{ "metadata": { "name": "basemap" }, "nbformat": 3, "nbformat_minor": 0, "worksheets": [ { "cells": [ { "cell_type": "raw", "metadata": {}, "source": [ "Jeffrey S. Whitaker Phone : (303)497-6313\n", "Meteorologist FAX : (303)497-6449\n", "NOAA/OAR/CDC R/CDC1 Email :\n", "Jeffrey.S.Whitaker-32lpuo7BZBA@xxxxxxxxxxxxxxxx\n", "325 Broadway Office : Skaggs Research Cntr 1D-124\n", "Boulder, CO, USA 80303-3328 Web : http://tinyurl.com/5telg\n", "\n", "http://osdir.com/ml/python.matplotlib.general/2005-10/msg00029.html" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "vedi anche:\n", "\n", "http://www.stanford.edu/class/stats202/unemployment.html" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "the shape files can be downloaded at\n", "\n", " http://www.gadm.org/country\n", "\n", "for the data see also\n", "\n", " http://www.naturalearthdata.com/\n", "\n", "take a look at the following example\n", "\n", " http://www.geophysique.be/2011/01/27/matplotlib-basemap-tutorial-07-shapefiles-unleached/" ] }, { "cell_type": "code", "collapsed": false, "input": [ "import pandas\n", "import pylab\n", "from mpl_toolkits.basemap import Basemap\n", "import matplotlib as mpl" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "stream", "stream": "stderr", "text": [ "/usr/local/lib/python2.7/dist-packages/pytz/__init__.py:35: UserWarning: Module dap was already imported from None, but /usr/lib/python2.7/dist-packages is being added to sys.path\n", " from pkg_resources import resource_stream\n" ] } ], "prompt_number": 1 }, { "cell_type": "code", "collapsed": false, "input": [ "def chart_info(Series_data, shapefile, extension, shape_key, \n", " title='', cmap = ['b','purple','r']):\n", " \"\"\"create a basemap from a shapefile and the information contained in a series coded by region name\n", " \n", " Arguments\n", " ===========\n", " Series_data: a pandas Series\n", " This series should contains the data for each region with the same code that can be found under the shapefile\n", " shapefile: string\n", " The location of the shapefile that contains the information about the geography\n", " extension: 4-tuple\n", " the extension of the projection, in the format north, south, east, west\n", " shape_key: string\n", " tha name of the field in the shape file that indicate the region. The values of this field\n", " should match those on the Series_data\n", " title: string, optional\n", " title of the plot\n", " cmap: pylab colormap or list of colour names, optional\n", " this gives the colormap that will be used to colorize the plot\n", " \n", " Returns\n", " ===========\n", " ax: pylab.Axes\n", " the axes on which the plot has been drawn\n", " \"\"\"\n", " ax = pylab.gca()\n", " # create the colormap if a list of names is given, otherwise\n", " # use the given colormap\n", " lscm = matplotlib.colors.LinearSegmentedColormap\n", " if isinstance(cmap,(list,tuple)):\n", " cmap = lscm.from_list('mycm',cmap)\n", " #create a new basemap with the given extension\n", " #TODO: allow to create more general projections\n", " north, south, east, west = extension\n", " m = Basemap(llcrnrlon=west,llcrnrlat=south,urcrnrlon=east,urcrnrlat=north,\n", " projection='lcc',lat_0=(south+north)/2, lon_0=(east+west)/2)\n", " #use basemap the read and draw the shapefile\n", " #it will add two variables to the basemap, m.states and m.states_info\n", " m.readshapefile(shapefile,'states',drawbounds=True);\n", " #find minimum and maximum of the dataset to normalize the colors\n", " max_pop = Series_data.max()*1.0\n", " min_pop = Series_data.min()*1.0\n", " # cycle through states, color each one.\n", " # m.states contains the lines of the borders\n", " # m.states_info contains the info on the region, like the name\n", " for state_borders, state_info in zip(m.states, m.states_info):\n", " statename = state_info[shape_key]\n", " #skip those that aren't in the dataset without complaints\n", " if statename not in Series_data:\n", " continue\n", " #set the color for each region\n", " pop = Series_data[statename]\n", " color = cmap( (pop-min_pop) / (max_pop-min_pop) )\n", " #extract the x and y of the countours and plot them\n", " xx,yy = zip(*state_borders)\n", " patches = ax.fill(xx,yy,facecolor=color,edgecolor=color)\n", " ax.set_title(title);\n", " #generate a sintetic colorbar starting from the maximum and minimum of the dataset\n", " axc, kw = matplotlib.colorbar.make_axes(ax)\n", " norm = mpl.colors.Normalize(vmin=min_pop, vmax=max_pop)\n", " cb1 = mpl.colorbar.ColorbarBase(axc, cmap=cmap, norm=norm)\n", " return ax" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 10 }, { "cell_type": "code", "collapsed": false, "input": [ "try:\n", " data_USA = pandas.read_csv('./USAinfo/unemployment_2011.csv')\n", "except:\n", " data_USA = pandas.read_csv(\"http://stats202.stanford.edu/data/unemployment_2011.csv\",sep='|')\n", " data_USA.to_csv('./USAinfo/unemployment_2011.csv')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 4 }, { "cell_type": "code", "collapsed": false, "input": [ "data_USA[:5]" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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Unnamed: 0codestate_fipscounty_fipsperiodcivilianemployedunemployedratecountystatestate_code
0 0 CN010010 1 1 Jun-11 26328 23987 2341 8.9 autauga alabama AL
1 1 PA011000 1 3 Jun-11 88382 80841 7541 8.5 baldwin alabama AL
2 2 CN010050 1 5 Jun-11 9957 8774 1183 11.9 barbour alabama AL
3 3 CN010070 1 7 Jun-11 9360 8307 1053 11.3 bibb alabama AL
4 4 CN010090 1 9 Jun-11 26573 24168 2405 9.1 blount alabama AL
\n", "
" ], "output_type": "pyout", "prompt_number": 5, "text": [ " Unnamed: 0 code state_fips county_fips period civilian employed \\\n", "0 0 CN010010 1 1 Jun-11 26328 23987 \n", "1 1 PA011000 1 3 Jun-11 88382 80841 \n", "2 2 CN010050 1 5 Jun-11 9957 8774 \n", "3 3 CN010070 1 7 Jun-11 9360 8307 \n", "4 4 CN010090 1 9 Jun-11 26573 24168 \n", "\n", " unemployed rate county state state_code \n", "0 2341 8.9 autauga alabama AL \n", "1 7541 8.5 baldwin alabama AL \n", "2 1183 11.9 barbour alabama AL \n", "3 1053 11.3 bibb alabama AL \n", "4 2405 9.1 blount alabama AL " ] } ], "prompt_number": 5 }, { "cell_type": "code", "collapsed": false, "input": [ "reduced = data_USA[data_USA.period=='May-12'].groupby('state').sum()[['civilian','employed','unemployed']]\n", "reduced['ratio'] = reduced['unemployed'] / reduced['civilian']\n", "reduced.index = [ i.title() for i in reduced.index ]" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 6 }, { "cell_type": "code", "collapsed": false, "input": [ "reduced[:5]" ], "language": "python", "metadata": {}, "outputs": [ { "html": [ "
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civilianemployedunemployedratio
Alabama 2150161 1989181 160980 0.074869
Alaska 367279 341506 25773 0.070173
Arizona 3026485 2778186 248299 0.082042
Arkansas 1392559 1290240 102319 0.073476
California 18431866 16519142 1912724 0.103773
\n", "
" ], "output_type": "pyout", "prompt_number": 7, "text": [ " civilian employed unemployed ratio\n", "Alabama 2150161 1989181 160980 0.074869\n", "Alaska 367279 341506 25773 0.070173\n", "Arizona 3026485 2778186 248299 0.082042\n", "Arkansas 1392559 1290240 102319 0.073476\n", "California 18431866 16519142 1912724 0.103773" ] } ], "prompt_number": 7 }, { "cell_type": "code", "collapsed": false, "input": [ "popdensity_USA = reduced['ratio']" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 8 }, { "cell_type": "code", "collapsed": false, "input": [ "#fig, ax = pylab.subplots(1,figsize=(8,6))\n", "chart_info(popdensity_USA, shapefile='./USAmaps/st99_d00', cmap = pylab.cm.hot,\n", " extension=(49, 22, -64, -119), shape_key='NAME', title='Unemployment fraction for state')" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "pyout", "prompt_number": 11, "text": [ "" ] }, { "output_type": "display_data", "png": 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oc5p8WSLsd4TLOnA0gccdsLrqEjX7IajKc8cBP9nY8NmBA/h27lxmWdONSBY8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\ngoINUYSqgoKCgg35f8SKEjbI55FEAAAAAElFTkSuQmCC\n" } ], "prompt_number": 11 }, { "cell_type": "markdown", "metadata": {}, "source": [ "----\n", "#dataset for Italy\n", "\n", "\n", "\n", "http://www.eea.europa.eu/data-and-maps/data/eea-reference-grids/\n", "\n", "http://www3.istat.it/ambiente/cartografia/\n", "\n", "riferiti alla zona:\n", "\n", " ED_1950_UTM Zona 32\n", "\n", "latitudini (prese da wikipedia):\n", "\n", " 47\u00b0 05' 31\" di latitudine Nord\n", " 35\u00b0 29' 24\" di latitudine Nord\n", " 18\u00b031'18\" di longitudine Est\n", " 6\u00b0 37'32\" di longitudine Est\n", "\n", "infomazioni trovate su:\n", "\n", " http://www.istat.it/it/archivio/16777\n", "\n", "convertite in utf-8 con:\n", "\n", " iconv -f LATIN1 -t UTF-8 -o output_file.csv Archivio_unico_indicatori_regionali.csv\n" ] }, { "cell_type": "code", "collapsed": false, "input": [ "data_ITA = pandas.read_csv('./ITAinfo/output_file.csv',sep=';')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 9 }, { "cell_type": "code", "collapsed": false, "input": [ "interesse = 'Indice di criminalit\u00e0 diffusa (1)'\n", "#interesse = 'Indice di criminalit\u00e0 diffusa (2)'\n", "#interesse = 'Indice di criminalit\u00e0 organizzata'\n", "#interesse = 'Indice di criminalit\u00e0 violenta'\n", "#interesse = 'Indice di criminalit\u00e0 minorile (escluso il furto)'\n", "#interesse = 'Indice di criminalit\u00e0 minorile'\n", "#interesse = 'Percezione delle famiglie del rischio di criminalit\u00e0 nella zona in cui vivono'\n", "#interesse = 'Indice di microcriminalit\u00e0 nelle citt\u00e0 (1)'\n", "#interesse = 'Indice di microcriminalit\u00e0 nelle citt\u00e0 (2)'\n" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 10 }, { "cell_type": "code", "collapsed": false, "input": [ "regions = pandas.Index( s.lower() for s in data_ITA['DESCRIZIONE_RIPARTIZIONE'].unique()[:20] )\n", "\n", "data_redux = data_ITA[data_ITA['TITOLO'] == interesse]\n", "data_redux = data_redux[['DESCRIZIONE_RIPARTIZIONE', 'ANNO_RIFERIMENTO', 'VALORE']]\n", "data_redux['VALORE'] = data_redux['VALORE'].str.replace(',','.').apply(float)\n", "data_redux['ANNO_RIFERIMENTO'] = data_redux['ANNO_RIFERIMENTO'].apply(int)\n", "data_redux['DESCRIZIONE_RIPARTIZIONE'] = data_redux['DESCRIZIONE_RIPARTIZIONE'].str.lower()\n", "data_redux.columns = ['region', 'year', 'rate']\n", "data_redux = data_redux.groupby('region').mean()\n", "data_redux = data_redux.ix[regions]['rate']" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 11 }, { "cell_type": "code", "collapsed": false, "input": [ "keys = ['Abruzzo', 'Basilicata', 'Calabria', 'Campania', 'Emilia-Romagna', 'Friuli-Venezia Giulia', 'Lazio', 'Liguria', \n", "'Lombardia', 'Marche', 'Molise', 'Piemonte', 'Apulia', 'Sardegna', 'Sicily', 'Toscana', 'Trentino-Alto Adige', 'Umbria', \"Valle d'Aosta\", 'Veneto']\n", "\n", "popdensity_ITA = pandas.Series({ new: data_redux[old] for old, new in zip(sorted(data_redux.keys()),keys) })" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 12 }, { "cell_type": "code", "collapsed": false, "input": [ "titolo = data_ITA[data_ITA['TITOLO'] == interesse].SOTTOTITOLO.unique()[0].decode('utf8')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 13 }, { "cell_type": "code", "collapsed": false, "input": [ "#fig, ax =pylab.subplots(1,figsize=(12,9))\n", "chart_info(popdensity_ITA, shapefile='./ITAmaps/amministrativa/ITA_adm1',\n", " extension=(47, 36, 20, 7), shape_key='NAME_1', title=titolo)" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "pyout", "prompt_number": 14, "text": [ "" ] }, { "output_type": "display_data", "png": 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tPPI8zSIYOzdNq9bx+mOfsTtyC49Ihg9IaMnnN+bzIyFlepoAz3KQl2hIXxM2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\nl5PwqeVdatmWYg83WMdNNuBBQ1I5Qz3mFlpDriMTV2oyYX4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} ], "prompt_number": 14 }, { "cell_type": "markdown", "metadata": {}, "source": [ "----\n", "#EUROPE\n", "\n", "shapefiles found on:\n", "\n", " http://epp.eurostat.ec.europa.eu/portal/page/portal/gisco_Geographical_information_maps/popups/references/administrative_units_statistical_units_1\n", "\n", "copre tutto il mondo, in realt\u00e0...\n", "\n", "data found on:\n", "\n", " https://ec.europa.eu/digital-agenda/en/download-data\n", " http://epp.eurostat.ec.europa.eu/portal/page/portal/eurostat/home/" ] }, { "cell_type": "code", "collapsed": false, "input": [ "conv = { i: lambda s: s.split()[0] for i in range(1995,2012)}\n", "data_EUR = pandas.read_csv(\"./EURinfo/GDP per capita in PPS.tsv\", sep='[\\t,]', na_values=':', skiprows=1,\n", " converters=conv, names=['indicator','aggregatore','country']+range(1995,2012))\n", "data_EUR = data_EUR.set_index('country')" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 15 }, { "cell_type": "code", "collapsed": false, "input": [ "popdensity_EUR = data_EUR[2011].apply(float)" ], "language": "python", "metadata": {}, "outputs": [], "prompt_number": 16 }, { "cell_type": "code", "collapsed": false, "input": [ "#fig, ax =pylab.subplots(1,figsize=(8,6))\n", "chart_info(popdensity_EUR, shapefile='./EURmaps/CNTR_2010_60M_SH/data/CNTR_RG_60M_2010', cmap = ['r','y','g','c','b'],\n", " extension=(70, 32, 45, -7), shape_key='CNTR_ID', title='GDP per capita in PPS')" ], "language": "python", "metadata": {}, "outputs": [ { "output_type": "pyout", "prompt_number": 17, "text": [ "" ] }, { "output_type": "display_data", "png": 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OEB8lIeiwmo4fgloNG2eBtQP07tONqn51Ke9Wlb8vbGf1+mWIRBqObU/CVGb92u/tv4Qg\nCKSpFFT/fCAR9mLUPi4QGgUrjoKVGXSoCdU8nmWGAgyKxN9uZOyUJ7mm7ThZgdBQC0SPEnj/i5HM\n6/8JpUwtc+QLCwvj9u3b+Pn5ERUVRVxcHM2aNSMmJoZz585x8eJFOnXqRNOmTYtk4GQwgVAxueCM\nALetjQLhGVnKVL6a24rbYZeo0kRJ0H4p1VuoOLAK6ncCZ4+8y373HoxZDAdWafNFhYGltZymfRUc\n3wRb1h2nQukmr+dG/oNkqVXU+HooN0JuIHexR9G0sjYhNRPp+bsIbg6onay0Bkf6kKlA/uM2Rn+d\nUyBoBBHzp7siJKTRZvj77Jq6AJk4p3cofRAEgV27dnH8+HFatGhBhw4dClXeYALBT8/AQDdsjDqE\nZ5jILGlSvwtZGQJyU6jfVYW5FXQblb8wABBLwMoeuo2GRt2h9+fQdqgCC2tt2uot0/GrJ+LrBQVM\nY41k42FqAvFZaTSaPorQjATo2+i5MACwNEXVwh91RRetMCjAI7aOB7GY2stzTYqhFIJKg4m9Dfu/\nXVRkYQDal7Fz587MmzdPF+krP6/Rr4wSrEMokduOz9ixez1SExVxUVrrRH0Zv0r7r+TfuxOJQfKv\n6KtcT8KKnw9T3h9k0pzxEozkzskHt2jSqS0Tvp/BzZCbKNv6aw2ITGS5F1Bp4Ou12uXCp52gTD7m\nxlIJamXuwkOWnACPxJTt0rT4N/EvIpGI9u3bU7NmTSZNmoRarWbQoEE4ODiQkpJSKLf0RaIEbzuW\nuBmCRqMmKk4bmiwm5To3zoK8kO+tNPfBBgC3impsnaB/n+FMHbmvGD19N0hTZfHRlsU0GdgTTGTU\nq+RPaugDWHYYyV8XcuQ3SX1Kqa0bkI5bAjIJHb+Uw9ICojuVLUVGvDLXpDNrlJR2zeLqml2GuJ1s\nODs7s2DBAmbPns0///zD5MmTqVatGrt37361EaOKOEN4+PAhzZo1o3Llyvj7+/PTTz8B2vB+bm5u\nOsXpvn3Pn+tZs2bh7e1NpUqV9PKwXeIEwtJtg/GvXI2jQYt5FAZxj+HcbsPVLxKDYxl0QWKN5E2W\nWsWQI2tYOvsHsDaDUtZ0adEG6vrA4wREFd1ylJFnpZN8LBprmywq+KZQqVQ0Fs5yuBrxPFN6FsT8\nu45Oy4RJ6/FskbuSt+3/wEQuw1Sax0zEAFhYWPDhhx+ydu1aVCoVhw4dokqVKmzatOnVrOGLKBBk\nMhnz588nJCSEc+fO8csvv3Dz5k1EIhFjx44lODiY4OBg2rVrB8CNGzfYvHkzN27cYP/+/YwYMaLA\nwEYlasmgUitYvGgdlevDj0s/xbe2mNYDNYWeIeRH/GOIi4KoJ/cNV+l/lB6/TmXP8vXwXgMo5wRD\nFoGtJVyNQNS9Lqrq5XKUSbEvh7WdiJofC1xanMmR7SJaDVDw15SjiAK9EVpVh1/2ItJowNwEwdcd\npxqWdGkUmmsfbp6BmnWqvOpbBbRLCYlEwoIFC7h79y4nTpwgKCiI2rVrG7ahIi4ZnoUgAG3cUl9f\nX10wodwE144dO+jbty8ymQwPDw+8vLy4cOFCrjE8nlGiZghSiZzDu67TtHFrUuIF3CoZVhiAVhfR\nvB9cvnwZtUbPY6jvKOfvhEBSulYYACwarp0pVC6LUFMbhs4yJRLrJ3e0ugLA8cZp5BYgM4e6n8P9\nYIHIv6MJHGlPBdd4mL+DcvXMGDP1KfV7Csiv36V6/bwt9+xc4H5E5Cu/1xcRiUR4e3vTpk0b1q9f\nb/gG5JrcP+mnIOr75598iIiIIDg4WPdyL1q0iGrVqjF06FBdQOKoqKhsYf/c3NxyRCN7mRIlEACc\nbPz4bswBJn4+j1snnAk+nI9CoIhY24PYJJU1O74weN3/FbbfDsLKzBwa+WkvpGeBSo2oR31o8O8p\nREFANH0Lop/3YDt5AaWWr8TiUQTqzOejVa3R8OAK3F4ZTmn1PcZOj6FX6zAkIg31PB8weuITqrrn\nbQXoVhEePYjh8t09aAQ9dy0MhLu7OwEBAcybN8+wFee1RHCoD55fPP/kQWpqKj179mThwoVYWlry\n8ccfEx4ezuXLl3FxceHzzz/Ps2xB9hclTiA8o0390fy5LJLkODGaV6DfEQGp6XoaiLxDhMQ9Qt6t\nHr2+Gk046cjEEmTrTsH6kzD7TwR7C62fAgCRCJk5NBgP9ceDS9lE4o/EUL7l8/qkcqg1UjtbeHAD\nthXh5HL9ntClSxd8AsxIyYgxzI3qyaBBg0hKSipw7V0oirHtqFQq6dGjB++//z5du3YFtFHKn7nn\nHzZsGBcuaJW9ZcqUyRYHNDIyMkcA45cpsQIBQCKW0q1Lb8IuG07VkRQLKgWkJAp80vd3g9X7X+DA\nvav4t26MMjYJQaPBPUHD9MEjmfDpZ1rzYwFwtkUsKHG6exa5Jj2bsHarC40mQenqOesWS6HKQEiI\nhCfRhetXheoCvSepcausoucH9V+7sY6trS0pKSmGq7CIAkEQBIYOHYqfnx9jxozRXX/8+LHu/9u3\nb6dKFa3OpXPnzmzatAmFQkF4eDihoaHUqVMn366VKKVibnzQYzobN66nQrXndgXF4Y8fQJkFAY0t\nEBfDyOW/SIfxH4NGYOWvS+lWsRY2cjMGr53PqkkzYUwncLBCIlFjO38ZivgsTJTnsHArjBdhCBgO\n22dBvxladwiFoXZHDTvn36NNb08ObrlXuMLFIDk5GVNTAyqziqhUPH36NOvWraNq1aq6cxkzZ85k\n48aNXL58GZFIRPny5Vm6dCkAfn5+9O7dGz8/P6RSKb/++muBS4YSa7r8In8dm8nsud/QtI+6yErG\nxKdae4Y/F4LMBA7tvURZpxqG7ehbjttHXZkz4gv6VW0IwM3EJ/j3aIOme6DODNl5xx+YxkZRubdA\nciSY2WsViIXh9PfwwXcgK+L8dONUiLz9ep5NQRCYOHEis2bNMpzpcuf8FXs6dpZ57e9giZ8hAHRt\nNhEHuzJ8MWEYjXppTZifkdu5mbQkSIwBjRrcfLSelxaNgnqdYO6CqXRs/DkmMj3t7N8hIpf8le17\n0KMwNCoV2P47lAsaMoOiCBirfUitc5oh6IVEAgp10QTCk3tg72BbtIaLQFBQEDVqGHjgKMGWim+F\nQABoVH0Qy38tzcdjOyGVi7BxgISnGkSYoFJl4lJBjFgMj8I0lHF1w7dSVQ4e3sWqfx0zT/65IdNG\nnDRGpCoEmRkZoFBpvSPLJJTeuBaliVYfUByyUiAmCixymjEUyOk/JPz884xc02rUqIG3tzcTJ06k\nWrXiO2EVBIG1a9cyd+7cYteVDfnr3S0pDG/FkuFFFKp0ohOvcfnGCapWakI5p0CS0h+xdf/3qFUq\n3uswERsL7dCl1qhISr+PvaXnG+7128feu5fpMmIwqr4NwUSGRFBgMfEX6k/I3flRYYgJgXv7YfC0\nwpXLSIVdP8oID8nIVf+TkpLCiBEjcHNzo0+fPsUSCgqFghkzZtChQwfq1KnDkydPcHFxMcySoZ+e\nRnEbyhmXDAUhl5rj7hiIe+NA3TUb8zIM7f5TjrwSsdQoDIrAkYgQuo4ciqpHXd3hJbVIjomXLY8v\nJFImb0M3vciIAxffwpf7e5OEYSP65akMtrKyom/fvnTo0IFbt25RuXJlJBIJ69evp1evXjRp0oQ2\nbdoUOEsMCwtj/vz5jBkzBi8vL5RKJd98Y8AYIMYlg5G3hfkndzJuxlTUXetoHZ28gMjVhtSnSRRm\nVyE3HH3hyirQCCAuxApObgZPnkTlm6d9+/bExcXh4ODA0KFD6dixI/3798fZ2Zlz587x1VdfYWJi\nopsBP7MvcHFxwcTEhIiICExNTfnxxx+Ry7VGcWfOnKFLly78/ruBtqlLsEB465YMRl4dCrWKUn1a\nkNypOkizj8L2N8+hXHWWwLEgN0AM1isrwSsAajfWv4xGBWsniTh+/Dh+5fMvGB4ezty5c5k8eTIu\nLi4F1v348WOysrIoV65cthlERkYGX375JQsWLEAqLX4kJZFIBEP13DJdXsHoIMXIm6PutBFk2pnl\nEAYyVTKKlWcJHGMYYQBgXkrrG7MwiKXQ4gOBLt3aolLnH/2ofPnyDB8+nAULFvDJJ59w717+L6GL\niwseHh45lhMLFy5k/PjxSCQGtFkpwQ5SjALBCAAhiY+5evESiqZ+2RMEAZslGynfHOQG3KlVpIKl\nXeHLuVUCU2sF42f2LDBvQEAA33//PfPnz2fVqlXs37+/0O2p1WocHAwcSzKvw00vf94ARoFgBIAK\nlo5oZDlHQTMhGeXjdNwbGLa9xHCoUq9oZVsPV7N22W4exYXolV8ulzNt2jRmz55d6LY6dOjA3Llz\nDTt1N84QjJR01l8+gVj6go5ZEBALKkyjH6B5Bb5kRBLIKGIkPrEUKtUVMXn6J/q3JxJRp04dMjIy\nCtVW9erVadu2LT4+PoXtZt4YBYKRkszSoEMM/3oc6s61dNdKXTiIxfhF8NsRAj40fJs+nWDbbJ0b\nhUJTs72GQ/tOF+pItL29PQqFnpGXX6BOnTpcunSp0OXypAQLBOO24zvOo/QkPqrdGno3APnzx0HI\n0uBURUTFroZ7MNVK7U6BzEy79Ri2H+ISwNG+8HXdvSQhLVlFamY01mYF7yKA1qWYjY1NjutLly4l\nNFTrsalu3bp0795dd5z4Gc/8FxqEErztaBQI7zjhiU+hUhloUjl7gpUZCgN6KBc0EPQzqBXgWgfS\nY7Szgx3fQ7dPRdi5CAXFcsnGwxsaOr1XS29hANCyZUtOnTpFo0aNdNdUKhVxcXEMGTIEPz8//v77\nbypXrsytW7eYNEkbLq5SpUokJxvQd0YJFgjGJcM7ztDZk7XxFW1fOoscEYOli2EfXJtyMG7mMLzL\nV+TA+oucOHKcP3YsJPSMBcfXSlAWQqdgbgWOtoU7XTVgwAC2bdtGevpzl20ZGRkcPnwYX1+t6WTD\nhg356quv2LFjB9999x1jx46lfPnyjBo1qlBt5UsJXjIYDZPeYe6nxuPZty3qvg1zpNnPX0rl9ulY\nFSIeRn48DZKRHKPk5nY1YlHOcejAhUXM+OELArvpt8Y/tVHM4zANYVezkEr0d7MXHBzM2bNnGTFi\nhO7a8ePH2bZtGzNnzsTKyorY2FgcHR1zlDXY8efp1/TLPKlKtvYePnzIwIEDefr0KSKRiA8//JDR\no0czbtw4du/ejVwux9PTk5UrV2JjY0NERAS+vr5UqqR1eVevXj1+/fXXfJs0LhneYSZsWorIN5dR\nVhBQJ2RgUdow7UQcEWFuasaVLQm5CgMAH48aIOi/ZnDz1fDgBggUbr/e1NSU+/ezHy5q2rQp/v7+\nTJgwARcXF/78809mzpxJ27ZtC1W33hRx9H/mhr169eqkpqZSs2ZNWrVqRevWrfn+++8Ri8VMmDCB\nWbNm6bZYvby8CA4O1rsN45LhHeX4/Zts3bIFVdWyOdLsntxAIi3+qcZnpMfC4aVhmMrydpGkVGUR\nH52l966DRAbu5UsRm5K7+/a8eOa6PCYmhn/++YfoaK0/N0dHR+bMmUPfvn3ZunUrt2/fLlS9haKI\nS4bSpUtTvbrWP90zN+xRUVG0atUK8b8/VmBgIJGRRfdSbZwhvIMMWTufNZs2oO5SO8dbLxZUCEsP\n49/PMMtFtRIsrS2wMcs5BX+GSq0g6OoxnN2sSYxOxk6PmYmbL1w5FI9/5arERmoK5edi0aJFLFq0\niIiICEC7rfjRRx9hYWGBp6f2dGxERAQKhUJ3wMmg5DVDuBsEYUF6VfHMDXtgYGC26ytWrKBv3766\n7+Hh4QQEBGBjY8P06dNp2DDn8vBFjALhHSM06SlrNq1H3a9RriHaSx3ZjdRJwEp/5X2+RB6XMe6T\nr/NMFwSB7iPKkKVOQqnSYOukX71iMXQao2bzdyLSFXFYmOQtcF7Gzs5Od5w5MzOTVatWsWHDBvz9\n/XFycuLKlSvY2tq+GmEAeQuEijW1n2ccXJJrtpfdsD9jxowZyOVy+vXrB4CrqysPHz7Ezs6Of/75\nh65duxISEoKVlVWu9YJxyfBO8dvFQ1Tu0x6haeVchYFpZgxpB8Op0tdwyuS4cCV1qjTNMz0+LZz4\n2ESqtlD6LtF9AAAgAElEQVQS2E1NHiqGPJHKRHw0rh3pioQi9c/U1JRhw4ZRrlw5QkND2b59OyEh\nIYb1f/AyBnbDDrBq1Sr27t2bLbCMXC7Hzk57YKRGjRp4enrq7C3ywrjL8I5wNiacBv26IfRtBKa5\nx0m0eXwT1Q/7qfI+2HsZpt2Yf0xwsvBg17ybuU7rZy7ryflru/CpW3gLQtBGnD++RoSdRQUO/3m3\nuN3NF4PtMvyqp9XjiJrZ2hMEQRelev78+brr+/fv5/PPP+fEiRPZdkdiY2Oxs7NDIpFw7949Gjdu\nzPXr17G1zdsnpXGGkA+rV6/mu+++Y8eOHW+1cHyakUKTQb2RNqycpzAASHLxxfyb1tzZZbjHwjEg\ni2uXbpOYkTM605GgZezcuQPvwKIJA9AuHep0EYh6+HoDuBSLIp52fOaG/dixY9kiPY8aNYrU1FRa\ntWpFQECAbkv1xIkTVKtWjYCAAHr16sXSpUvzFQZg1CHkyfLlyxk/fjxxcXEAxMTE5Lo3/TZQc/Jw\nNAEeqL2dc00XCWps0h6QZlEajSAplMVgQTw8JuP9Ab2xM8/etkqdxdffjqBuN1Wx2ws5KaJJi2L6\ndXudFHHbsWHDhrlGkMprGdCjRw969OhRqDaMAiEP2rdvz7lz5zh8+DALFix4K4WBWqOh34rZRK7d\nDzP6ay9qBFCqdL4S7e5dRrPyOIgFzNWQlgxV3jdM+wm3pfhWqMr0oWtzpA2b5ItYpkRWzPgnqYkQ\ntFdgxY3vilfR66QEmy4bdQj5oFQqOXjwIB06dHjTXdGbg/euMuLH74i4F86IMaNZ1GEINPaDIS2Q\nXH2A+mAwmMvhk/aYKOKQTVpDnU/B1FpbXpFqOEcooX9JOL7xFq62zxUSoZGnef+ThiTHQEcDWQMf\n/E2CrVVpDv15G7m0kOGgCoHBdAjrz+mXuX/d1/4OGgVCHoSEhKBWq6lateqb7kqhEL0YrdnKDE7f\nglqeYG0OV8KRdg5EVdsTzOXYf/8rHg2UucZiLC6ZCaC4WYZTq7MbyXw805slX99l1DIwMZA7NoAz\nW6VEXNEw4rOBfPm/X5FJzQouVEgMJhA2ndUvc596Rp+KJYVHjx4xbNiwN90NvVGoVWy8fgYSUhB5\nuiBqURU+aA5DW8K5O1ploqcLqqaVwcIUuZCBJtWwwkCt0H5ubBKTdcONOeOzeyk+dWUtF07co/sX\nUoMKA4D6PVX0/FrDho1raNndgM5MXgUl+HCTUYeQBzVq1KB58+Zvuhv5ohE0HIq4wYx1SzkXdBGR\nhSkMaYlQ+gVnhS52sGKkTmfwDLu9ezEtV7hArQVxcyskR8LPv8+hf/PPc6RPnfUp9XtqMLV8Nf4C\n5abQ/hMNm6Y9YtpPA5gyOqfuokRg1CEYeRXUm/Up58+fQ6jtDR6lcjU2ygv7H5fg2yYDm5xHGYpE\nyn0JDy+oGTJ0EJP6rMxmc7DzxAL2HFvBsb3XqNMZXF5x7ByNCjZOlRAVpjJovQZbMuw+pV/mjo2M\nkZuMFMzN+McsObKDC0/uIUQnIstSoSzk3p2kQQUiTtyg2oDiPXCCoDVPTnqsZN/G0/i51n8pXWDC\n15/hURW6fFaspvQmOgLcPEq9nsaKQgmeIRgFwluEUqNm/bW/+WjiF6i8XZClKVCUcUAVFQ+VCue4\nQHU0FJ/OxX8wkx+CidSC8ONxuR5tTsuKRSwGp7KGXZ7kx+0zErp0bfda2ioSRoFgpDiEJT3l55O7\nWbZlA0qNmqyONcHGHHUx6hSylMVeLjw4KUKTJaZ5g0Z5+jn4fGYbXL1FlCr3+l6CyNsaBq97TdOR\nolCCBYJxl+Et4OCdKyzo/REZpa3Jah8ANgZQ0RvgmYy7LdC7e18Wjvkrzzz37j6gWsvX9wL8s19M\ntdpelHGo8traLDRiQb/PG8A4QyjhrL18gs9mTEHarymq6h4Gq1dsa0pyZAbWhXNLqEOZASYWEvo2\nH5vn7ABAo9EgaCj0KcaioFLB9RMCt64fffWNFQfBsMpOQ2KcIZRw7kZHoXG1RdXC36D1it3tiC+c\nsyEdGfFwbR0s/nE1PqUD8s3bqlVrwoLyPlBlSI6ulDBoeGfsLIso5V4Xgka/zxvAKBBKOAPrt0J4\nXLSz/vmhDo3DuYhGSRK5doezcZVOBeYdPWCxwbf/ciM9CeIiRcwYv/GVt1VsNAr9Pm8A45LBwFy9\nsxOpTI5fecM46Jz51zpUcQaMCQCIBA1CRhZmRQi2CpAaJaZLrzaYy60LzGsqs0H6ihwPvcih5RKm\nzBj3SkyWDY5QHHXwq8U4QzAgl+/8SbMmXfhsQt+CM+tBWFIM69avhQ9bG6S+Z1ho4os1I028I+XD\nPuP0L6CWkcupXYOREA2qTClDe7wlJx4FtX6fl3j48CHNmjWjcuXK+Pv766JJxcfH06pVK3x8fGjd\nujWJiYm6MrNmzcLb25tKlSpx8ODBArtmFAgGZOWGb3HzhPSMxIIzF4AgCHh1bY4iSwFiAzooANLF\ntojkEkL3FK1ejVjBiu3z9MorFonp0qkXEZdf3WT00DIx83+ag1icM3p1iaSIAuGZG/aQkBDOnTvH\nL7/8ws2bN5k9ezatWrXizp07tGjRQueC/caNG2zevJkbN26wf/9+RowYkas/hRcxCgQDkpAUx4M7\n4O3tXey6RCIRg4YNAQsTA/QsOxqRlPQJA4i9KyHuTuHKxt8RYYI1Fcvqfwq0XfP3iH/0al7W0Atg\nY2NF56YGjKz0qimiQMjNDfujR4/YuXMngwYNAmDQoEH89Zd2G3jHjh307dsXmUyGh4cHXl5eXLhw\nId+uGQWCAWnRvB1ZGTD5i5UGqS86MQH2XEIcHG6Q+l5EIbdD2sSTqAuFmyUoU6S816svI7vN1LvM\nvQe3sLQz/L56Shyc3S7m0O6LhXLD/sYRVLl/rlyDdX88/+TDi27Yo6OjcXbWeqRydnbWxZqIiorC\nze35joubmxuPHj3Kt16jQDAg5y+colFHOeVdGhikvoePHsLI9mg8c3d9VlQkggLHB/+QuT8U70Ka\nLztWVbJt+9ZClQm/fwcza2WhyhSERgN//Shi+apfcLYr/ozstZLXroK/J/Tt+PyTB6mpqfTo0YOF\nCxfmcKn+ctTqlylIcBoFggFZOOUSO9cYztlnyLkgxMkZWucmBsT2yS2SZ52gbH1B5ylJXzITwNOz\ngt751RolSxYvw8LesDOEPT+J6ftBezo2/cig9b4WimGH8MwN+4ABA3Ru2J2dnXny5AkAjx8/xslJ\nG9yiTJkyPHz4UFc2MjKSMmXK5Ns1o0AoJJGxF0nLzOlBGEAmNcdEVsg3LD/EIjT1K2r9IBqQ5NLe\nmJeCco0LX29mIpRy1P8kYVxqGGYW4JD/c1goLh8SY27qwNqfzrFz507DVfy6KKIOQRAEhg4dip+f\nH2PGjNFd79y5M6tXrwa0nsKfCYrOnTuzadMmFAoF4eHhhIaGUqdOnXy79s4LhITUe2zaO54fV/Qp\nMO/TxBDad65Dr+EGfLrzoUKd6vDlGvhlr0HrVYrMQCpFkV5w3pexLQ979uwlS5WhV35HS2/MzMxQ\nF9M2SaOBW6dlRIXCyU0a6lbpQps2bWjWrFnxKn4TFFEg5OaGff/+/UyYMIFDhw7h4+PD0aNHmTBh\nAgB+fn707t0bPz8/2rVrx6+//lrgkuGdNUwKi/yboaMbkRwPXlUkxEeZMnaINi0+5R49B1Xh4w8/\npWeb6Yj+NcQXNCCWwIENKnYO/o7OzSe/0j42b9yUe3tOIi1fGkPb+snKWhN7Mx7XmgXnfRFVJsit\nwLe9Of7+/myafQZTmUWe5xk0ghqFKhNlJkTdAXc//f24CBpIjoMnYWIeXpfSvVcHMtMVnLg4kLqV\nexMZGclXX33F4MGD8fX15c6dO7i6uuqmzCWWIhom5eWGHeDw4cO5Xp84cSITJ07Uu4131mPSRxOq\ngdVVMtPF3Lsm5ovPptG52UQyFAlMnN2GdPElHt+TkpEqw9zMEnNzc5xKOVKzTiUmjV3L4UPH8CnX\n9JX1LzYzlVK1/BANbIbg5mDw+m2n/0ytocoie1iOuSYmKUJM6lMVw0cPYOr7awC4EXGMExe2MrT7\nXORSre5jw76p/LLkB87sTKPd/yRUbpL/CyFo4NpROQ9vK/DxdaNuncaMHLAQS9OcrvDVajXr168n\nKioKb29v9u/fz9ixY/H19S3ajeWDwTwmbZ9fcEaAbp8ZvS6/DjIU8TTp6ICzOygzpfTr/TEDu/zE\ng+iL9B5UF/tSYhp1fT4ma9SgyILkeDi6FbZv+psKZQyzk5AXN5OiqT6sJ4putQ1et0RQYjXlZ+oX\nwtgwN9RKCNsHFhaWXP4jhXRFAnVa2WPjCHKJDUc3J+imqKmZsQz+ugKXT6YQ2EFCaR91jpmCRgNn\nt0rITBP46KOPKe9emTqVu2Jjnn/k2ZMnT7J582YcHR2JiYlBLBbz888/F+/mcsFgAuHPufpl7j7O\n6ELtVfPFzNqcPxeETA6KdBN6dB1A/47zCL69ldPBG3AsLaFBp+xbZGIJmJjB04diOnVt+sqFAYCA\ngFBce9/kdLgfA1XK6S5ZKKMxW7wdW18xULz6JTLwaA7X1qWy5tAPtKnTgcehYGoBt68modYokUq0\nBxksTR3Z8H00XyyoTdDZEI6sg+bvS3CtqCY+Cm6flpOWquCTESPo2fpLbM3zP7GYlpbGkydP+Pnn\nn0lISOC3335DLpcjCELJt0l4QweX9OGdUyreuRWOSAQffzwSW3s5K1cu48b9Pxn2v/c4eGAvpi/t\n8KmUcOWkjANrJXg4N+WrTza9ln4euB6EMiYRk31XkO+7DKoirDsTUmHdCd1Xc00iWR9twME1C5+O\nhjlcILeE6kNg3s/TsbXwIPjyFaoElMerFjph8AyZ1IxP3luCq7MXahUkxak5slJG3J0y/LZwJ+O/\nmMzQLgsLFAYA58+fx8vLi/fff59ly5bpQreXeGEAJfr48zs3Qxg++HNiEiJZtXIlCXFpyE1h+dqZ\nBLYVcPfOypb36UMRJ3cIjBw1jD5zZ2AmL+LxwCKw4/wJSM1gxYTvmLNxBVfCoqFiIfwmqjVwIgRS\nM3WXrP/ci+ArwrONYR82iRyy1KmcvLGdVlX7sWJ6GCpNVq55fdwbsuXXUKb83IHw8Pus/XMfdpbu\nAPi5t8mWd3wzMRIza3yq1qNJ256UrdMdibn2N1DF3WXNT1OoWbOQWtGSQAk+7fhO6hAAPv+uPlkm\nZwk5J0alFNN2oArxS/Ol2//AyR1w7u/rONlWfq39S1Ck02f1HMRqgWMHDpHVI7Bwh5wEAVYe1Ro1\n9awHgM3UhTT43PAjz+OzMoRUC/5cfJLypYrmukxQKQg7uYo714J4cO82YWF3iYuOomc1EWlZApej\nTXiaosJMLkUQBBJTFRy/B/efJCM2tSq4AQNgMB3CZj13p977zqhDeF18+uF8uvetT1K8BhNTDWf2\niGnYSfuyZGXA71Mg6h406QbvDfOnko8/Hw6eRMWyLTA3efWBX62lphzesx+NhQlyV7vCn3gUibQx\nHFXPlaMimRRFugK5AQ0f7x2EB6eUXLtxnPKORRcG3/YsQ3pqMj72StwtBep4gYUfPHP+WNXl2YxD\nO7qO3S1mUPtqiEwMFIjydVKCZwjvrEAo6xzI93On0jrwGyrVgvodno+cJmbQ9n3w8AXpv96/Hty+\nyaTpg8hIVWJl5cCMyavw92z/yvqXqsrSqt071KRQKqhbkXDoClJnO9q2aUd0XCzXZ63EuoY1mYqc\ns6DiIhKDnSe42ngVnDkXru1ewNxpnyMTafiyqf7lHidr2Lns8NuhM3gZo0AoeaRnxSDWWNCgg4Q2\n76tzvCheL53uLVtRTdmK2h8yPSWG0V925cjWrFf2QNrIzfAs50FobDI46mcOLb3+EKfoDMxbN+DL\njn0ZXrsVaVlJ+J9YTNyRRKRmIC1m+PUXEQSwdJTi7lQOmUT/Y9pJ4UEEH1lHk6HzObVnLe18NNQo\nhPHnvtsinB1skJjbF6HXJYAS7GT1nRQI6VlxDBxZhUtnounxMYUeNTPTQSaXvfLR6dv/jWHAF6NQ\n9WkA8vx/KvH9GExuPyF43V6czJ6vqSViKTIzEe4NBZyqGaZfqkyto9XIU2KatWjML1/uQiIu+FHS\nZKYwvnMZrkSk4OEgIS0+mtvX/iEunUIJhMVnBIJD8j/XX6IxbjuWLB48vsjVoGg0KshIg2PbtHoD\nfUhOgIsHzFi56Myr7STQx78+87/5FunGvxGHR+eZT3LrEZaXH3Jz9c5swgDAVGaBTGKKRzMw1ICa\neFfM+fng7OrI8q+PYCrTUykhkeFX0QtTGThbati3dxe1alQnKBIUhZhFO1lLuBt8rGidLwmU4G3H\nd04gqDVK/vdZOyxtwNIWtv4Mpcpo9Qb6cHaPlMUL/8LV0UDDbQGMrN+B2TNmoNmRy4iYlol0y1mq\nqCwJXbULd8uc26KCIJCl1FPaFUDMVTHhe2VYZpVj+4kVbPyxcC+lSGpCh2HTcbKz4tIjEfEpWazZ\nf5kWXiAvhEOljwPVTJ78TSF7X4Io4uGm18E7t2SQiGVsXHaJ/UdXsH3nJuq2jcuhL8gNjRouHpTR\nsEF9fD0M6/S0IPr7NeD3BrUJ/eMMMrkMwdEaIToRuUTKb9/+QL8qeVtOqjUqspIh9TFY5m8BXCCP\nLmn4dPxQxnVdWqTl0uZvOnLg4EH6VVNR1hYuRgoM2AgezlYkZaaQmAlZSvAp4HR15dIQfSGliHdR\nAjAqFUsGWcoUjp5bTBmXinRvN441G5ZSSQ9nRColHNwg4YOBHzCo26JX39GXKG1uza35G0hVZnHx\naQR/37xCu2qB1HQsW/BxVomM0Z+MYevpRVi6FP1BVCtBmQrvNx9fZN2JIikKdxsNbjYQEg3HI+Qk\nXNvKgwf3WfDdWBJTFcglMK0AeSsXQ2paBuq0OCQWhj/49coxCoSSwXc/deXS5ROkJUkIrFObsOsq\n3H3A1BzMc7FtObYNDm2ECpXh16VzaNNg7Ovv9AtYykxoVqYizcpULFQ5Wxs7Hv2jxtINTItobCmW\ngMwSbM2KHma9dqePOfj3/+i3AUa815Q5U2ZjWyEQW39Y1moIaRFnmTC4NYkJasbv1fqFWdAFLF76\nbcRiaFReRMsa7hy9lfb2bT2WYIHwn9IhCIJAeNx1tp1dwpe/vk+rj3zpN6UhKrX2sJKZmTlJcQJO\nTrbcvBWChTU8uA3TB2tPMz5j9UytsrFRZxgwHkzNxTSs2f8N3VXhUagy+WZlH45f3QZAz6b/AwHE\nxYiolpEAGXFgJsspORPSnxARf71Apym+rT4kMgla+8oZ/uMx7CsE6tLEMjOyEmPYc0XNR3/COD/4\n1BeG/AEDVkJcfPa6giI19OnW5u0TBlBkHcKQIUNwdnamSpXnBmB9+vTROUspX748AQHa0HoRERGY\nmZnp0kaMGKFX1/5TM4QJv7/Pxk0bsHExQV4qC3MPuH5Tysgf27Fk3GG+GL6Bru2OEBv/mMGDRpCR\npjU8atod5C9sozfoCN8NgqoNQCqH6XPGYm5S9JHxdZGQ/oSOH/oTFx/H7X3Q/GpPAOzMnRkyfDAH\nglfj6F807fXt7eBSI+fhoZuPLtBxQH0yktV8PGo4kwf9lm89owZ1ot3AKTw+tQWXRr2ypQmpGbQo\nI2Zq9ed93NUKrifAl7thWR/4/hC4WkF6Jgwc+1OR7uWNU8Rtx8GDBzNq1CgGDhyou7Zp0/PDdl98\n8QW2tra6715eXgQHBxeqjf/EDOHuk+t0+LQamzdvpmwLcG6YhZM3RG+F+LMqTm45Quv3zBg6tio2\nVm58MX4Edk4gEUOfAW3QqLOruL2qwtR14FNNTkATmDd3IVfv7npDd6cfGYoUOg6vglm5RPy7g297\nMQ38nsde9C5bicxihIi08xDTv+vwbNeepjyk27AmWHuocS1fioHtP8u3DuXTCFRxKsa0r8voQb0R\nFJnZ0m0r1sPGNOcY5W8HNRxFdF8FHiaQlQb34uHbQW0QVCV3Tz9PijhDaNSoEXZ2ua/5BEHgjz/+\noG/f4kUNe+tmCP2nNubshb9xdy3Hom/WUbVsA2KTHhNy5SY23gImakg9AdEhENgS3L3B3hkgkzvB\nESxdPZ7OXVtT3b85EimcC9qNmUXOaafcFGo01z5spd2V/G9kdw5uv4+1HkdzXxfzNo3mwqUzWFpY\ncjv0NlKnJGzLax8kkViEVPz8+HGaIpmr6zW4NSpaW3JTGWWcPLJde++zxjjVVJASYcLXn39LuVJ5\neylSPo1geGNv2pQRmFRFzf4ncuZ0rsS4P68gNrcBQOJYVqu9zIVx/gLjXgiAPbwifHz2FtMHtGTy\nxpNFu6k3RV46hNuxcCe2SFWeOnUKZ2dnPD09ddfCw8MJCAjAxsaG6dOn07BhwwLreatmCDEpkZw5\nc4YKnQSU7hG07dOQLuOrEZ/+mI492hCyRkPIKvjnL6jVDKo1fCYMtHj4wu1boUweeYBOTcdz5+4l\nrt04T+Nu+ZuSWtiAp7+EzbtKTuzAtYdms2LdYh4pLrF3+wlunn/CrYNKzi6G2DsiqlSumm16P7TN\nZDzbas2Ni0JGoprHsQ/5aFYH3TVllgoTew0icwWr/vg13/KbJg+hvZtAw1JaT0ntXBS4Kx8xq1Ml\n3Yk+kVhCpka/R9JcCvVKCcj0NSApSeQ1I/Cxg47ezz+FYOPGjfTr10/33dXVlYcPHxIcHMyPP/5I\nv379SEkpeKv2rRII1x6cBUGERg3mTlCqsphI5VW+mPEhp68doEI1qN4Avl4ONZrkLC831QbMVKrS\nGTTegvmztlC7tVIvp5++gUrWb1qJUm0YI5/icOfpeUa8/xVerVVEBYuxcoZagyDwQ3DyhQenpfw6\neU+2MjKJCU0btiTpbuFDqqU8Bh9PX35fuYQDh557gI6LiyczHjIiTVn4Vf5h2P+5eJ56jtlHxkal\nVMTHxRN3fieCIPDX553xttX/kbyVLEaICXv7lg0GNkxSqVRs376d9957T3dNLpfrlhc1atTA09OT\n0NDQAut6qwSCSJCQEK7ihtafJ6VqaLDzBtcWWTgEKPHuCzcual/8hKewb0328sf/FPHgDqjUGdwN\nScfGAdQqrTlyQUgkIJMLZCmKH8i1uAya0AxFOuwaC1mpGkIPgYUTyC2gXF2wcBRhb5HTCunbT5bw\n9Frh28uKE1PGzYXI0/Dd19/rrpf3dCd0DxzdEIJHqbz9RQgqBeo8Xtpe7grGD+7BpzWtuHb2KD3c\n9I/wZCkTmH0ojIxbf+t/MyUBAwuEw4cP4+vri6vrcwc6sbGxqNXaOu7du0doaCgVKhQcYOet0SEc\nvrqFjz//gCpDQZTHIJdlCmbW8NdvEHFTezS3cTJY/HtYsEYzgYMbIDE9gg+HjuTUuV1s+OE+Eql2\nZyEyVE5aigKZXEzT7hpeDiYsoMbsNfhCKIiMePDvDuEnoXxjEEu19wqQcB9iIxQ8TYmglGW5bMsG\nV1tPqlSpSszDYKzd9W9PmSTl2LFjlKoMPRuP1F2PfBqOXwMXXGzL51t+1ZBGeNvkPg0rYwFTqqoR\nSCu0y4fpAQLOpmKmTvicObsLp01/oxTRDqFv376cOHGCuLg43N3d+fbbbxk8eDCbN2/OoUw8efIk\n33zzDTKZDLFYzNKlS7PtQOTFW+ExSSNo8GphgUOtTGzyf/aQCJB5Gcy9ITkEZMnQ5l8TgqQ4+P5/\nkJoRjYWpE4KgYcYvnejWYRir1s/HwUVg28a/cS0vJrCNJsdS4ugfUg5tNmyMwqLg30VKpU5q1Eqt\no9OXeXBKRtJjDUMGfcj4/tnX9nejL9OoXQBVB+l/FPrGZhEpTwS69m/Jsq8P6a4rVJnIJCb52gII\nyizGVDfli6L5TikQjQY6HBZx9tJlrMrrH5G6KBjMY9LPemp2R5567e/gW7FkEIvE7Fx9jJiLUgoK\nGKQWgSwAlJYgM4NrZ2DFd3Bog5SQv+2Y8nMgFqbaQB5BQZdoWWsylct348OB37Fr21m6DIe6bXMK\nAwChmF6KDUG6Iln3kOQmDNLjtbEKSleGx08eZksTBIGth5cBz2cUBZHyCDJjRZjZwoRhc7KlyaWm\nBRoGaVLjEUsLNxF9mgEfnYZMPdwGiMXQpazA9DHDC85cUijBpx3fmiWDv3tdVv60mUGf9kAQwKWa\nDOuK+Y/W0qrgECnHxU7CvInrCKjUXZe2a9cuVqxYQZ8+fahbty5Xbx/D3VuMRJr3dE4QeONuvuPS\nIv/1PZD7mvzaVtCoNdglmPLtzOxh6a8+Os68Gb9gXkrrGFUfYi7LMHVSYmEnw8s5oND91aQlIPw7\n7ux+AKvvglIDUpHWCbz0hT+lQgN1nWDnfejmBd8Ew8yaIM1HeKk0sCUCRIlRbPPyol69ety+fZsB\nAwYwatQo0tPTuXPnDtWrVy90318ZJdh0+a0RCAAO1s6INFLkVho0es7cNYKKPb9HY2nyfP2k0WjY\nt28fLVq0oHfv3gDUq9mJH36cRuV6z92mvYygFvHg6TnKOdcr7q0UmbuPriCV5y6QBAEs7CWc2hKG\nSCTG2swRtUZNVOIdJvzwAefPX0BiCt4dci1OaqSEpHAxUhMRYrkGsbkKS3NrMtPi+Hjo6CL1V2xp\nj0ajZuENuJoACzuAnR1aaSBCO0cVtJ/0dNgdAlsDwc4Wvt4N/U5CbAZ8XgU65GICMuCUmCkj3qfN\n2Hk8efKEffv2sXr1apo0acLFixcJCwvD1dWVsLAwjh49qtc6+pVTggXCW6FDiE65z9/X9jF+6hhc\nmmVhUojf9N5fEs5suUtpa49882k0Knyqy7h/C1r11Z5jeJn4aDizW8K3UxbSIvCTwt2Egej9RQ1i\nZME4eGa/nhoNcXckNA/sxvcjtvAo8TYSkZQPJrTizo1wrJ0leLZUc3oReHUQYVM++2+bHC7h2kY1\njccpo+QAACAASURBVN/3pEfT4SQlx7NkzXyWzt6CnZUjvq6BenlFyo3uHiJiMmF5X4q0SFVmwugd\nUNkGxlXR6g0+OifGWg53U8Rcis45OnTt2pX69evz5ZdfAnDx4kV69OjBV199xccff1yk+zCYDmFB\nDf0yj/nH6HX5Ze7GXMbbOQAEKNsSYq5qzxeUrqtfeUEAM1nBnnnFYilDR7Zkx5+HqVI/9zz2ztBm\ngJqp0z+l4Z8DDBv6XU+s7c3Z8jV0nA/PHA5r1HByHrR435PIyAd8v3UIv/2yEo0KPOpJSI2GcrW1\negPHsiY8vaLBpvzzlygrGeKu/Z+9s46O4nob8DOzEncikEAIQYMGd5cCxd29VKhBgbY4Ld6WUrwF\nihYvFqRIsRaH4A4JCSHE3dbm+2NoIJCQTbKRr/0958wpnb1z793Mzjv3vmrO8dO7KetSC5sXIZGf\n9JiX2RRyTJWqJXjX41muNVYqc1jeC8bugs5HIVUPQ1tWo0LdpjRo0ynTa3bv3p3h/+vUqcPSpUuz\nLIpaoBThFUKRVCpKksSo+W2p1s2Rd/o2xqe/gnqTITUaQs+Cs5ECNikUqlaphp2FcabC4KDnuHmo\nsH9Lc5UaHF2VnL/+m3GTMDG/fHWajSe/4dEfL/c1zy6LqCwgPCGQZ/pLfNnrV76btxBbZzVO5fXU\nGABOFfXcOygQFZxGapIW7Sul4EUlODsXw7dU63RhYEqq1m3EgzzEUQAgwg/doKkXdG1enQk7rtB1\n4iJca7Y2ugtfX19u3bqVx4mYAIPGuKMQKJICQatP4/jZI8QnxZCqScKlrh7rElB1JNSZaLxCLDlY\nTdd2GSPqwmJu02GAHV2GOvMs8lr6+VRtHNf9H1KrdfbKifI105j9w2eFsqUSBIEqXg1RW7y8dQq1\nhJOXkhJ1NDiVM1B3qJrQiKf/lDTAtjjEBIC7W0kWL/8BtbkC5QuP37QEeeUQHROVb3OuUa8FD2KM\nz8qcJSKcCYVz168RG5zzB9vDw4PY2Fh0ukLOelyEU6gVSYGwcv+3aONFzC3NcKkukputqyRBXJCB\nulVaZDgfHv2I5OREVFaRDP2gOQdPz+fs9TXMXtkEtWVqlgrFV0mIBScn+0IzQ956eAlze/lpT46G\nsFsCn437iNu7FKQlgDZZoISzJ/HhOiLviUgGENVw60IwHeuOol/vgTzcK/LYT4V0twyBB8yZMm4O\n90IukJiXkMgsKFmlEZFJpvlbfdwA/J9Balxojq/V6XSIoogyh2ZQk1OEBUKR1CGUdCmDIAm4NExD\nncsqXc9PqejTpxdV3DMqGyzN7ElJUnLPX0PluvGs3T6FhBiJgxvllYFPHXD3zqxH0Grg2DYoVR48\nildEzMplMp85dHwrd45oeHIJSjWAqAAD1uYOrF+yl9ETe2FtZ0lN75asXbWJYe/3I+qxLDjWrV2H\nudKKb0auZdqwX1CIynQTqiRJVO9kjUqtZO/qS7g75Cy4JisSExOZPPcXDt3Rci9cZGF7Q3YZ5bPk\nj/uw5LzI10Nb4Va5VY6vj4+PJyUlhfbt27Nnz570ArEFThHWIRRJgVC7YhPin+l5tBfsyoBzVTl9\nl7FE31BRtpQPc0ZtyHB+y/6vmTppDnbFoGw1gepNDPxjz6/SCJITwNEl636VKtkNeuN8qNniJNKX\nheOT0KPdEO49uI5bDR3XdoGVEyz9eS6Xd6VwdXcS959dolXPGggKKOZqR9DtOKIeQauqg7n/vALl\nXOqifM2rSaNPQS9piXyczHH/7Qxs+XWe56nX6ylZsiSrV6/GTKGnkl0CPZdtoqY7PEsQ8XYUmNjE\nuOX7yktKjj40sHXTOmq0GZir+Tg6OnLjxg18fHwIDg7OECpcoBThQi1Fcsvgbl+WmUvGEfdYViSK\nmQhygxaenxW5uQYC9ok8+9OMhBDQJoPmqQVbZv2N+Jo7XoNa3ejYvTZN23ij12fc/zs4g3sZsHiL\n4BEE2Rw58AslVrYgFZKkf7fBh+hT1djYQ/P3odVHkJaamq7TcLbzwM7REvdaBmzKx1GjP3i3gKCo\nm5QplrlG1kxpyd/bg5kxZxL9mk8wah6SNg2DNvWN80FBQYwfP55Ro0YRGxvL9evXMSitGDp9A9fu\nPaFV54GsWLGCp8nm+N0zTqD++UDHlYfRuRYGr7Js2bIMWYcKnCLsqVgkBYIgCPStP5ZJCz6mYpkq\nPDmg4OkhM54dNePJASWB+0WiTjrQudkAdmzw48buWL7/+he8aUzIH+aMHvExFiqrN/r1dKvDwqkX\nCXocT9k8+Nb71NehUoFEwSsVtfo0un/hSWpqMoYX8igpGgLOwYJtQ0lKi8HByo2jGx4gRLkRek3g\nwR8C25adoKRDZRSikj+v/IZPGwH/oIxZoOwtXRnV/tss/Q30KXHc3P0d07qU5uOGZnzcyIKKbhb4\n/5LRrn/x4kWaNGnCqlWrkCSJ6dOns2DBAgDMHEoyYsZ6KrYeycSxH7H3jnE/QYUoIJmovkTz5s2p\nVasWDRs25Ndff83+AlMj6Yw7CoEi75gkSRLPEwJ5HhdIYko85dyq42JT6o23v7HEJgbRpqsnlWqL\nVKqTeyl8eJOC3RseYWflmes+coNGl0K7911BnYJn3Zc/msRICDijQNCbUca7LAqlxOb519HqNaRq\nEwiNekD/D1tTrFgxkpNTEB3CCbwID86loFK8PcopLTKQpWO7cP/OLYrbKmhXWkOxF8Wa5v0Nq/zh\n6al1uDeR37pfffUVCxcupFOnTmzfvj3LfltVdmBsnVjKZZNJPVkDQ38XufIkGVFpAmvFCxITE6lX\nrx579+41avtgMsekWUZ61k2K/Z9j0usIgkBxWy+K22YT5pgFWn0KoVGXOX1+L6f//oNbN+9S/x2R\nEl65FwaXj6nxqVwWM3XBu8GqlRZ07ziIJT8tw7Puy/PWxaBqZz2p8cnEPrtOarALBslASOxNbj++\nwJeTP6dC21SU5klc+g48a4mMHjMoW2EQdvUQE0d0oVt5HZ3rG/inHPs/vFMWyniVxt61FGnB/ugE\nJYe2rKRrPU+alIZDK7+mkk8VXEuVQ2FdDENaIjEhD7l65SIGCb7YD+MaQdMyyK7MrxGdDMN2QkSS\nAV1iJGr7HBSBzAZra2vMzMwYNGgQCoWCbt26MXZsAaTaL8JKxSK/QsgL527+Stumw6nfVoVLSYkS\n3jrsi2FUhqSsMBhg9wqB0t6uRESE412mAiOHTKB+1SEmVzAmpEYSnxJGqi4RlcKckg7V2HnqR6bP\nG0tqPDQe+eY1UU/g1iEYOLIzFkp7NmzYhL2rklL10zB/YbF5/LeCxOdq3mnbng7N+9O4ao/06yW9\nlri7Jzi9bwN/nThKVEQ47/nqccwiU5kkwYlgBdcjFJx6pKGaK3QoC2FJ8CBGICxZJCJZIFVrkP0i\nBFArBNyswcNaj48zbL8NFipY0IEMQmHOaSXXQqFl7bJsOHKX31fNo1Ff4/QbxmIwGBBfVPstX748\nP/74Ix06dMi0rclWCN+8uZ3NlClJGcYbPnw4+/fvx8XFhRs35Ew306dPZ9WqVTg7y1nBZ8+eTfv2\n7QGYM2cOa9asQaFQ8NNPP9G2bfYVx/7VAuHW4z2MGtOVd4fLOprXE57klshQ0KRCCS85M9O5g0o+\n+mAsfdrnztU3OjmMwKjb3A24QXxCHKJCQcMqTek/sgVqKwUCEBehYdTHA9i76wButaPRJINDJsE+\nBj0EXVCRliSRGK2jZq/MBeDzmyok9Dy9KrJ5wTr09x5xZN82Ah7cxUwlUsNZh6+rAascWOZiU8FC\nCWa5WHcO3AU/dQJrc7gXASoRPj8Ad4OiUVg6IBkMCDkt051DwsPDadCgAY8ePcr0c5MJhJlGJqKY\nmpphvNOnT2Ntbc3gwYPTBcKMGTOwsbF5Y2Vz+/Zt+vfvz8WLFwkJCaF169bcv38/XfhlRZHfMuSF\n8p5tKeHhyMH10eh14OYpUKullOPy769T7JXsZA4u0G6gjkWLv6dtk9E4WGefpupV/C6u58MJwzGz\nUaK2A1FlQNLD1Ft6KtSR8Kon6wkenBSYOnIjNi7g3RassqjkLCqgdIPsvS3dqmiJCQJFqoFuLQfQ\nugz0rwLd62V7aZbYG/k7z4wyDtBzMzhZKXBzticpOQ2/nT+jsJRdqfNbGICcZcjTswB0QrncMjRp\n0oTAwMA3u8tESO3Zs4d+/fqhUqkoXbo0ZcuW5cKFC9Sv//YgoH+1QFApLNjxcxQ6fRoBz09S3qMd\nQfeg62hQmPCbiwqwsVOSqo0GshcI5x8c49TV/dy6d4PjJ09QqpMehVnGH4neoODKXgOedeQkIB6+\nEhbWKtx9TZexycIRdEqwVMHzRHAv+FitdAZWhVjRif3+YQimWsplw9mzZ/nwww8xMzNLT0J65syZ\n/B84K4EQKEFgzrtbvHgx69evp3bt2nz//ffY29vz7NmzDA+/h4cHISEh2fZVJM2OpkapMKNsiTZE\nJzzio49HcenYS6ccTRo8vJ63/g0GSEnW42BV1qj2H0zry5I1C7kWcRzPLjoUmSjObcvr5RXDiztk\nYQsetbRGZzoyBnNraDRI3tq759Ij1FSUd4Lg59Fo454X2JiTJk3i559/xs/Pjw8++IALFy4UiFuz\ngCHzo7SE0PzlYQwffPABAQEBXL16leLFizNu3LisxzVCx/WfEAiSJLHt4GSW/voZZUpWo5iDB/t/\nFdm/Fua+B2f2Z9vFW3lwRUmXzl0xN8Lq8DT2ITHRMZR+V37os7pHAbug8rt5m5cxaBVgpoaxhZfz\nJZ0mngLfTxhSYOMtX76c4cOHExgYaFQRE1NhJhp3GIOLiwuCICAIAiNHjuTChQsAuLu7Exz8MoXe\n06dPcXfP3kLzrxcIZ6+vo1FHkaUr5hKSuI8fVnzBg3tB1G1UAYNOyfuzYNCXuev78p/wwF/g0Q0Y\n3X+JUdfMXTsBO++sJbVBB5p4ubBq6awLIZkUQxHRHY+pZWCL33EMmoKpfVGhQgVOnjz5VlNjcnIy\nfn5+pKa+6ZGZWxSCcYcxhIa+DPLatWtXeiHYzp07s2XLFjQaDQEBATx48IC6detm1U06/2odQnxy\nCDNmfU6LnmBtJ/sdlCqfhiRB4O17NOwITm+WL8iWOxfh1nl5q1GlvsS+LXextnDN9rpLASfYs2cv\nXt2zVio93gGxj6BqV3Kcljw32IaCpvATSQOgfmGh0ITexNyzToGM6ejoiCRJJCYmYm1tjU6nQ6lU\ncvbsWUaPHo2zs3N6ynNTYezD/jr/pGGPjIykZMmSzJgxgxMnTnD16lUEQcDLy4uVK1cC4OPjQ+/e\nvfHx8UGpVLJs2TKjtgz/SrNjVPxDVmz4nIMHD1GtoUTJCqZxBLl1Xo51SEuGS3/CgX3HKOFUF7Uy\n+8irvRfXMmb8KNzb6VC/RXmXEAR3VkOzz8HNdD44WeL/FcxqBhWLSHHrofsU7Ni+Hbc63QpszFWr\nVvHo0SPmzJlD6dKl0y0N+/btw9ZWvlnbtm2jT58+JjE7Oswyrm3MpMwtCPnJv2aFIEkSNx/v44el\n4wl4/Ajv6hLthxjeMDHqdfAsAGzswT6HD4FCCaumyf9euaMPpV1bGnXd2r9mMXHsZMr1JVMF4qtY\nFAOFBZjIbT9bijuB36OiIxCslBKXL5ylYwEJhOfPn6PValm/fj3vvvsuzs7OnDx58o12vXv3zlAq\nLS8UxMovt/xrVgjHLy2hX4+Pqd4YPLxF7l0RsLa2QKtPpngpJZUbaogOg7P7VbRu05rr169g5RRN\nxTpa9DpAkNOjbV8MPT4iS18FTSr89j2YW4KjszkLZq2ntk+vTNvq9Fraj/Ph4sGHlO+lwKJ49iuV\n81Ohai+oVK9gfjhKAwQthJr2MLIQM5XrDPDefhFHR0e2HLuGuUOJ7C/KI507dyYhIYHWrVtjMBi4\ndu0aU6dOpVq1zAu+mMoxyXWOcW3DvvrfCiHXNK/1EdeuNuXI6XUEP33ED1sXY2dVklRtHF/NbcHF\nIzcIDYRlizbjW6EHOn0qH0yqxO6fA0mMA0ubF15+92Fyb+j3uYqqjd7cXKvNYegkSIyDk7s0lPao\nnul8ktJiaTnahyf3Q4m7D0q7rIXBjSWQGgNqG1DZQIW6BfcW0YlQygcCbhfMeFkx8y8Fndo05ouf\njxdIjomtW7fi5ubG3r17832s1/nfCqGQ0enTmLeyO53avEe1cl3Sz0uShISBe0+O4GDjyaZ9E9i6\nyQ+HYuY4OdkRFRWLwQCCYKDhu1o0qfDskYIH1/V4eZWma6dB9Gw3E71BQ5o2jtikEA78tZn1v/3C\nk8AYQm+BhTOkRMi+ClYlZCcmt4bgUuvl/C7Nhg5T5X9bqvMWa5EbNNvBJRrG1C7YcV+l2Vq48vdh\nXKu1KZDxGjZsyKFDh9J1BMZgqhVC6fnZtwMInFDwK4T/hEDICUmpYaiUVumKQkmS+Mt/NXO/n4Cr\niysNG7TA0cmJbi1n8MvW99m9dytaXQKiqODWJR2VWivwqKknTQe3zsD9QyAowcwOStaB8PuQEAzV\nPperNQPcWg4Nh4NjFu7I+Y1dIpycBTt6Fs74AOeewuy/BGZM/IheXyzO8FlAQACHDh0iLS0NrVZL\n2bJl6dSpU56ciOrUqcPFixdzdI2pBEKZBca1fTz+fwLh/xVteqlp3Veb/kZfMQVafwK8EhmofRFl\nrXpFJ3H9LNzcC46VwbMT+M+D5p9BsUIqLO0QDKdXwJbu2bfNT25FwLrHJfj9QginTp1i8uTJGAwG\nHB0dqVevHhYWFqhUKu7fv8+1a9eQJAmVSkVkZCTnzp3D0tISjUZDz54903Md/PXXX1haWrJu3TqW\nLVtGUFAQBoOB58+fs2jRIipVMt7Zw1QCodx3xrV98MX/dAj/b0hJiwIxo6dhsy7w+3Tw9IHaQ2SX\nYFUmyslqDaBSXdg7H+6sAgRwyiZJSH7y6BD0qFB44//DnUgRG0szkpOTGTNmDGfOnMHa+u0m3fj4\neHbu3Enz5s159OgRnp6eTJkyhTZt2vD7778zdOhQxo8fT6tWrWjbti3dunUjJCSEqVOncv/+/RwJ\nBFOhLMI6hP+8QLh2fyc+3h1QKbII+M+CrYfGotOK8Eoq9kq1ZevE0e2g1MtuwVmhFOUSZSnB0PX7\ngtcbvIpXHTjuB70qF94cAG6ES+x5EMJJHx9WrFiRrTAAsLW1ZdiwYQwbNoyLFy9iaWlJ5cryF/kn\nb+KWLVswGAwZ+uvZsycuLm/JqJuPFGWl4r/edTkzxo4dS3h4OAC9+/SkyyAXpv3QlluPDht1fcCz\nv/l5+UaadHoz712FmlCyHOyfD2mRWfcRHSMX51GYF64wAEipCs8SICyxcOcxuqaEuy0EBgbyzjvv\n5Pj6OnXqpAuDV7G0tHxDuBSWMAB5hWDMURj8JwVCx44dcXZ2xmDQUao81G6TyP59RwgMufRGW40u\niaDw0+w4NJlxMxvy7gAHBo9uQvPuBqztMu+/83Co2RTOb4KoO5m3sbUDl0qATrYsFCYaBTR9F364\nULjzKGEDlqKWiNt/Fe5E8hlRMO4olLkVzrD5h96gISHlKTp9WpZtWrVqRb9+/bh2/Tp6nQIrWyhT\nWc3laweJTXyS3i4xJYxOA4vx3qdt2H1kPoL9WRp3jaXTMOmt9R8BqjWE0hXhzGZIC3/zc5UCWg0C\ndx+4tie33zbvRAWCJgWUFqAtAqn+vmwo0b5dK/QpcYU9lXzDlNGOpuZfo0PQ6pIZ+pk3YeFhiKIC\ng15HGe+yxMREEx+XhLWVNZtXPkGtlG1948ePJzYmjnLeFYkOv0WV+hpunjtP577edOvenfcHLOfX\nXSOIj02l23s5n4+lDbTsAXcuyYlIEkMgMgBKvRJlKwjQbBT4zYLqXbLuK78wGODwd+DgDm5xEBAL\n18OgWvZxWvlGrRLQpKSe4e2qse7Uk+wv+H9IboObCoJ/jUC4fGcLl888p1JtgfrtdAgCPL4ZiLO1\nQJ12Wrb+lMa2/ZMZ2GUhALVqyZ5BC9eEUrq2HKdQu6UWSYKrF3bTod92VCologL0elDkMolPWioc\n/gGC7kHlBi8Fgk5jxoaPWiCqzlO7j+nrKb6NgLNw7zgggW9DSNNAQgR82hwmHYcPa0OzUoW3lVGL\nBmLiClmhkY/8TyAUANUrdEWrGcH9qxINXuijylR5qfTr/j5s2b4aO1snQsOe0LR+N8zMbEhOjc2Q\nTk0QoHI9LZXrAeS9WMbYhXL8w7YlUMZXPidJsHt6e3Sa4igJp1yTghEIwf5wZScUd4cVE6CE8rXM\n5xK4lICLd2DJBWjsCX185HyHBUmPChJjjiYV7KAFSFEWCP8aHcL85X1JTpALsmaGSg0abSIbdnyD\n3x9rqOTVkXe7NuXhDQOGfK6apTaHNn3goh+E+4Nea05MSCCwDJ1Gg//unBcuNYbAi6BJhv0zYe9U\neHgMfpsO6z4A99eFAYAA9ZrCmNEwthdEpsK4I/kytSzRGWDDLRFLc9MVZClq5FapOHz4cFxdXdOT\noIC89a1UqRLVq1ene/fuxMXJupfAwEAsLCzw9fXF19eXDz/80Li5meQbFgE+HPIjnhVgQNYp5Wjd\nR6J2Kw2NOxmYsBR6vA8te0JBVGRzLQkfzoFzv4MYowFBDxgQhC6E3cuZD4SxnF0LOyfAmAGwbyZs\n/QKKGbkmrFkfknQw4kUEZLN18nbCYCBfBegHB0WsS9Xk4Okr+TdIIZNbs+OwYcM4dOhQhnNt27bl\n1q1bXLt2jfLlyzNnzstQyrJly+Lv74+/vz/Lli0zam7/GoHgbO/Dx2PG8ed2BQG3s9/wO7mBtR1U\nrGm6eg3ZoVRC+wFwYp0IUhKi2BVJ2kbDYVfzZby6/cGtPLTzBjWQ06/5zaew4gqcCJQtEOVLQK8d\n0CCfyiGuviriUaIEs7dewMKlkCozFwBq0bjjdZo0aYKDQ8b9W5s2bdJrLdSrV4+nT5/maW7/GoEA\nMKDzd+z+7QFOZo3xW6sgLqqwZ/QmlWrDezN1TF0byzuD0nB21xB2Nvv02LnBuxHoNPDL+dxdr7SC\n7z6EX2/A5q+hcz/44XNwMJdXC5eemW6uj2PgwEORNQf9CyT8uTDJKodizH144PfyyClr1qzJUHUq\nICAAX19fmjdvzl9/Gefb8a8Nbnoccooh77Wk41B9ga0Acsv3n0Gbj0GZD1mL9k6B9dPA1YTq49tX\n4NZ9+POGvH2Y0gSq5sFUaTBAt+0Ce37fTtnGPbK/oJAwVXBTj1+Ma7tz1JvBTYGBgXTq1Cm9ctM/\nzJo1iytXrrBz504ANBoNSUlJODg4cOXKFbp27cqtW7ewsXl7vv1/1QrhVcq4N2XMh19weLOCvWsg\nrYBSkuWGvp/ChU1wcj7c3mram1K8ImzP5QohK3xqQq++sPwbmD0CFpx7+VluHpexR0Xe79ehSAsD\nU2LKrMsAa9eu5cCBA2zatCn9nFqtTt9e1KxZM70QTXb8awUCQJ+Oc/nzdx1zZq7k5O6iu0xw94KR\nU+GDb8HGCv6cC/5rQMzCYpITqneDvQfgTmze+3oDEVSOEJ4C12PhZgK8sxU0WfyYDQqQMvksKF5k\nzMJCdNcsYEwpEA4dOsSCBQvYs2cP5uYva+lFRkai18uup48fP+bBgweUKZN9VbF/jR/C24iKeUpy\nYhHwyzWCdv3l/66ZBZc2Qc1heetPbQnNPoLPvoPFE6C8Ccu1xUTCR99BdS94fw/YWUKbqtBrJ+zq\nDQsvw8Vg2bejQ0X47QrYmoNegiG+0Kmk3I+FWiiw8m1FgdzGKWSWhn3OnDloNBratJEzTTVo0IBl\ny5Zx8uRJpk2bhkqlQhRFVq5cib199oWE/rU6hFdJTHnOZ1ObYVA/pmKtvDsb5TcXj8KNi9Dwo1eD\nq/NGzFM4sxp2TAFLE6wLw8Pgkx9gdm/wcYf4ZNmzUamEAcvkN1xdbxjTFu6Hwq+n4Jse8uc6HQxe\nCeWKyV6R4/3gcmAiopmRZdILCVPpEIYYaaVZN+x/GZPyjeS0SNp0c6bLyMKeydvRaWHxRGg/DQwm\nVrbfPQyPzsJPY6Hsa7ql2eugXmVoZUxeRQmWbgAvB+ieST2V2yFgroQy2Sga/7oH03dCqgZGtynP\n/H33jP4uhYGpBMKodca1/WXI/zIm5Rvb9k/H1kGJKdyR85Mdy6FWJ9MLA4CKbcG5PHw0H/ZMB/MX\nq/SIGLgTAHHA+gPg7QET+sMrW1J0aXDqPNSsBPM2QGoafJxFWQofIwvM1PUGF3uRy/4P+Re9e7Kl\nKLsu/2cEwrVrl6hUp2gLg+CHEBsB1Wvlj/OkLhWSoiEtCb74EaYMgxOXYfsxqNNWILaBRGnA0h9G\nzwdzlTwPjRasFWChhD1/Qf8G0MwEmcf8/KFVY1/UTl557is6OhqdTseNGzeYN28eWq2WPXv25Cir\nckHxP4FQBBg6cDyTvumPWykTqO7ziSNboel7+edJfWUnRAVB6cbgYQsTloK7NzTsARFV5FE1QJQv\nlPSVTVBawDcUti0Dvy9yPmZiKqw5Ka8GElNh50VYNEiu43j4loJ167IutGoMkiTx5eih+B09gWfF\nyri4uLBy5UqeP39OkyZNsLe3x8HBAXd3dxYsWIClpWWexjMF/xMIRYAq3p1QKc15eF2ibLUiUt30\nNVKTQWEva+FNSVwYXNwk16Ss8RlICnl7UKKRLHwiMrlG/+IAuHEa+uayXPzIX6B7VTj8wju7a2UY\n/jNUKwU3nug5dcCPsvX656pvSathSLWSXH0agZkA9Q0uTPl1f3rh02vXrmEwGAgODmbHjh1Ur16d\nVq1asWLFitx9GRNRlAXCv9oP4VUUopotK4Mwlypxao8KQxG0QgrCS2GgSYYDs2TrQF54fgeO/wRl\nukL1cbIwyCl2JeGpkRHaUYlw4JrsfThrD9QsBYMqywVlZzWDzl7wcSOoXxz+GAkLVmzh2p4f47Jv\nEAAAIABJREFU0cYEkXrrPJIRHmSSJKEPDeTnoe+SHBPJnzUkDleXOHT+CmdWZKyTJooinp6ejBs3\njrNnz3L7diGXqML0jkmm5D9jZfgHSZIYM6UaCrubeBSB+Bm/9QIPr0m4e8O9K2D+IjWbJglSE8Da\nCUQVlKgsUKNLzu+HTgOH5oDvhNxvRex0cPVb2PQ+WGUSmGkwwLrT8CwWLj0GTyd4FgcdfWBUdRDe\nMnBIHIw7JJKcDGkpBpwtlHw0oDfe5SpQvpIPJ48cYrvfAVbvOoCFcwlGtKjD/aCnSJKEq5nI8rL6\n9ECgCA30vSPi/zQC0TbzqjdNmzbl1KlTufo7mMrKMHGzcW3n9fuflSHfEQQBrUbCCB+NfEeTCoF3\nJGz7WpAUrEM30YZYCSxEA9YRaWgd1EQLSmxFLTFHk/CbqcfFGzzrgHNZOR+iU+nMC9PGPJWjOO2K\nyw+smAp68zfbGUO8AuwtofcS+Lw9tK6S8fP3VkM9T2hTGgZXBe8XJk0BspVC7rbwUyMDA/fACV+I\n0OpYv2cL+7UikVqJ4mpoY6unXu1aWKkU9Cqm5/sq/3hnZFzmOavh3WICn7/TkEVn7mY6nrW1NQEB\nAdjZ2eFYSKWyMotkLCr85wTC45C/uXXzLp3qFu48gh/CzhVg38qMO7ZWUJl0LyStXiTe8eWtiTOo\niWupQukfhacXnF0HlVrBdT8ws4HyTcGjBpxcBuKLy9RWsqkwIQwsHSD0HLg0z9kcbVMgaT141Ycn\nCXBwKAzfDYdvgIMVBEdBigaex0GrllAphwr9uEgY/btczGZLZbBWysc0TwOvu2Q1sDUQlGqgbhaZ\nrv/hc3c97968z8mF02j2+Yw3Pp8/fz7du3cnPDyckJD8iTLNjqKsQ/jPCYT3P2tP8276LMu9FwS3\nL8KhLaAaZsMdlZGZgW5r0CNgV0PCNRCu7oH6X4HSGq79BAEXoUI3MH9tG6SLgmsrwbFqpr2+FbPb\n8OddSI6FJmVABazvBhfCIDENKtcCFwsQDOR8P6KHUb/Dt15QP5uHHMDNTD6MYWNFiU5TvuFsm07Y\nV8noaVWlShX8/f1p2bIlycnJhWJ1KMoCoQgvXvIHUZXA8d8Lb/yIEDi4CZQDrXlqrDAAhHs6pGR4\neENFqW7QcA4o7GQlYbXPoeqnbwoDAKUT1Ppa/m9O0ZYDeytY0B4mNnkxDwnquUCrkuCmBlEvn8vp\nb/zgOahmbZwwyCn2SphbRqJhg3r8vfTbTNu0bNmSjh07cunSm7U4/kGr1XLkyBG2b99OcnKyyeb3\nP6UioNOn8OjJfvbsW4lnqTL06rIEUVSZrH9jSNPG06idHYF3YfAEcCtVoMOTmgxLvwKzkTY8VauR\ncvoYJRhgRSx2jRXEXzbQdJIepQDmzyDuHkg6cPCGJ6fBtQpItbLv8m2oNkFVBYw0dZl4PfReDX7V\nwDwfX0lhGuhyU+DamdNYVW/0xue3bt2iW7du3L9/P/1ccnIyhw8f5sKFC6xatQpvb2+0Wi1KpZLz\n58+bRKk4b6dxbSf2KHilYr7cDkmSCAg+xMSpNRg/uTrb9nzMZxMrMHPWALTCUY4e/5XxUyqj1RVs\nqm2/P+dRxkeFtS3ERRb84ujcYbBzAsOGBDzWRlE2JIeZhW1EGGFLXJQCV5We4J9AexyubgBvFyjj\nBjFXwc4GNHmscyJIcgHa1Hxw2dh/Fqrb5K8wAHBVQw9ngaWzpmf6eeXKlfHw8ODRo0cAJCYmMmzY\nMNzc3Pj22285dOgQ5cuXR6vVcvbsWZPNqyivEEyuQ5AkiS8mlyEoKISGzbSo1HDR/xaCQqRTL/nX\n5V1ey9WLAYz+2JulC69jYZ7/lUEkycDqdYtp+K6WctXBxj6fUy2/hk4Hf2wCBJixEZIT4LflqdAr\nY4Sfq6DB6WAiIe/aE6eTnxjfwARSLEXuulhRTkhDG5OKFpg0Fw77QcvPwavcyz5iomDBFKjdAhJz\n8cOyEEBYC+cew/A8rjLeQIJNd2B3LnQaueFjdwPdj5xgvMGAIIps3ryZ2bNnY2Njw5IlS6hSpQq+\nvr5ER0eTlpZGrVq1qF+/PiAnFhk1ahRnz55l3Li3ZO/NIf8pHUJC8gMePQymxwAtxT2gmAvUqq+n\nUYuMr5oadXSUqRBFr/7uTJ/TgEeBezEY8i/W4PrDXeilJNTm8lu6MMLvB34B32wCtRrsncCQknE5\nWFqThmJ5POH3DBRXyi7WNkoD0cfS0BxKoUpqMuIfKXTtBT41QKmGDt0zCgMAByfoOxyu/whBy0Bz\nDGxjwTKL72wpgYcIzgpwvAv6fXAvAmycoIeJK0JHhcrzyO/VwT+Yi/LLQHPnIgDbt29n0aJFbNiw\ngWnTplGuXDnCw8NRKpVs3LiRfv36Zbi+cePGjB8/nm+/zVwXkRtUonHH62SWhj06Opo2bdpQvnx5\n2rZtS2zsy0w4c+bMoVy5clSsWJHDh40rZGxyHYLBoKXnAFu6909FaYSKQJIgKBCunleTmgr16jVm\nQN+v8XBrgSCY7ldTrrpA0H35gSwqLP0SxPessX2qI9Jdjfm6eEZ+BBHhsGszaIfYUuJyEtYpehAh\nNgpu+UO3AbIgMIbEeLj0N1y7DDHh8pLQ2xdc6kKUDVg/hkvbwMoS0tLA3Q3i4qF7O9i6H6a1hSom\nWkdKadB3PXxZEloVoAvAuzcE/r4bgMLNk8jISHr27MmJEycytImJiWHevHnMnTs3y35M5Zi0Yq9x\nbd/vnFGHcPr0aaytrRk8eHB6TsUJEyZQrFgxJkyYwLx584iJiWHu3Lncvn2b/v37c/HiRUJCQmjd\nujX3799Pz9CcFSbfMoiiik8/nsn0mRMZMELC+u05HREE8PQCTy8NkgSP7h1n7IS/0OtE+vQZTM/O\ni1GIeaspptWnYOsAHQblqRuTIQDrvgGDFtRrE7EpDnF+qbiXBXdP+QBYPT8eTXkYOu3ltdcvQVkf\n48eytoXm7cFRBXt2wXt9ISQMzm6G0DAo5gjLZ4L1K9a31FT4aR2ER8GHv8HunuBoAuvc4StQ26Zg\nhQGAgIToKmuQw8LC3jA1SpLEjBkzmDZtWmaXm5zcbhmaNGlCYGBghnN79+7l5MmTAAwZMoTmzZsz\nd+5c9uzZQ79+/VCpVJQuXZqyZcty4cKF9O1QVuSLH8KJU1spVVrAwjJn0lQQoGxFibIVNRj0cPzo\nWvbt28asmb/j6d4i1/PZdmAS3pXV1G5VNCIdJUCnh7HTwSmLTMs16kByEjRrm/F8tVxq/O/cBEsz\nqFUVGtWC3h3kxCTmr8nagydh0x6oURoWtAWbZBi0Hbb1A6tcyuXkePj5FBx7Cn5Vsm9vagQJkCSe\nhYbSp0+fN4qdLFmyhIEDB75R8yC/yEog3L0B925k/llWhIWF4eoq6+BcXV0JCwsD4NmzZxkefg8P\nD6McsfJFIHiWdmf9msu07ZT7PkQFNG+nITpSw0eftJXtxu1H4OZSFWsLLxQK4/xw07TxrFq9hLb9\ni1aEY4cBsGklfDI56zazlkIxE6Vmr1kPrt/IKABeFwahEbBqK/zZA8xTX5y0g5kNYMRO+K1P5m7S\n/yCmwPY/YE8QqAQ5a5JBDU+10NUJZnuBQ2EUkBUEpPhounbtyvbt2/Hw8Ej/6O+//8bMzIzatU1t\nW82arARC5Wry8Q97fstZv4IgvLWmhTH1LkwuEG7e3crWzfv5albuKya/imMxGDBSx61rx5g15yQp\nKQYMkg4kc+Z8u5XyZd4uddbu/IwSXmQo6FoUKFUOEhPe3sbNyMxD2ZGWCl5VyTYrUXFncHYCs9SM\n5xsUg05lYegOWN71zZWCLgU27oODodBaBcctQCnCNR0MTIBlpaF6CdN8l1whCPy+ZiVarZZKleTM\nLlJKEn/8MIVFxy6zfuuOAp1ObpOsZoarqyvPnz/Hzc2N0NBQXFxcAHB3dyc4ODi93dOnT3F3z/4H\nZfLHZPXyr3l2W8+yrwAB6tYRaD44r4oYqFJDT5UaL4NZ4mNT+PjTHnwzcwEBAfeoUf0dKnh3znBd\nSloUv/22gfaDik6mpKd3YPdqMLeAJq0F8ruwZHgo/PaLiHspgZAwPT/8CmNfZHJOTgHLF9GLu48I\nHDwh4eWSudfhUG8obQODtoG7HbT2hoal4K8gWH4KnNLgnGXGFUR1JZy2grZP4KgLSIUklGd4Gugx\nYTITvhiLJEmcWfotH0+egbta4likgdAbl3Fu+U6BzSezuo25pXPnzqxbt46JEyeybt06unbtmn6+\nf//+jB07lpCQEB48eEDdutkH8Jj0FkmSxONLT5jQDXxKwcFLsP1vieaDTTmKjK099B2mZc78z3Er\nIbJu/c98/fU8Gtb+BFFUIUkSi9cOp0zlwjExZoVSKb/5x3wF+SUMjh9UsnaJjloNoFHTSuzctpTU\nmzeJePAJt+/LysLbD2HOcpg1FnzKgd+fErs7gCo+8z4FoIULNO8A1+PgjyA4cBeKWcLx1jD4QObb\nCXsRmqpgwyMYWCFfvm62+NrAd+VEflm+kN0rfsRGARsqGHBVwyRzFZYRAQU6n9xGO76ehn3mzJl8\n+eWX9O7dm9WrV1O6dGm2bdsGgI+PD71798bHxwelUsmyZcuM2jKY1OyYFh/AmL7l+bCD/EbuOxfM\nlODoCO9PAcxBNMgFO0yNVgN+v6vQaXWIohVBoakUKy7QtKuWolQqUAC2LwQLSxjxqen7v3Nd5PlT\nJa1bdqNHx8WYm8lKiEkdSnI9+imSBPGpoNfDvJYwfJ+8hI2Igc19oXxqNgNkgqCDgZvhT+vMP9cZ\noF6S7Ixkm43VqaBZHWlG/28XU7LHqGzbmsrsuNs4lwC6tv1/ng8h+O6fONgo+Cez8cYv5B/DyRsw\n9WPZxh0QDOW9oPcQsC5NzqNiskClhm59ZcWhzpDIV5+CoKBICQOQ1wTeVeB21jE1eaKcj4HLZ7X0\n7bo+g7m2Tp0mVLuwmXpu8CQepp2HLafgj+byUj7RDGyS5PsFsg7AWCSlnID1vA7qZfKLUorwvQX0\nuAnv2MAXFQtv+/Aqz9PgWpyOkcXcCnTc/4yn4oW/DlKheFr6/yuVsia7XS1Y/SkMagLbv4IedWDK\nJFDnkxVQKcKcRRB4R04OUtS4eAI+zyeTt1IJNjYKtu3JuPyo2fQdrsbK0ZU7His4EwrnQ+GnayKi\nDmyTZNk84gi03w0Hn0APP+i9Xz6GHoZ1dyAhi3v2eUVonQQ9sgjPaK6EC9agT4Hh/ib8wrlAkmBF\nmJqtacVYvHUPTs3yYA7LBf+ZWAb/Kxfo6pv5Z9YW4PsiPLduBXB1AE0+mqD0BnnVsG8NdBwqPyhF\nARFISpSzJZnnQyi+Jg2Cn+iwscloUy/ZvD+J+g+5FpmGnWMxtIYwSlqDf3hGiZmohat68L0Moxzh\ni0DQW0CQHawOgfcfy5mZFaJs349Kg0l14HAgLDOHAdl4pzoLECEiL5UK6Uf/Z4KSSvUb033tEYRC\nSIzxn1ghGLTJREWEYmlkiL+1BexdTL4p2c2UMG8xeHrCkolwJ5+W6DnFAPT+AGZNhNhoiHot5fHJ\nQ2p+36Dk6D4znjzOef8RYdComRsdWmbMFiQolIydu5IzScXp3mcAnjbw29FL1HDL+AQrBbBMgbsp\nsjAQAGUKlHkOs57C3xFwIQrOhsHZcLishe8uw6F4WKmBX7JJXustwsEU4BVdhaAlv40t6Rgk+DNG\nouvCTYUiDKBorxBM9hfZsqgP5T2M+xYGA7jYQXDI2xNw5hVRgM5dYNYi2LcW1nwLUWGm6VunhdhI\nSMlhBDOAe0XoOgJWfAdTP5HPSRLs36GiWpWWbFh9n08/Wkr0swoc3afKUVUjlQos1CUzzTXh1XIA\n8/58hnfVulRxArPSNbG2tefJK5aFcg7wjitgyPoFLrzymU0yXE6Gh47yw14xm59AAwX4KqHjVZhz\nA2KioclF6HUBYrLxyzAFD1OgVs1aKJwKVm/wKkrJuKMwMIlAeHpnPwcPHaJtjbd7A/o/gveXwLAf\nwM0TPpoLUgEIaQs1fDUbeg6CDfMgPlo+n5wIp/flTM/w7LHAgfVKLh1yI/pxZQ5uEImLyvmc3CuC\njR00bg0P78KOtUo6th/AJ6MOYGPpRa0qI/hh1m3athrIbz8reG5k+j97R3j27Plb29jU7MSKXzci\nCAJfrj7CmntK0l682b9tCGkC3MuBh6Q6Deyj4JEBmmWzNSsmwl5LOGUJjmlQ/w70VcFzPZyNNH7M\n7DAYXipIX8VSBI22cF3YBb1xR2GQ5521QZfKtxP7MqyVLluN/pQN8M0csPIAqYCXRO5u8jHwfdi5\nTA7giQmHYsXhyglo0xd8Milc+iqXjqlxsivHljW/4eYo+5jeCfiDqbOHkJgcjUajpVmX7HUDej2c\n/0NJVLiOChWL42Bem1kz+1KtUsaCJYIgMrDnGtq2+IRxX7UlOiIWn2yErtoMQkNDiUt4hJ1N5nnm\nRTNLPJoPAMDKsyq1nQ0cCFLRzUvuu7YrHAmHnFRru6AAhxzcU1GECWYwRgUPDfCHHjp45mDATDgR\nA9siIDBFXsHE6qCaDURqoLG9wKceErZKiIvLwtmigCish90Y8iwQDqz9gOL2aThkY1/W6cDJFixL\nFth2MVNq1pAPSYJkjbx6SEqBBTMgIQbqtc38uqgw0KXYsXTxVUTx5Z+tklc7tv0cyvmb6zl4fBmn\ndvujUBpo1fvNuy5JcPOMiqePoV/fwWxbvhC1KnvDvItTDVYtvUfPAc741Mj+O1pZ6xg6uhobV9/H\nyiIbd1VB4EaEgWYeL1+nVZ1gQwiMUcg5E42htl52APs6FWbnIN27pQjVRNCmQtsrML0cNMxhnkWd\nAfrdBgcljHSCBu6ABLEGCNRCCSUMDpQ4Fi3XqCxpb6J9Yy4pygIhTwv2yMC/2bRxA+/Wzj5w6JfD\n0CiX5cDyA0EAKzNZz2BjCR27wP71sOSrzNtfPqbgxzn7MgiDl30J1K86hBmfnGf3hieoVdYc3qwk\n9MnLNppUOPybkirl2/HH9mje67PKKGHwD2YqBywsMqmSkglnTkDNhin0HVyWkLBzb20rCAI/7LvK\nH8Evtw3NPKCiK3R2AYORaS8VwHggQA8fZ198KQNTNQJWAiz0hOk5dBqM1cE716CfE6z2gIYWL5O+\nOojgawauCjjkDfvLwg8eYCMUruvqv3LLkBh5h09HtGR4W+NSmp++CdOXFO7q4G04OYFvHZG7tw0E\n3gMbe3B6JbObqFBSyrVetv1YWxRn34ZYnkZc5JvvhnLg5F1UalCIFkyftIgmNUfkeo4KhRkaTSLq\nbMy1838BkLC1TWXYqCa8//4Yur4zP8ukttZe1Rk/9Vu+mzWZCb46VCJ8UQuWXYeOEuyPBNGIcJB9\nIpzUwYYcmpP/0kj4VYTxUZBqgC4vQoCVyLkX69nICVPPJYBWAicVOCtli8HeKFhcCmpnsyoRkE2q\nT1JAXcg26KK8QsiV6/KNE4uZPWMcfZtoKeXy9gEMBhi7ClyLQ/fP8zzffCc0DJYukLc4VjaQliL/\nOykBgh5HYGFWLEf9xScHY652QK3Mwq83B2zYPorLN9ZSs77xwVp6PZw4qMK7dC2mTnh7otCrm75h\n0ZwZfFFDj9UL2bH0GtwKBT8jhIKEvPw/agWOOVh79kyGz12gurNslv3nBROnhz/i4XIKOCmgpQ1Y\niPBUA89fLEp72Mm5Z41h7DMFPXr0oGH/ETg0zmJv+BZM5bp8ZrtxbRv2KnjX5RwJBEmSWDurFefP\nnmZIK90b8fSZsf8CnL4HwyeDVLBZ1/OEJMH1W1DSE8zNYNMqGNRvAEP7bSywOWh0SaiVL5OwRsff\nYPjoWnQflPPcDtt+VbB94zMszN4uwc+v/IKFC3/EoNdT3gFGVoYlV+FOGOyLyFwo6IF9FrBVBzES\n7LF4e96E1wkwwJAU8CsPinxyVovVwRYrb7489zDXfZhKIJwzMo1f/QFFPA174NUtnD/7F6PbGycM\nAKzN5XJf/5+EAcg6hupVwNFGrlxkobShbcuPC2z8v68vptfojKuKxKTnqHIZKufmruDMxVXZtqsz\naArzflrBnJlTsHEoxnx/BdXcVNjZwOLimV8TYw4DU8EggouYM2EA4CVCPxU0vwsPonN2rbE8SoNy\nFXNiN8k/irIOwehbJ+m1zJ8+mr5Ns3879Z0Lg7+HBTth2QH44C1Zgf4/YGkFrm72lDBCh5BXNLpE\n1u/+lNnfffKGf0NsbAQxUVquX8r5a7RyDQ37/LJPwSNa2uHZdiTe/WYy8Y8IlpyJ4rnag7puAutT\n3jQXh6qgsV5O3T7ZRc4WPDEXEZMfqOGAFQx+yus1XE1CgEFF2WpZ+NUXMP8KgXB61yQcLFOxs8q+\nrYsDjB8H7pVg3GQQjLimKCJJ4H9Bye+/KRnQf0y+j3ft/i7e7e/KvsPLUJmBlVXG6qnVKvXnwK5o\n7l6XYxZygpMLPAl6mOMlqGhph5OViudaS5L18Fnpl4phCThkBi0sIaAMeJnBInfQKaB+Ivyew53N\nBT1UUyObLExIkh6ORGtJisun5UcOya1AuHfvHr6+vumHnZ0dixYtYvr06Xh4eKSffz1nZI7mZqwO\nYcpwT2KiQnG1N+BiL1K3XNZ3e+OfkGgOLfIhMUp+YzDA5XNKgh6L6PR6WrR4h9FD12GmzkVxxByw\n68gMFv70DS166rF6YY38a5cTeze86b537K/ZrFk/g3Zdc+Zx9/tGJcsXnaa489sz774x3sxe9J69\ng+g0WVv/kRcsCgYE8JbggDuUfG1LmKKBz8IgSJd1noR/MBhgVBpc1cEf5cEil2Xrs2LOcxj99VS8\nRn2JYG6c6TYzTKVDuLTSuLa1R2etQzAYDLi7u3PhwgXWrFmDjY0NY8eOzdPcIAcrhBm/PKBblw4c\nvKDH2uLtf5SOdeHS5TzPLV/RpEHYM3h4D/wvipw7reL0MTUbf1FSpWIvlv10ip2bUvnkPb98FwYA\ngUH38an3UhgAWSZzaNFoIkrRjjvXcvYqrVZLz68bJ+V4bq2mbicyxUDY8XV8WgN+D4e6DpCoBnfl\nm8IAZIeviQ7G5w+8p4dTlU0vDLQSxOthw7Il2SeVLCBMsWU4evQoZcuWpWTJkkiSZDLlo9ECIeLx\ncT7/Zg/lPEQi495+lx2sQaMBoQCCVXLDxTMqdm22IDKkLjZmnfH1GU27lhPp3e0blvy4j2H9f8PZ\nsV6mTkj5hXMxN1ITX46XGAfWVpn7QIuCguU/3sBcUYej+4zXJ3hXlDhx/CTPI6/keH6CIODSfDAL\n/SX+3rcBUQBvrVx/9nXeeQrLYmFYBCwzIvpVFOWUOtp8SH2pEmCOO5TRJbClX+sC19pnRlYC4PJd\n+Hnfy+NtbNmyJb3KlCAILF68mOrVqzNixIgM1ZtyPDdjtwySJKGJf0xM8BnGfDCYSX0y79BggOm/\nQVgcfDFPTsNdlNDp4OcfBf7wC8HCPAu1eSFw6O/vWLtlEjVbyNuAEzvVTP96NXUrD8zyGkkyMGFa\nFRRmD/DxNe5pigyHP/3M2bT2FnbWZXI9X03EEz6oW5oTT+Gy58vEod9EyabJXalQQoJSAvySRWzH\ncwPs0cIlvXwcqwBmRobPZ4cELIuDg7EwozjUVMPkMOg9cBDN5q/PVZ+m2jJc/d64tjXGZb5l0Gg0\nuLu7c/v2bZydnQkPD8fZWY5GmzJlCqGhoaxevTpX8zN6hSAIAgpzJ2ZP/4xuDbJeqk78FTzLwtgf\nip4w8L+oYsdGBTVrlUPMYzUoU+Pm7EHKi8qsSfGgVllTx2fAW68RBJFZU84Q+MCakCfGrc2LuUCj\nVmkMf78GKanhuZ6v2tmTX+6lsmF0bybFKrmuVRChgyNJMDsJ7mrhmA6cgFHJ8jWpBrirg4HJ0CIR\nRqXIfgs1FLJXomiCl7cEHEqBzk/gYjIsrQITnkKrx3AuCc6dPZH3QfJIXrcMBw8epFatWulCwMXF\nJb0mw8iRI7lw4UKu55ajNfHsj32p4h6PT6nMZ3vEX86V13gAhZYNJyuOHVDh6lKJbRtOoVblMHqm\nAHBy9CDpxfr70jE1k8d/Z1SWXLXKnpVLLtNviA/vdEvj+TOomE11JHdPidTUZPoM8eKbaSvxKd8F\nUTRDFFRGjfkPotqMhku2Um9SMGNrVsBNm4KHAoQXuk4B+E4LjUXYoYW5qbIBobcaNr62aiiugPYP\noJWlwFfeuZcMN7QwNxQ2VAeXF/qIAy+sxRoDzHgcivb5E1RueQytzAN5NSlu3rw5Q1Ha0NBQiheX\nV7u7du3KUAw2x3MzdsugSQjio95l+LBj1t9m1xkISIaO7+d6PibHYIA921Q0adSaD0fuQyzkwJas\n0OpTGDG2AsnaYNISbNm7PiZHxW6DQ/9m+HvN6dJPR3AgVDYiKjIpAf48oEKv14MkISGBJNCkSTvG\nfnAwR/NPvnmFz5rW5UaynrOvmUS7KeCeAfyts3daapEIfj7k2PSoV0PnOAgMhib2sLBS5mNdT1Sw\nPUykWZMmdPpkEjY1mmeZOUlKTQaVGYJCgSRJiKJoki3DDSMLSVed/OaWISkpCU9PTwICArCxkTXQ\ngwcP5urVqwiCgJeXFytXrkwv75bj+RkrEG6dXsKmZePo1ShrU1diCvSeAx++D+Wa5mo+JkWrge3r\nlQwd+gHdOi7K0duvMNDq/6+984yL6tr68HOmUUWagKABEruIxhqNBXuJMfYYNZZEk3vFaNSImlhu\nLIkSa4wx9pZoVMSuUa+9o1gwNhQLREXpnWnnvB/GoCgDAww6eS/P78cHZvbZezPMWWfvtdf6rywC\nx9fm/Y49eb/Vd4W+/uLVdYz/ejA9BuqxLqK3PisTQtbI2LdDU2jj+WTtUgL/9S+66BR8rH12LP2Z\nAuKATSbEo3TIgFXeL8u1SzLIcjLEFJTLw2cmAW3T4duBsGwFdCwDXY2IIkkSXEwVOJjWj/0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d5Ek/gUUdSi1iZgY+XBweMzsLVxpHH9wEL1UUrhycx+QJ9B3vQckHtNu229ip8X7MfDJW8nY0Ho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\nQSillFJyKDUIpZRSSg7/B4KPu4YQkcIsAAAAAElFTkSuQmCC\n" } ], "prompt_number": 17 }, { "cell_type": "code", "collapsed": false, "input": [], "language": "python", "metadata": {}, "outputs": [] } ], "metadata": {} } ] }