQJVQOonhyKxg6ytXguXGi7uoLVuCGj7wilNw70lBYr/zZlUwdh82fiO++ZflIDIthGIZhWpqchhxUWR5iikqtTO9qQ1dMiyV5XkXzOZrvJQm5pMcA4JC5E3Hd+47C+09YBFPXcPvT2/Dx3z4S2sYQFo1pDuz3IM7oyHW1uZXTewbTQyt/ff8G/+/u9mLk8aoQLdfKsJCrkSx95PrLVd/BsmwnFIdLXxjLt3TDH0GcMBDz4ciRo2Go8tAshWX8wVcuimw3TvrBk2MlvsZv3/y0X8bVRzjm/MtW+QJI/rGr7HIakThuOWct7fyVN0euGFOVk1AVoekVwhEGKxZ++8AG9HirQXH2/vi2ApbOGO+/1tHgyNEY5LdO1zVce9FRflVLhmEYhmGyM2OCu9hNzlQSt3/sBNx8yXEAgOkTotsHhUXyqUN5GnO4FyEkC0NfyNH8LWFelSbkAFfMGXpgWDy3tS/0OM1HTUP33UCqr5C1amXJ1FEwtFCKkAo51HXXQLSWQYXmyaNhpb0OWMjViKmry9cDgaW+vTf4wvSVLbzoiaCCETQEJ8Ew0evLdvkZ++K4JVNjReKgwpEjF0v1HLpPFBCXnLI0st1cKZSTvs9VQehcedNToW2qCsucBI38g6Af9C/fcwRu8U5cqtBK+T1tVo4cuVJZwiOp58rW3UP+fdu9lg/v+PF9kf3sM2M8ZOj9HwU6zhdwSS0uGIZhGIZRc9Yhs3Do3GgU1DuOXoDvveVQvO7gWan7mDOpA3t71S5Vi900b8rt8klPnNXtpuHIl/6IkEty5BpQEISigdyexpIjlzG0UtM0jG8rhMImVYhzZgDoGYgKv6plw9S1UVHDoB5YyNXI+LaC78bIkIiRXZqHXnDzxAqG7n+RaTWChMG5K+diUmcxNmxzUJEjR/8rhZyjXmk4/8h5odt7dbeFbrsl9jV/pQIIqjERZcuOHJPileUVH7LsD5w9QSjBTyepYB+ykEtzsFSNv7NQiMkBlJnV3Y7Lz9g39vG9p7pNtsVxv+cVCyPb0csYDY5cWr4kwzAMwzDxXPmmg/G79x0dud/QNZx+wMyGiALaRV5HTn4WzcPksdGCfFxElUgtlR3jDIkgtFL3zYJAyGVvpD6+zUx15Pq8QoKfPnMZgGhLLcB9/a0eVgmwkKuZtoIRUfoEiRi543zRW3ExhYbgJCSefakXM7raMK5kQtc0Zbw0EHzZS6bu/0jJDFKFA1re/mX3RXSy/uu8Q5SrQaauh36Ii6aFe6CVq1EhF+fIUe6cKGRU57laQytve2pr8gYxpIVWAsCbVszBnZe9Ep2l+KKuS2d0RfZz1qGzI9vRiXN0CDn3fytFxDIMwzAMMzLQfCFDXT0lsgCME5d+5ciqulidircdMS91m9j2Wt7uTUOLiMgsxyayCLkBb046vs2EoWsoW9E0mIplt3yhE4CFXM0UDM2vOAmEi3TQj4++QP92yhIAgVtV0DVfSNEPaEd/GdO73BhpQ4//AdA+O4pGJkfO71gvl5r3hMyUcSW82iuWIuPa3kJ/kaEq9tsrcOXK1WhoJYlX2ZGjIi3iOFTFTmRhlSZ8Pv+6/UO3s1ZczBJaKYtfVaNPOUQ2jdHQpoRWw7IU62EYhmEYZvjxO+3mvVZLT4tbGC9LrlhSQ3AAWHvFGZG5l4q4eSwVKinoQfXvXI5cqZBatZIcuc6SiaKhqx05a2w4ctxHrkYMKUdOnBTTpJ7CICd1ugLt2a29ALyG4NTHzBNa/UMW2r2S90kVMQe9L2FH0YwUOakqbDzaT8SRE2KU46AeH1t6BjGhvYC+chWdxeCrMlS1saMvnDg6VLGha8HKz1ffcCA+9ttH/BOFKPBUxU6iOXKxwwMQnBAIQ9fwxdcdkNo4M0topSi6nvrC6crKUf57n5JrR45kR3Hkf2r0XZArhDIMwzAMMzqgBf+8V2r5eXHVy/15aLmx85S4Be5JnW7lSNPQfCdusMaG4IDrsr2Qkl5DPfM6igYs28HGXQOKcdot3wwcYEeuZgqGHvqSWoq/yfKlLy2VQDUNzRdSJCT6K1X/x+OGVsYVOxESQj0R0ec1O1SFyvlVK2McuSShZBo6tvcN4fAv3Yzzf/RPbNg5gIKp4ctnHQDArWIpO1r95arvdgHAaQfMAOAKPE0LW/uqhuDy/tLizOXQgYKu442HzcGRe09OfF7BD22NF2DiSa9o6iEhR8Vh6P2lz/Fb5x6s3BcJ1KQwzeGCHTmGYRiGGd3857kH4x1Hz8dBs6NFVbJw4OwJ4TtiplM0P6GIqvZiYySBJZkLV77xIHzwlYvQUQzSjOQcuawNwQG3VkVaaOWuftex6+4oomzZ+MujmyPbVCzHnxO2MizkasTQtZADJgq5hVPcAhgf+r8HAQRCjiiKjpwVrIR0ZHDkhrwve2cpcOR++4ArEJU5cn6/N3WOXNJc3tQ1/0v/z+d3YMPOAdz5zHZ0t7su2LX/2gDLdkJ2/UDFghhqTIK1bNmR1SCNip2Ir69aW45cd4fkyGW0x8mRu+XJl/CHhzYqt0mq6vj797tJzvT+0nehM2Ulq7OU/STVLOh1ZSjYyTAMwzDMCDB7Ygc+8+r9cvWRA4AzD9wLt3/sBP+2FqPkaEF7wAtDbC80ZsFZDq08YNYEXHLKUn+BvmgEVSuHchY76Rms4Kd3rcW/1u1UbkPilObXKqrW2HDkRt4maDEKuhYSTuLfsjaSv0BmKLTSc+SGAiGna/E96qjASnvBCPU1A5LbD8giinLJkqohqR46Zdn0UEWjqu2gYOiBPV6xQ46c4YsGJ5LEGjhywYEGpQIxaTlysyd24G8ffQV+fOdaXHPvC5n7gNB23//Hc7HbJDVRp8+qKjlycXHWjvetSIs9Hw7oM8lbCYthGIZhmMZy7ydOzN1SKY60NBMgmMcEjlxj5inynFSeUpm6qo9c9tff1Waid6iKz/zxcQBu7p4M1WdIajRetuxM/fFGOyzkasTQdTiO+0U19HAoJP09b3IH1m3vj1R7DIdWkiMXhFbK+yPmX7bK/7ujaPgd7TuLBvrKltLFUzUEp/EDydWQNvcMRu674Kj5IQFg2Q46CoYv5AbKVmj1SBRW8qqSqo9crY4cACyaNt5fxcm6cpXlZJm0L1PKMyNnNW6/++81Aet3DDTsBFkPfmgl58gxDMMwzKhgeldb+kZNoFKVc+QaJORSqmZSHQYgf2ilaj36iC/djLaCjlsvPcGvVVESBCLN24ly1W5If7yRpvVfwTAjFytRuXMHzu7GgimdaCsYocqQRUOHrmvQNcHSrmQLraTHC4buO1ldXqhjUo6c7GyREKm1Gn53RyHyhRdF4kAlLOTodQJRh0vzq1bGO3JZe7HQGMyMJWSzVChKCq2k1xhx5GKe8/VzDsIv33MEpo0fmRO1iK6zkGMYhmGYPYm46RT1C6aq6LWENyYh19+T56EFQ/dbTg1V3UJ5WSuPA25opQgtqG/uGcTa7W4RFJUjJ9dGGKqODUeu9V/BMOOXnfcm8Lv6g+qNlh8uWfXF2dFC8Q0SEW4zRAflqo2K5YRCK+P6yAHAhPYCdE3zVyKCPK3sDcGTREoS3R3FyBdejC0elISce2xdecygtG5wX9SRy+iwecfI68ipnpcUWqlprkAld5JORoWYk0FnycQRC5MLsAwX08a7VVTl/EKGYRiGYcYW1AIrDlsSco1y5ORK6vKMytTDjlxbwaipkfp4qWr5ok/+FRf9/F+h+8iRK5o6Lj9jXwBBuwVirAg5Dq2sERIvJJ4u/On9/mMkrMRy/WJIHQmbgqGjYjn+j6fdD61MrijY3VGArkf7xyn7yMU0BM+aSyYzsaMQEq0AQg7dQNnCOGmVxNA1wIoeUxVaGc2RyzYuEsdZt5ebPzqOg4VTO/Hc1r7g2Ck7M4Q8SXqfW6Gp5JkHzsRA2YrtH8gwDMMwzNggLRLINx8qFkyhz3G9yHPSSGSYoWNzzyAeXr8LP7zj+Zr3LztyAHD94+GqlJR7VzJ1X6zJveTKVVu5r1Zj9M8+RxmBI+d+IcReFiTC+ssWOrwqhaJV3e6XXnUrX/ZXglw3wHWCksLeSqYBDVog5GL6yPWXq3h048uh8RJJblMSHUUzUrREtMJde1zd6iDqyEUbgv/qvvWhbTI7cjWeeOTQStXbnfYe2Q6w+sUeAEGZ3bzVpYYTTdPwxsPmjIp8PYZhGIZhmk/c7ITmkgNlq6HzAjlKTJ5SFQw3suy137kz1/4ndhRTtxmqWCiZbjoTzRPl0Mpy1Y7Ma1uR1peiwwwJgaRKkX1DVcye2A4gXK2ww/vb1F1HjvrA0Q9IbNisat7cVtChaYGTRceznfBzPvLLh3Dj6i2hfRJbe4cAAC97PTaycKQXGlg0olU4ibJlR0QSichojpz7vyN4cvc8t125TRp0jKxZX9mKnSQ/btmOH55IJ6xWEHIMwzAMw+wZOCkzIxJyQ1WrYflxQLaqlfVA8+skKGQTCKLHIo7cGKla2fqvYJgh4VBJEHL9ZcsPrRR/HOTSFQwNVcsW4pK90EpFw2bx75Kph3LkRJEnbif21ZAdOQohlGOFk5jgFVWRV2zS8s2MmPw1VUPwVx0wM7RNVkfOzNAXT0SVUCvfkxZauXjaOH9lJ+jXl+34DMMwDMMww0XcdIqmgYMVu6by/2mkhVbWUthERZY8f/E1UQ0DlSPHVSv3QGglIalSZN9QFZ0lV5xNHhdYwPSFcUMrHfSXw6GVqqqC4t8l04AmFNqwHPV2IrIb9rYj56W+RhmKIZ4yTm5wnhy2ST/WiJDzQyuDMZOo9bfJmvNmkCOXTcmpmj/Om9wZup0WWlkwdJSr5Iaqq4MyDMMwDMOMJkQHyhIcuVrK/6dx8rLpodtxaTd5yVIYZUDhyL2wox+f/sNjfmpUo1/3SMFCrkboC1ixo33PLNuB4zhujpwnzqZ0lvxt6MtX0HVULNvv3dFeDPdCE/u1VaXQSjGPzraj5fCBcJihLKLyNKYmUappWqgKUrojpxZydFPUnn3lqrRNRkdOr9+RWzF/IlZ96Bj/dlqYZMHLcQSCFS0OrWQYhmEYZrSgmhfdf/lJ+O17jwLg5pFVLLvhjtzXzj4IS6eP92+nhVaOK9We5ZXmyg1WLL/1QNF0B/Bv1z6Cn929Dnc966bylMdI1crWfwXDjO/ISQ6YobsCq2zZqNqOL35UCaTUDLE/LrRSdOSssCMnNlK0HMdfaRCfIzpdssDI82PtLKnFX7TZuDpHTtY49B6K4nOgbIVEZlaDi4qNbPNy/9JQVZfUNQ17Tw2at6dV9nSrjrrHpfBWduQYhmEYhhkt0AxLExJIutoKmNzpRldd+ptHcOSXb2m4M1U0dcyf0uHfVhU7EXnLEXNrPsbVFxwW+1i5amOwaqOtSI6c+3/fkGsYOMJ2LOT2QEisyLG2FcsVcZSDRo6c6kti6rpbtdJzoToixU6CbcWKlG0FHaaho+o5f5bt+PuPDa2MCLnaf6wkNAHgrENn+3+nOXIUxhi9P1z5EwD6pPYFWYXRXt1u0mtS/z0RXdeizqGmhcRbuiOno1INh7fWGyrAMAzDMAzTKKZ3uRFhcyd3hO4X5zjbeocwVGl89UZxYV7VfiA0nhwL4cvnTcTFJ6n75A2ULc+Ro5Zf4Xn7BT/6J4aqFhc72VMxFXlsIo9ucMv+dxbjreKCoaEScuSo/YD7eFzu24T2gttI0bb9sET68YmCLym0Mk8IoCj+SDgBiCSJRn6sfmil3Eg8Gg46ULZC/TyyCjlqDJnUf0+mS+obomnh90Uer0zB1P1iMX6xE3bkGIZhGIYZJZywdBp+8o7DcNFxe4fulwu6DTa4aiUAvOWIoB6DqiF4aDw550/vP2Fv5f195SqGxBw5hVj7xO8eQ8VyuNiJpmnnaJr2uKZptqZpK6TH/l3TtGc0TVujadqp9Q1z9ODnyCmKnQDAbU9vBRBUqFTvgxw5KbRSIRJFsdNeNF03z3L8bWp15PL8YDpi+ovIjpysEYMcufD9FFpZCTlyVV+UAbUXO7FrEHLyj9rQtVDybGpopSem7352O7b0DAJIr3TJMAzDMAwzXGiahuOXTlNGIYk0w5FbNrPL/1ued8pzsLzzJ1XxOsDtpRyqWultJ45jVrfbLL3UwNzAkaLePnKPATgLwP+Id2qatgzAuQD2A7AXgL9pmrbEcRwruovWIi5Hjlj1yCYAyY6cqbuO3EC5Ck0L8tb80MoYR65oaH6hDdqGfhBVS8yRC44VV2ikFuIKpBQUgkjED62UfsSucAqPub9shZyyrOOk11+DjgvFi7vHkm5nDK087wf3+PexI8cwDMMwzGhHnuKIFR4bhSjW5DlWm5SPJ0dJ1csdT2/Dmi27UfCKnFALLdEY6fLu2+MdOcdxnnAcZ43iodcC+KXjOEOO4zwP4BkAK+s51mhBzu/aZ8Z45XZxLhbgCoGqZaOvbKGjYPhuEDlB1Zj2AwVDh6FrYUdOUewkNN5ID7fsguPwBZMAxOfVFVLcviC0MnrMgq77r7Nq2ShX7VBoZdZx5llFol2TmycXpEl15EwdA5XwmgQ7cgzDMAzDjHbk+crOvnLDHbnQPEqaHsku2KTOcGurevnsn1YDAB7b2AMg3AaM2D3o1qho9OseCRorgwNmAbhHuL3Bu6/lkcWWrmk4ad9pWDF/Eq7465NeDltQtRIAfnj+ipBYCPrIWWgvRvPC7JjQyoIRFDuhnLAgR05dtTLiNtWgN+ipcXl18slAPhY9T2V/m15TdADo90RRlxBamTUEVA7vzALt+dJTl6K/bOH1h4S/mlnaD2yXqmRy+wGGYRiGYUY7cgRRX7nxjpy4GC9Pj+QKmXMmhYuxNIr5XpGXjqKJrjYTPYNBm6ud/WUA6vy5ViP1FWia9jdN0x5T/HttIwagadp7NE27X9O0+7du3dqIXTYVEiVUXKRq2zB1He85diEAYPZEtxiI6MidtGw6jl40JdiHrvuhlWJpf1URkJAjZ+q+kKTVhLQcOblfRy05cift6zZ1XDBF/SOLy4nzx2uEncbwuDT/dfYPuUIu5MhlHGOeHyGdYLrbi/jISUtSq2/KFHQdfVIDcw6tZBiGYRhmtKOaBzbTmUozFJZMU0e21QvNYYFo5NXP7l4HANjVX2nKsYeTVEfOcZyTcux3I4A5wu3Z3n2q/X8fwPcBYMWKFTVkOo0MviNnOf7/pqFB1zW0FXRs63VVfmdCg8OC50b1Sb3TDEX+nViNsmhovtg79/t3e/tKrlopF2CsRW+88+gFeO3BszB1fEn5uCx45H3T61E5cgVDx0/uWovjl07FXG81Rix2klI40qee+Oa8KzGqVgNZx8swDMMwDDNSqOYrzRRy8tyQ5qjHLp6CL73+AExIae6dl8O89CAgmCtP7yphS08QUVWuZuxdNYpp1if3RwDnappW0jRtAYDFAP7ZpGMNK7JrVrFt/wvSUTTR6zUcTBJyFB45ULZCzp2yIbicI+dts37HAIDgxyduJwqsPI7cEQvdL7+ua7EiDojmscU1BFc6ct77+PYf3+dX78yTIycXXMlCkCOnfm5alKTqeezIMQzDMAwz2lFFHQ01UdDI805K/+ksmk0Lq5w7qQOn7jfDv02L/jMmtIe2k526VqTe9gOv1zRtA4AjAazSNO0GAHAc53EAvwawGsD1AN4/FipWAsEknkrnW5bj/yhEdy2u0iPgFgmpWG5DcFHwpbUfKBh66DagDq3sbo93trLojasvOAx//7fjU7eTBZosZhKFnDCwQMjVniNXzypSIaaJd9qxVa+Hc+QYhmEYhhntqOY4//OP5xp+HDqMfLhpXW7p/31mNiekEgCOWTwldJvmyu0FPTRfKzU4N3AkqKvYieM41wG4LuaxLwL4Yj37H40UfSFHjpwTqX7YXjASJ/ZuoQ+32MmUcYHjpWo2Ljty8qoJCcu4Pmp5HLnOkokFCY4iIYc1yi4auW6qUERRRPWVXRczV45cnmIn3s7jQitThVzkdddWDZRhGIZhGGYkUM1xZnW3K7asDw1uGKXc8unQuRNx7UVH4tC5Ext+TKISM1cumQZMXfPn1mlVylsBzuypEdmRq1q2L5bIhZNL08uIDcFDoZV+RczgCyj2WiuaGnoGwomZQfuB4D5R0jWiIXgccglZWVP5OXKKgGxRDA0oQiuzjlPTNCyc2olPvmrfTNsDwUklTgSm5bsVJWHKYZUMwzAMw7QCKqPha+cc2PDj0AK3aop02PxJDYlkWjJ9HABg5fxJofuv/deG0G0yDwqGHkqPGQvzNxZyNULuUiDkHP++rLG2pq5hW28ZL+zoR4citFJ018S/C4aOU/YLqvAAQJt3TFH8xeXLAUH+1+VnZBc+cchJopGqlYmhlYIj5+UVhtsPZB/HLZccj3e/YmHm7f0cuRhHLs1dkx057iHHMAzDMEwroJqyTO6Mr4eQl094C+zNFEs/e+fh+PmFKzFrYrKjSBFYpq75tSyAsTF/a1YfuTELKXkSMVXb8UVJUl6ciOhQiTleckVM2r947CMWTsZp+83A9Y9vBgC0ef04bNtt6rh+Zz8GBUdQ1RB87RVnZBpnGvIPIK74iSq0UoQczDzFTvJAe44vdpIm5NiRYxiGYRim9VDNr7LOX2vhwmMW4MJjFjR8vyIzJrRhxoQ2HDynG4cvmITLfvcoAESitGi+J8/fxoCOY0euVuQcuapt+w5N1ubUYn7YYCVwtXRljpwtPC/6RWzzwhstx8FZ37sLr/nvO0PPb2QopcxiqfdHpNiJN05DEasopvSpip00UxvRSUwOrZzmVehME2YFXQ4pHQNnAoZhGIZh9kjaiq0tB8a3FfCmw4KuZzMmtIUepxSeSJG+MTB/a+1PbgQgEVa1bDiOg4rl+CGE1Ck+DfGL0zMY5Lz5xU4ElRPKkfOEhyhA2rxVFMu28fy2PgDh1ZZmJnIevmASnvvSq/CKJVMBRH8Qz7zUCyAoNSsihoxu3Om2UujKkSOXh8CRCx9j4dRO79jJzx+LKzoMwzAMw+yZjC81p5fbcCLOfeX56P3rdnr3h2XPvjO7mj+wJsNCrkYMXYOmuTlyZHzJOVPvP2HvxH2I2x+192T/b3LkqjFVKynGV3T+gj5ywf6rVtTlawZzJnVA1zWQrpG1131r3R/OE5t6Is8VhdzP71kHIPy+NFMcTR5XBBAdL73VtebIxRQMZRiGYRiGGfWMhX5qIrIZsLe3UC8v4C+Z3rwWCMMFC7ka0TQNBUNH2XL8giek/Fe/6AqWlQsmxz4fCIqAAMCbV871/yb3zI7tIxfNOVP1kStbw9upnl5/XEiiqopnmvhpZmjlp8/cD2cdMgvzJndKY3IHldoQXNpA7u3HMAzDMAzDjAyyI3fckmnK+8cCXOwkB0VDR8Wy/Qk8CSwSLC/s6E98vuFtP6mzqLSC4xy5giIXr0TFTgRlVLGGV1jQykfcD0TufQfE970jmlns5IDZE3Dlmw6O3E9vddoPXXbkLLbkGIZhGIZhRgVyyQqa1o2FvnEy7MjloGBorpDznC+5T9rxXs5Y7PO97WXBYCiKnVSVoZVRRy5O/DUDsqgJGnec+FIJI3GIM7ra8MYVs0OPNzNHLg4Sl2kiUrbmm/1+MwzDMAzDNJpzls/Ge2po39QqyHNISjMyDR0/e+fKkRhS02BHLgem5MjJxS+62pOTRml7eWXAVAg5VdVKVY6cPYxi4rfvPQov7hr0b2/rHQIQXQEh5CqPQFSsRnqzjcCiCQ0ptdiJ9HpYyDEMwzAM02p88JWLMXdyx0gPo+HIBoImOHJjocCJCAu5HBQNHeWq41eUlCf26UJAHYpI1XTCQi54XOxMT5QUOXLNprujiO6Oon+bipoMVdS5eao+cmK4ZdW2o/3uMAKOnE05crX1kWMYhmEYhmk1xup8pmegGrotpgAVzbEVjDi2Xs0wQaGVVOwkWo4+W45VpJ+FpsqRUzlyycVORoq4ly27bQAwJBRAqVpORAyPRI9tCi+YP6UzcTs5tJJhGIZhGKbVGIvFPwBg7fa+0G16laah+wbIWIEduRwUDB1VO1rshEgVct4PR24NQEVQ4qtWxhc7URXcGO4va9wJQa7yCIQrWVZt238Pi4aOsmWPSI7cqw/aC68+aK/U7WTRyTAMwzAMw4wO4oqamLoW6sU8Fhhbr2aYKHihleSWyQ0G0zQINfGWtZfakQv+NoRkTSLOkTtv5Vys+cLpaS+lwcT8cBQOlvgaByu2/9omdLj5hSPhyGWlMMZOAgzDMAzD7HlM72ob6SE0hXFtYZ+KzA5D15raX3kk4BlpDgqm7oVWeo6cXpsjN67kfsGqdjinLKhaGdyvCpksCsIoLkduJL6nccdUOVhvP2p+eBsjXLSlvTB6m1NyaCXDMAzDMK3K7953FL5xzkEjPYymsf9eE0K3d/SW3f/7yiMxnKbCQi4HRb/9AFWtrK3YSacn5Cyp35uqaqUq9U10hNoK7t+/um99aJuRiHuW9evHTlsKAMrE0k+duSx0m8TwoBdyKa+mjCZUOX8MwzAMwzCtwKFzJ+INy2enb9iiHDSnO3T72n9tAAD86M7nAQCXnLwEPzx/xbCPqxmM3tnyKMbUPUfOzlfspKPouk1V2UVTNARXNc4OhVYa7r5Wb+qpaQzNoFINj/Xdxy7E+h39+NCJiyPbRip2eu/hoFfN8A147AAAC+FJREFUklzL0chYbCjJMAzDMAwzlqG58QcV89JWZfTOlkcxBVNH/4DlO2eR0vkp8/wgtDLdkXMUQk4M7SNHTmYkhNzvH9qIr5x9oH+7YOj48lkHJjwjgHrN/fI9R+C3/9owqqsKcY4cwzAMwzDM6OLzr9sfA+Vq7OPGaC7AkBMWcjkoGhoqVaH9gCdCvv+25fjZ3eugpXxRKLSyYoVz5EggVGsIrSzF5JKNhGlU6+/jouP2xlW3PQsgcDUPmz8Jh82f1OihNZSx2neFYRiGYRimVXnbEfOSNxiD0ze2FnJQMHSs3tSDTbsGvdvuN+OU/WbgF+86PPX55MjtM2O8tF93P2WhWbbCkFPmyMmMRFWeWlc6Xn3QTP/vVso7K3D7AYZhGIZhmJaCHTkGAHDT6i0AgEuufRhA7SKkvWjg/959BPadGRZymqbB1LVQNUvKkTts/kT/PjG0Mk5UDGdoZVebiZ7Bqu80ZkUMn2ylvDN25BiGYRiGYVqDhVM78dzWPlx03N4jPZSGw9ZCDuJy22rhyL0no7ujGLm/YOioWA4cx8F+n74e19y7DroGXHvRUaFtiDjnbTh10RVvcPPglkoOYxpUqAVgIccwDMMwDMM0nu52t0fxMYsnj/BIGg8LuRzMndQBwHWigMZO7E1DQ7nq9qjrK1vY1luOuGtZim0MZ/uB8d77oAoDTUJsS9BKBUQ4tJJhGIZhGKY1CPyXsbcQzzPSHFzj5cEVTddRUjW8zkvR0FG17VDlyqiQS/8iphVcaSSa98NQtUpIQhRyI9H3Li+icP/h+Stw3fuOStiaYRiGYRiGGSlodtpCU83McI5cDuZM6sCUcUX0DbklTrMIq6wUDB2VqhPKk5M1WRbRM5wJnTSeWsWYKIga+R42G9E9PGnZ9BEcCcMwDMMwDJMEtfIaTpNjuGAhl5OSaWBbbxlAY90k09BQsZIduSyFTIZz1WHlgkl497ELcOExC2t6XtEQi520jjncSvl8DMMwDMMwezIUMDYWp2+tM3seZZQKzcnvKho6ypYdKqgif/FkHffuYxdE9jOc7QcMXcMnz1iGGRPaanqe+L4ZLeTItVIYKMMwDMMwzJ7MEQvd/sSTx5VGeCSNhx25nLSZzam4WDB0VC2nJkdu6vjoF3M42w/kRRRE4vs52iFrPq6HH8MwDMMwDDM6+Php++Ath8/DrO72kR5Kw2EhlxPRkWtkWCCFVoZaHKTkyKmO32qmUVd7a30Vb//YCWgvto74ZBiGYRiG2RMxDR3zp3SO9DCaAlsKOQk1s25gWKCha7j5yZew+eVB/z7ZXZMbbxfM6MfYauF/XW2FkR5CTbgFb8aeRc8wDMMwDMO0BizkctJWEEIrGyjkHtnwMgDgypvW+PfJmky2houK47daZZ6u9tYScgzDMAzDMAwzkrCQy8mta7b6fzejQfTGnQP+3zv7K4nbqoqttIohd+I+0wAA40qtFVrJMAzDMAzDMCMJz54bQDMqRNZSCdNUCrnWUHJXv/2wkR4CwzAMwzAMw7Qc7MiNUv5/e/ceomlVxwH8+9vZmcnxspLukqSbirvmJTMblzAyMzUT0wQjU+yiZEUZhBKZfwSREAhFIlJiEEURQf/0j5mighRSIl6DwpQwiXb9I8nbXk9/zOvsuMzOzvu+DjPPO58PDJx5n/Occ4Y5MPPlnOc884Wz/RmfJ0h2JMcBAAADEOQG9NPPTS9p++N9PHc3X2iT4wAAYHQJcgM6fGppD+fo59TJ1ub50JIcAACMLEFuQEt9XP7rO/cMdb8YBwAAo0uQG9BSHZd/x1VnJEle37l7wXrXn3tCbrns1CTJfAtyAADA6HJq5YCWamvlRe85Kkete1te3bFrwXo3XHDibHnXHlEOAABWEytyA5pcO3bgSgMaH1uTV3csvCI317re6uBJRx02+5lH5AAAYHRZkRvC2ZvXZ/OGQ97ydifWrslrfQS5szcdmZ9c/f6c++4N2XTz3UmSqYmlC5oAAMDyEuSG8PNrtixJu+Nja/raLllV+dgp70iSfOTE9Xngb9ty6OTSHsYCAAAsH1srV6CJtYP/Wl7preRNTVqRAwCAUSXIrUAT+7wM/LyTNiz63h27Zl5bsJTP8AEAAMtrqK2VVXVrkk8k2ZHkH0m+0Fr7b+/aTUmuTbI7yddba/cMOdZVY3xsb76+/4YP57gjD+67jckhVvUAAICVbdj/9u9Ncmpr7bQkf09yU5JU1clJrkhySpILk9xRVZaIFmnu1sqDJsZSfRxBedsV78t1Zx+fk+ecYAkAAIyWoYJca+0PrbU3Xnj2cJKje+VLk/y6tba9tfZckmeSLM3JICPoqRdemi2PrenvPQIbj5jKty86KWv6vA8AAOiOt3L/3TVJ7u6V35nk+TnX/tX7jEV48eUds+W1a2yRBAAA3uyAKaGq7quqp+b5unROnZuT7Eryy34HUFXXVdUjVfXItm3b+r19JH1my8bZcr8rcgAAwOg74GEnrbXzFrpeVZ9PcnGSj7bW3nj52QtJjplT7ejeZ/O1f2eSO5Nkenp68S9PG2Eb3z41Wx4fE+QAAIA3G2rfXlVdmOSbSS5prb0659LvklxRVZNVdVySTUn+PExfq8nUxN5zYazIAQAA+xrq9QNJbk8ymeTe3smKD7fWvtxae7qqfpPkr5nZcvnV1truIftaNZ7Z+vJs2TNyAADAvoYKcq21Exa4dkuSW4Zpf7WauwhnQQ4AANiX5Z4V6PCpidlyP++QAwAAVgdBbgU6ZHLYHa8AAMAoE+RWoKs+sPHAlQAAgFVLkFuBpiasyAEAAPsnyAEAAHSMIAcAANAxghwAAEDHCHIAAAAdI8gBAAB0jCAHAADQMYIcAABAxwhyAAAAHePN0yvUrZeflu279iz3MAAAgBVIkFuhPjV9zHIPAQAAWKFsrQQAAOgYQQ4AAKBjBDkAAICOEeQAAAA6RpADAADoGEEOAACgYwQ5AACAjhHkAAAAOkaQAwAA6BhBDgAAoGMEOQAAgI4R5AAAADpGkAMAAOiYaq0t9xhmVdW2JP9c7nHM48gkLy73IKBP5i1dY87SNeYsXWPOdsO7WmvrD1RpRQW5laqqHmmtTS/3OKAf5i1dY87SNeYsXWPOjhZbKwEAADpGkAMAAOgYQW5x7lzuAcAAzFu6xpyla8xZusacHSGekQMAAOgYK3IAAAAdI8gBAAB0jCAHAADQMYIcAABAxwhyAAAAHSPIAdAZVbW7qh6rqqer6vGquqGqFvxbVlXHVtWVffRxd1U90Ovnmap6qVd+rKrOqqq7qurk4X8aABjc2uUeAAD04bXW2ulJUlUbkvwqyWFJvrPAPccmubJXd0FVdVCSI1prW3rfn5PkxtbaxXOq/WmgkQPAW8iKHACd1FrbmuS6JF+rGcdW1UNV9Wjv66xe1e8n+VBvRe0bVTVWVbdW1V+q6omq+tKcZs9J8uBC/VbVg1U13Su/3Gvr6aq6r6q29K4/W1WX9Oos1B8ADESQA6CzWmvPJhlLsiHJ1iTnt9bOSPLpJLf1qn0ryUOttdNbaz9Mcm2Sl1prZyY5M8kXq+q4Xt2PJ/l9H0M4OMn9rbVTkvwvyfeSnJ/ksiTf7dVZqD8AGIitlQCMivEkt1fV6Ul2J9m8n3oXJDmtqi7vfb8uyaYkzyX5YJIb++hzR/YGvyeTbG+t7ayqJzOzpfNA/QHAQAQ5ADqrqo7PTGjbmpnn5P6T5L2Z2XHy+v5uS3J9a+2eedp6vrW2o48h7GyttV55T5LtSdJa21NVb/yNnbc/ABiGrZUAdFJVrU/y4yS398LUuiT/bq3tSXJ1ZrZcJjNbHg+dc+s9Sb5SVeO9djZX1cHpf1vlYu2vPwAYmBU5ALrkoKp6LDPbKHcl+UWSH/Su3ZHkt1X12cwEsld6nz+RZHdVPZ7kZ0l+lJltj49WVSXZluSTSS5Mcv0SjPmu/fQHAAOrvTtCAGB1qqrJJH9srU0v91gAYDEEOQAAgI7xjBwAAEDHCHIAAAAdI8gBAAB0jCAHAADQMYIcAABAxwhyAAAAHSPIAQAAdMz/ASJMGzetdsGGAAAAAElFTkSuQmCC\n", "text/plain": [ - "" + "
" ] }, "metadata": {}, @@ -1455,12 +84,10 @@ { "cell_type": "code", "execution_count": 3, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ - "url_template = \"http://climate.weather.gc.ca/climateData/bulkdata_e.html?format=csv&stationID=5415&Year={year}&Month={month}&timeframe=1&submit=Download+Data\"" + "url_template = \"http://climate.weather.gc.ca/climate_data/bulk_data_e.html?format=csv&stationID=5415&Year={year}&Month={month}&Day=1&timeframe=1&submit=Download+Data\"" ] }, { @@ -1474,12 +101,21 @@ "cell_type": "code", "execution_count": 4, "metadata": { - "collapsed": false + "scrolled": true }, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "http://climate.weather.gc.ca/climate_data/bulk_data_e.html?format=csv&stationID=5415&Year=2012&Month=3&Day=1&timeframe=1&submit=Download+Data\n" + ] + } + ], "source": [ "url = url_template.format(month=3, year=2012)\n", - "weather_mar2012 = pd.read_csv(url, skiprows=15, index_col='Date/Time', parse_dates=True, encoding='latin1', header=True)" + "print(url)\n", + "weather_mar2012 = pd.read_csv(url, skiprows=15, index_col='Date/Time', parse_dates=True, encoding='latin1', header=0)" ] }, { @@ -1488,20 +124,31 @@ "source": [ "This is super great! We can just use the same `read_csv` function as before, and just give it a URL as a filename. Awesome.\n", "\n", - "There are 16 rows of metadata at the top of this CSV, but pandas knows CSVs are weird, so there's a `skiprows` options. We parse the dates again, and set 'Date/Time' to be the index column. Here's the resulting dataframe." + "There are 15 rows of metadata at the top of this CSV, but pandas knows CSVs are weird, so there's a `skiprows` options. We parse the dates again, and set 'Date/Time' to be the index column. Here's the resulting dataframe." ] }, { "cell_type": "code", "execution_count": 5, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
\n", + "
\n", + "\n", "\n", " \n", " \n", @@ -1510,12 +157,12 @@ " \n", " \n", " \n", - " \n", " \n", " \n", " \n", " \n", " \n", + " \n", " \n", " \n", " \n", @@ -1556,723 +203,723 @@ " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", + " \n", " \n", - " \n", - " \n", " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", + " \n", " \n", - " \n", - " \n", " \n", - " \n", + " \n", " \n", + " \n", " \n", " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", - " \n", + " \n", + " \n", " \n", - " \n", - " \n", " \n", - " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", - 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MonthDayTimeData QualityTemp (°C)Temp FlagDew Point Temp (°C)Dew Point Temp FlagRel Hum (%)Rel Hum Flag...Wind Spd FlagVisibility (km)
2012-03-01 00:00:00 2012 3 1 00:00 20123100:00-5.5NaN-9.7NaN 7272NaN... NaN 4.0NaN 100.974.0NaN100.97NaNNaNNaN-13 NaN Snow-13.0NaNSnow
2012-03-01 01:00:00 2012 3 1 01:00 20123101:00-5.7NaN-8.7NaN 7979NaN... NaN 2.4NaN 100.872.4NaN100.87NaNNaN-13 NaN SnowNaN-13.0NaNSnow
2012-03-01 02:00:00 2012 3 1 02:00 20123102:00-5.4NaN-8.3NaN 8080NaN... NaN 4.8NaN 100.804.8NaN100.80NaNNaNNaN-13 NaN Snow-13.0NaNSnow
2012-03-01 03:00:00 2012 3 1 03:00 20123103:00-4.7NaN-7.7NaN 7979NaN... NaN 4.0NaN 100.694.0NaN100.69NaNNaNNaN-12 NaN Snow-12.0NaNSnow
2012-03-01 04:00:00 2012 3 1 04:00 20123104:00-5.4NaN-7.8NaN 8383NaN... NaN 1.6NaN 100.621.6NaN100.62NaNNaNNaN-14.0NaN-14 NaN SnowSnow
2012-03-01 05:00:00 2012 3 1 05:00 20123105:00-5.3NaN-7.9NaN 8282NaN... NaN 2.4NaN 100.582.4NaN100.58NaNNaNNaN-14 NaN Snow-14.0NaNSnow
2012-03-01 06:00:00 2012 3 1 06:00 20123106:00-5.2NaN-7.8NaN 8282NaN... NaN 4.0NaN 100.574.0NaN100.57NaNNaNNaN-14 NaN Snow-14.0NaNSnow
2012-03-01 07:00:00 2012 3 1 07:00 20123107:00-4.9NaN-7.4NaN 8383NaN... NaN 1.6NaN 100.591.6NaN100.59NaNNaN-13 NaN SnowNaN-13.0NaNSnow
2012-03-01 08:00:00 2012 3 1 08:00 20123108:00-5.0NaN-7.5NaN 8383NaN... NaN 1.2NaN 100.591.2NaN100.59NaNNaN-13 NaN SnowNaN-13.0NaNSnow
2012-03-01 09:00:00 2012 3 1 09:00 20123109:00-4.9NaN-7.5NaN 8282NaN... NaN 1.6NaN 100.601.6NaN100.60NaNNaNNaN-13 NaN Snow-13.0NaNSnow
2012-03-01 10:00:00 2012 3 1 10:00 20123110:00-4.7NaN-7.3NaN 8282NaN... NaN 1.2NaN 100.621.2NaN100.62NaNNaN-13 NaN SnowNaN-13.0NaNSnow
2012-03-01 11:00:00 2012 3 1 11:00 20123111:00-4.4NaN-6.8NaN 8383NaN... NaN 1.0NaN 100.661.0NaN100.66NaNNaNNaN-12 NaN Snow-12.0NaNSnow
2012-03-01 12:00:00 2012 3 1 12:00 20123112:00-4.3NaN-6.8NaN 8383NaN... NaN 1.2NaN 100.661.2NaN100.66NaNNaNNaN-12 NaN Snow-12.0NaNSnow
2012-03-01 13:00:00 2012 3 1 13:00 20123113:00-4.3NaN-6.9NaN 8282NaN... NaN 1.2NaN 100.651.2NaN100.65NaNNaNNaN-12 NaN Snow-12.0NaNSnow
2012-03-01 14:00:00 2012 3 1 14:00 20123114:00-3.9NaN-6.6NaN 8181NaN... NaN 1.2NaN 100.671.2NaN100.67NaNNaN-11 NaN SnowNaN-11.0NaNSnow
2012-03-01 15:00:00 2012 3 1 15:00 20123115:00-3.3NaN-6.2NaN 8080NaN... NaN 1.6NaN 100.711.6NaN100.71NaNNaNNaN-10.0NaN-10 NaN SnowSnow
2012-03-01 16:00:00 2012 3 1 16:00 20123116:00-2.7NaN-5.7NaN 8080NaN... NaN 2.4NaN 100.742.4NaN100.74NaNNaNNaN -8 NaN Snow-8.0NaNSnow
2012-03-01 17:00:00 2012 3 1 17:00 20123117:00-2.9NaN-5.9NaN 8080NaN... NaN 4.0NaN 100.804.0NaN100.80NaNNaN -9 NaN SnowNaN-9.0NaNSnow
2012-03-01 18:00:00 2012 3 1 18:00 20123118:00-3.0NaN-6.0NaN 8080NaN... NaN 4.0NaN 100.874.0NaN100.87NaNNaN -9 NaN SnowNaN-9.0NaNSnow
2012-03-01 19:00:00 2012 3 1 19:00 20123119:00-3.6NaN-6.4NaN 8181NaN... NaN 3.2NaN 100.933.2NaN100.93NaNNaNNaN -9 NaN Snow-9.0NaNSnow
2012-03-01 20:00:00 2012 3 1 20:00 20123120:00-3.7NaN-6.4NaN 8181NaN... NaN 4.8NaN 100.954.8NaN100.95NaNNaNNaN-10.0NaN-10 NaN SnowSnow
2012-03-01 21:00:00 2012 3 1 21:00 20123121:00-3.9NaN-6.7NaN 8181NaN... NaN 6.4NaN 100.986.4NaN100.98NaNNaNNaN-10.0NaN-10 NaN SnowSnow
2012-03-01 22:00:00 2012 3 1 22:00 20123122:00-4.3NaN-6.9NaN 8282NaN... NaN 2.4NaN 101.002.4NaN101.00NaNNaNNaN-11 NaN Snow-11.0NaNSnow
2012-03-01 23:00:00 2012 3 1 23:00 20123123:00-4.3NaN-7.1NaN 8181NaN... NaN 4.8NaN 101.044.8NaN101.04NaNNaNNaN-11.0NaN-11 NaN SnowSnow
2012-03-02 00:00:00 2012 3 2 00:00 20123200:00-4.8NaN-7.3NaN 8383NaN... NaN 3.2NaN 101.043.2NaN101.04NaNNaNNaN-12 NaN Snow-12.0NaNSnow
2012-03-02 01:00:00 2012 3 2 01:00 20123201:00-5.3NaN-7.9NaN 8282NaN... NaN 4.8NaN 101.094.8NaN101.09NaNNaN-12 NaN SnowNaN-12.0NaNSnow
2012-03-02 02:00:00 2012 3 2 02:00 20123202:00-5.2NaN-7.8NaN 8282NaN... NaN 6.4NaN 101.116.4NaN101.11NaNNaNNaN-12 NaN Snow-12.0NaNSnow
2012-03-02 03:00:00 2012 3 2 03:00 20123203:00-5.5NaN-7.9NaN 8383NaN... NaN 4.8NaN 101.154.8NaN101.15NaNNaN-12 NaN SnowNaN-12.0NaNSnow
2012-03-02 04:00:00 2012 3 2 04:00 20123204:00-5.6NaN-8.2NaN 8282NaN... NaN 6.4NaN 101.156.4NaN101.15NaNNaNNaN-13.0NaN-13 NaN SnowSnow
2012-03-02 05:00:00 2012 3 2 05:00 20123205:00-5.5NaN-8.3NaN 8181NaN... NaN 12.9NaN 101.1512.9NaN101.15NaNNaNNaN-12 NaN Snow-12.0NaNSnow
...
2012-03-30 18:00:00 2012 3 30 18:00 3.9201233018:003.9NaN-7.9NaN 4242NaN... NaN 24.1NaN 101.2624.1NaN101.26NaNNaNNaNNaNNaN NaN Mostly CloudyMostly Cloudy
2012-03-30 19:00:00 2012 3 30 19:00 3.1201233019:003.1NaN-6.7NaN 4949NaN... NaN 25.0NaN 101.2925.0NaN101.29NaNNaNNaNNaN NaN Mostly CloudyNaNMostly Cloudy
2012-03-30 20:00:00 2012 3 30 20:00 3.0201233020:003.0NaN-8.4NaN 4343NaN... NaN 25.0NaN 101.3025.0NaN101.30NaNNaNNaNNaN NaN Mostly CloudyNaNMostly Cloudy
2012-03-30 21:00:00 2012 3 30 21:00 1.7201233021:001.7NaN-9.0NaN 4545NaN... NaN 25.0NaN 101.3225.0NaN101.32NaNNaNNaN NaN CloudyNaNNaNCloudy
2012-03-30 22:00:00 2012 3 30 22:00 0.4201233022:000.4NaN-8.1NaN 5353NaN... NaN 25.0NaN 101.3025.0NaN101.30NaNNaNNaNNaN NaN Mostly CloudyNaNMostly Cloudy
2012-03-30 23:00:00 2012 3 30 23:00 1.4201233023:001.4NaN-7.7NaN 5151NaN... NaN 25.0NaN 101.3425.0NaN101.34NaNNaNNaNNaN NaN Mainly ClearNaNMainly Clear
2012-03-31 00:00:00 2012 3 31 00:00 1.5201233100:001.5NaN-8.6NaN 4747NaN... NaN 25.0NaN 101.3325.0NaN101.33NaNNaNNaN NaN Mostly CloudyNaNNaNMostly Cloudy
2012-03-31 01:00:00 2012 3 31 01:00 1.3201233101:001.3NaN-9.6NaN 4444NaN... NaN 25.0NaN 101.3125.0NaN101.31NaNNaNNaNNaNNaN NaN Mostly CloudyMostly Cloudy
2012-03-31 02:00:00 2012 3 31 02:00 1.3201233102:001.3NaN-9.7NaN 4444NaN... NaN 25.0NaN 101.2925.0NaN101.29NaNNaNNaNNaNNaN NaN CloudyCloudy
2012-03-31 03:00:00 2012 3 31 03:00 0.7201233103:000.7NaN-8.8NaN 4949NaN... NaN 25.0NaN 101.3025.0NaN101.30NaNNaNNaNNaN NaN CloudyNaNCloudy
2012-03-31 04:00:00 2012 3 31 04:00 201233104:00-0.9NaN-8.5NaN 5656NaN... NaN 25.0NaN 101.3225.0NaN101.32NaNNaNNaN-5.0NaN -5 NaN CloudyCloudy
2012-03-31 05:00:00 2012 3 31 05:00 201233105:00-0.6NaN-9.2NaN 5252NaN... NaN 25.0NaN 101.3025.0NaN101.30NaNNaNNaN -5 NaN Cloudy-5.0NaNCloudy
2012-03-31 06:00:00 2012 3 31 06:00 201233106:00-0.5NaN-9.2NaN 5252NaN... NaN 48.3NaN 101.3248.3NaN101.32NaNNaNNaN -5 NaN Cloudy-5.0NaNCloudy
2012-03-31 07:00:00 2012 3 31 07:00 201233107:00-0.3NaN-9.2NaN 5151NaN... NaN 48.3NaN 101.3248.3NaN101.32NaNNaN -5 NaN CloudyNaN-5.0NaNCloudy
2012-03-31 08:00:00 2012 3 31 08:00 0.7201233108:000.7NaN-8.5NaN 5050NaN... NaN 48.3NaN 101.3348.3NaN101.33NaNNaNNaNNaN NaN CloudyNaNCloudy
2012-03-31 09:00:00 2012 3 31 09:00 1.5201233109:001.5NaN-7.8NaN 5050NaN... NaN 48.3NaN 101.3448.3NaN101.34NaNNaNNaNNaNNaN NaN Mostly CloudyMostly Cloudy
2012-03-31 10:00:00 2012 3 31 10:00 2.9201233110:002.9NaN-8.1NaN 4444NaN... NaN 48.3NaN 101.3048.3NaN101.30NaNNaNNaNNaNNaN NaN Mainly ClearMainly Clear
2012-03-31 11:00:00 2012 3 31 11:00 4.6201233111:004.6NaN-9.7NaN 3535NaN... NaN 48.3NaN 101.2448.3NaN101.24NaNNaNNaNNaN NaN ClearNaNClear
2012-03-31 12:00:00 2012 3 31 12:00 6.4201233112:006.4NaN-7.1NaN 3737NaN... NaN 48.3NaN 101.1648.3NaN101.16NaNNaNNaNNaN NaN ClearNaNClear
2012-03-31 13:00:00 2012 3 31 13:00 6.5201233113:006.5NaN-9.7NaN 3030NaN... NaN 48.3NaN 101.0848.3NaN101.08NaNNaNNaN NaN ClearNaNNaNClear
2012-03-31 14:00:00 2012 3 31 14:00 7.7201233114:007.7NaN-8.5NaN 3131NaN... NaN 48.3NaN 101.0148.3NaN101.01NaNNaNNaNNaNNaN NaN Mainly ClearMainly Clear
2012-03-31 15:00:00 2012 3 31 15:00 7.7201233115:007.7NaN-8.6NaN 3030NaN... NaN 48.3NaN 100.9448.3NaN100.94NaNNaNNaNNaN NaN Mainly ClearNaNMainly Clear
2012-03-31 16:00:00 2012 3 31 16:00 8.4201233116:008.4NaN-7.7NaN 3131NaN... NaN 48.3NaN 100.8948.3NaN100.89NaNNaNNaN NaN Mainly ClearNaNNaNMainly Clear
2012-03-31 17:00:00 2012 3 31 17:00 7.9201233117:007.9NaN-8.1NaN 3131NaN... NaN 48.3NaN 100.8848.3NaN100.88NaNNaNNaNNaNNaN NaN Mainly ClearMainly Clear
2012-03-31 18:00:00 2012 3 31 18:00 7.0201233118:007.0NaN-8.2NaN 3333NaN... NaN 48.3NaN 100.8748.3NaN100.87NaNNaNNaNNaNNaN NaN Mainly ClearMainly Clear
2012-03-31 19:00:00 2012 3 31 19:00 5.9201233119:005.9NaN-8.0NaN 3636NaN... NaN 25.0NaN 100.8825.0NaN100.88NaNNaNNaNNaN NaN ClearNaNClear
2012-03-31 20:00:00 2012 3 31 20:00 4.4201233120:004.4NaN-7.2NaN 4343NaN... NaN 25.0NaN 100.8525.0NaN100.85NaNNaNNaNNaN NaN ClearNaNClear
2012-03-31 21:00:00 2012 3 31 21:00 2.6201233121:002.6NaN-6.3NaN 5252NaN... NaN 25.0NaN 100.8625.0NaN100.86NaNNaNNaN NaN ClearNaNNaNClear
2012-03-31 22:00:00 2012 3 31 22:00 2.7201233122:002.7NaN-6.7NaN 5050NaN... NaN 25.0NaN 100.8225.0NaN100.82NaNNaNNaNNaN NaN ClearNaNClear
2012-03-31 23:00:00 2012 3 31 23:00 1.5201233123:001.5NaN-6.9NaN 5454NaN... NaN 25.0NaN 100.7925.0NaN100.79NaNNaNNaNNaN NaN ClearNaNClear
\n", - "

744 rows × 24 columns

\n", + "

744 rows × 23 columns

\n", "
" ], "text/plain": [ - " Year Month Day Time Data Quality Temp (°C) \\\n", - "Date/Time \n", - "2012-03-01 00:00:00 2012 3 1 00:00 -5.5 \n", - "2012-03-01 01:00:00 2012 3 1 01:00 -5.7 \n", - "2012-03-01 02:00:00 2012 3 1 02:00 -5.4 \n", - "2012-03-01 03:00:00 2012 3 1 03:00 -4.7 \n", - "2012-03-01 04:00:00 2012 3 1 04:00 -5.4 \n", - "2012-03-01 05:00:00 2012 3 1 05:00 -5.3 \n", - "2012-03-01 06:00:00 2012 3 1 06:00 -5.2 \n", - "2012-03-01 07:00:00 2012 3 1 07:00 -4.9 \n", - "2012-03-01 08:00:00 2012 3 1 08:00 -5.0 \n", - "2012-03-01 09:00:00 2012 3 1 09:00 -4.9 \n", - "2012-03-01 10:00:00 2012 3 1 10:00 -4.7 \n", - "2012-03-01 11:00:00 2012 3 1 11:00 -4.4 \n", - "2012-03-01 12:00:00 2012 3 1 12:00 -4.3 \n", - "2012-03-01 13:00:00 2012 3 1 13:00 -4.3 \n", - "2012-03-01 14:00:00 2012 3 1 14:00 -3.9 \n", - "2012-03-01 15:00:00 2012 3 1 15:00 -3.3 \n", - "2012-03-01 16:00:00 2012 3 1 16:00 -2.7 \n", - "2012-03-01 17:00:00 2012 3 1 17:00 -2.9 \n", - "2012-03-01 18:00:00 2012 3 1 18:00 -3.0 \n", - "2012-03-01 19:00:00 2012 3 1 19:00 -3.6 \n", - "2012-03-01 20:00:00 2012 3 1 20:00 -3.7 \n", - "2012-03-01 21:00:00 2012 3 1 21:00 -3.9 \n", - "2012-03-01 22:00:00 2012 3 1 22:00 -4.3 \n", - "2012-03-01 23:00:00 2012 3 1 23:00 -4.3 \n", - "2012-03-02 00:00:00 2012 3 2 00:00 -4.8 \n", - "2012-03-02 01:00:00 2012 3 2 01:00 -5.3 \n", - "2012-03-02 02:00:00 2012 3 2 02:00 -5.2 \n", - "2012-03-02 03:00:00 2012 3 2 03:00 -5.5 \n", - "2012-03-02 04:00:00 2012 3 2 04:00 -5.6 \n", - "2012-03-02 05:00:00 2012 3 2 05:00 -5.5 \n", - "... ... ... ... ... ... ... \n", - "2012-03-30 18:00:00 2012 3 30 18:00 3.9 \n", - "2012-03-30 19:00:00 2012 3 30 19:00 3.1 \n", - "2012-03-30 20:00:00 2012 3 30 20:00 3.0 \n", - "2012-03-30 21:00:00 2012 3 30 21:00 1.7 \n", - "2012-03-30 22:00:00 2012 3 30 22:00 0.4 \n", - "2012-03-30 23:00:00 2012 3 30 23:00 1.4 \n", - "2012-03-31 00:00:00 2012 3 31 00:00 1.5 \n", - "2012-03-31 01:00:00 2012 3 31 01:00 1.3 \n", - "2012-03-31 02:00:00 2012 3 31 02:00 1.3 \n", - "2012-03-31 03:00:00 2012 3 31 03:00 0.7 \n", - "2012-03-31 04:00:00 2012 3 31 04:00 -0.9 \n", - "2012-03-31 05:00:00 2012 3 31 05:00 -0.6 \n", - "2012-03-31 06:00:00 2012 3 31 06:00 -0.5 \n", - "2012-03-31 07:00:00 2012 3 31 07:00 -0.3 \n", - "2012-03-31 08:00:00 2012 3 31 08:00 0.7 \n", - "2012-03-31 09:00:00 2012 3 31 09:00 1.5 \n", - "2012-03-31 10:00:00 2012 3 31 10:00 2.9 \n", - "2012-03-31 11:00:00 2012 3 31 11:00 4.6 \n", - "2012-03-31 12:00:00 2012 3 31 12:00 6.4 \n", - "2012-03-31 13:00:00 2012 3 31 13:00 6.5 \n", - "2012-03-31 14:00:00 2012 3 31 14:00 7.7 \n", - "2012-03-31 15:00:00 2012 3 31 15:00 7.7 \n", - "2012-03-31 16:00:00 2012 3 31 16:00 8.4 \n", - "2012-03-31 17:00:00 2012 3 31 17:00 7.9 \n", - "2012-03-31 18:00:00 2012 3 31 18:00 7.0 \n", - "2012-03-31 19:00:00 2012 3 31 19:00 5.9 \n", - "2012-03-31 20:00:00 2012 3 31 20:00 4.4 \n", - "2012-03-31 21:00:00 2012 3 31 21:00 2.6 \n", - "2012-03-31 22:00:00 2012 3 31 22:00 2.7 \n", - "2012-03-31 23:00:00 2012 3 31 23:00 1.5 \n", + " Year Month Day Time Temp (°C) Temp Flag \\\n", + "Date/Time \n", + "2012-03-01 00:00:00 2012 3 1 00:00 -5.5 NaN \n", + "2012-03-01 01:00:00 2012 3 1 01:00 -5.7 NaN \n", + "2012-03-01 02:00:00 2012 3 1 02:00 -5.4 NaN \n", + "2012-03-01 03:00:00 2012 3 1 03:00 -4.7 NaN \n", + "2012-03-01 04:00:00 2012 3 1 04:00 -5.4 NaN \n", + "2012-03-01 05:00:00 2012 3 1 05:00 -5.3 NaN \n", + "2012-03-01 06:00:00 2012 3 1 06:00 -5.2 NaN \n", + "2012-03-01 07:00:00 2012 3 1 07:00 -4.9 NaN \n", + "2012-03-01 08:00:00 2012 3 1 08:00 -5.0 NaN \n", + "2012-03-01 09:00:00 2012 3 1 09:00 -4.9 NaN \n", + "2012-03-01 10:00:00 2012 3 1 10:00 -4.7 NaN \n", + "2012-03-01 11:00:00 2012 3 1 11:00 -4.4 NaN \n", + "2012-03-01 12:00:00 2012 3 1 12:00 -4.3 NaN \n", + "2012-03-01 13:00:00 2012 3 1 13:00 -4.3 NaN \n", + "2012-03-01 14:00:00 2012 3 1 14:00 -3.9 NaN \n", + "2012-03-01 15:00:00 2012 3 1 15:00 -3.3 NaN \n", + "2012-03-01 16:00:00 2012 3 1 16:00 -2.7 NaN \n", + "2012-03-01 17:00:00 2012 3 1 17:00 -2.9 NaN \n", + "2012-03-01 18:00:00 2012 3 1 18:00 -3.0 NaN \n", + "2012-03-01 19:00:00 2012 3 1 19:00 -3.6 NaN \n", + "2012-03-01 20:00:00 2012 3 1 20:00 -3.7 NaN \n", + "2012-03-01 21:00:00 2012 3 1 21:00 -3.9 NaN \n", + "2012-03-01 22:00:00 2012 3 1 22:00 -4.3 NaN \n", + "2012-03-01 23:00:00 2012 3 1 23:00 -4.3 NaN \n", + "2012-03-02 00:00:00 2012 3 2 00:00 -4.8 NaN \n", + "2012-03-02 01:00:00 2012 3 2 01:00 -5.3 NaN \n", + "2012-03-02 02:00:00 2012 3 2 02:00 -5.2 NaN \n", + "2012-03-02 03:00:00 2012 3 2 03:00 -5.5 NaN \n", + "2012-03-02 04:00:00 2012 3 2 04:00 -5.6 NaN \n", + "2012-03-02 05:00:00 2012 3 2 05:00 -5.5 NaN \n", + "... ... ... ... ... ... ... \n", + "2012-03-30 18:00:00 2012 3 30 18:00 3.9 NaN \n", + "2012-03-30 19:00:00 2012 3 30 19:00 3.1 NaN \n", + "2012-03-30 20:00:00 2012 3 30 20:00 3.0 NaN \n", + "2012-03-30 21:00:00 2012 3 30 21:00 1.7 NaN \n", + "2012-03-30 22:00:00 2012 3 30 22:00 0.4 NaN \n", + "2012-03-30 23:00:00 2012 3 30 23:00 1.4 NaN \n", + "2012-03-31 00:00:00 2012 3 31 00:00 1.5 NaN \n", + "2012-03-31 01:00:00 2012 3 31 01:00 1.3 NaN \n", + "2012-03-31 02:00:00 2012 3 31 02:00 1.3 NaN \n", + "2012-03-31 03:00:00 2012 3 31 03:00 0.7 NaN \n", + "2012-03-31 04:00:00 2012 3 31 04:00 -0.9 NaN \n", + "2012-03-31 05:00:00 2012 3 31 05:00 -0.6 NaN \n", + "2012-03-31 06:00:00 2012 3 31 06:00 -0.5 NaN \n", + "2012-03-31 07:00:00 2012 3 31 07:00 -0.3 NaN \n", + "2012-03-31 08:00:00 2012 3 31 08:00 0.7 NaN \n", + "2012-03-31 09:00:00 2012 3 31 09:00 1.5 NaN \n", + "2012-03-31 10:00:00 2012 3 31 10:00 2.9 NaN \n", + "2012-03-31 11:00:00 2012 3 31 11:00 4.6 NaN \n", + "2012-03-31 12:00:00 2012 3 31 12:00 6.4 NaN \n", + "2012-03-31 13:00:00 2012 3 31 13:00 6.5 NaN \n", + "2012-03-31 14:00:00 2012 3 31 14:00 7.7 NaN \n", + "2012-03-31 15:00:00 2012 3 31 15:00 7.7 NaN \n", + "2012-03-31 16:00:00 2012 3 31 16:00 8.4 NaN \n", + "2012-03-31 17:00:00 2012 3 31 17:00 7.9 NaN \n", + "2012-03-31 18:00:00 2012 3 31 18:00 7.0 NaN \n", + "2012-03-31 19:00:00 2012 3 31 19:00 5.9 NaN \n", + "2012-03-31 20:00:00 2012 3 31 20:00 4.4 NaN \n", + "2012-03-31 21:00:00 2012 3 31 21:00 2.6 NaN \n", + "2012-03-31 22:00:00 2012 3 31 22:00 2.7 NaN \n", + "2012-03-31 23:00:00 2012 3 31 23:00 1.5 NaN \n", "\n", - " Temp Flag Dew Point Temp (°C) Dew Point Temp Flag \\\n", - "Date/Time \n", - "2012-03-01 00:00:00 NaN -9.7 NaN \n", - "2012-03-01 01:00:00 NaN -8.7 NaN \n", - "2012-03-01 02:00:00 NaN -8.3 NaN \n", - "2012-03-01 03:00:00 NaN -7.7 NaN \n", - "2012-03-01 04:00:00 NaN -7.8 NaN \n", - "2012-03-01 05:00:00 NaN -7.9 NaN \n", - "2012-03-01 06:00:00 NaN -7.8 NaN \n", - "2012-03-01 07:00:00 NaN -7.4 NaN \n", - "2012-03-01 08:00:00 NaN -7.5 NaN \n", - "2012-03-01 09:00:00 NaN -7.5 NaN \n", - "2012-03-01 10:00:00 NaN -7.3 NaN \n", - "2012-03-01 11:00:00 NaN -6.8 NaN \n", - "2012-03-01 12:00:00 NaN -6.8 NaN \n", - "2012-03-01 13:00:00 NaN -6.9 NaN \n", - "2012-03-01 14:00:00 NaN -6.6 NaN \n", - "2012-03-01 15:00:00 NaN -6.2 NaN \n", - "2012-03-01 16:00:00 NaN -5.7 NaN \n", - "2012-03-01 17:00:00 NaN -5.9 NaN \n", - "2012-03-01 18:00:00 NaN -6.0 NaN \n", - "2012-03-01 19:00:00 NaN -6.4 NaN \n", - "2012-03-01 20:00:00 NaN -6.4 NaN \n", - "2012-03-01 21:00:00 NaN -6.7 NaN \n", - "2012-03-01 22:00:00 NaN -6.9 NaN \n", - "2012-03-01 23:00:00 NaN -7.1 NaN \n", - "2012-03-02 00:00:00 NaN -7.3 NaN \n", - "2012-03-02 01:00:00 NaN -7.9 NaN \n", - "2012-03-02 02:00:00 NaN -7.8 NaN \n", - "2012-03-02 03:00:00 NaN -7.9 NaN \n", - "2012-03-02 04:00:00 NaN -8.2 NaN \n", - "2012-03-02 05:00:00 NaN -8.3 NaN \n", - "... ... ... ... \n", - "2012-03-30 18:00:00 NaN -7.9 NaN \n", - "2012-03-30 19:00:00 NaN -6.7 NaN \n", - "2012-03-30 20:00:00 NaN -8.4 NaN \n", - "2012-03-30 21:00:00 NaN -9.0 NaN \n", - "2012-03-30 22:00:00 NaN -8.1 NaN \n", - "2012-03-30 23:00:00 NaN -7.7 NaN \n", - "2012-03-31 00:00:00 NaN -8.6 NaN \n", - "2012-03-31 01:00:00 NaN -9.6 NaN \n", - "2012-03-31 02:00:00 NaN -9.7 NaN \n", - "2012-03-31 03:00:00 NaN -8.8 NaN \n", - "2012-03-31 04:00:00 NaN -8.5 NaN \n", - "2012-03-31 05:00:00 NaN -9.2 NaN \n", - "2012-03-31 06:00:00 NaN -9.2 NaN \n", - "2012-03-31 07:00:00 NaN -9.2 NaN \n", - "2012-03-31 08:00:00 NaN -8.5 NaN \n", - "2012-03-31 09:00:00 NaN -7.8 NaN \n", - "2012-03-31 10:00:00 NaN -8.1 NaN \n", - "2012-03-31 11:00:00 NaN -9.7 NaN \n", - "2012-03-31 12:00:00 NaN -7.1 NaN \n", - "2012-03-31 13:00:00 NaN -9.7 NaN \n", - "2012-03-31 14:00:00 NaN -8.5 NaN \n", - "2012-03-31 15:00:00 NaN -8.6 NaN \n", - "2012-03-31 16:00:00 NaN -7.7 NaN \n", - "2012-03-31 17:00:00 NaN -8.1 NaN \n", - "2012-03-31 18:00:00 NaN -8.2 NaN \n", - "2012-03-31 19:00:00 NaN -8.0 NaN \n", - "2012-03-31 20:00:00 NaN -7.2 NaN \n", - "2012-03-31 21:00:00 NaN -6.3 NaN \n", - "2012-03-31 22:00:00 NaN -6.7 NaN \n", - "2012-03-31 23:00:00 NaN -6.9 NaN \n", + " Dew Point Temp (°C) Dew Point Temp Flag Rel Hum (%) \\\n", + "Date/Time \n", + "2012-03-01 00:00:00 -9.7 NaN 72 \n", + "2012-03-01 01:00:00 -8.7 NaN 79 \n", + "2012-03-01 02:00:00 -8.3 NaN 80 \n", + "2012-03-01 03:00:00 -7.7 NaN 79 \n", + "2012-03-01 04:00:00 -7.8 NaN 83 \n", + "2012-03-01 05:00:00 -7.9 NaN 82 \n", + "2012-03-01 06:00:00 -7.8 NaN 82 \n", + "2012-03-01 07:00:00 -7.4 NaN 83 \n", + "2012-03-01 08:00:00 -7.5 NaN 83 \n", + "2012-03-01 09:00:00 -7.5 NaN 82 \n", + "2012-03-01 10:00:00 -7.3 NaN 82 \n", + "2012-03-01 11:00:00 -6.8 NaN 83 \n", + "2012-03-01 12:00:00 -6.8 NaN 83 \n", + "2012-03-01 13:00:00 -6.9 NaN 82 \n", + "2012-03-01 14:00:00 -6.6 NaN 81 \n", + "2012-03-01 15:00:00 -6.2 NaN 80 \n", + "2012-03-01 16:00:00 -5.7 NaN 80 \n", + "2012-03-01 17:00:00 -5.9 NaN 80 \n", + "2012-03-01 18:00:00 -6.0 NaN 80 \n", + "2012-03-01 19:00:00 -6.4 NaN 81 \n", + "2012-03-01 20:00:00 -6.4 NaN 81 \n", + "2012-03-01 21:00:00 -6.7 NaN 81 \n", + "2012-03-01 22:00:00 -6.9 NaN 82 \n", + "2012-03-01 23:00:00 -7.1 NaN 81 \n", + "2012-03-02 00:00:00 -7.3 NaN 83 \n", + "2012-03-02 01:00:00 -7.9 NaN 82 \n", + "2012-03-02 02:00:00 -7.8 NaN 82 \n", + "2012-03-02 03:00:00 -7.9 NaN 83 \n", + "2012-03-02 04:00:00 -8.2 NaN 82 \n", + "2012-03-02 05:00:00 -8.3 NaN 81 \n", + "... ... ... ... \n", + "2012-03-30 18:00:00 -7.9 NaN 42 \n", + "2012-03-30 19:00:00 -6.7 NaN 49 \n", + "2012-03-30 20:00:00 -8.4 NaN 43 \n", + "2012-03-30 21:00:00 -9.0 NaN 45 \n", + "2012-03-30 22:00:00 -8.1 NaN 53 \n", + "2012-03-30 23:00:00 -7.7 NaN 51 \n", + "2012-03-31 00:00:00 -8.6 NaN 47 \n", + "2012-03-31 01:00:00 -9.6 NaN 44 \n", + "2012-03-31 02:00:00 -9.7 NaN 44 \n", + "2012-03-31 03:00:00 -8.8 NaN 49 \n", + "2012-03-31 04:00:00 -8.5 NaN 56 \n", + "2012-03-31 05:00:00 -9.2 NaN 52 \n", + "2012-03-31 06:00:00 -9.2 NaN 52 \n", + "2012-03-31 07:00:00 -9.2 NaN 51 \n", + "2012-03-31 08:00:00 -8.5 NaN 50 \n", + "2012-03-31 09:00:00 -7.8 NaN 50 \n", + "2012-03-31 10:00:00 -8.1 NaN 44 \n", + "2012-03-31 11:00:00 -9.7 NaN 35 \n", + "2012-03-31 12:00:00 -7.1 NaN 37 \n", + "2012-03-31 13:00:00 -9.7 NaN 30 \n", + "2012-03-31 14:00:00 -8.5 NaN 31 \n", + "2012-03-31 15:00:00 -8.6 NaN 30 \n", + "2012-03-31 16:00:00 -7.7 NaN 31 \n", + "2012-03-31 17:00:00 -8.1 NaN 31 \n", + "2012-03-31 18:00:00 -8.2 NaN 33 \n", + "2012-03-31 19:00:00 -8.0 NaN 36 \n", + "2012-03-31 20:00:00 -7.2 NaN 43 \n", + "2012-03-31 21:00:00 -6.3 NaN 52 \n", + "2012-03-31 22:00:00 -6.7 NaN 50 \n", + "2012-03-31 23:00:00 -6.9 NaN 54 \n", "\n", - " Rel Hum (%) ... Wind Spd Flag \\\n", - "Date/Time ... \n", - "2012-03-01 00:00:00 72 ... NaN \n", - "2012-03-01 01:00:00 79 ... NaN \n", - "2012-03-01 02:00:00 80 ... NaN \n", - "2012-03-01 03:00:00 79 ... NaN \n", - "2012-03-01 04:00:00 83 ... NaN \n", - "2012-03-01 05:00:00 82 ... NaN \n", - "2012-03-01 06:00:00 82 ... NaN \n", - "2012-03-01 07:00:00 83 ... NaN \n", - "2012-03-01 08:00:00 83 ... NaN \n", - "2012-03-01 09:00:00 82 ... NaN \n", - "2012-03-01 10:00:00 82 ... NaN \n", - "2012-03-01 11:00:00 83 ... NaN \n", - "2012-03-01 12:00:00 83 ... NaN \n", - "2012-03-01 13:00:00 82 ... NaN \n", - "2012-03-01 14:00:00 81 ... NaN \n", - "2012-03-01 15:00:00 80 ... NaN \n", - "2012-03-01 16:00:00 80 ... NaN \n", - "2012-03-01 17:00:00 80 ... NaN \n", - "2012-03-01 18:00:00 80 ... NaN \n", - "2012-03-01 19:00:00 81 ... NaN \n", - "2012-03-01 20:00:00 81 ... NaN \n", - "2012-03-01 21:00:00 81 ... NaN \n", - "2012-03-01 22:00:00 82 ... NaN \n", - "2012-03-01 23:00:00 81 ... NaN \n", - "2012-03-02 00:00:00 83 ... NaN \n", - "2012-03-02 01:00:00 82 ... NaN \n", - "2012-03-02 02:00:00 82 ... NaN \n", - "2012-03-02 03:00:00 83 ... NaN \n", - "2012-03-02 04:00:00 82 ... NaN \n", - "2012-03-02 05:00:00 81 ... NaN \n", - "... ... ... ... \n", - "2012-03-30 18:00:00 42 ... NaN \n", - "2012-03-30 19:00:00 49 ... NaN \n", - "2012-03-30 20:00:00 43 ... NaN \n", - "2012-03-30 21:00:00 45 ... NaN \n", - "2012-03-30 22:00:00 53 ... NaN \n", - "2012-03-30 23:00:00 51 ... NaN \n", - "2012-03-31 00:00:00 47 ... NaN \n", - "2012-03-31 01:00:00 44 ... NaN \n", - "2012-03-31 02:00:00 44 ... NaN \n", - "2012-03-31 03:00:00 49 ... NaN \n", - "2012-03-31 04:00:00 56 ... NaN \n", - "2012-03-31 05:00:00 52 ... NaN \n", - "2012-03-31 06:00:00 52 ... NaN \n", - "2012-03-31 07:00:00 51 ... NaN \n", - "2012-03-31 08:00:00 50 ... NaN \n", - "2012-03-31 09:00:00 50 ... NaN \n", - "2012-03-31 10:00:00 44 ... NaN \n", - "2012-03-31 11:00:00 35 ... NaN \n", - "2012-03-31 12:00:00 37 ... NaN \n", - "2012-03-31 13:00:00 30 ... NaN \n", - "2012-03-31 14:00:00 31 ... NaN \n", - "2012-03-31 15:00:00 30 ... NaN \n", - "2012-03-31 16:00:00 31 ... NaN \n", - "2012-03-31 17:00:00 31 ... NaN \n", - "2012-03-31 18:00:00 33 ... NaN \n", - "2012-03-31 19:00:00 36 ... NaN \n", - "2012-03-31 20:00:00 43 ... NaN \n", - "2012-03-31 21:00:00 52 ... NaN \n", - "2012-03-31 22:00:00 50 ... NaN \n", - "2012-03-31 23:00:00 54 ... NaN \n", + " Rel Hum Flag ... Wind Spd Flag \\\n", + "Date/Time ... \n", + "2012-03-01 00:00:00 NaN ... NaN \n", + "2012-03-01 01:00:00 NaN ... NaN \n", + "2012-03-01 02:00:00 NaN ... NaN \n", + "2012-03-01 03:00:00 NaN ... NaN \n", + "2012-03-01 04:00:00 NaN ... NaN \n", + "2012-03-01 05:00:00 NaN ... NaN \n", + "2012-03-01 06:00:00 NaN ... NaN \n", + "2012-03-01 07:00:00 NaN ... NaN \n", + "2012-03-01 08:00:00 NaN ... NaN \n", + "2012-03-01 09:00:00 NaN ... NaN \n", + "2012-03-01 10:00:00 NaN ... NaN \n", + "2012-03-01 11:00:00 NaN ... NaN \n", + "2012-03-01 12:00:00 NaN ... NaN \n", + "2012-03-01 13:00:00 NaN ... NaN \n", + "2012-03-01 14:00:00 NaN ... NaN \n", + "2012-03-01 15:00:00 NaN ... NaN \n", + "2012-03-01 16:00:00 NaN ... NaN \n", + "2012-03-01 17:00:00 NaN ... NaN \n", + "2012-03-01 18:00:00 NaN ... NaN \n", + "2012-03-01 19:00:00 NaN ... NaN \n", + "2012-03-01 20:00:00 NaN ... NaN \n", + "2012-03-01 21:00:00 NaN ... NaN \n", + "2012-03-01 22:00:00 NaN ... NaN \n", + "2012-03-01 23:00:00 NaN ... NaN \n", + "2012-03-02 00:00:00 NaN ... NaN \n", + "2012-03-02 01:00:00 NaN ... NaN \n", + "2012-03-02 02:00:00 NaN ... NaN \n", + "2012-03-02 03:00:00 NaN ... NaN \n", + "2012-03-02 04:00:00 NaN ... NaN \n", + "2012-03-02 05:00:00 NaN ... NaN \n", + "... ... ... ... \n", + "2012-03-30 18:00:00 NaN ... NaN \n", + "2012-03-30 19:00:00 NaN ... NaN \n", + "2012-03-30 20:00:00 NaN ... NaN \n", + "2012-03-30 21:00:00 NaN ... NaN \n", + "2012-03-30 22:00:00 NaN ... NaN \n", + "2012-03-30 23:00:00 NaN ... NaN \n", + "2012-03-31 00:00:00 NaN ... NaN \n", + "2012-03-31 01:00:00 NaN ... NaN \n", + "2012-03-31 02:00:00 NaN ... NaN \n", + "2012-03-31 03:00:00 NaN ... NaN \n", + "2012-03-31 04:00:00 NaN ... NaN \n", + "2012-03-31 05:00:00 NaN ... NaN \n", + "2012-03-31 06:00:00 NaN ... NaN \n", + "2012-03-31 07:00:00 NaN ... NaN \n", + "2012-03-31 08:00:00 NaN ... NaN \n", + "2012-03-31 09:00:00 NaN ... NaN \n", + "2012-03-31 10:00:00 NaN ... NaN \n", + "2012-03-31 11:00:00 NaN ... NaN \n", + "2012-03-31 12:00:00 NaN ... NaN \n", + "2012-03-31 13:00:00 NaN ... NaN \n", + "2012-03-31 14:00:00 NaN ... NaN \n", + "2012-03-31 15:00:00 NaN ... NaN \n", + "2012-03-31 16:00:00 NaN ... NaN \n", + "2012-03-31 17:00:00 NaN ... NaN \n", + "2012-03-31 18:00:00 NaN ... NaN \n", + "2012-03-31 19:00:00 NaN ... NaN \n", + "2012-03-31 20:00:00 NaN ... NaN \n", + "2012-03-31 21:00:00 NaN ... NaN \n", + "2012-03-31 22:00:00 NaN ... NaN \n", + "2012-03-31 23:00:00 NaN ... NaN \n", "\n", - " Visibility (km) Visibility Flag Stn Press (kPa) \\\n", - "Date/Time \n", - "2012-03-01 00:00:00 4.0 NaN 100.97 \n", - "2012-03-01 01:00:00 2.4 NaN 100.87 \n", - "2012-03-01 02:00:00 4.8 NaN 100.80 \n", - "2012-03-01 03:00:00 4.0 NaN 100.69 \n", - "2012-03-01 04:00:00 1.6 NaN 100.62 \n", - "2012-03-01 05:00:00 2.4 NaN 100.58 \n", - "2012-03-01 06:00:00 4.0 NaN 100.57 \n", - "2012-03-01 07:00:00 1.6 NaN 100.59 \n", - "2012-03-01 08:00:00 1.2 NaN 100.59 \n", - "2012-03-01 09:00:00 1.6 NaN 100.60 \n", - "2012-03-01 10:00:00 1.2 NaN 100.62 \n", - "2012-03-01 11:00:00 1.0 NaN 100.66 \n", - "2012-03-01 12:00:00 1.2 NaN 100.66 \n", - "2012-03-01 13:00:00 1.2 NaN 100.65 \n", - "2012-03-01 14:00:00 1.2 NaN 100.67 \n", - "2012-03-01 15:00:00 1.6 NaN 100.71 \n", - "2012-03-01 16:00:00 2.4 NaN 100.74 \n", - "2012-03-01 17:00:00 4.0 NaN 100.80 \n", - "2012-03-01 18:00:00 4.0 NaN 100.87 \n", - "2012-03-01 19:00:00 3.2 NaN 100.93 \n", - "2012-03-01 20:00:00 4.8 NaN 100.95 \n", - 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07:00:00 48.3 NaN 101.32 \n", - "2012-03-31 08:00:00 48.3 NaN 101.33 \n", - "2012-03-31 09:00:00 48.3 NaN 101.34 \n", - "2012-03-31 10:00:00 48.3 NaN 101.30 \n", - "2012-03-31 11:00:00 48.3 NaN 101.24 \n", - "2012-03-31 12:00:00 48.3 NaN 101.16 \n", - "2012-03-31 13:00:00 48.3 NaN 101.08 \n", - "2012-03-31 14:00:00 48.3 NaN 101.01 \n", - "2012-03-31 15:00:00 48.3 NaN 100.94 \n", - "2012-03-31 16:00:00 48.3 NaN 100.89 \n", - "2012-03-31 17:00:00 48.3 NaN 100.88 \n", - "2012-03-31 18:00:00 48.3 NaN 100.87 \n", - "2012-03-31 19:00:00 25.0 NaN 100.88 \n", - "2012-03-31 20:00:00 25.0 NaN 100.85 \n", - "2012-03-31 21:00:00 25.0 NaN 100.86 \n", - "2012-03-31 22:00:00 25.0 NaN 100.82 \n", - "2012-03-31 23:00:00 25.0 NaN 100.79 \n", + " Visibility (km) Visibility Flag Stn Press (kPa) \\\n", + "Date/Time \n", + "2012-03-01 00:00:00 4.0 NaN 100.97 \n", + "2012-03-01 01:00:00 2.4 NaN 100.87 \n", + "2012-03-01 02:00:00 4.8 NaN 100.80 \n", + "2012-03-01 03:00:00 4.0 NaN 100.69 \n", + "2012-03-01 04:00:00 1.6 NaN 100.62 \n", + "2012-03-01 05:00:00 2.4 NaN 100.58 \n", + "2012-03-01 06:00:00 4.0 NaN 100.57 \n", + "2012-03-01 07:00:00 1.6 NaN 100.59 \n", + "2012-03-01 08:00:00 1.2 NaN 100.59 \n", + "2012-03-01 09:00:00 1.6 NaN 100.60 \n", + "2012-03-01 10:00:00 1.2 NaN 100.62 \n", + "2012-03-01 11:00:00 1.0 NaN 100.66 \n", + "2012-03-01 12:00:00 1.2 NaN 100.66 \n", + "2012-03-01 13:00:00 1.2 NaN 100.65 \n", + "2012-03-01 14:00:00 1.2 NaN 100.67 \n", + "2012-03-01 15:00:00 1.6 NaN 100.71 \n", + "2012-03-01 16:00:00 2.4 NaN 100.74 \n", + "2012-03-01 17:00:00 4.0 NaN 100.80 \n", + "2012-03-01 18:00:00 4.0 NaN 100.87 \n", + "2012-03-01 19:00:00 3.2 NaN 100.93 \n", + "2012-03-01 20:00:00 4.8 NaN 100.95 \n", + "2012-03-01 21:00:00 6.4 NaN 100.98 \n", + "2012-03-01 22:00:00 2.4 NaN 101.00 \n", + "2012-03-01 23:00:00 4.8 NaN 101.04 \n", + "2012-03-02 00:00:00 3.2 NaN 101.04 \n", + "2012-03-02 01:00:00 4.8 NaN 101.09 \n", + "2012-03-02 02:00:00 6.4 NaN 101.11 \n", + "2012-03-02 03:00:00 4.8 NaN 101.15 \n", + "2012-03-02 04:00:00 6.4 NaN 101.15 \n", + "2012-03-02 05:00:00 12.9 NaN 101.15 \n", + "... ... ... ... \n", + "2012-03-30 18:00:00 24.1 NaN 101.26 \n", + "2012-03-30 19:00:00 25.0 NaN 101.29 \n", + "2012-03-30 20:00:00 25.0 NaN 101.30 \n", + "2012-03-30 21:00:00 25.0 NaN 101.32 \n", + "2012-03-30 22:00:00 25.0 NaN 101.30 \n", + "2012-03-30 23:00:00 25.0 NaN 101.34 \n", + "2012-03-31 00:00:00 25.0 NaN 101.33 \n", + "2012-03-31 01:00:00 25.0 NaN 101.31 \n", + "2012-03-31 02:00:00 25.0 NaN 101.29 \n", + "2012-03-31 03:00:00 25.0 NaN 101.30 \n", + "2012-03-31 04:00:00 25.0 NaN 101.32 \n", + "2012-03-31 05:00:00 25.0 NaN 101.30 \n", + "2012-03-31 06:00:00 48.3 NaN 101.32 \n", + "2012-03-31 07:00:00 48.3 NaN 101.32 \n", + "2012-03-31 08:00:00 48.3 NaN 101.33 \n", + "2012-03-31 09:00:00 48.3 NaN 101.34 \n", + "2012-03-31 10:00:00 48.3 NaN 101.30 \n", + "2012-03-31 11:00:00 48.3 NaN 101.24 \n", + "2012-03-31 12:00:00 48.3 NaN 101.16 \n", + "2012-03-31 13:00:00 48.3 NaN 101.08 \n", + "2012-03-31 14:00:00 48.3 NaN 101.01 \n", + "2012-03-31 15:00:00 48.3 NaN 100.94 \n", + "2012-03-31 16:00:00 48.3 NaN 100.89 \n", + "2012-03-31 17:00:00 48.3 NaN 100.88 \n", + "2012-03-31 18:00:00 48.3 NaN 100.87 \n", + "2012-03-31 19:00:00 25.0 NaN 100.88 \n", + "2012-03-31 20:00:00 25.0 NaN 100.85 \n", + "2012-03-31 21:00:00 25.0 NaN 100.86 \n", + "2012-03-31 22:00:00 25.0 NaN 100.82 \n", + "2012-03-31 23:00:00 25.0 NaN 100.79 \n", "\n", - " Stn Press Flag Hmdx Hmdx Flag Wind Chill \\\n", - "Date/Time \n", - "2012-03-01 00:00:00 NaN NaN NaN -13 \n", - "2012-03-01 01:00:00 NaN NaN NaN -13 \n", - "2012-03-01 02:00:00 NaN NaN NaN -13 \n", - "2012-03-01 03:00:00 NaN NaN NaN -12 \n", - "2012-03-01 04:00:00 NaN NaN NaN -14 \n", - "2012-03-01 05:00:00 NaN NaN NaN -14 \n", - "2012-03-01 06:00:00 NaN NaN NaN -14 \n", - "2012-03-01 07:00:00 NaN NaN NaN -13 \n", - "2012-03-01 08:00:00 NaN NaN NaN -13 \n", - "2012-03-01 09:00:00 NaN NaN NaN -13 \n", - "2012-03-01 10:00:00 NaN NaN NaN -13 \n", - "2012-03-01 11:00:00 NaN NaN NaN -12 \n", - "2012-03-01 12:00:00 NaN NaN NaN -12 \n", - "2012-03-01 13:00:00 NaN NaN NaN -12 \n", - "2012-03-01 14:00:00 NaN NaN NaN -11 \n", - "2012-03-01 15:00:00 NaN NaN NaN -10 \n", - "2012-03-01 16:00:00 NaN NaN NaN -8 \n", - "2012-03-01 17:00:00 NaN NaN NaN -9 \n", - "2012-03-01 18:00:00 NaN NaN NaN -9 \n", - "2012-03-01 19:00:00 NaN NaN NaN -9 \n", - "2012-03-01 20:00:00 NaN NaN NaN -10 \n", - "2012-03-01 21:00:00 NaN NaN NaN -10 \n", - "2012-03-01 22:00:00 NaN NaN NaN -11 \n", - "2012-03-01 23:00:00 NaN NaN NaN -11 \n", - "2012-03-02 00:00:00 NaN NaN NaN -12 \n", - "2012-03-02 01:00:00 NaN NaN NaN -12 \n", - "2012-03-02 02:00:00 NaN NaN NaN -12 \n", - "2012-03-02 03:00:00 NaN NaN NaN -12 \n", - "2012-03-02 04:00:00 NaN NaN NaN -13 \n", - "2012-03-02 05:00:00 NaN NaN NaN -12 \n", - "... ... ... ... ... \n", - "2012-03-30 18:00:00 NaN NaN NaN NaN \n", - "2012-03-30 19:00:00 NaN NaN NaN NaN \n", - "2012-03-30 20:00:00 NaN NaN NaN NaN 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NaN NaN \n", - "2012-03-31 20:00:00 NaN NaN NaN NaN \n", - "2012-03-31 21:00:00 NaN NaN NaN NaN \n", - "2012-03-31 22:00:00 NaN NaN NaN NaN \n", - "2012-03-31 23:00:00 NaN NaN NaN NaN \n", + " Stn Press Flag Hmdx Hmdx Flag Wind Chill \\\n", + "Date/Time \n", + "2012-03-01 00:00:00 NaN NaN NaN -13.0 \n", + "2012-03-01 01:00:00 NaN NaN NaN -13.0 \n", + "2012-03-01 02:00:00 NaN NaN NaN -13.0 \n", + "2012-03-01 03:00:00 NaN NaN NaN -12.0 \n", + "2012-03-01 04:00:00 NaN NaN NaN -14.0 \n", + "2012-03-01 05:00:00 NaN NaN NaN -14.0 \n", + "2012-03-01 06:00:00 NaN NaN NaN -14.0 \n", + "2012-03-01 07:00:00 NaN NaN NaN -13.0 \n", + "2012-03-01 08:00:00 NaN NaN NaN -13.0 \n", + "2012-03-01 09:00:00 NaN NaN NaN -13.0 \n", + "2012-03-01 10:00:00 NaN NaN NaN -13.0 \n", + "2012-03-01 11:00:00 NaN NaN NaN -12.0 \n", + "2012-03-01 12:00:00 NaN NaN NaN -12.0 \n", + "2012-03-01 13:00:00 NaN NaN NaN -12.0 \n", + "2012-03-01 14:00:00 NaN NaN NaN -11.0 \n", + "2012-03-01 15:00:00 NaN NaN NaN -10.0 \n", + "2012-03-01 16:00:00 NaN NaN NaN -8.0 \n", + "2012-03-01 17:00:00 NaN NaN NaN -9.0 \n", + "2012-03-01 18:00:00 NaN NaN NaN -9.0 \n", + "2012-03-01 19:00:00 NaN NaN NaN -9.0 \n", + "2012-03-01 20:00:00 NaN NaN NaN -10.0 \n", + "2012-03-01 21:00:00 NaN NaN NaN -10.0 \n", + "2012-03-01 22:00:00 NaN NaN NaN -11.0 \n", + "2012-03-01 23:00:00 NaN NaN NaN -11.0 \n", + "2012-03-02 00:00:00 NaN NaN NaN -12.0 \n", + "2012-03-02 01:00:00 NaN NaN NaN -12.0 \n", + "2012-03-02 02:00:00 NaN NaN NaN -12.0 \n", + "2012-03-02 03:00:00 NaN NaN NaN -12.0 \n", + "2012-03-02 04:00:00 NaN NaN NaN -13.0 \n", + "2012-03-02 05:00:00 NaN NaN NaN -12.0 \n", + "... ... ... ... ... \n", + "2012-03-30 18:00:00 NaN NaN NaN NaN \n", + "2012-03-30 19:00:00 NaN NaN NaN NaN \n", + "2012-03-30 20:00:00 NaN NaN NaN NaN \n", + "2012-03-30 21:00:00 NaN NaN NaN NaN \n", + "2012-03-30 22:00:00 NaN NaN NaN NaN \n", + "2012-03-30 23:00:00 NaN NaN NaN NaN \n", + "2012-03-31 00:00:00 NaN NaN NaN NaN \n", + "2012-03-31 01:00:00 NaN NaN NaN NaN \n", + "2012-03-31 02:00:00 NaN NaN NaN NaN \n", + "2012-03-31 03:00:00 NaN NaN NaN NaN \n", + "2012-03-31 04:00:00 NaN NaN NaN -5.0 \n", + "2012-03-31 05:00:00 NaN NaN NaN -5.0 \n", + "2012-03-31 06:00:00 NaN NaN NaN -5.0 \n", + "2012-03-31 07:00:00 NaN NaN NaN -5.0 \n", + "2012-03-31 08:00:00 NaN NaN NaN NaN \n", + "2012-03-31 09:00:00 NaN NaN NaN NaN \n", + "2012-03-31 10:00:00 NaN NaN NaN NaN \n", + "2012-03-31 11:00:00 NaN NaN NaN NaN \n", + "2012-03-31 12:00:00 NaN NaN NaN NaN \n", + "2012-03-31 13:00:00 NaN NaN NaN NaN \n", + "2012-03-31 14:00:00 NaN NaN NaN NaN \n", + "2012-03-31 15:00:00 NaN NaN NaN NaN \n", + "2012-03-31 16:00:00 NaN NaN NaN NaN \n", + "2012-03-31 17:00:00 NaN NaN NaN NaN \n", + "2012-03-31 18:00:00 NaN NaN NaN NaN \n", + "2012-03-31 19:00:00 NaN NaN NaN NaN \n", + "2012-03-31 20:00:00 NaN NaN NaN NaN \n", + "2012-03-31 21:00:00 NaN NaN NaN NaN \n", + "2012-03-31 22:00:00 NaN NaN NaN NaN \n", + "2012-03-31 23:00:00 NaN NaN NaN NaN \n", "\n", " Wind Chill Flag Weather \n", "Date/Time \n", @@ -3408,7 +2055,7 @@ "2012-03-31 22:00:00 NaN Clear \n", "2012-03-31 23:00:00 NaN Clear \n", "\n", - "[744 rows x 24 columns]" + "[744 rows x 23 columns]" ] }, "execution_count": 5, @@ -3430,14 +2077,12 @@ { "cell_type": "code", "execution_count": 6, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 6, @@ -3446,652 +2091,9 @@ }, { "data": { - "image/png": [ - "iVBORw0KGgoAAAANSUhEUgAAA2wAAAFvCAYAAAA2Z0jWAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\n", - "AAALEgAACxIB0t1+/AAAIABJREFUeJzs3Xl4JAd5J/5vH9X3qdZ9jOae0diesY3HBmN7DAZDOMJw\n", - "Ezss5EnIJtkfDzhsYAMPhIQQwoLXsMQJSXaXEJwAMYEBGxsDvk8847FnPPehY3RLrb7Pququ3x+t\n", - "1ujoo6q7JLWk7+d5eB7U3apuyaPueuu9DIqiKCAiIiIiIqKGY1ztF0BERERERESlMWAjIiIiIiJq\n", - "UAzYiIiIiIiIGhQDNiIiIiIiogbFgI2IiIiIiKhBMWAjIiIiIiJqUOZ6vlkURXzxi1+EJEmQZRn7\n", - "9+/HHXfcgUQigXvuuQfBYBAtLS2466674HQ69XrNREREREREG4Kh3j1s2WwWVqsVuVwOX/jCF/Dh\n", - 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" ] }, "metadata": {}, @@ -4116,13 +2118,11 @@ { "cell_type": "code", "execution_count": 7, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "weather_mar2012.columns = [\n", - " u'Year', u'Month', u'Day', u'Time', u'Data Quality', u'Temp (C)', \n", + " u'Year', u'Month', u'Day', u'Time', u'Temp (C)', \n", " u'Temp Flag', u'Dew Point Temp (C)', u'Dew Point Temp Flag', \n", " u'Rel Hum (%)', u'Rel Hum Flag', u'Wind Dir (10s deg)', u'Wind Dir Flag', \n", " u'Wind Spd (km/h)', u'Wind Spd Flag', u'Visibility (km)', u'Visibility Flag',\n", @@ -4144,14 +2144,25 @@ { "cell_type": "code", "execution_count": 8, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
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MonthDayTimeData QualityTemp (C)Dew Point Temp (C)Rel Hum (%)
2012-03-01 00:00:00 2012 3 1 00:00 20123100:00-5.5-9.7 72 24 4.0 100.97 Snow72244.0100.97Snow
2012-03-01 01:00:00 2012 3 1 01:00 20123101:00-5.7-8.7 79 26 2.4 100.87 Snow79262.4100.87Snow
2012-03-01 02:00:00 2012 3 1 02:00 20123102:00-5.4-8.3 80 28 4.8 100.80 Snow80284.8100.80Snow
2012-03-01 03:00:00 2012 3 1 03:00 20123103:00-4.7-7.7 79 28 4.0 100.69 Snow79284.0100.69Snow
2012-03-01 04:00:00 2012 3 1 04:00 20123104:00-5.4-7.8 83 35 1.6 100.62 Snow83351.6100.62Snow
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" ], "text/plain": [ - " Year Month Day Time Data Quality Temp (C) \\\n", - "Date/Time \n", - "2012-03-01 00:00:00 2012 3 1 00:00 -5.5 \n", - "2012-03-01 01:00:00 2012 3 1 01:00 -5.7 \n", - "2012-03-01 02:00:00 2012 3 1 02:00 -5.4 \n", - "2012-03-01 03:00:00 2012 3 1 03:00 -4.7 \n", - "2012-03-01 04:00:00 2012 3 1 04:00 -5.4 \n", + " Year Month Day Time Temp (C) Dew Point Temp (C) \\\n", + "Date/Time \n", + "2012-03-01 00:00:00 2012 3 1 00:00 -5.5 -9.7 \n", + "2012-03-01 01:00:00 2012 3 1 01:00 -5.7 -8.7 \n", + "2012-03-01 02:00:00 2012 3 1 02:00 -5.4 -8.3 \n", + "2012-03-01 03:00:00 2012 3 1 03:00 -4.7 -7.7 \n", + "2012-03-01 04:00:00 2012 3 1 04:00 -5.4 -7.8 \n", "\n", - " Dew Point Temp (C) Rel Hum (%) Wind Spd (km/h) \\\n", - "Date/Time \n", - "2012-03-01 00:00:00 -9.7 72 24 \n", - "2012-03-01 01:00:00 -8.7 79 26 \n", - "2012-03-01 02:00:00 -8.3 80 28 \n", - "2012-03-01 03:00:00 -7.7 79 28 \n", - "2012-03-01 04:00:00 -7.8 83 35 \n", + " Rel Hum (%) Wind Spd (km/h) Visibility (km) \\\n", + "Date/Time \n", + "2012-03-01 00:00:00 72 24 4.0 \n", + "2012-03-01 01:00:00 79 26 2.4 \n", + "2012-03-01 02:00:00 80 28 4.8 \n", + "2012-03-01 03:00:00 79 28 4.0 \n", + "2012-03-01 04:00:00 83 35 1.6 \n", "\n", - " Visibility (km) Stn Press (kPa) Weather \n", - "Date/Time \n", - "2012-03-01 00:00:00 4.0 100.97 Snow \n", - "2012-03-01 01:00:00 2.4 100.87 Snow \n", - "2012-03-01 02:00:00 4.8 100.80 Snow \n", - "2012-03-01 03:00:00 4.0 100.69 Snow \n", - "2012-03-01 04:00:00 1.6 100.62 Snow " + " Stn Press (kPa) Weather \n", + "Date/Time \n", + "2012-03-01 00:00:00 100.97 Snow \n", + "2012-03-01 01:00:00 100.87 Snow \n", + "2012-03-01 02:00:00 100.80 Snow \n", + "2012-03-01 03:00:00 100.69 Snow \n", + "2012-03-01 04:00:00 100.62 Snow " ] }, "execution_count": 8, @@ -4305,7 +2309,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "The Year/Month/Day/Time columns are redundant, though, and the Data Quality column doesn't look too useful. Let's get rid of those.\n", + "The Year/Month/Day/Time columns are redundant, though. Let's get rid of those.\n", "\n", "The `axis=1` argument means \"Drop columns\", like before. The default for operations like `dropna` and `drop` is always to operate on rows." ] @@ -4313,14 +2317,25 @@ { "cell_type": "code", "execution_count": 9, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
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2012-03-01 00:00:00-5.5-9.7 72 24 4.0 100.97 Snow72244.0100.97Snow
2012-03-01 01:00:00-5.7-8.7 79 26 2.4 100.87 Snow79262.4100.87Snow
2012-03-01 02:00:00-5.4-8.3 80 28 4.8 100.80 Snow80284.8100.80Snow
2012-03-01 03:00:00-4.7-7.7 79 28 4.0 100.69 Snow79284.0100.69Snow
2012-03-01 04:00:00-5.4-7.8 83 35 1.6 100.62 Snow83351.6100.62Snow
\n", @@ -4423,7 +2438,7 @@ } ], "source": [ - "weather_mar2012 = weather_mar2012.drop(['Year', 'Month', 'Day', 'Time', 'Data Quality'], axis=1)\n", + "weather_mar2012 = weather_mar2012.drop(['Year', 'Month', 'Day', 'Time'], axis=1)\n", "weather_mar2012[:5]" ] }, @@ -4451,15 +2466,13 @@ { "cell_type": "code", "execution_count": 10, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "" + "" ] }, "execution_count": 10, @@ -4538,272 +2551,9 @@ }, { "data": { - "image/png": [ - "iVBORw0KGgoAAAANSUhEUgAAA2YAAADcCAYAAAAbbLJwAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\n", - "AAALEgAACxIB0t1+/AAAIABJREFUeJzt3Xl4lPW5N/DvLJnMvmQyWSfrsIVA2BIQiZAIrriAorTW\n", - "vad9tfq2PbUVbWvlFK21vi6tVWkrR2o9qIUqeqy7GCCghiWyhE2ykD2TZSaTTDKZ7Xn/CERQ9plk\n", - "Zp58P9flFe5Z7+DNk9zz2ySCIAggIiIiIiKiiJFGOgEiIiIiIqLRjo0ZERERERFRhLExIyIiIiIi\n", - "ijA2ZkRERERERBHGxoyIiIiIiCjC2JgRERERERFFmDyUJzc3N+OZZ54Zitva2rB06VJceeWVISdG\n", - 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\n", 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" ] }, "metadata": {}, @@ -4814,7 +2564,7 @@ "temperatures = weather_mar2012[[u'Temp (C)']].copy()\n", "print(temperatures.head)\n", "temperatures.loc[:,'Hour'] = weather_mar2012.index.hour\n", - "temperatures.groupby('Hour').aggregate(np.median).plot()" + "temperatures.groupby('Hour').aggregate(np.median).plot(figsize=(15,5))" ] }, { @@ -4845,19 +2595,17 @@ { "cell_type": "code", "execution_count": 11, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "def download_weather_month(year, month):\n", " if month == 1:\n", " year += 1\n", " url = url_template.format(year=year, month=month)\n", - " weather_data = pd.read_csv(url, skiprows=15, index_col='Date/Time', parse_dates=True, header=True)\n", + " weather_data = pd.read_csv(url, skiprows=15, index_col='Date/Time', parse_dates=True, header=0)\n", " weather_data = weather_data.dropna(axis=1)\n", " weather_data.columns = [col.replace('\\xb0', '') for col in weather_data.columns]\n", - " weather_data = weather_data.drop(['Year', 'Day', 'Month', 'Time', 'Data Quality'], axis=1)\n", + " weather_data = weather_data.drop(['Year', 'Day', 'Month', 'Time'], axis=1)\n", " return weather_data" ] }, @@ -4871,14 +2619,25 @@ { "cell_type": "code", "execution_count": 12, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
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2013-01-01 00:00:00-1.0 -1.7 95 35 6.4 99.89 Snow-1.795356.499.89Snow
2013-01-01 01:00:00-2.0 -5.1 79 35 16.1 99.93 Mainly Clear-5.1793516.199.93Mainly Clear
2013-01-01 02:00:00-2.7 -6.0 78 28 19.3 100.08 Snow-6.0782819.3100.08Snow
2013-01-01 03:00:00-5.6-11.7 62 30 25.0 100.21 Clear623025.0100.21Clear
2013-01-01 04:00:00-7.7-12.6 68 35 19.3 100.32 Mainly Clear683519.3100.32Mainly Clear
\n", @@ -5002,9 +2761,7 @@ { "cell_type": "code", "execution_count": 13, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "data_by_month = [download_weather_month(2012, i) for i in range(1, 13)]" @@ -5020,14 +2777,25 @@ { "cell_type": "code", "execution_count": 14, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
\n", + "
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" \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", @@ -5366,301 +3134,301 @@ " \n", " \n", " \n", - " \n", - " \n", - " \n", - " \n", - " \n", + " \n", + " \n", + " \n", + " \n", + " \n", " \n", " \n", " \n", " \n", " \n", - 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2013-01-01 00:00:00 -1.0 -1.7 95 35 6.4 99.89 Snow-1.0-1.795356.499.89Snow
2013-01-01 01:00:00 -2.0 -5.1 79 35 16.1 99.93 Mainly Clear-2.0-5.1793516.199.93Mainly Clear
2013-01-01 02:00:00 -2.7 -6.0 78 28 19.3 100.08 Snow-2.7-6.0782819.3100.08Snow
2013-01-01 03:00:00 -5.6-5.6-11.7 62 30 25.0 100.21 Clear623025.0100.21Clear
2013-01-01 04:00:00 -7.7-7.7-12.6 68 35 19.3 100.32 Mainly Clear683519.3100.32Mainly Clear
2013-01-01 05:00:00 -9.7-9.7-14.8 66 33 25.0 100.47 Clear663325.0100.47Clear
2013-01-01 06:00:00-11.1-17.0 62 30 25.0 100.65 Clear623025.0100.65Clear
2013-01-01 07:00:00-12.2-17.2 66 20 25.0 100.78 Clear662025.0100.78Clear
2013-01-01 08:00:00-13.0-17.7 68 13 24.1 100.87 Clear681324.1100.87Clear
2013-01-01 09:00:00-13.0-17.3 70 20 24.1 100.86 Clear702024.1100.86Clear
2013-01-01 10:00:00-12.6-17.8 65 19 24.1 100.90 Clear651924.1100.90Clear
2013-01-01 11:00:00-12.2-17.6 64 22 24.1 100.88 Mainly Clear642224.1100.88Mainly Clear
2013-01-01 12:00:00-11.8-17.2 64 26 24.1 100.87 Mainly Clear642624.1100.87Mainly Clear
2013-01-01 13:00:00-11.3-17.4 61 26 24.1 100.83 Mainly Clear612624.1100.83Mainly Clear
2013-01-01 14:00:00-11.3-17.4 61 28 24.1 100.82 Mainly Clear612824.1100.82Mainly Clear
2013-01-01 15:00:00-11.4-17.6 60 30 24.1 100.85 Mainly Clear603024.1100.85Mainly Clear
2013-01-01 16:00:00-12.0-18.0 61 22 24.1 100.81 Mainly Clear612224.1100.81Mainly Clear
2013-01-01 17:00:00-13.0-18.4 64 19 25.0 100.90 Clear641925.0100.90Clear
2013-01-01 18:00:00-13.4-18.4 66 24 25.0 100.96 Clear662425.0100.96Clear
2013-01-01 19:00:00-14.1-18.7 68 20 25.0 101.02 Clear682025.0101.02Clear
2013-01-01 20:00:00-14.3-19.0 67 15 25.0 101.04 Clear671525.0101.04Clear
2013-01-01 21:00:00-14.8-19.5 67 15 25.0 100.98 Mainly Clear671525.0100.98Mainly Clear
2013-01-01 22:00:00-16.3-20.2 72 7 25.0 100.98 Mostly Cloudy72725.0100.98Mostly Cloudy
2013-01-01 23:00:00-15.4-19.8 69 11 25.0 100.99 Cloudy691125.0100.99Cloudy
2013-01-02 00:00:00-14.0-18.4 69 11 19.3 100.96 Snow691119.3100.96Snow
2013-01-02 01:00:00-14.1-18.3 70 11 25.0 100.91 Mostly Cloudy701125.0100.91Mostly Cloudy
2013-01-02 02:00:00-14.3-18.3 72 13 25.0 100.94 Snow Showers721325.0100.94Snow Showers
2013-01-02 03:00:00-14.7-18.0 76 9 19.3 100.91 Snow76919.3100.91Snow
2013-01-02 04:00:00-14.2-17.1 79 6 9.7 100.83 Snow7969.7100.83Snow
2013-01-02 05:00:00-14.3-17.0 80 0 6.4 100.81 Snow8006.4100.81Snow
...2012-12-30 18:00:00-12.6-16.0 76 24 25.0 101.36 Mainly Clear762425.0101.36Mainly Clear
2012-12-30 19:00:00-13.4-16.5 77 26 25.0 101.47 Mainly Clear772625.0101.47Mainly Clear
2012-12-30 20:00:00-13.8-16.5 80 24 25.0 101.52 Clear802425.0101.52Clear
2012-12-30 21:00:00-13.8-16.5 80 20 25.0 101.50 Mainly Clear802025.0101.50Mainly Clear
2012-12-30 22:00:00-13.7-16.3 81 19 25.0 101.54 Mainly Clear811925.0101.54Mainly Clear
2012-12-30 23:00:00-12.1-15.1 78 28 25.0 101.52 Mostly Cloudy782825.0101.52Mostly Cloudy
2012-12-31 00:00:00-11.1-14.4 77 26 25.0 101.51 Cloudy772625.0101.51Cloudy
2012-12-31 01:00:00-10.7-14.0 77 15 25.0 101.50 Cloudy771525.0101.50Cloudy
2012-12-31 02:00:00-10.1-13.4 77 9 25.0 101.45 Cloudy77925.0101.45Cloudy
2012-12-31 03:00:00-11.8-14.4 81 6 25.0 101.42 Mostly Cloudy81625.0101.42Mostly Cloudy
2012-12-31 04:00:00-10.5-12.8 83 11 25.0 101.34 Cloudy831125.0101.34Cloudy
2012-12-31 05:00:00-10.2-12.4 84 6 25.0 101.28 Cloudy84625.0101.28Cloudy
2012-12-31 06:00:00 -9.7-9.7-11.7 85 4 25.0 101.23 Cloudy85425.0101.23Cloudy
2012-12-31 07:00:00 -9.3-9.3-11.3 85 0 19.3 101.19 Snow Showers85019.3101.19Snow Showers
2012-12-31 08:00:00 -8.6-8.6-10.3 87 4 3.2 101.14 Snow Showers8743.2101.14Snow Showers
2012-12-31 09:00:00 -8.1 -9.6 89 4 2.4 101.09 Snow-8.1-9.68942.4101.09Snow
2012-12-31 10:00:00 -7.4 -8.9 89 4 6.4 101.05 Snow,Fog-7.4-8.98946.4101.05Snow,Fog
2012-12-31 11:00:00 -6.7 -7.9 91 9 9.7 100.93 Snow-6.7-7.99199.7100.93Snow
2012-12-31 12:00:00 -5.8 -7.5 88 4 12.9 100.78 Snow-5.8-7.588412.9100.78Snow
2012-12-31 13:00:00 -4.6 -6.6 86 4 12.9 100.63 Snow-4.6-6.686412.9100.63Snow
2012-12-31 14:00:00 -3.4 -5.7 84 6 11.3 100.57 Snow-3.4-5.784611.3100.57Snow
2012-12-31 15:00:00 -2.3 -4.6 84 9 9.7 100.47 Snow-2.3-4.68499.7100.47Snow
2012-12-31 16:00:00 -1.4 -4.0 82 13 12.9 100.40 Snow-1.4-4.0821312.9100.40Snow
2012-12-31 17:00:00 -1.1 -3.3 85 19 9.7 100.30 Snow-1.1-3.385199.7100.30Snow
2012-12-31 18:00:00 -1.3 -3.1 88 17 9.7 100.19 Snow-1.3-3.188179.7100.19Snow
2012-12-31 19:00:00 0.1 -2.7 81 30 9.7 100.13 Snow0.1-2.781309.7100.13Snow
2012-12-31 20:00:00 0.2 -2.4 83 24 9.7 100.03 Snow0.2-2.483249.7100.03Snow
2012-12-31 21:00:00 -0.5 -1.5 93 28 4.8 99.95 Snow-0.5-1.593284.899.95Snow
2012-12-31 22:00:00 -0.2 -1.8 89 28 9.7 99.91 Snow-0.2-1.889289.799.91Snow
2012-12-31 23:00:00 0.0 -2.1 86 30 11.3 99.89 Snow0.0-2.1863011.399.89Snow
\n", @@ -5890,9 +3658,7 @@ { "cell_type": "code", "execution_count": 15, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "weather_2012.to_csv('../data/weather_2012.csv')" @@ -5908,23 +3674,23 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 2", - "name": "python2" + "display_name": "Python 3", + "language": "python", + "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", - "version": 2 + "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", - "pygments_lexer": "ipython2", - "version": "2.7.8" - }, - "signature": "sha256:b30cddcdda4ccce9aaafa59c0e24cbf9e66ca9362289410aeba3df769257302e" + "pygments_lexer": "ipython3", + "version": "3.7.0" + } }, "nbformat": 4, - "nbformat_minor": 0 + "nbformat_minor": 1 } diff --git a/cookbook/Chapter 6 - String Operations- Which month was the snowiest.ipynb b/cookbook/Chapter 6 - String Operations- Which month was the snowiest.ipynb index 356fa1e55..ae95abdfd 100644 --- a/cookbook/Chapter 6 - String Operations- Which month was the snowiest.ipynb +++ b/cookbook/Chapter 6 - String Operations- Which month was the snowiest.ipynb @@ -2,10 +2,8 @@ "cells": [ { "cell_type": "code", - "execution_count": 7, - "metadata": { - "collapsed": false - }, + "execution_count": 1, + "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", @@ -14,9 +12,7 @@ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "\n", - "pd.set_option('display.mpl_style', 'default')\n", - "plt.rcParams['figure.figsize'] = (15, 3)\n", - "plt.rcParams['font.family'] = 'sans-serif'" + "plt.style.use('default')" ] }, { @@ -28,15 +24,26 @@ }, { "cell_type": "code", - "execution_count": 8, - "metadata": { - "collapsed": false - }, + "execution_count": 2, + "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
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2012-01-01 00:00:00-1.8-3.9 86 4 8.0 101.24 Fog2013-01-01 00:00:00-1.0-1.795356.499.89Snow
2012-01-01 01:00:00-1.8-3.7 87 4 8.0 101.24 Fog2013-01-01 01:00:00-2.0-5.1793516.199.93Mainly Clear
2012-01-01 02:00:00-1.8-3.4 89 7 4.0 101.26 Freezing Drizzle,Fog2013-01-01 02:00:00-2.7-6.0782819.3100.08Snow
2012-01-01 03:00:00-1.5-3.2 88 6 4.0 101.27 Freezing Drizzle,Fog2013-01-01 03:00:00-5.6-11.7623025.0100.21Clear
2012-01-01 04:00:00-1.5-3.3 88 7 4.8 101.23 Fog2013-01-01 04:00:00-7.7-12.6683519.3100.32Mainly Clear
\n", - "

5 rows × 7 columns

\n", "
" ], "text/plain": [ " Temp (C) Dew Point Temp (C) Rel Hum (%) \\\n", "Date/Time \n", - "2012-01-01 00:00:00 -1.8 -3.9 86 \n", - "2012-01-01 01:00:00 -1.8 -3.7 87 \n", - "2012-01-01 02:00:00 -1.8 -3.4 89 \n", - "2012-01-01 03:00:00 -1.5 -3.2 88 \n", - "2012-01-01 04:00:00 -1.5 -3.3 88 \n", + "2013-01-01 00:00:00 -1.0 -1.7 95 \n", + "2013-01-01 01:00:00 -2.0 -5.1 79 \n", + "2013-01-01 02:00:00 -2.7 -6.0 78 \n", + "2013-01-01 03:00:00 -5.6 -11.7 62 \n", + "2013-01-01 04:00:00 -7.7 -12.6 68 \n", "\n", " Wind Spd (km/h) Visibility (km) Stn Press (kPa) \\\n", "Date/Time \n", - "2012-01-01 00:00:00 4 8.0 101.24 \n", - "2012-01-01 01:00:00 4 8.0 101.24 \n", - "2012-01-01 02:00:00 7 4.0 101.26 \n", - "2012-01-01 03:00:00 6 4.0 101.27 \n", - "2012-01-01 04:00:00 7 4.8 101.23 \n", - "\n", - " Weather \n", - "Date/Time \n", - "2012-01-01 00:00:00 Fog \n", - "2012-01-01 01:00:00 Fog \n", - "2012-01-01 02:00:00 Freezing Drizzle,Fog \n", - "2012-01-01 03:00:00 Freezing Drizzle,Fog \n", - "2012-01-01 04:00:00 Fog \n", + "2013-01-01 00:00:00 35 6.4 99.89 \n", + "2013-01-01 01:00:00 35 16.1 99.93 \n", + "2013-01-01 02:00:00 28 19.3 100.08 \n", + "2013-01-01 03:00:00 30 25.0 100.21 \n", + "2013-01-01 04:00:00 35 19.3 100.32 \n", "\n", - "[5 rows x 7 columns]" + " Weather \n", + "Date/Time \n", + "2013-01-01 00:00:00 Snow \n", + "2013-01-01 01:00:00 Mainly Clear \n", + "2013-01-01 02:00:00 Snow \n", + "2013-01-01 03:00:00 Clear \n", + "2013-01-01 04:00:00 Mainly Clear " ] }, - "execution_count": 8, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } @@ -172,10 +176,8 @@ }, { "cell_type": "code", - "execution_count": 9, - "metadata": { - "collapsed": false - }, + "execution_count": 3, + "metadata": {}, "outputs": [], "source": [ "weather_description = weather_2012['Weather']\n", @@ -191,24 +193,24 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 4, "metadata": { - "collapsed": false + "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "Date/Time\n", - "2012-01-01 00:00:00 False\n", - "2012-01-01 01:00:00 False\n", - "2012-01-01 02:00:00 False\n", - "2012-01-01 03:00:00 False\n", - "2012-01-01 04:00:00 False\n", + "2013-01-01 00:00:00 True\n", + "2013-01-01 01:00:00 False\n", + "2013-01-01 02:00:00 True\n", + "2013-01-01 03:00:00 False\n", + "2013-01-01 04:00:00 False\n", "Name: Weather, dtype: bool" ] }, - "execution_count": 10, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -218,464 +220,33 @@ "is_snowing[:5]" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Matplotlib won't plot boolean data, so first we must convert the booleans to numbers using `astype()`." + ] + }, { "cell_type": "code", - "execution_count": 11, - "metadata": { - "collapsed": false - }, + "execution_count": 5, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 11, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" 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"text/plain": [ - "" + "
" ] }, "metadata": {}, @@ -684,7 +255,7 @@ ], "source": [ "# More useful!\n", - "is_snowing.plot()" + "is_snowing.astype(float).plot(figsize=(15,5))" ] }, { @@ -703,246 +274,24 @@ }, { "cell_type": "code", - "execution_count": 12, - "metadata": { - "collapsed": false - }, + "execution_count": 6, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 12, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": [ - "iVBORw0KGgoAAAANSUhEUgAAA2oAAAFACAYAAADNg49yAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\n", - "AAALEgAACxIB0t1+/AAAIABJREFUeJzt3X9wVfWd//FXLhDhcolUkeTSnZbSOFpkkhptd+2uldmM\n", - "7hZnd2Q3YdtOpfVH0a/t1OoOrBZSSKM7Ttna1io6yEoWpnU0zpShK1Yra9tNp10WsxIirvXHYFm4\n", - "F3QxIT9ICN7z/aNLmjefEMPNyT0nn/t8zDjjuQn3fnh6knvf3nPOLQmCIBAAAAAAIDYSUS8AAAAA\n", - "AGAxqAEAAABAzDCoAQAAAEDMMKgBAAAAQMwwqAEAAABAzDCoAQAAAEDMTM33D27cuFGZTEa5XE63\n", - 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"text/plain": [ - "" + "
" ] }, "metadata": {}, @@ -950,7 +299,7 @@ } ], "source": [ - "weather_2012['Temp (C)'].resample('M').apply(np.median).plot(kind='bar')" + "weather_2012['Temp (C)'].resample('M').apply(np.median).plot(kind='bar', figsize=(15,5))" ] }, { @@ -969,29 +318,27 @@ }, { "cell_type": "code", - "execution_count": 13, - "metadata": { - "collapsed": false - }, + "execution_count": 7, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Date/Time\n", - "2012-01-01 00:00:00 0\n", - "2012-01-01 01:00:00 0\n", - "2012-01-01 02:00:00 0\n", - "2012-01-01 03:00:00 0\n", - "2012-01-01 04:00:00 0\n", - "2012-01-01 05:00:00 0\n", - "2012-01-01 06:00:00 0\n", - "2012-01-01 07:00:00 0\n", - "2012-01-01 08:00:00 0\n", - "2012-01-01 09:00:00 0\n", + "2013-01-01 00:00:00 1.0\n", + "2013-01-01 01:00:00 0.0\n", + "2013-01-01 02:00:00 1.0\n", + "2013-01-01 03:00:00 0.0\n", + "2013-01-01 04:00:00 0.0\n", + "2013-01-01 05:00:00 0.0\n", + "2013-01-01 06:00:00 0.0\n", + "2013-01-01 07:00:00 0.0\n", + "2013-01-01 08:00:00 0.0\n", + "2013-01-01 09:00:00 0.0\n", "Name: Weather, dtype: float64" ] }, - "execution_count": 13, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } @@ -1009,16 +356,13 @@ }, { "cell_type": "code", - "execution_count": 14, - "metadata": { - "collapsed": false - }, + "execution_count": 8, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Date/Time\n", - "2012-01-31 0.240591\n", "2012-02-29 0.162356\n", "2012-03-31 0.087366\n", "2012-04-30 0.015278\n", @@ -1030,10 +374,11 @@ "2012-10-31 0.000000\n", "2012-11-30 0.038889\n", "2012-12-31 0.251344\n", + "2013-01-31 0.197581\n", "Freq: M, Name: Weather, dtype: float64" ] }, - "execution_count": 14, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } @@ -1044,247 +389,24 @@ }, { "cell_type": "code", - "execution_count": 15, - "metadata": { - "collapsed": false - }, + "execution_count": 9, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - 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\n", 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" ] }, "metadata": {}, @@ -1292,7 +414,7 @@ } ], "source": [ - "is_snowing.astype(float).resample('M').apply(np.mean).plot(kind='bar')" + "is_snowing.astype(float).resample('M').apply(np.mean).plot(kind='bar', figsize=(15,5))" ] }, { @@ -1318,10 +440,8 @@ }, { "cell_type": "code", - "execution_count": 16, - "metadata": { - "collapsed": false - }, + "execution_count": 10, + "metadata": {}, "outputs": [], "source": [ "temperature = weather_2012['Temp (C)'].resample('M').apply(np.median)\n", @@ -1342,15 +462,26 @@ }, { "cell_type": "code", - "execution_count": 17, - "metadata": { - "collapsed": false - }, + "execution_count": 11, + "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
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TemperatureSnowiness
2012-01-31 -7.05 0.240591Date/Time
2012-02-29 -4.10 0.162356-4.100.162356
2012-03-31 2.60 0.0873662.600.087366
2012-04-30 6.30 0.0152786.300.015278
2012-05-31 16.05 0.00000016.050.000000
2012-06-30 19.60 0.00000019.600.000000
2012-07-31 22.90 0.00000022.900.000000
2012-08-31 22.20 0.00000022.200.000000
2012-09-30 16.10 0.00000016.100.000000
2012-10-31 11.30 0.00000011.300.000000
2012-11-30 1.05 0.0388891.050.038889
2012-12-31 -2.85 0.251344-2.850.251344
2013-01-31-8.100.197581
\n", - "

12 rows × 2 columns

\n", "
" ], "text/plain": [ " Temperature Snowiness\n", - "2012-01-31 -7.05 0.240591\n", + "Date/Time \n", "2012-02-29 -4.10 0.162356\n", "2012-03-31 2.60 0.087366\n", "2012-04-30 6.30 0.015278\n", @@ -1439,11 +574,10 @@ "2012-10-31 11.30 0.000000\n", "2012-11-30 1.05 0.038889\n", "2012-12-31 -2.85 0.251344\n", - "\n", - "[12 rows x 2 columns]" + "2013-01-31 -8.10 0.197581" ] }, - "execution_count": 17, + "execution_count": 11, "metadata": {}, "output_type": "execute_result" } @@ -1455,281 +589,24 @@ }, { "cell_type": "code", - "execution_count": 18, - "metadata": { - "collapsed": false - }, + "execution_count": 12, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 18, + "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": [ - "iVBORw0KGgoAAAANSUhEUgAAA2oAAAExCAYAAAAN/VEWAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz\n", - "AAALEgAACxIB0t1+/AAAIABJREFUeJzt3X90VPWd//HXDBDDECNFMQlKcRWLVUwoWle3tbIn2irW\n", - 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\n", "text/plain": [ - "" + "
" ] }, "metadata": {}, @@ -2223,23 +706,23 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 2", + "display_name": "Python 3", "language": "python", - "name": "python2" + "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", - "version": 2 + "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", - "pygments_lexer": "ipython2", - "version": "2.7.6" + "pygments_lexer": "ipython3", + "version": "3.7.0" } }, "nbformat": 4, - "nbformat_minor": 0 + "nbformat_minor": 1 } diff --git a/cookbook/Chapter 7 - Cleaning up messy data.ipynb b/cookbook/Chapter 7 - Cleaning up messy data.ipynb index 88d2d2b65..ac20028a3 100644 --- a/cookbook/Chapter 7 - Cleaning up messy data.ipynb +++ b/cookbook/Chapter 7 - Cleaning up messy data.ipynb @@ -2,10 +2,8 @@ "cells": [ { "cell_type": "code", - "execution_count": 37, - "metadata": { - "collapsed": false - }, + "execution_count": 1, + "metadata": {}, "outputs": [], "source": [ "# The usual preamble\n", @@ -16,14 +14,7 @@ "import numpy as np\n", "\n", "# Make the graphs a bit prettier, and bigger\n", - "pd.set_option('display.mpl_style', 'default')\n", - "plt.rcParams['figure.figsize'] = (15, 5)\n", - "plt.rcParams['font.family'] = 'sans-serif'\n", - "\n", - "# This is necessary to show lots of columns in pandas 0.12. \n", - "# Not necessary in pandas 0.13.\n", - "pd.set_option('display.width', 5000) \n", - "pd.set_option('display.max_columns', 60)" + "plt.style.use('default')" ] }, { @@ -37,11 +28,18 @@ }, { "cell_type": "code", - "execution_count": 38, - "metadata": { - "collapsed": false - }, - "outputs": [], + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/usr/local/Cellar/ipython/6.5.0/libexec/lib/python3.7/site-packages/IPython/core/interactiveshell.py:2785: DtypeWarning: Columns (8) have mixed types. Specify dtype option on import or set low_memory=False.\n", + " interactivity=interactivity, compiler=compiler, result=result)\n" + ] + } + ], "source": [ "requests = pd.read_csv('../data/311-service-requests.csv')" ] @@ -79,10 +77,8 @@ }, { "cell_type": "code", - "execution_count": 39, - "metadata": { - "collapsed": false - }, + "execution_count": 3, + "metadata": {}, "outputs": [ { "data": { @@ -113,46 +109,47 @@ " 10454.0, 10451.0, 11436.0, 11426.0, 10153.0, 11004.0, 11428.0,\n", " 11427.0, 11001.0, 11363.0, 10004.0, 10474.0, 11430.0, 10000.0,\n", " 10307.0, 11239.0, 10119.0, 10006.0, 10048.0, 11697.0, 11692.0,\n", - " 11693.0, 10573.0, 83.0, 11559.0, 10020.0, 77056.0, 11776.0, 70711.0,\n", - " 10282.0, 11109.0, 10044.0, '10452', '11233', '10468', '10310',\n", - " '11105', '10462', '10029', '10301', '10457', '10467', '10469',\n", - " '11225', '10035', '10031', '11226', '10454', '11221', '10025',\n", - " '11229', '11235', '11422', '10472', '11208', '11102', '10032',\n", - " '11216', '10473', '10463', '11213', '10040', '10302', '11231',\n", - 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"execution_count": 39, + "execution_count": 3, "metadata": {}, "output_type": "execute_result" } @@ -177,10 +174,8 @@ }, { "cell_type": "code", - "execution_count": 40, - "metadata": { - "collapsed": false - }, + "execution_count": 4, + "metadata": {}, "outputs": [], "source": [ "na_values = ['NO CLUE', 'N/A', '0']\n", @@ -189,10 +184,8 @@ }, { "cell_type": "code", - "execution_count": 41, - "metadata": { - "collapsed": false - }, + "execution_count": 5, + "metadata": {}, "outputs": [ { "data": { @@ -225,17 +218,17 @@ " '10307', '11239', '10119', '10006', '10048', '11697', '11692',\n", " '11693', '10573', '00083', '11559', '10020', '77056', '11776',\n", " '70711', '10282', '11109', '10044', '02061', '77092-2016', '14225',\n", - " '55164-0737', '19711', '07306', '000000', '90010', '11747', '23541',\n", - " '11788', '07604', '10112', '11563', '11580', '07087', '11042',\n", - " '07093', '11501', '92123', '00000', '11575', '07109', '11797',\n", - " '10803', '11716', '11722', '11549-3650', '10162', '23502', '11518',\n", - " '07020', '08807', '11577', '07114', '11003', '07201', '61702',\n", - " '10103', '29616-0759', '35209-3114', '11520', '11735', '10129',\n", - " '11005', '41042', '11590', '06901', '07208', '11530', '13221',\n", - " '10954', '11111', '10107'], dtype=object)" + " '55164-0737', '19711', '07306', '000000', '90010', '11747',\n", + " '23541', '11788', '07604', '10112', '11563', '11580', '07087',\n", + " '11042', '07093', '11501', '92123', '00000', '11575', '07109',\n", + " '11797', '10803', '11716', '11722', '11549-3650', '10162', '23502',\n", + " '11518', '07020', '08807', '11577', '07114', '11003', '07201',\n", + " '61702', '10103', '29616-0759', '35209-3114', '11520', '11735',\n", + " '10129', '11005', '41042', '11590', '06901', '07208', '11530',\n", + " '13221', '10954', '11111', '10107'], dtype=object)" ] }, - "execution_count": 41, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -253,10 +246,8 @@ }, { "cell_type": "code", - "execution_count": 42, - "metadata": { - "collapsed": false - }, + "execution_count": 6, + "metadata": {}, "outputs": [ { "data": { @@ -264,7 +255,7 @@ "5" ] }, - "execution_count": 42, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } @@ -276,15 +267,26 @@ }, { "cell_type": "code", - "execution_count": 43, - "metadata": { - "collapsed": false - }, + "execution_count": 7, + "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
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29136 26550551 10/24/2013 06:16:34 PM NaN DCA Department of Consumer Affairs Consumer Complaint False Advertising NaN 77092-2016 2700 EAST SELTICE WAY EAST SELTICE WAY NaN NaN NaN NaN NaN HOUSTON NaN NaN Assigned 11/13/2013 11:15:20 AM 10/29/2013 11:16:16 AM 0 Unspecified UnspecifiedNaNNaN Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified NNaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaNNaNNaN NaN2655055110/24/2013 06:16:34 PMNaNDCADepartment of Consumer AffairsConsumer ComplaintFalse AdvertisingNaN77092-20162700 EAST SELTICE WAY...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
30939 26548831 10/24/2013 09:35:10 AM NaN DCA Department of Consumer Affairs Consumer Complaint Harassment NaN 55164-0737 P.O. BOX 64437 64437 NaN NaN NaN NaN NaN ST. PAUL NaN NaN Assigned 11/13/2013 02:30:21 PM 10/29/2013 02:31:06 PM 0 Unspecified UnspecifiedNaNNaN Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified NNaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaNNaNNaN NaN2654883110/24/2013 09:35:10 AMNaNDCADepartment of Consumer AffairsConsumer ComplaintHarassmentNaN55164-0737P.O. BOX 64437...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
70539 26488417 10/15/2013 03:40:33 PM NaN TLC Taxi and Limousine Commission Taxi Complaint Driver Complaint Street 11549-3650 365 HOFSTRA UNIVERSITY HOFSTRA UNIVERSITY NaN NaN NaN NaN NaN HEMSTEAD NaN NaN Assigned 11/30/2013 01:20:33 PM 10/16/2013 01:21:39 PM 0 Unspecified UnspecifiedNaNNaN Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified NNaN NaN NaN La Guardia Airport NaN NaN NaN NaN NaN NaN NaNNaNNaN NaN2648841710/15/2013 03:40:33 PMNaNTLCTaxi and Limousine CommissionTaxi ComplaintDriver ComplaintStreet11549-3650365 HOFSTRA UNIVERSITY...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
85821 26468296 10/10/2013 12:36:43 PM 10/26/2013 01:07:07 AM DCA Department of Consumer Affairs Consumer Complaint Debt Not Owed NaN 29616-0759 PO BOX 25759 BOX 25759 NaN NaN NaN NaN NaN GREENVILLE NaN NaN Closed 10/26/2013 09:20:28 AM 10/26/2013 01:07:07 AM 0 Unspecified UnspecifiedNaNNaN Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified NNaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaNNaNNaN NaN2646829610/10/2013 12:36:43 PM10/26/2013 01:07:07 AMDCADepartment of Consumer AffairsConsumer ComplaintDebt Not OwedNaN29616-0759PO BOX 25759...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
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BOX 64437 64437 NaN NaN NaN NaN NaN ST. PAUL NaN NaN Assigned 11/13/2013 02:30:21 PM 10/29/2013 02:31:06 PM 0 Unspecified Unspecified NaN NaN Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified N NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN\n", - "70539 26488417 10/15/2013 03:40:33 PM NaN TLC Taxi and Limousine Commission Taxi Complaint Driver Complaint Street 11549-3650 365 HOFSTRA UNIVERSITY HOFSTRA UNIVERSITY NaN NaN NaN NaN NaN HEMSTEAD NaN NaN Assigned 11/30/2013 01:20:33 PM 10/16/2013 01:21:39 PM 0 Unspecified Unspecified NaN NaN Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified N NaN NaN NaN La Guardia Airport NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN\n", - "85821 26468296 10/10/2013 12:36:43 PM 10/26/2013 01:07:07 AM DCA Department of Consumer Affairs Consumer Complaint Debt Not Owed NaN 29616-0759 PO BOX 25759 BOX 25759 NaN NaN NaN NaN NaN GREENVILLE NaN NaN Closed 10/26/2013 09:20:28 AM 10/26/2013 01:07:07 AM 0 Unspecified Unspecified NaN NaN Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified N NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN\n", - "89304 26461137 10/09/2013 05:23:46 PM 10/25/2013 01:06:41 AM DCA Department of Consumer Affairs Consumer Complaint Harassment NaN 35209-3114 600 BEACON PKWY BEACON PKWY NaN NaN NaN NaN NaN BIRMINGHAM NaN NaN Closed 10/25/2013 02:43:42 PM 10/25/2013 01:06:41 AM 0 Unspecified Unspecified NaN NaN Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified N NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN" + " Unique Key Created Date Closed Date Agency \\\n", + "29136 26550551 10/24/2013 06:16:34 PM NaN DCA \n", + "30939 26548831 10/24/2013 09:35:10 AM NaN DCA \n", + "70539 26488417 10/15/2013 03:40:33 PM NaN TLC \n", + "85821 26468296 10/10/2013 12:36:43 PM 10/26/2013 01:07:07 AM DCA \n", + "89304 26461137 10/09/2013 05:23:46 PM 10/25/2013 01:06:41 AM DCA \n", + "\n", + " Agency Name Complaint Type Descriptor \\\n", + "29136 Department of Consumer Affairs Consumer Complaint False Advertising \n", + "30939 Department of Consumer Affairs Consumer Complaint Harassment \n", + "70539 Taxi and Limousine Commission Taxi Complaint Driver Complaint \n", + "85821 Department of Consumer Affairs Consumer Complaint Debt Not Owed \n", + "89304 Department of Consumer Affairs Consumer Complaint Harassment \n", + "\n", + " Location Type Incident Zip Incident Address ... \\\n", + "29136 NaN 77092-2016 2700 EAST SELTICE WAY ... \n", + "30939 NaN 55164-0737 P.O. BOX 64437 ... \n", + "70539 Street 11549-3650 365 HOFSTRA UNIVERSITY ... \n", + "85821 NaN 29616-0759 PO BOX 25759 ... \n", + "89304 NaN 35209-3114 600 BEACON PKWY ... \n", + "\n", + " Bridge Highway Name Bridge Highway Direction Road Ramp \\\n", + "29136 NaN NaN NaN \n", + "30939 NaN NaN NaN \n", + "70539 NaN NaN NaN \n", + "85821 NaN NaN NaN \n", + "89304 NaN NaN NaN \n", + "\n", + " Bridge Highway Segment Garage Lot Name Ferry Direction \\\n", + "29136 NaN NaN NaN \n", + "30939 NaN NaN NaN \n", + "70539 NaN NaN NaN \n", + "85821 NaN NaN NaN \n", + "89304 NaN NaN NaN \n", + "\n", + " Ferry Terminal Name Latitude Longitude Location \n", + "29136 NaN NaN NaN NaN \n", + "30939 NaN NaN NaN NaN \n", + "70539 NaN NaN NaN NaN \n", + "85821 NaN NaN NaN NaN \n", + "89304 NaN NaN NaN NaN \n", + "\n", + "[5 rows x 52 columns]" ] }, - "execution_count": 43, + "execution_count": 7, "metadata": {}, "output_type": "execute_result" } @@ -654,10 +508,8 @@ }, { "cell_type": "code", - "execution_count": 44, - "metadata": { - "collapsed": false - }, + "execution_count": 8, + "metadata": {}, "outputs": [ { "data": { @@ -666,7 +518,7 @@ " '35209-3114'], dtype=object)" ] }, - "execution_count": 44, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } @@ -685,10 +537,8 @@ }, { "cell_type": "code", - "execution_count": 45, - "metadata": { - "collapsed": false - }, + "execution_count": 9, + "metadata": {}, "outputs": [], "source": [ "requests['Incident Zip'] = requests['Incident Zip'].str.slice(0, 5)" @@ -710,15 +560,26 @@ }, { "cell_type": "code", - "execution_count": 46, - "metadata": { - "collapsed": false - }, + "execution_count": 10, + "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
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Location TypeIncident ZipIncident AddressStreet NameCross Street 1Cross Street 2Intersection Street 1Intersection Street 2Address TypeCityLandmarkFacility TypeStatusDue DateResolution Action Updated DateCommunity BoardBoroughX Coordinate (State Plane)Y Coordinate (State Plane)Park Facility NamePark BoroughSchool NameSchool NumberSchool RegionSchool CodeSchool Phone NumberSchool AddressSchool CitySchool StateSchool ZipSchool Not FoundSchool or Citywide ComplaintVehicle TypeTaxi Company BoroughTaxi Pick Up Location...Bridge Highway NameBridge Highway DirectionRoad Ramp
42600 26529313 10/22/2013 02:51:06 PM NaN TLC Taxi and Limousine Commission Taxi Complaint Driver Complaint NaN 00000 EWR EWR EWR NaN NaN NaN NaN NaN NEWARK NaN NaN Assigned 12/07/2013 09:53:51 AM 10/23/2013 09:54:43 AM 0 Unspecified UnspecifiedNaNNaN Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified NNaN NaN NaN Other NaN NaN NaN NaN NaN NaN NaNNaNNaN NaN2652931310/22/2013 02:51:06 PMNaNTLCTaxi and Limousine CommissionTaxi ComplaintDriver ComplaintNaN00000EWR EWR...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
60843 26507389 10/17/2013 05:48:44 PM NaN TLC Taxi and Limousine Commission Taxi Complaint Driver Complaint Street 00000 1 NEWARK AIRPORT NEWARK AIRPORT NaN NaN NaN NaN NaN NEWARK NaN NaN Assigned 12/02/2013 11:59:46 AM 10/18/2013 12:01:08 PM 0 Unspecified UnspecifiedNaNNaN Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified NNaN NaN NaN Other NaN NaN NaN NaN NaN NaN NaNNaNNaN NaN2650738910/17/2013 05:48:44 PMNaNTLCTaxi and Limousine CommissionTaxi ComplaintDriver ComplaintStreet000001 NEWARK AIRPORT...NaNNaNNaNNaNNaNNaNNaNNaNNaNNaN
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2 rows × 52 columns

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" ], "text/plain": [ - " Unique Key Created Date Closed Date Agency Agency Name Complaint Type Descriptor Location Type Incident Zip Incident Address Street Name Cross Street 1 Cross Street 2 Intersection Street 1 Intersection Street 2 Address Type City Landmark Facility Type Status Due Date Resolution Action Updated Date Community Board Borough X Coordinate (State Plane) Y Coordinate (State Plane) Park Facility Name Park Borough School Name School Number School Region School Code School Phone Number School Address School City School State School Zip School Not Found School or Citywide Complaint Vehicle Type Taxi Company Borough Taxi Pick Up Location Bridge Highway Name Bridge Highway Direction Road Ramp Bridge Highway Segment Garage Lot Name Ferry Direction Ferry Terminal Name Latitude Longitude Location\n", - "42600 26529313 10/22/2013 02:51:06 PM NaN TLC Taxi and Limousine Commission Taxi Complaint Driver Complaint NaN 00000 EWR EWR EWR NaN NaN NaN NaN NaN NEWARK NaN NaN Assigned 12/07/2013 09:53:51 AM 10/23/2013 09:54:43 AM 0 Unspecified Unspecified NaN NaN Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified N NaN NaN NaN Other NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN\n", - "60843 26507389 10/17/2013 05:48:44 PM NaN TLC Taxi and Limousine Commission Taxi Complaint Driver Complaint Street 00000 1 NEWARK AIRPORT NEWARK AIRPORT NaN NaN NaN NaN NaN NEWARK NaN NaN Assigned 12/02/2013 11:59:46 AM 10/18/2013 12:01:08 PM 0 Unspecified Unspecified NaN NaN Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified Unspecified N NaN NaN NaN Other NaN NaN NaN NaN NaN NaN NaN NaN NaN NaN" + " Unique Key Created Date Closed Date Agency \\\n", + "42600 26529313 10/22/2013 02:51:06 PM NaN TLC \n", + "60843 26507389 10/17/2013 05:48:44 PM NaN TLC \n", + "\n", + " Agency Name Complaint Type Descriptor \\\n", + "42600 Taxi and Limousine Commission Taxi Complaint Driver Complaint \n", + "60843 Taxi and Limousine Commission Taxi Complaint Driver Complaint \n", + "\n", + " Location Type Incident Zip Incident Address ... \\\n", + "42600 NaN 00000 EWR EWR ... \n", + "60843 Street 00000 1 NEWARK AIRPORT ... \n", + "\n", + " Bridge Highway Name Bridge Highway Direction Road Ramp \\\n", + "42600 NaN NaN NaN \n", + "60843 NaN NaN NaN \n", + "\n", + " Bridge Highway Segment Garage Lot Name Ferry Direction \\\n", + "42600 NaN NaN NaN \n", + "60843 NaN NaN NaN \n", + "\n", + " Ferry Terminal Name Latitude Longitude Location \n", + "42600 NaN NaN NaN NaN \n", + "60843 NaN NaN NaN NaN \n", + "\n", + "[2 rows x 52 columns]" ] }, - "execution_count": 46, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } @@ -916,10 +707,8 @@ }, { "cell_type": "code", - "execution_count": 47, - "metadata": { - "collapsed": false - }, + "execution_count": 11, + "metadata": {}, "outputs": [], "source": [ "zero_zips = requests['Incident Zip'] == '00000'\n", @@ -935,15 +724,13 @@ }, { "cell_type": "code", - "execution_count": 48, - "metadata": { - "collapsed": false - }, + "execution_count": 12, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "array([nan, '00083', '02061', '06901', '07020', '07087', '07093', '07109',\n", + "array(['00083', '02061', '06901', '07020', '07087', '07093', '07109',\n", " '07114', '07201', '07208', '07306', '07604', '08807', '10000',\n", " '10001', '10002', '10003', '10004', '10005', '10006', '10007',\n", " '10009', '10010', '10011', '10012', '10013', '10014', '10016',\n", @@ -977,17 +764,17 @@ " '11590', '11691', '11692', '11693', '11694', '11697', '11716',\n", " '11722', '11735', '11747', '11776', '11788', '11797', '13221',\n", " '14225', '19711', '23502', '23541', '29616', '35209', '41042',\n", - " '55164', '61702', '70711', '77056', '77092', '90010', '92123'], dtype=object)" + " '55164', '61702', '70711', '77056', '77092', '90010', '92123', nan],\n", + " dtype=object)" ] }, - "execution_count": 48, + "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "unique_zips = requests['Incident Zip'].unique()\n", - "unique_zips.sort()\n", + "unique_zips = requests['Incident Zip'].sort_values().unique()\n", "unique_zips" ] }, @@ -1002,10 +789,8 @@ }, { "cell_type": "code", - "execution_count": 49, - "metadata": { - "collapsed": false - }, + "execution_count": 13, + "metadata": {}, "outputs": [], "source": [ "zips = requests['Incident Zip']\n", @@ -1017,10 +802,8 @@ }, { "cell_type": "code", - "execution_count": 50, - "metadata": { - "collapsed": false - }, + "execution_count": 14, + "metadata": {}, "outputs": [ { "data": { @@ -1041,7 +824,7 @@ "Name: Incident Zip, dtype: object" ] }, - "execution_count": 50, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" } @@ -1052,15 +835,26 @@ }, { "cell_type": "code", - "execution_count": 51, - "metadata": { - "collapsed": false - }, + "execution_count": 15, + "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
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71834 23502 Harassment NORFOLK23502HarassmentNORFOLK
47048 23541 Harassment NORFOLK23541HarassmentNORFOLK
85821 29616 Debt Not Owed GREENVILLE29616Debt Not OwedGREENVILLE
89304 35209 Harassment BIRMINGHAM35209HarassmentBIRMINGHAM
94201 41042 Harassment FLORENCE41042HarassmentFLORENCE
30939 55164 Harassment ST. PAUL55164HarassmentST. PAUL
80573 61702 Billing Dispute BLOOMIGTON61702Billing DisputeBLOOMIGTON
13450 70711 Contract Dispute CLIFTON70711Contract DisputeCLIFTON
12102 77056 Debt Not Owed HOUSTON77056Debt Not OwedHOUSTON
29136 77092 False Advertising HOUSTON77092False AdvertisingHOUSTON
44008 90010 Billing Dispute LOS ANGELES90010Billing DisputeLOS ANGELES
57636 92123 Harassment SAN DIEGO92123HarassmentSAN DIEGO
71001 92123 Billing Dispute SAN DIEGO92123Billing DisputeSAN DIEGO
\n", @@ -1170,13 +964,13 @@ "71001 92123 Billing Dispute SAN DIEGO" ] }, - "execution_count": 51, + "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "requests[is_far][['Incident Zip', 'Descriptor', 'City']].sort('Incident Zip')" + "requests[is_far][['Incident Zip', 'Descriptor', 'City']].sort_values('Incident Zip')" ] }, { @@ -1188,49 +982,77 @@ }, { "cell_type": "code", - "execution_count": 52, - "metadata": { - "collapsed": false - }, + "execution_count": 16, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "BROOKLYN 31662\n", - "NEW YORK 22664\n", - "BRONX 18438\n", - "STATEN ISLAND 4766\n", - "JAMAICA 2246\n", - "FLUSHING 1803\n", - "ASTORIA 1568\n", - "RIDGEWOOD 1073\n", - "CORONA 707\n", - "OZONE PARK 693\n", - "LONG ISLAND CITY 678\n", - "FAR ROCKAWAY 652\n", - "ELMHURST 647\n", - "WOODSIDE 609\n", - "EAST ELMHURST 562\n", - "...\n", - "MELVILLE 1\n", - "PORT JEFFERSON STATION 1\n", - "NORWELL 1\n", - "EAST ROCKAWAY 1\n", - "BIRMINGHAM 1\n", - "ROSLYN 1\n", - "LOS ANGELES 1\n", - "MINEOLA 1\n", - "JERSEY CITY 1\n", - "ST. PAUL 1\n", - "CLIFTON 1\n", - "COL.ANVURES 1\n", - "EDGEWATER 1\n", - "ROSELYN 1\n", - "CENTRAL ISLIP 1\n", - "Length: 100, dtype: int64" + "BROOKLYN 31662\n", + "NEW YORK 22664\n", + "BRONX 18438\n", + "STATEN ISLAND 4766\n", + "JAMAICA 2246\n", + "FLUSHING 1803\n", + "ASTORIA 1568\n", + "RIDGEWOOD 1073\n", + "CORONA 707\n", + "OZONE PARK 693\n", + "LONG ISLAND CITY 678\n", + "FAR ROCKAWAY 652\n", + "ELMHURST 647\n", + "WOODSIDE 609\n", + "EAST ELMHURST 562\n", + "QUEENS VILLAGE 549\n", + "JACKSON HEIGHTS 541\n", + "FOREST HILLS 541\n", + "SOUTH RICHMOND HILL 521\n", + "MASPETH 473\n", + "WOODHAVEN 464\n", + "FRESH MEADOWS 435\n", + "SPRINGFIELD GARDENS 434\n", + "BAYSIDE 411\n", + "SOUTH OZONE PARK 410\n", + "RICHMOND HILL 404\n", + "REGO PARK 402\n", + "MIDDLE VILLAGE 396\n", + "SAINT ALBANS 387\n", + "WHITESTONE 348\n", + " ... \n", + "LYNBROOK 1\n", + "ROSELYN 1\n", + "JERSEY CITY 1\n", + "FREEPORT 1\n", + "BRIDGE WATER 1\n", + "FARMINGDALE 1\n", + "CLIFTON 1\n", + "NEWARK AIRPORT 1\n", + "MELVILLE 1\n", + "NEW YORK CITY 1\n", + "WOODBURY 1\n", + "NANUET 1\n", + "EAST ROCKAWAY 1\n", + "CHEEKTOWAGA 1\n", + "WEST NEW YORK 1\n", + "BOHIEMA 1\n", + "EDGEWATER 1\n", + "BIRMINGHAM 1\n", + "VALLEY STREAM 1\n", + "ST. PAUL 1\n", + "ROSLYN 1\n", + "ELIZABETH 1\n", + "UNION CITY 1\n", + "RYEBROOK 1\n", + "CENTRAL ISLIP 1\n", + "LAWRENCE 1\n", + "NEW YOR 1\n", + "SYRACUSE 1\n", + "STAMFORD 1\n", + "BELLEVILLE 1\n", + "Name: City, Length: 100, dtype: int64" ] }, - "execution_count": 52, + "execution_count": 16, "metadata": {}, "output_type": "execute_result" } @@ -1262,10 +1084,8 @@ }, { "cell_type": "code", - "execution_count": 53, - "metadata": { - "collapsed": false - }, + "execution_count": 17, + "metadata": {}, "outputs": [], "source": [ "na_values = ['NO CLUE', 'N/A', '0']\n", @@ -1276,10 +1096,8 @@ }, { "cell_type": "code", - "execution_count": 54, - "metadata": { - "collapsed": false - }, + "execution_count": 18, + "metadata": {}, "outputs": [], "source": [ "def fix_zip_codes(zips):\n", @@ -1295,10 +1113,8 @@ }, { "cell_type": "code", - "execution_count": 55, - "metadata": { - "collapsed": false - }, + "execution_count": 19, + "metadata": {}, "outputs": [], "source": [ "requests['Incident Zip'] = fix_zip_codes(requests['Incident Zip'])" @@ -1306,10 +1122,8 @@ }, { "cell_type": "code", - "execution_count": 56, - "metadata": { - "collapsed": false - }, + "execution_count": 20, + "metadata": {}, "outputs": [ { "data": { @@ -1348,10 +1162,11 @@ " '11722', '11549', '10162', '23502', '11518', '07020', '08807',\n", " '11577', '07114', '11003', '07201', '61702', '10103', '29616',\n", " '35209', '11520', '11735', '10129', '11005', '41042', '11590',\n", - " '06901', '07208', '11530', '13221', '10954', '11111', '10107'], dtype=object)" + " '06901', '07208', '11530', '13221', '10954', '11111', '10107'],\n", + " dtype=object)" ] }, - "execution_count": 56, + "execution_count": 20, "metadata": {}, "output_type": "execute_result" } @@ -1410,23 +1225,23 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 2", + "display_name": "Python 3", "language": "python", - "name": "python2" + "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", - "version": 2 + "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", - "pygments_lexer": "ipython2", - "version": "2.7.6" + "pygments_lexer": "ipython3", + "version": "3.7.0" } }, "nbformat": 4, - "nbformat_minor": 0 + "nbformat_minor": 1 } diff --git a/cookbook/Chapter 8 - How to deal with timestamps.ipynb b/cookbook/Chapter 8 - How to deal with timestamps.ipynb index 60c23b11c..cecf62e4d 100644 --- a/cookbook/Chapter 8 - How to deal with timestamps.ipynb +++ b/cookbook/Chapter 8 - How to deal with timestamps.ipynb @@ -1 +1,596 @@ -{"nbformat": 4, "metadata": {"orig_nbformat": 3}, "cells": [{"cell_type": "code", "execution_count": 1, "outputs": [], "source": "import pandas as pd", "metadata": {"collapsed": false, "trusted": false}}, {"source": "# 8.1 Parsing Unix timestamps", "cell_type": "markdown", "metadata": {}}, {"source": "It's not obvious how to deal with Unix timestamps in pandas -- it took me quite a while to figure this out. The file we're using here is a popularity-contest file I found on my system at `/var/log/popularity-contest`.\n\nHere's an [explanation of how this file works](http://popcon.ubuntu.com/README).\n\nI'm going to hope that nothing in it is sensitive :)", "cell_type": "markdown", "metadata": {}}, {"cell_type": "code", "execution_count": 2, "outputs": [], "source": "# Read it, and remove the last row\npopcon = pd.read_csv('../data/popularity-contest', sep=' ', )[:-1]\npopcon.columns = ['atime', 'ctime', 'package-name', 'mru-program', 'tag']", "metadata": {"collapsed": false, "trusted": false}}, {"source": "The colums are the access time, created time, package name, recently used program, and a tag", "cell_type": "markdown", "metadata": {}}, {"cell_type": "code", "execution_count": 3, "outputs": [{"execution_count": 3, "output_type": "execute_result", "data": {"text/plain": " atime ctime package-name mru-program tag\n0 1387295797 1367633260 perl-base /usr/bin/perl NaN\n1 1387295796 1354370480 login /bin/su NaN\n2 1387295743 1354341275 libtalloc2 /usr/lib/x86_64-linux-gnu/libtalloc.so.2.0.7 NaN\n3 1387295743 1387224204 libwbclient0 /usr/lib/x86_64-linux-gnu/libwbclient.so.0 \n4 1387295742 1354341253 libselinux1 /lib/x86_64-linux-gnu/libselinux.so.1 NaN", "text/html": "
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0 0 2012-01-01 00:00:00-1.8-3.9 86 4 8 101.24 Fog02013-01-01 00:00:00-1.0-1.795356.499.89Snow
1 1 2012-01-01 01:00:00-1.8-3.7 87 4 8 101.24 Fog12013-01-01 01:00:00-2.0-5.1793516.199.93Mainly Clear
2 2 2012-01-01 02:00:00-1.8-3.4 89 7 4 101.26 Freezing Drizzle,Fog22013-01-01 02:00:00-2.7-6.0782819.3100.08Snow
\n", @@ -349,14 +389,14 @@ ], "text/plain": [ " index Date/Time Temp (C) Dew Point Temp (C) Rel Hum (%) \\\n", - "0 0 2012-01-01 00:00:00 -1.8 -3.9 86 \n", - "1 1 2012-01-01 01:00:00 -1.8 -3.7 87 \n", - "2 2 2012-01-01 02:00:00 -1.8 -3.4 89 \n", + "0 0 2013-01-01 00:00:00 -1.0 -1.7 95 \n", + "1 1 2013-01-01 01:00:00 -2.0 -5.1 79 \n", + "2 2 2013-01-01 02:00:00 -2.7 -6.0 78 \n", "\n", - " Wind Spd (km/h) Visibility (km) Stn Press (kPa) Weather \n", - "0 4 8 101.24 Fog \n", - "1 4 8 101.24 Fog \n", - "2 7 4 101.26 Freezing Drizzle,Fog " + " Wind Spd (km/h) Visibility (km) Stn Press (kPa) Weather \n", + "0 35 6.4 99.89 Snow \n", + "1 35 16.1 99.93 Mainly Clear \n", + "2 28 19.3 100.08 Snow " ] }, "execution_count": 6, @@ -380,14 +420,25 @@ { "cell_type": "code", "execution_count": 7, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [ { "data": { "text/html": [ - "
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0 67 2012-01-03 19:00:00-16.9-24.8 50 24 25 101.74 Clear32013-01-01 03:00:00-5.6-11.7623025.0100.21Clear
1 114 2012-01-05 18:00:00 -7.1-14.4 56 11 25 100.71 Clear52013-01-01 05:00:00-9.7-14.8663325.0100.47Clear
2 115 2012-01-05 19:00:00 -9.2-15.4 61 7 25 100.80 Clear62013-01-01 06:00:00-11.1-17.0623025.0100.65Clear
\n", @@ -446,14 +497,14 @@ ], "text/plain": [ " index Date/Time Temp (C) Dew Point Temp (C) Rel Hum (%) \\\n", - "0 67 2012-01-03 19:00:00 -16.9 -24.8 50 \n", - "1 114 2012-01-05 18:00:00 -7.1 -14.4 56 \n", - "2 115 2012-01-05 19:00:00 -9.2 -15.4 61 \n", + "0 3 2013-01-01 03:00:00 -5.6 -11.7 62 \n", + "1 5 2013-01-01 05:00:00 -9.7 -14.8 66 \n", + "2 6 2013-01-01 06:00:00 -11.1 -17.0 62 \n", "\n", " Wind Spd (km/h) Visibility (km) Stn Press (kPa) Weather \n", - "0 24 25 101.74 Clear \n", - "1 11 25 100.71 Clear \n", - "2 7 25 100.80 Clear " + "0 30 25.0 100.21 Clear \n", + "1 33 25.0 100.47 Clear \n", + "2 30 25.0 100.65 Clear " ] }, "execution_count": 7, @@ -494,9 +545,7 @@ }, { "cell_type": "raw", - "metadata": { - "collapsed": false - }, + "metadata": {}, "source": [ "import MySQLdb\n", "con = MySQLdb.connect(host=\"localhost\", db=\"test\")" @@ -511,9 +560,7 @@ }, { "cell_type": "raw", - "metadata": { - "collapsed": false - }, + "metadata": {}, "source": [ "import psycopg2\n", "con = psycopg2.connect(host=\"localhost\")" @@ -569,23 +616,23 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 2", - "name": "python2" + "display_name": "Python 3", + "language": "python", + "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", - "version": 2 + "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", - "pygments_lexer": "ipython2", - "version": "2.7.8" - }, - "signature": "sha256:358c6afeae83edbf449270614551dff12e927538bc48c2d47da9a6a737f6ad31" + "pygments_lexer": "ipython3", + "version": "3.7.0" + } }, "nbformat": 4, - "nbformat_minor": 0 -} \ No newline at end of file + "nbformat_minor": 1 +} diff --git a/requirements.txt b/requirements.txt index 1b7639b50..c48437b0e 100644 --- a/requirements.txt +++ b/requirements.txt @@ -1,3 +1,9 @@ -matplotlib==2.0.2 -numpy==1.13.1 -pandas==0.20.3 +cycler==0.10.0 +kiwisolver==1.0.1 +matplotlib==3.0.0 +numpy==1.15.1 +pandas==0.23.4 +pyparsing==2.2.1 +python-dateutil==2.7.3 +pytz==2018.5 +six==1.11.0