Skip to content

Instantly share code, notes, and snippets.

@snippsat
Created December 7, 2014 20:35
Show Gist options
  • Save snippsat/03550de8249173d489a4 to your computer and use it in GitHub Desktop.
Save snippsat/03550de8249173d489a4 to your computer and use it in GitHub Desktop.
{
"metadata": {
"name": "Roulette 20 in a row"
},
"nbformat": 3,
"nbformat_minor": 0,
"worksheets": [
{
"cells": [
{
"cell_type": "code",
"collapsed": false,
"input": "import plotly.plotly as py\nfrom plotly.graph_objs import *\npy.sign_in(\"snippsat\", \"xxx\")\nimport random\nfrom itertools import count,imap,repeat,groupby,takewhile\nfrom operator import itemgetter\n\ndef roulette():\n return random.choice(\"BR\")\n\ndef call(f):\n return f()\n\ndef sum_up(it):\n return sum(1 for _ in it)\n\ndef uniq_count(seq):\n return ((sum_up(i), k) for k, i in groupby(seq))\n\nnumber_of_round = range(1,21)\nrolles = imap(call, repeat(roulette))\nfirst = itemgetter(0)\ncounts = imap(first, uniq_count(rolles))\nplayer_lst = []\nfor _ in range(3):\n player_lst.append([sum(takewhile(lambda n: n < 20, counts)) for i in number_of_round])\n\ntrace1 = Scatter(x=number_of_round, y=player_lst[0], name='Player_1')\ntrace2 = Scatter(x=number_of_round, y=player_lst[1], name='Player_2')\ntrace3 = Scatter(x=number_of_round, y=player_lst[2], name='Player_3')\n\nlayout = Layout(\n title = 'Statistic 20 in a row Roulette',\n xaxis=XAxis(\n title='Roulette round',\n showgrid=False,\n zeroline=False),\n yaxis=YAxis(\n title='Number of games played before 20 in a row',\n showline=False))\n\ndata = Data([trace1, trace2, trace3])\nfig = Figure(data=data, layout=layout)\npy.iplot(fig, filename='line-style')\n",
"language": "python",
"metadata": {},
"outputs": [
{
"html": "<iframe id=\"igraph\" scrolling=\"no\" style=\"border:none;\"seamless=\"seamless\" src=\"https://plot.ly/~snippsat/68.embed\" height=\"525\" width=\"100%\"></iframe>",
"jpeg": "/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkI\nCQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQ\nEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAH0ArwDASIA\nAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA\nAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3\nODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm\np6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA\nAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx\nBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK\nU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3\nuLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KK\nKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoooo\nAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigA\nooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACi\niigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK\nKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoooo\nAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigA\nooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACi\niigAooooAKKKKAPPtc+Pfwq8O6zeaDqPiSd7vTpBDfGz0u8u4bSQgHZNNBE8cTAEEq7AjPOK7mPU\nLCa9m0yK9ge8t4o55rcSDzY4pC4jdk6qrGOQAkYJRsfdOPFvEOneOv2frfxf8QPCZ0rxD4NnvLzx\nTrGjXha11C0Zx5l09rcDMcoOGcRSKp/hD8gVR8A+HfD2s/tE/EDxcup+IESLSfDeq26/29fRQkTJ\nesRLCJRG8YCjEbqUTLbVG5sgHv8AVGTW9Ijg1G4GoQyLpBZb4Qt5r27CJZSjquWDeW6Ptxkq6kDk\nZ+ZvEHjeZrvwp8T/AAFN8T/7O1/xjpdvHqep6xENHvbG7vFieFLB7jesZjc+Wwtgw2qxbqa1fh34\nTstFt/jj4m0/WPEiahpniLWIbcv4hv5Il/4ldq4dommMbyAtxIylwAoBAVQAD6H0nVLHXNKstb0y\nVpbPULeO6t5GjaMvFIoZSVYBlyCOCAR3Ap76hYR38WlyXsC3s8MlxFbGRRLJFGyK7qmclVMkYJAw\nC6g9RXzi1j8R9X8JeAvGmqSeNfEXheTwRpbXlt4a8Qy2OqRagYg815IBJG14HRkG3zSwKMQjlql0\n7QvB/j748+C9e0rxL4ovdLv/AIbzajZ3cfiHULWSdUu7JUZ/LlQ/MrZkQgB2wXUsBgA+gNH8QaTr\n0moxaXcPK2lXr6fdhoXj2TqqsyjeBuGHU7lypzweDWjXzHqPjLxjLFrfhqDxfqliniD4xnws2opc\nFp9P09rOOUxWzPkQlmj8tcDCmYkDdive/Bvguz8E2dxY2WueINSS4lEpfWdXn1CRDtAwrzMzKvGc\nZxkmgDC1X47/AAp0TWLjRdS8U+VLZ3Qsrq5FjcvZWtwWC+VNdrGbeJwxAKvICDwcVreM/iZ4K+H8\nllb+KNWliudR8w2lpaWVxe3MyoAXdYbdHkKLkbm27RkZIyK4r4y3r/Ea31H4BeEEW4v9atxD4hvg\nAYND06X77yHobiRNwii6kne2FXJdpFvFbftQarbzjHleANNj03ccnyhf3QuME9Tn7Pu/4BntQB6T\n4c8R6H4u0S08R+GtTg1HTL5PMt7mFsq4yQfcEEEEHBBBBAIIpdH8QaTr0moxaXcPK2lXr6fdhoXj\n2TqqsyjeBuGHU7lypzweDXnH7PZBt/iGLbH2AeP9ZFnt+5t3R+bt7Y+0efnHfNeaeIfEXjW+0vXr\nCw8b63p003xrtNCiuoLtjJbWMgtVeGPdlQmHchCCmTnFAH1HRXkGhWt54G+PVj4J0zxFr97omt+E\n73VJrXVtWuNQ8q7tru2jWSOS4d3Tclw4ZAwXhSAMVN8UtW0fXfFlp4FtIfiFqmsWFgdSudP8JaqN\nNCQTOUiluJ2nt1zuikCIJcn5yVIwaAPWaK8v/Zq8S634q+D+l6n4hv7y9vYb3U7Bri9eN7iSO2v5\n4IjK0ZKNII40DMpIYgnJzmvPPhpN4tsvgfrfxy1Txj4k1/X9KsPEU+m6fPqMxslW2lulijeAHEzE\nxA75NzDO1SAoFAH0nRXzff2mu/D7wV4D+Kel/E3xRrms61qmhW+owX2qvcWWrx6hLFHKkVqf3UBA\nlaSMwqpURjO4Zzzmt698Tta0a9+AfhTxhrMHjLR/EmvT/wBpfbJGvDptrD9tsRJITuKyPfadAcnD\nJvXmgD6zrg/FPxv+HPg7xFceFdb1HVTqdnbRXdzDZaBqF8sEMpYRvJJbwOiBvLfG5h901yXwf8f3\nXxe+IepeN9M1K7j8O6f4X0i0jsBO3kf2heIbydmTO3zY4mtUyRuG5xxkiud8QeJPiN4W+PHxO1b4\neeA9P8UzW/hPQp57a41d7KXKHUGRYVWCQTM3zDaWTkAZOeAD3jw34l0Dxhodn4l8L6tbanpd/H5l\ntdW77kkXJBwexBBBB5BBBwRWnXzNp09zoHwS+HmneDvGzLB8S/GEZ1LW9Nj+ztbx6hJc3c8duG3e\nQ29RbLnLKW7P00/Ez678MPF+seB/DnjHxHqem6x4B1rWhFqWqTX11pl5amNI54riVmlVZPOYbSxA\naMFcc5APoasnQfFWg+J5NVi0O/8AtLaJqEmlXw8p08m6RUZo/mA3YWRDuXK89eDXjniXxVrVt8F/\ng5qkfiK+ivtZ1vwbBc3K3biW8WaWAzI7g5kEi794JO4E5zXC634s8S+GdH8X6d4Y/tZZPE3xobRL\nqTSHhS+S2ks4ZHW3eZ0jSV/KEaszDBkyDu20AfWRIAyTgCqK69oT6Zaa2utWB06/+z/ZLsXKeTce\neyrB5b52v5jOgTBO4uoGcivBtE0rx41p4+0DVND+IOm+Cbrw0biyfxJrsc+oW+op5gljhube6ln8\np08psM/BVwMBsHj7v4eaEn7O3wVnXVfFH/E01bwW04/4SfUiqec1urCIefiEDPyCPaIzgptIBAB9\ncUV85fEO9122+LOlfCLTbP4j6n4b0rwqNY8nw7r4i1C6uJLuSINcXlzdxTvHGsY4WUktKu7gKK9M\n+B0nxA/4QdrT4jWOp29/Z6jd29k+qSwSXs+niUm1kuGgd4zL5ZVWIbkoSeuSAeg0UUUAFFFFABRR\nRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFF\nABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB51e/s\n+/CbU9TuNU1Lw3c3Zu7lry4tLjV72SxlmZ95ZrRpjbnLEnBjxntW9qPw28Han4utfHVxpk8euWkK\nW63VtfXFsJYkZmSOZInVJ0UsxCyKwGTgV09FAHm9n+zv8HrF7Y2/hN/LsLyG/sbeTU7uS3sZ4plm\nje2haUx2+JEBIiVQRlSCrFTtTfCjwJN4h1XxSdIuIr/XIGt9S8jULmKC7VovKLSQJIInfy8KJCm8\nADBGK66igDg9R+B/w31S206zn0zU4bfS9Nh0i3itNdv7VDZxArHFIsMyiYAEj95uJyck1c1b4SfD\n7WRoXn6AbVvDMP2bSX068nsHtIMKDCrW7oTERGgMZJU7RkV2FFAHJ3nwp+H2oaPrugX/AIZgubDx\nJqDatqUM0kjia8IQecpLZjYeVGQUK7SoIweaueDvAnhvwHaT2XhyG/WO5kEsrXup3V9IzAYH7y4k\ndwABwAce1dBRQB5g/wCzb8JW1HUtVh07xDa3Gr3suoXps/Fur2yTXEhy8hSK5VQT7AAAADgAV0Hi\nP4T+BPFdnpNnrml3craHD9nsLuHU7q3vYYyqqy/aopFnYMFXduc7yAWyea6+igDM8N+GtB8H6Hae\nG/DOlwadplihS3toRhUBJJPqSSSSTkkkkkkk1jv8LPAcnm79Cz5/iCPxVJ/pU3OqJs2T/f7eWnyf\nc4+7ya6uigDJm8LaDP4ptfGsthu1mysJtMgufNcbLaWSOSRNmdhy0MZyRkbeCATnF8V/CbwH411q\nHxFr+k3J1OG2+x/arPUrqyklt9xYQym3kTzY9xY7H3Lljxya7CigDG8JeD/DXgTRE8OeEdIh0zTI\np7i4jtYSfLjeaV5ZNoJO1S8jEKMKoOFAAADvDPhPw/4O0KLwz4d04WumQvNIkBkeUBpZXlk5cljl\n5HOCeM4GBgVr0UAcFoXwK+FfhvWbTXNH8LeVPp0jTWEMl9czWli7AgtbW0kjQwHDEZjRcAkCtux+\nH3g7TvG+pfEey0SOLxHq9pFY3l8JHLSwR42rtLbB91ckAE7VyTgY6KigDnfBHw98G/DiwvtM8FaJ\nHpdrqV/NqlzGksjiS5lxvf52JGQqgKMKAAAABVyz8K6BYeJdS8YWlh5er6xbW1pe3HmufNitzIYV\n2k7V2maTlQCd3OcDGtRQByK/CX4dr4b1XwgfDED6LrV9LqV3ZSSyPF9pkcSNJGGY+SfMAcCPaFfL\nKASTTvCXws8C+CJr660DRpDdalGsN3d397cX9zNEudsTTXLySeWMnCbtoyeK6yigDzq1/Z8+EtpJ\nprR+G7l49FvLe/0q3n1e9mt9OnhlWSJraF5jHAAyj5Y1VSuVIKkg7V18LPh/faRrug33hq3ubDxL\nqDarqcEzySCa7YIPOBZiY2HlRkbCu0qCMHmurooA5bwh8MvB/gf7WdAtNQJvkWOdtQ1a71BmRc4U\nG5lkKryeBgc1mWvwO+GFn4UvPA8Ph6c6DeyRSmxk1O7kjt2jYPH9n3Sk221gGUQlACARiu8ooA4n\nWfg18PPEGm6Vpur6VfXB0RXSwvf7XvE1CBX++BeLKLghsDIMhzgZzgV0Phnwxo3hDR4tC0GCaKzh\nLMonupbmQsxJYtJKzOxJJ5Zia1aKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK\nACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA\nKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo\noooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii\nigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK\nACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA\nKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo\noooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii\nigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKK\nACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA\nKKKKACiiigAooooAKKKKACiiigAoorC8XeNvD3ge0s7zxDLehdQuxY2sVlp1zfTTTmN5AixW8byH\n5IpGztwApyaAN2iuT0P4n+E/EusaXo2hXFxdPqtlqN7HIYGiEP2Ke2hnimSTbLFKHu4/kZAflfOO\nM9ZQAUUUUAFFYvi/xl4Z8BaDc+J/F2sQ6bptoMyTSBmJPZVRQWdjg4VQWPYGteGaO4hSeFt0cih1\nOMZBGQaAH0UUUAFFFFABRRRQB82fGa9u9O+IV+2k6N4h8HzSrA0vjOXWdSh0qY+UgBMFtHNbMUAC\nH7T5PKHBI5PtXwvkvpfAekyal8QbPxxctG5fX7OGGKG9/eNgqsJMY2jCfKeShJ5JFeVeM/CfiX4l\n/EXxNa6BGl/YeH57azvLXXfEeoQWDXL2kM3lw2dptQp5csbNJMZMvI4C4WvS/g/faLf/AA9059B8\nKWXhq2tpryxk0qyCeRa3NvdSw3CxlFUOpmjlIfaN4O4gEmgDs6xfE+varoFvDNpXgnWvEjyuVeHT\nJbKN4hjO5vtVxCpHb5ST7VtVzvxBXxVN4P1Gy8FRn+2b1Fs7afeqi081xG1ydxAPkqzS7RktswAS\nQKAOV0r49eGdQuvCNleeH9e0uXxldalaWf2uO2ZYHs5RE5leKZ12ySMqxshcOXXkAg10Nn8SNBv/\nAIkX3wvtYL19T03TV1K4uPLX7MoZlHk7t27zQskTkbcbZFOcnFcV4++EN5qS+HtD8H2aWlj4e8L6\njY6ZcNIuLO/jm06XTyQTubElnuJAx8hyRkZf8NPA/jDTPGVl428UaQlrfaxo1/c6ztuY5Rb39zdw\nSJa5U5cRQRpCHAKkQDnkZAPWPtVt/wA/EX/fYo+1W3/PxF/32KfsT+4v5UbE/uL+VADPtVt/z8Rf\n99ij7Vbf8/EX/fYp+xP7i/lRsT+4v5UAM+1W3/PxF/32KPtVt/z8Rf8AfYp+xP7i/lRsT+4v5UAM\n+1W3/PxF/wB9ij7Vbf8APxF/32KfsT+4v5UbE/uL+VADPtVt/wA/EX/fYo+1W3/PxF/32KfsT+4v\n5UbE/uL+VADPtVt/z8Rf99ij7Vbf8/EX/fYp+xP7i/lRsT+4v5UAM+1W3/PxF/32KPtVt/z8Rf8A\nfYp+xP7i/lRsT+4v5UAM+1W3/PxF/wB9ij7Vbf8APxF/32KfsT+4v5UbE/uL+VADPtVt/wA/EX/f\nYo+1W3/PxF/32KfsT+4v5UbE/uL+VADPtVt/z8Rf99ij7Vbf8/EX/fYp+xP7i/lRsT+4v5UAM+1W\n3/PxF/32KPtVt/z8Rf8AfYp+xP7i/lRsT+4v5UAM+1W3/PxF/wB9ij7Vbf8APxF/32KfsT+4v5Ub\nE/uL+VADPtVt/wA/EX/fYo+1W3/PxF/32KfsT+4v5UbE/uL+VADPtVt/z8Rf99ij7Vbf8/EX/fYp\n+xP7i/lRsT+4v5UAM+1W3/PxF/32KPtVt/z8Rf8AfYp+xP7i/lRsT+4v5UAM+1W3/PxF/wB9ij7V\nbf8APxF/32KfsT+4v5UbE/uL+VADPtVt/wA/EX/fYo+1W3/PxF/32KfsT+4v5UbE/uL+VADPtVt/\nz8Rf99ij7Vbf8/EX/fYp+xP7i/lRsT+4v5UAM+1W3/PxF/32KPtVt/z8Rf8AfYp+xP7i/lRsT+4v\n5UAM+1W3/PxF/wB9ij7Vbf8APxF/32KfsT+4v5UbE/uL+VADPtVt/wA/EX/fYo+1W3/PxF/32Kfs\nT+4v5UbE/uL+VADPtVt/z8Rf99ij7Vbf8/EX/fYp+xP7i/lRsT+4v5UAM+1W3/PxF/32KPtVt/z8\nRf8AfYp+xP7i/lRsT+4v5UAM+1W3/PxF/wB9ij7Vbf8APxF/32KfsT+4v5UbE/uL+VADPtVt/wA/\nEX/fYrl/if8AEG1+G/gPV/GxtU1A6XErrai4EfmszqgG7Bxyw7Gur2J/cX8q8a/a2Wa4+DdzoNko\nNxrmp6fp0SgDLu1wrgD8U7fyzXLjasqOGqVIbpO3rbT8TjzGtLD4SrVp/Eotr1tp+J6f4Y8SWfiT\nw1pPiKKSONNUsYL1U8wHaJY1cDPturT+1W3/AD8Rf99ivNv2atTTWvgZ4QuyATFYm0ORyPIkeLH/\nAJDr0zYn9xfyrTDVPbUYVO6T+9GmErfWMPTq/wA0U/vVxn2q2/5+Iv8AvsUfarb/AJ+Iv++xT9if\n3F/KjYn9xfyrY6Bn2q2/5+Iv++xR9qtv+fiL/vsU/Yn9xfyo2J/cX8qAGfarb/n4i/77FH2q2/5+\nIv8AvsU/Yn9xfyo2J/cX8qAGfarb/n4i/wC+xR9qtv8An4i/77FP2J/cX8qNif3F/KgBn2q2/wCf\niL/vsUfarb/n4i/77FP2J/cX8qNif3F/KgBn2q2/5+Iv++xUisrqGRgwPQg5FJsT+4v5UoAAwBgU\nALXkmt/Bjx/qms3+p2X7Qfi3Tre8upZ4rOCGEx2yO5ZYkJGdqghRnsK9borehiKmHbdO2vdJ/mmY\nV8NTxKSqX07Nr8mjxf8A4UT8SP8Ao5Xxn/34g/wo/wCFE/Ej/o5Xxn/34g/wr2iiuj+08R3X/gMf\n8jl/svDdpf8Agc//AJI8k0T4MeP9L1qw1O9/aD8W6jb2d1FPLZzwwiO5RHDNE5AztYAqcdjWv8YP\nD+teIrrwJbaJe6rYPb+KFnnv9Ngills4hp96pkPmxyRqpZlTLoRlwBgkGvRKK56+IqYhp1Ladkl+\nSR1UMNTwyap317tv82zxDxL4Q1D4f6/a6l4V8N6p4peHwl4qnu3uQ0jX9/c3WlOFldFC75Fik2xo\noysTKi/Lgclo3hnUtN0rxv4g0fw8ml2fh59J8UaIlt4bn0G1nuLUTm6WO2uHLI0sKNA7HaSJAxAB\nVm+nKyPFHhTQ/Gel/wBi+Iree4sWcPLbx3c0CTgAgxyiNl82MgkNG+5G/iU1gbnzprPhDX9UsvDf\ni7XtKiutJ8TRarreqW934WvNfW3vbx7drMPaWsqSiSK0QQLMA3l+Ww+UuDXe+Bfh0snxDttW8X2l\n3r8mh+B/DNtYatqlg8Ymvo5tR86fy5MhLoAxM3Jkj87GRv59kAAAAGAKhvrGy1Oyn03UrOC7tLqJ\noZ4J4xJHLGwwyMpyGUgkEHgg0Ac18WtOuNV+F3i+xsrGS8vJtB1GO1hiiMkjytbSKqooBJY7toA5\nOcd66HSkePS7OORCrrbxqysMEEKMgis7w74F8EeEJZp/Cfg3Q9FkuFCTPp2nQ2zSKDkBjGoyAfWt\nygAooooAKKKKACiiigD568ceIfgbP8U/EmjfErXZPC+sWQtEiutL8Q32nNqVk1ujhbo2siKzrI0q\nhJMsI9jDhq9k8AT+Cp/B2mN8O5LJ/DscRhsDZ/6nYjFGAPUncrAk8k5JyayPFvxs+F3gbVzoHibx\nbBa6ioVnto4Jp3TcjOoYRI20lFZgDg7QT05rpPDHifQ/GWgWfifw3em80zUI/NtbjynjEqZI3BXA\nbBxwccjBGQQaANSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK\nKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoooo\nAK8f/aE/07Ufhj4fHP2zxxYXEi9d0UCuzAj05HOeMd69grx/4o/8TD47fCHRvvJFNrGozKei+Xar\n5ZweD8xI9RXFmGtDl7uK++SR5+aa4bl7yivvlFfqJ+zKfsPhvxX4UIKnw54v1TT0Q9o/MDqR7Hec\nHivYa8d+FA/sj42/Fzw2Rtjlu9N1eH0bz7c+Yfb5gB717FRl+mHUf5W19za/QMr0wsYfyuUf/AZN\nfoFFFFdp6AUUUUAFFFFABRRRQAUUUUAFFFFABXB6l8RPFNjqN1ZW/wAKdeu4reZ4kuIpI9kyqxAd\ncnOCBkfWu8orkxdCtXilRqum12UXf/wJM68JXo0JN1qSqLzclb/wFo86/wCFneL/APojniP/AL+R\nf40f8LO8X/8ARHPEf/fyL/GvRaK4P7Ox3/QZL/wGn/8AIHd/aGC/6BI/+BVP/kjg9N+Inim+1G1s\nrj4U69aRXEyRPcSyR7IVZgC7YOcAHJ+lZPx5uL+O28F2Nlb+IruPUPE6W1zZaDqradd3cX2C8fyx\nMJ4MAMiOQZVB2dzgH1Ks/VNB0nWrjTLvU7TzpdHvPt9k3mMvlT+VJFvwpAb5JpBhsj5s4yAR34TD\n1sPFqtVdRvq1FW/8BSOHF16NeSdGkqfo5O//AIE2eJaI/iDwV4y0HUPHWqNYraeF/GF3anV737ZJ\nYWX27RzDHczhiZmUdSHY4IXe5G46Om/GXxfB/a/9rR2F5b+HdR0htRuxoV9pROm3rPG7i3upC6tC\n6+YZMsjRqwChunp3iTwL4U8XS+d4i0hb1/7Ou9J+aV1H2W5aF5kwrAZZraAhvvKUG0jJzyviH4VQ\nWXhbxBo/gDS7R9R8V2g0vU73XdWu7ljbmOVBKzSea9w6CUgIzJuXCmRQqgdZyHJ6n8cfFs+owafo\ntnbQR6pNq91p10PDuo6vusbKeK2TdDZnfmaVpJBNlUWPyxtZm56Twv49+IPjHxjYaTDo+n+H7BPC\n+ieItVttStJpL+Ga9kvFkswu+MIy/Zcb2U7SrAo24bOhm+FXg240HQvD8tpexReG7RbLTrmy1G4s\nbuGIIqFRPbvHJhgibl3YYqCQcDGnF4UsdMmvdV8PoltrFzpdtpSXl0010vlWxma2EiGQFwj3EpJD\nK77iC/AIAKfxGi8O/wDCNyX3irXdW0zTLGRZpm03ULizmnblUiD27LMxZmUKkbBnbauDnaU+F9r4\nms/AekweL5bl9UEcjOLqUSXEcTSM0MczjO+VIjGjtk7mVjk5zWTqXwz1Hxr9lj+KGuWmpx6ZcC80\n06Amo6HNb3G1kMhlivmZ/ldgBxjJ9a67QNBsfDWlxaRp0+ozQRFir6hqVxfTncSTumuHeRuTwCxw\nOBgDFAGjRRRQAUUUUAFFFFAHnviL4X6hLf3/AIl8H6/DYa7PrsHiG3a/tDcWq3CaeNPdHRGRyj24\nI4cFW+Yeh3Phz4Tu/BHhG18P3+px6hdrPd3dxcRQeREZbi5kuHWOMs2yNWlKou44VVGTiuI1rxN4\nw1rx34i8O2HxU8PeDodCltobezudNjuLq7iktopTdEyTLiMySSRKFXGYHyxJwPRfCS6gvh+0XVfE\ntt4guh5nmajb26QRz/O2MIjMo2jC8E5Kk98UAbFFFYnizxZYeEbK2uLqzvL65v7lbKwsbKNXuLy4\nZWYRxhmVQQiO5ZmVVVGYkAE0AbdFcTqPxV0rQ9e8IeGvEOg6xpeoeMjdLbRzi3dbNodny3DxSuoL\ntLGqbC4LOASKt2fxI0G/+JF98L7WC9fU9N01dSuLjy1+zKGZR5O7du80LJE5G3G2RTnJxQB1dFJk\neooyPUUALRSZHqKMj1FAC0UmR6ijI9RQAtFJkeooyPUUALRSZHqKMj1FAC0UmR6ijI9RQAtFJkeo\noyPUUALRSZHqKMj1FAC0UmR6ijI9RQAtFJkeooyPUUALRSZHqKMj1FAC0UmR6ijI9RQAtFJkeooy\nPUUALRSZHqKMj1FAC0UmR6ijI9RQAtFJkeooyPUUALRSZHqKMj1FAC0UmR6ijI9RQAtFJkeooyPU\nUALRSZHqKMj1FAC0UmR6ijI9RQAtFJkeooyPUUALRSZHqKMj1FAC0UmR6ijI9RQAteP6sP7R/as0\nKzPI0jwZdagPYy3Qh/p2wa9fyPUV4/4WI1D9p/xveA8aT4d03Tz9ZWM39O+DXFjNXTj3kvwu/wBD\nz8w1dKHea/C8v0FH/Em/atYH5YfEXgwEf7VxBdf/ABs+5r2CvHPioRpHxx+EviMYEc8+p6ROcgbv\nOgHlD8HBP+FexZHqKMJ7s6sO0vzSf5thgfdqVqfaf5xjL82xaKTI9RRkeortPQFopMj1FGR6igBa\nKTI9RRkeooAWikyPUUZHqKAFopMj1FGR6igBaKTI9RS0AFZU3ivwtbzSW9x4l0qKWJijo95GrKwO\nCCCcgg9q1a4DU/gH8HNZ1K71fVPh9pVzeX08lzcTOjbpJXYszHnqSSfxrGs6qS9kk/VtfkmYV3XS\nXsEm/NtfkmdP/wAJj4R/6GrR/wDwOi/+Ko/4THwj/wBDVo//AIHRf/FVx/8Awzj8Dv8Aomuj/wDf\nDf40f8M4/A7/AKJro/8A3w3+NYc2M/lj97/+RObmzD+WH/gUv/kTs4fFfha5mS3t/EulSyysEREv\nI2ZmJwAADkkntWP8QvGGteE00C18PaBZatqPiDV10qCK91F7KGM/Zp5y7SJDM3S3IwEOSw5FZumf\nAP4OaNqVpq+l/D7Sra8sZ47m3mRG3RyowZWHPUEA/hVr4mfD21+IreF7PVNO0rUNL0nXV1PULPUo\nRLFPCLS5iCiNlZWYSTRthsDCk5yADvRdVp+1SXo2/wA0jpoOu0/bpJ+Tb/NIwvCvxivfEXijT9Hv\nNHtrCFdP8QyaoIpWu9l1pt1YQ/6PMoXzYit3KTmMNuVRhSrA9JpvxW8DaqyRQandwTPqEOmeRe6X\nd2cyXE0bPErxzRo6K6qdrsAjHCgkkCsTxn8NteuL+xu/hxeaX4dGl+Fda0SxEcflC2uLuawkhZER\nCqoBaSgkcqWQhW5xwXiLwZd+CvCnjrxH431aw0yfW7bTToUI1y81adNVsjNNbJHLdKsk8jTCJ0jR\nQSQyheNzbG56tqvxa8BaM88N3q9xJNbXc9lJDaadc3UokhjjeYhIY2Zo41lj3yAFELbWYNkVOfib\n4JPiCx8L22sPealqVnbajbQ2VnPchrSdpFiuC8SMixExODIxCr8u4jcufNX+CfiZdO8J67a7LnXb\nLT79NatP+Ekv9FSe7v547q4lW6sgz/LOrgIyMrKw5UoK7Dwj4FT4faveeIFsbe20e08HaJodtY2J\nuL2a3+wPfPIiAoZJU23MSpjdI5Q5UHGQDq/E194nsbON/Cmg2GqXbybXS/1JrKCKPBJdpFilbsAA\nEPJ5wMmq3gDxcnjrwlY+KEsDZ/ajNG8PmiVVeKV4mKSAASRlkJRwBuUq2BnFc34i1iD4k6RNoGi/\nD+z8R2rFTf6f4y0vUNKtJEzlCrXFjIsrBlB27Djg5GBW58M/C2peDPBtn4e1a8inngluZQsDu0Nt\nHJPJJHbRM/zGKFHWJCcfLGOF+6ADqaKKKACiiigAooooA8X8RfDzxx4g1eXWNS+D3wY1W6uEi867\n1EzS3EjrGqnc5s2JAxtXJ+6F6dK9J8C6Rd6D4VsdKvtB0HRZ4PN3WOhAixi3SMw8rKIeQQzfKPmZ\nuvU+c+D9d+M3xN8L2fxD0Hx74N0HT9SjNzb6VL4fmv2tkyf3VzOLuL96vSQKibGDDnGT3Pws8ZXf\nj7wNp/ie/trWG5nkurab7JIZLeV4LiSAywseWikMXmIT/A69etAHWV518YvBcvig+F9VHhUeJ7bw\n/qz3d5opkiU3kElrNAdomdInZWlR9kjBWVWGc4r0WigD5+l+D3jPU9G0mz/s5dMez03xHNpqNcxy\nDRrmXUrO70qA4Y7hF9nXITKL5RQNt2E9J8NPA/jDTPGVl428UaQlrfaxo1/c6ztuY5Rb39zdwSJa\n5U5cRQRpCHAKkQDnkZ9dooAh+x2n/PrD/wB8Cj7Haf8APrD/AN8CpqKAIfsdp/z6w/8AfAo+x2n/\nAD6w/wDfAqaigCH7Haf8+sP/AHwKPsdp/wA+sP8A3wKmooAh+x2n/PrD/wB8Cj7Haf8APrD/AN8C\npqKAIfsdp/z6w/8AfAo+x2n/AD6w/wDfAqaigCH7Haf8+sP/AHwKPsdp/wA+sP8A3wKmooAh+x2n\n/PrD/wB8Cj7Haf8APrD/AN8CpqKAIfsdp/z6w/8AfAo+x2n/AD6w/wDfAqaigCH7Haf8+sP/AHwK\nPsdp/wA+sP8A3wKmooAh+x2n/PrD/wB8Cj7Haf8APrD/AN8CpqKAIfsdp/z6w/8AfAo+x2n/AD6w\n/wDfAqaigCH7Haf8+sP/AHwKPsdp/wA+sP8A3wKmooAh+x2n/PrD/wB8Cj7Haf8APrD/AN8CpqKA\nIfsdp/z6w/8AfAo+x2n/AD6w/wDfAqaigCH7Haf8+sP/AHwKPsdp/wA+sP8A3wKmooAh+x2n/PrD\n/wB8Cj7Haf8APrD/AN8CpqKAIfsdp/z6w/8AfAo+x2n/AD6w/wDfAqaigCH7Haf8+sP/AHwKPsdp\n/wA+sP8A3wKmooAh+x2n/PrD/wB8Cj7Haf8APrD/AN8CpqKAIfsdp/z6w/8AfAo+x2n/AD6w/wDf\nAqaigCH7Haf8+sP/AHwKPsdp/wA+sP8A3wKmooAh+x2n/PrD/wB8Cj7Haf8APrD/AN8CpqKAIfsd\np/z6w/8AfAo+x2n/AD6w/wDfAqaigCH7Haf8+sP/AHwKPsdp/wA+sP8A3wKmooAh+x2n/PrD/wB8\nCvIPg9b2+o/Ff4va4YI3V9XsdOU7AQPs1ttIGOON3Pf1r2WvH/2bf9M07x54gPP9r+ONVuI26/ug\nyKoB7gbTzgVxYjXEUY+bf/krX6nn4r3sVQj2cn90Wv8A24i/aWtrfTvD3hLxVHBGn/CP+L9LvpWC\ngfut7Iyn2O9c8j616/8AY7T/AJ9Yf++BXm/7TGlHV/gX4ut1B3Q2a3ikdQYJUlyOR2Q//X6V3fhj\nVhr/AIa0nXVII1GxguwR/wBNI1b+tFP3cXUj3UX+af6BS9zHVY94xf4yT/JF37Haf8+sP/fAo+x2\nn/PrD/3wKmortPQIfsdp/wA+sP8A3wKPsdp/z6w/98CpqKAIfsdp/wA+sP8A3wKPsdp/z6w/98Cp\nqKAIfsdp/wA+sP8A3wKPsdp/z6w/98CpqKAIfsdp/wA+sP8A3wKPsdp/z6w/98CpqKAIfsdp/wA+\nsP8A3wKkREjUJGgVR0AGBTqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPmT\nT9G8MeJNPsvjX8RvgX8P77w14jjTUrm5stO83UNNik+ZJr5HQrchQR5zKA0ZydrqrMPZfg54nbxd\n4Fj1fy7BIYtV1jTrVbFAkAtbTUrm2g2AEjHlQx8jgnJGBxWvHrngTw7q9j4Ei1bQ9N1TURNPZaOk\n8UU9wDvlleOAEMwyJHZgOu4nvU/hLS/CmjaDBp3gm00210aOSZoItOCC3VnldpdoT5RmRnJA7k0A\nbFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA\nUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAyaaO3hkuJm2x\nxKXc4zgAZJryX9lKGQfA/RNRnXE+qXF9fS85JZ7qXBJ7/KF5PNd18SL86V8O/FOqKcGz0W+uB1/g\ngdu30rE+AmnjTPgt4LtgMb9Gtrjt/wAtUEnb/fril72Mj5Rl+Lj/AJHnz97MIeUJfi4/5M6XxppB\n8QeDtd0ALuOpaZdWePXzImTH61x/7OGrnW/gb4OvS27y9OFnn/rg7Q4/8h16TXj37MIGn+DfEPhT\nAH/CM+K9V0sL6Ksocfh+89T9aKnu4uD7xkvxi1+oqvuY+nLvGS+acWv1PYaKKK7T0QooooAKKKKA\nCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPBfE/gvxvcfF\ne68XfDOPwjrs2m+I4NS1KHU9Qms7myuP7DezW1LxwS7ofKuorkD5SGZxg+ZuX1H4Z+Er7wT4NtdB\n1W/hvb83F5f3k0EZjiNxdXUtzKI1JJEYeZlUE52gZryXxxouu6p8UvEmofDRviBcX1utpba5/ZOs\n6dp1hFMLdHiiVZ4Waabynjcs3QSou8DCr6t8KtUtdY8B6bfWuqa5fjfcwzS635X29J47iSOaGfyg\nI98UiPF8ox+74LdSAdbWH4s8Z6B4JtLW81+S+2310LO2istOub6eaYo8mxIbeN5G+SORiQuAFJNb\nlcX8ULPwldadpcvi7T/E1xFZ3/2i0l8Px6k1zbXBgli350/9+qmOWVCfu/Pz2oAuH4leDo9R8N6R\nd391ZX3i4XB0i1vdOubaWfyFDSh0ljUwkAjiQKTkAZNXIvGvhifxlP8AD+HVA+v2unrqk1oIn+S2\nZ9gYvt2Z3fw7t2CDjBBPhmqeEPiH4k03wxe3Fhq02r6NpfiPUNGn1CM+ejw6pY3GlRXTgfLLJBAi\nOG+Zh5obJDV0fwt0TxDN8SIfiFrfh/UdPn8VaHf6jdrdW7I1oZLm1W1tZeMJKlrDCGTOdySHHWgD\n2yioPsdt/wA8/wDx40fY7b/nn/48aAJ6Kg+x23/PP/x40fY7b/nn/wCPGgCeioPsdt/zz/8AHjR9\njtv+ef8A48aAJ6Kg+x23/PP/AMeNH2O2/wCef/jxoAnoqD7Hbf8APP8A8eNH2O2/55/+PGgCeioP\nsdt/zz/8eNH2O2/55/8AjxoAnoqD7Hbf88//AB40fY7b/nn/AOPGgCeioPsdt/zz/wDHjR9jtv8A\nnn/48aAJ6Kg+x23/ADz/APHjR9jtv+ef/jxoAnoqD7Hbf88//HjR9jtv+ef/AI8aAJ6Kg+x23/PP\n/wAeNH2O2/55/wDjxoAnoqD7Hbf88/8Ax40fY7b/AJ5/+PGgCeioPsdt/wA8/wDx40fY7b/nn/48\naAJ6Kg+x23/PP/x40fY7b/nn/wCPGgCeioPsdt/zz/8AHjR9jtv+ef8A48aAJ6Kg+x23/PP/AMeN\nH2O2/wCef/jxoAnoqD7Hbf8APP8A8eNH2O2/55/+PGgCeioPsdt/zz/8eNH2O2/55/8AjxoAnoqD\n7Hbf88//AB40fY7b/nn/AOPGgCeioPsdt/zz/wDHjR9jtv8Ann/48aAJ6Kg+x23/ADz/APHjR9jt\nv+ef/jxoAnoqD7Hbf88//HjR9jtv+ef/AI8aAJ6Kg+x23/PP/wAeNH2O2/55/wDjxoAnoqD7Hbf8\n8/8Ax40fY7b/AJ5/+PGgDzz9pHUBpvwN8Y3JON+nm37f8tXWP/2euy8G2B0rwhoelnrZ6bbQdc/c\niVf6V5j+1Vbwy/CZ9EjXDa3q+naeBuPzbrhGx6/wdueK9f8Asdt/zz/8eNcUPexk32jH8XL/AIB5\n9P3sfUfaEF97m3+hPXjvwiJ0r4xfF3ww3yqNSsNXiHZvtNuWcj6FQDx17mvW/sdt/wA8/wDx414/\nb2sOj/tWXdvsxB4h8Gpcdes8Fzsx68R8/j+NGL92dKfaX5pr82hY73alCp2nb74yX5tHs9FQfY7b\n/nn/AOPGj7Hbf88//HjXaeiT0VB9jtv+ef8A48aPsdt/zz/8eNAE9FQfY7b/AJ5/+PGj7Hbf88//\nAB40AT0VB9jtv+ef/jxo+x23/PP/AMeNAE9FQfY7b/nn/wCPGj7Hbf8APP8A8eNAE9FQfY7b/nn/\nAOPGpURY1CIMAUAOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsrxXqep6L4X1jWdE0\nd9W1GwsLi6tNPRtrXcyRsyQg4OC7ALnB69K1aKAPme5+JPwy8R+K/EmteH/il448C3b3kFrqSafo\n7Sx6ky2duwnaK5spTBKquIcgIxEIJBG017f8MIPCdv4G0yLwRPdXGj/vminullE88hmczSyeaA5d\n5TIzEgZLEjgivI/G3xcfwF8cLK28V+PrDwpoD60tvLp11Bb28Wp2LaJPKdQe4kXzHZbuKK2ARwF8\ntFYEyJXq3wm1/XPFHgWz1/XxN597c30lu01v5Ekll9rmFpI0eBtL2whYjA+90oA6+iiigAooooAK\nKKKACiiigAooooAKKKKACiiigAooooAKo2GuaLqt1e2Ol6xY3lzpsohvYbe4SR7aQjISRVJKNjnB\nwavV8kfse+K7vWPiz8Srm5yIPFzt4isiWyHhS9uIiy+259v/AAEV3YbBPEYetXv8CXzu/wDK7+Rw\nYrHLDYijQt/Eb+Vl/nZfM+t6KKK4TvCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK\nKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDx79ob/Tr/wCGPh8DP23xxp88ij+KKEOzjHpy\nOc8Yr2GvHvin/wATH46/CDRgcpHNq+oyjsvlWy+WcdD8xI9RXsNcWG1r1peaX3RT/U87Ce9icRL+\n8l90Yv8A9uCvHviZ/wASj48/CjXxxHeHVdIuD674A0Q/77B617DXjv7Sv/Eu0zwR4tHy/wBgeMtM\nuZW/6YMzI49gdy80ZhpQc/5XF/dJMeaaYZz/AJXGX/gMk/yR7FRRRXaegFFFFABRRRQAUUUUAFFF\nFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTJporeJ555UjijUu7uwCqoGSS\nT0AFPqrqcGm3Wm3dtrMNtLp8sEiXcd0qtC8JUhxIG+UoVzkHjGc0AePav4v1fxf428R6PY/GLQPC\nOn+HJLZbOL7LaXU16r28crXbvOxAiEjvEAgB3QSZbkAd78KPFGreMvAWm+Idb+yPdzvcxG4s0K29\n3HFcSRR3USksRHNGiTKNxwsg5PWsP/hCP2b/APoUfhr/AOC+w/8Aia7fw5Y+G9N0W3svCNnptrpM\ne/7PFpscaWy5cltix/KMuWJx3J70AadFFIzKoLMQABkk9hQAtFZFt4w8JXraStn4p0idtfSSXSRF\nfRMdQRF3O0GG/ehV+YlM4HJq0Nb0VtZbw4ur2R1ZLYXrWAuE+0LbliglMedwQsCobGMgjOaALtFF\nFABRRRQAUUUUAFFFFABRRRQAUUUUAcv8UfEH/CK/DbxT4jEmx9O0e7uIz38xYm2Ae5bA/Gvnr4V6\nD/wrrx58DGKCL/hJvA95pkpzj94MX5Q+++U9eM9K9J/a0u7j/hTF94espDHd+JdQsNFt2Az80twh\nIx3yiOMe9U/2grSDwxd/CfxPZqIoNB8X2OnsRgeVaXCNE5z6AKox3r38v93Dql/z8c190LR/GR89\nmXvYl1f+fSg/vneX/ksT3CiiivAPoQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiii\ngAooooAKKKKACiiigAooooAKKKKACiiigAooooA8e1cHUf2rdAtCMjSPBl1qA9jLc+Tnn+nP4V7D\nXjvhfGo/tReNrwf8wjw5p2nnpx5rGb+ntXsVcWC1VSXeUvw0/Q8/L9VVn3nL8Pd/QK8t/ae0ttW+\nBfiqOLIltbeK9jZThkMMySEg9uEP516lWF480n+3vA3iLQ9m7+0dKu7UL6l4WX+tbYqn7WhOn3TX\n3o3xtL2+GqUv5otfei74f1Ndb0HTdZQgrf2kN0MejoG/rWhXnf7PGsf258EvBt7v3eXpcdpn/rhm\nH/2nXolPD1PbUo1O6T+9FYWr7ehCr/Mk/vVwooorY3CiiigAooooAKKKKACiiigAooooAKKKKACi\niigAooooAKKKKACiiigAooooAKKKKACob2ys9Rs59P1C0hurW6iaGeCaMPHLGwIZGU8MpBIIPBBq\naigD551T4W+HPB3jrxHfTfsx6V4z03XXtzpMumWWkj7FGlsiPayQ3ckQQGVZZd6btwlw2Nor1D4M\n+FdS8FfDjS/Dmq6da6dNbyXcqWFq4eKxhluZZYbYMAA/lRyJGW/iKE85zXk3jXStdtfj5B4z0TwQ\n3je/0TWY7oSaZqtl9s0qwfRJ7Y2DxXE8ZhD3M8dzuHDLJk8ogb2D4TeH9d8MeBbPTPEqQxalJc31\n9NBDKZY7X7TdzXC26vgbhEsqxg4wdnHFAHX1wHxfHim903T/AA/ong/V9d0rU7hk10aXc2cU4s1X\nJgX7TPCMTHCMysSI/MxhipHf0UAfJNhDq+reFPhlrem+G76w1bwr4c1zWdMtZmhMlw1reaa7Rp5M\njqFmi82Dkg4kPA4Nd38KZx4h+MI+JDB8eMvDt9qVn5ilSunLdWsVngHkB4Y1m2no07173RQBB9kj\n/wCek3/f1v8AGj7JH/z0m/7+t/jU9FAEH2SP/npN/wB/W/xo+yR/89Jv+/rf41PRQBB9kj/56Tf9\n/W/xo+yR/wDPSb/v63+NT0UAQfZI/wDnpN/39b/Gj7JH/wA9Jv8Av63+NT0UAQfZI/8AnpN/39b/\nABo+yR/89Jv+/rf41PRQBB9kj/56Tf8Af1v8aPskf/PSb/v63+NT0UAeIfHC3TW/ih8H/A6ySOtx\n4gn12VDITtFjAXVjnpy5A9egq5+1dob33wI8SXVm832vShbalbvvLbGhnjcsAT/cD81A3/FR/tco\nPle38IeDS3vHd3Vxj9Ya9J+Imh/8JN4A8S+HAu46npF5aKMZ+aSFlBA9ckV7Htfq1XC/3UpP5ycv\nyseJ7L61Sxf95uK+UVH87l7Rbm01vR7DWrWSbyb+2iuo8TsfldAw5zzwaufZI/8AnpN/39b/ABrz\n39m/XD4i+BXgrUTJvKaVHZs2c5NuTAc++Y+a9JrzcRS9hWnS/lbX3Ox6mGq+3oQq/wAyT+9XIPsk\nf/PSb/v63+NH2SP/AJ6Tf9/W/wAanorE3IPskf8Az0m/7+t/jR9kj/56Tf8Af1v8anooAg+yR/8A\nPSb/AL+t/jR9kj/56Tf9/W/xqeigCD7JH/z0m/7+t/jR9kj/AOek3/f1v8anooAg+yR/89Jv+/rf\n40fZI/8AnpN/39b/ABqeigCD7JH/AM9Jv+/rf40fZI/+ek3/AH9b/Gp6KAIPskf/AD0m/wC/rf40\nfZI/+ek3/f1v8anooAg+yR/89Jv+/rf40fZI/wDnpN/39b/Gp6KAIPskf/PSb/v63+NH2SP/AJ6T\nf9/W/wAanooAg+yR/wDPSb/v63+NH2SP/npN/wB/W/xqeigCD7JH/wA9Jv8Av63+NH2SP/npN/39\nb/Gp6KAIPskf/PSb/v63+NH2SP8A56Tf9/W/xqeigCD7JH/z0m/7+t/jR9kj/wCek3/f1v8AGp6K\nAIPskf8Az0m/7+t/jR9kj/56Tf8Af1v8anooAg+yR/8APSb/AL+t/jR9kj/56Tf9/W/xqeigCD7J\nH/z0m/7+t/jR9kj/AOek3/f1v8anooA8Z+D0C6j8Wfi/rhkkIfV7DTwwkPP2a2KYJHBxu+vrXr/2\nSP8A56Tf9/W/xryX9mz/AEyw8e+ICM/2v441WeNuv7oFFUA9wMHnFew1xZfrh1Lu2/vk3+p5+Va4\nWMu7k/8AwKTf6kH2SP8A56Tf9/W/xo+yR/8APSb/AL+t/jU9Fdp6B4x+y9braeAtW8LM8y/8Ix4m\n1TSAokYBQk2/GOn/AC17CvYPskf/AD0m/wC/rf415L8HQNJ+K/xd8L4ChNYs9XQf3vtdvvYj15Xn\n0PpXsNcWX6YaMf5bx/8AAW1+h5+VaYSMP5bx/wDAW4/oQfZI/wDnpN/39b/Gj7JH/wA9Jv8Av63+\nNT0V2noEH2SP/npN/wB/W/xo+yR/89Jv+/rf41PRQBB9kj/56Tf9/W/xo+yR/wDPSb/v63+NT0UA\nQfZI/wDnpN/39b/Gj7JH/wA9Jv8Av63+NT0UAQfZI/8AnpN/39b/ABqVECKFBYgd2JJ/M06igAoo\nooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimTTRW8TzzypHFGpd3dgFVQMkknoAKAPCP\njNpuma/4tbT9U0P4deHZoEQ2vivX9X8nUmUoMtaxWzxXACnK5a4i5TgEYNdF8O9A8deG38PSaR8V\nZ/iJ4Yv3ng1G4v2t5GtAscpSe3uIzvkXzo0haORpn/ebt42NnA8a+BvDt5r+p+OtMufBHiLVJtet\ntXisdWuoo1mt00z7BJaNOVk2p8zzoNhXzCcjnI9C+DehXfhr4c6Xo95NprPFJdSJFps/nWlrFJcy\nyR2sUmF3pCjrCG2jIj6DpQB2tFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRUV3dQWVrNe3M\ngSG3jaWRj0VVGSfyFCV9Abtqzxr4IA678V/jF42Yblk1630CJuoX7DBsdR6cuCR617VXjX7JVpOf\ng3a+JLyIx3XijU9Q1qdSf4pbhlB/FUU/jXstd+Z6YqcF9m0f/AUo/oeflSvhITf2ry/8Cbl+p4r+\nyp/xLPB3ibwUQU/4RPxdqulJGRjbEJBIpA/unzDj8a9qrxX4UZ0L4+/F7wsxIivJdM122Hr50BEx\n/wC+wo/DtXtVGZ64lz/mSl/4Ek/1FlXu4WNP+Vyj/wCAya/QKKKK4D0QooooAKKKKACiiigAoooo\nAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmTTR28MlxM22OJS7nGcAD\nJNPrnfiPf/2V8PfFGqZx9j0a9uM8/wAEDt257VM5ckXLsRUn7ODm+iucH+yhDIPgho2pTjE+qXN9\nfS55JZ7qUAk98hRzXr1cB8AtP/sz4LeC7YLjfo1vcdv+Wq+Z2/367+ufAx5MLTi/5V+Ry5bD2eCo\nxfSMfyQUUUV1HaeO6dnRv2rNXtc7Y/EPg6C9yOjSwXPlY+oTJ57d+1exV478RlGk/tB/CvXfux6j\nFq2kTt/2wDxD8Xz/APXr2KuLB+7KrDtJ/ilL9Tz8B7sq1PtN/wDkyUv1Ciiiu09AKKKKACiiigAo\noooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKgvbKz1Kzn07UbSG6tLqJoJ4\nJ4w8csbAhkZTwykEgg8EGp6KAPB9V+HVprnifW9H+H/wX+EtpZeHp4rSa41vQ1eS8ne3inPlpCih\nIwsyLvJYlg42jbk+i/CDVNP1j4fafdab4WsPDkcM97Zy6Zp4T7LBPBdSwzeSUVQ0bSxyOrbRuDBi\nATUHij4KfDrxnrNx4g8RaZqVxe3UaxStHrd9AhRVChRHFMqKMDkBQCSSckklvhH4H/DbwJf2Wo+F\ndI1Cyk05GjtYzrV9LBEpQptEMkzRkbWIAK8cEYIBoA7yszxB4n8NeErD+1fFXiHTNGst4j+06hdx\n28W89F3uQMn0zWnXI/EnxFpXhzRorm88Z+F/C99JLt0/UfEUQktY5cfMApmhyxQsBiRTz3AIIBtR\n+KvDEs2lW8XiTS3l11Hl0pFvIy1+iIHdoBnMoVSGJXOAcnipxreitrLeHF1eyOrJbC9awFwn2hbc\nsUEpjzuCFgVDYxkEZzXy4mmX8+h+AdX0Sxll1bwzpvirXtPZOBqMtvq1lI8kI2rtivI/NCLgBY7k\nAEgBj2vwpnHiH4wj4kMHx4y8O32pWfmKVK6ct1axWeAeQHhjWbaejTvQB73RUH2d/wDn7m/8d/wo\n+zv/AM/c3/jv+FAE9FQfZ3/5+5v/AB3/AAo+zv8A8/c3/jv+FAE9FQfZ3/5+5v8Ax3/Cj7O//P3N\n/wCO/wCFAE9FQfZ3/wCfub/x3/Cj7O//AD9zf+O/4UAT0VB9nf8A5+5v/Hf8KPs7/wDP3N/47/hQ\nBPXn/wC0Br//AAjPwU8aaur7HXR7i3jb+7JMvlIfwaQV3P2d/wDn7m/8d/wrxf8AaphfUfBXh7wM\nLiaT/hMPFel6O6cH92ZfMZiMcgeUM9uldmXQVTF04y2ur+i1f4HFmVR08HUlHfldvV6L8T0T4U6B\n/wAIt8MvCvh0x7HsNHtIZR/00ES7z+Lbj+NdXUH2d/8An7m/8d/wo+zv/wA/c3/jv+Fc1Sbqzc5b\nt3OqlTVKCpx2St9x45qONA/a60i7ClYvFPgy4scDo89tcebu+ojwK9qrxH46QSaL8Svg74xE8n7j\nxLLoZc4yPt8BjwOMc7DXs/2d/wDn7m/8d/wrsxnv0qNTvG33Sa/Kxw4L3Kten2lf5Sin+dyeioPs\n7/8AP3N/47/hR9nf/n7m/wDHf8K4D0SeioPs7/8AP3N/47/hR9nf/n7m/wDHf8KAJ6Kg+zv/AM/c\n3/jv+FH2d/8An7m/8d/woAnoqD7O/wDz9zf+O/4UfZ3/AOfub/x3/CgCeioPs7/8/c3/AI7/AIUf\nZ3/5+5v/AB3/AAoAnoqD7O//AD9zf+O/4UfZ3/5+5v8Ax3/CgCeioPs7/wDP3N/47/hR9nf/AJ+5\nv/Hf8KAJ6Kg+zv8A8/c3/jv+FH2d/wDn7m/8d/woAnoqD7O//P3N/wCO/wCFH2d/+fub/wAd/wAK\nAJ6Kg+zv/wA/c3/jv+FH2d/+fub/AMd/woAnoqD7O/8Az9zf+O/4UfZ3/wCfub/x3/CgCeioPs7/\nAPP3N/47/hR9nf8A5+5v/Hf8KAJ6Kg+zv/z9zf8Ajv8AhR9nf/n7m/8AHf8ACgCeioPs7/8AP3N/\n47/hR9nf/n7m/wDHf8KAJ6Kg+zv/AM/c3/jv+FH2d/8An7m/8d/woAnrzf8AaO1D+zfgd4xuc436\na1v/AN/WWP8A9nr0H7O//P3N/wCO/wCFeQ/tUQvP8JZdD+0Sudb1bTdPCHHzbrlGxwM/wdua5MfL\nlwtRr+V/kcOZycMFWa35ZfkemeDNP/snwfoWlYx9j021t/8AviJV/pWzUH2d/wDn7m/8d/wo+zv/\nAM/c3/jv+FdMYqMVFdDshFQioroT0VB9nf8A5+5v/Hf8KPs7/wDP3N/47/hVFHk37Rv/ABLofAPi\nteDovjPTnlbuLeQskg9ecr/9evYK8l/ag0aa/wDgd4meGeVprGOC+iJwdpinjcnAH90NXo+i3S6z\no1hrEN3L5d9bRXKYKkbXQMO3vXFS93F1I91F/mv0R59H3MdVj3jGX/pSf5I06Kg+zv8A8/c3/jv+\nFH2d/wDn7m/8d/wrtPQJ6Kg+zv8A8/c3/jv+FH2d/wDn7m/8d/woAnoqD7O//P3N/wCO/wCFH2d/\n+fub/wAd/wAKAJ6Kg+zv/wA/c3/jv+FH2d/+fub/AMd/woAnoqD7O/8Az9zf+O/4VKilFCl2bHdu\npoAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHhfivw0dX+Kl38P8AxH4m8MnQ\nvGep2+uzaXcarjU7+C1sY4zp6WZX5rcy23nu4YgqZUK4JNeg/CHRpPD/AIDtNIN5Z3EMF5qBtPsd\nx58MFo17M1vbo/cRQtHFjt5eO1eR/FeG58C/Fa18X6f4q+GkU0+sxa+0HifxENJu4yukT6aIVbyp\nDJb/AL3zhwpD+YMHfuX1j4MafZad8OtOSw8UaX4iW6uL6/m1HSpFezmuLi8mnnEJVmHlpLJIgGSQ\nEweQaAO3ooooAKKKKACiiigAooooAKKKKACiiigAooooAK8V+J5/t/8AaH+FHhZfmi0tNT1+6X02\nxCOBv+/m6vaq8V8Mn/hIv2sPGWqbt6eEvDGn6KARwj3Tm5yPfAIz17V35f7rqVf5YS/H3fzkedmP\nvRp0v5px/B8z/CJ7VRRRXAeieMftcQSRfByfxLAu6fwxq2naxCB13R3KIf8Ax2RjXscE8VzBHcwO\nHjlQOjDoVIyD+Vcf8adDPiT4R+MdFRd0lzol55Q9ZViZk/8AHgtN+CWuf8JH8IPBusswaSfRLQSk\nd5EiVH/8eVq75+/gYv8Alk1/4Ek1+TPOh7mYTX80E/8AwFtP/wBKR21FFFcB6IUUUUAFFFFABRRR\nQAUUUUAFFISBgE9elLQAUUUUAFFFFABRRRQAUUUyaaK3ieeeVI4o1Lu7sAqqBkkk9ABQBHLe2UNz\nDZTXcMdxc7vJiaQB5Noy21TycDk46VPXyJ4pl8VeOP7R/aq0uW5Fj4Q1SEeHLEAqLnSoJGS7lI7e\nYXYk8ELG4OcCvrHS9Tsta0yz1jTZxNaX8Edzbyjo8bqGVh9QQa4cJjPrUpK1uq84vRP70/lbuedg\ncw+uTlHlslrH+9F3Sl82n8rPqWqKKK7j0QooooAKKKKACiiigArx/wDaG/06++GWgDn7b440+eRe\nu6KEOzjHXHI57V7BXj/xS/4mHxz+EOi9USfV9RlHUL5VqvlnH+8SM9q4sw1ocvdxX3ySPPzTXDOP\ndxX3yS/U9gooortPQCiiigDnfiNpA1/4feJtD2Bjf6ReW6ggfeaFgDz3BINYXwC1b+2/gv4Nvi24\nrpEFsx7kwr5Rz75Su/rx79lg/Y/hreeFuh8M+INT0kqeqbZzJg/9/e9cU/dxkH3jJfc01+p59T3M\nfTf80ZL7nFr82ew0UUV2noBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA\nUUUUAFFFFABRRRQB4clv49f4qfEKbwV8P/B2t2R1GxW6utf1OSzuBdDTbUmOIx20+6ARGEjdtxI8\n2MivW/Cq62ug2q+ItH0rStQG/wA600u6a5tY/nbbskeKJmyu0nMa4JI5xk+C/Eu08L6t8U7/APsn\n4O6v4i1me/g0G71GPxfcaUkl2umm+SBESXG1bYBt21V3uRySxr1r4M3ljf8Aw30qbT9Fn0eNJLuC\nTT59Rlv5bSeO5lSaJ55fmd1kV1bkgEFQSoBoA7aiiigAooooAKKKKACiiigAooooAKKKKACiiigA\nrxX9nAnWtU+J3jpssNa8Y3Vtbv8A37a1VY4mz6csPbFer+J9ai8N+G9W8RTlRHpdjPeuW6bY42c5\n9sLXnX7LGiy6L8BvCouR/pOoQS6nM56yG4leUMf+Auv5V30fcwdWfdxj+cn+SPOre/jqUP5VKX5R\nX5s9YooorgPRGSxRzxPBMgZJFKMp6EEYIrxr9kiZ7f4Qr4XmkZ5vC2s6lo0hb7wMdwzgH8JBXtFe\nK/AzdovxR+MngxvlEHiKDXUXPX7fB5hI7fwD+td+H9/CVoduWX3Pl/8AbjzsT7mMoT780fvXN/7Y\ne1UUUVwHohRRRQAUUUUAFeR+IP2kPDlhr2o+FvCfgvxf4w1XSrlrO7TRdKaSCCdfvJJMxCrg8EjO\nK7z4geLbTwH4I1zxle7THo9jNdBW6SOqnYn1Ztq/jXHfs1eFLzwt8IdHl1cs+r6+ZNe1OVvvSXF0\nfMy3+0EMan3Wu/D06UKMsRWjdXSSva73fySt96PPxNWrOvHDUJcrs23a9lolbzbv32Zi/wDCa/tQ\neKcf8I38IvDvhSB/u3HiTWDcsV9fKtgGU+x9KP8AhUvx28TDd44/aEutPhfrZeGNMjtNn+7cNmQ/\niOK9roo/tBw/g04x+V398uZi/s5T/jVJy/7esvujyr7z558W/sxr4c0yPxx8MvEXiK+8f6BKL/T7\n3WdUe6e8Cg+ZauDhdsill4AycAkAmvV/hX8SNI+Kng208V6XG1vKxMF9ZSf62yu04lhcHBBU9MgZ\nBBwM119eB+P7a5+AXxGb4zaLbu3g7xNNHa+MrOJMi0mJ2xaiqgerYf1Ldy2V3hVnmcfY1Xeovhff\nvH5/Z89OphOjDKp+3oq1N/Gl07T+W0vLXoe+UVHbXNveW8V3aTJNBOiyRSIwZXQjIYEdQQc5qSvJ\n2PY3CiiigAooooAK8e+Pmtalr82j/A7wtcmLVvGbH+0J062Wkof38p9N4DIueD8w64r1PXNa03w5\no19r+sXK29jp1u9zcSN/CiKST7njp3ryz4CaLqOvzav8cfFNsYtW8ZsDp8L9bLSV/wBREPQuAHbH\nB+U9c1w4tuq1ho7y38o9fv2Xrfoebj5Os44OG89/KK3+/wCFerfQ9KtPCug2XhWPwXBp8Y0eOx/s\n4WxHym32bCp9crnPrk15v+zff3mmaBrXwp1m4aTUvAWpyaaGf70tk5L20v0KEgeyivX68Y8ZH/hX\nfx/8MeNlPl6X44gPhrUz/CLxfntHPqzf6v2CmliUqE6deOiXuv0en4O3yuLGRWGqUsRHRRfK/wDD\nKy/CXL6K57PRRRXeemFFFFABRRRQAUUUUAFeP6uP7R/ar8P2Z5Gj+DbrUAP7vm3Ihzz9O3P4V6ff\neIdD0zUbLSdR1S2trzUd/wBlilcKZiuMhc9T8w46ntXl/hn/AImP7UPjS8/6BHhvTtP+nmuZv6e1\nefiqkKkoU4tNqaT8rLm17aK/ocWZU5pUFJNKU1bztd6d9YnsNFFFegdoUUUUAFeMeDz/AMK8/aB8\nTeCnOzTPHNuPEumg8AXq/LdoPVmx5h9gK9nryD9pDT7vTNA0b4raNAZNT8A6nHqRVPvS2TkR3MX0\nKEE+yGuLHJwgq63g7/LaX4X+djzsyThTWJjvTfN8tpf+St/NI9foqtp2oWerafa6rp06z2l7ClxB\nKvR43UMrD2IINWa7E01dHoJpq6CiiimMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo\noooAKKKKACiiigAooqtqWpafo2nXWr6teQ2ljYwPc3NxM4SOGJFLO7MeAoUEknoBQB4d438SaZqG\ns+PNO1v4Ua3/AGH4a1a0n1LxTo2pxWk0DJp1rP8AagRLHcb4Y52VvLB/dKAN5LINf4X+Mzo9xpnh\nLTfBcOn+EL3W9Y0DRtQ/tiS6vZ7+zmumuHuY5I8jzntbyQSebIxK5YAvx1PiD4S/DTxzrF3qur2U\n93NK0UWp21vq91Da3hRFKLeW0UqwzkIU4lRsoVHK4FM8OfBbwZ4U1y01fRX1WK206Sa5sNLe/eSx\ntLmZGSa4jjbJ811klySxGZZDgF2JAO9rjviingd/D8I8deHYPEEJulWw0iS3W4a/vCrCOJIW+SRi\nCx+b5VALsVCFh2NYvijwT4M8b20Nn408I6Lr8FtIZYYtUsIrpInIwWVZFIU44yO1AHz74t8L674D\nf4aahMxl1XwNouveITBbu0qx263dgbmziJ5dUs5p4I+Mnahx2rpPhteL4n+PN58RUnE1t4h8P3se\nluDlf7Ntr23hhZT0KyOJ51PdbgV69o/gnwZ4etbay0DwjoumW9nHPDbw2dhFCkMczK0yIqKAquyI\nWA4YqCc4FWrHw/oOlm0OmaJYWhsLQWFr5FskfkWo24gj2gbYxsX5BhflHHAoAs+Vcf8AP2f++BR5\nVx/z9n/vgVPRQBB5Vx/z9n/vgUeVcf8AP2f++BU9FAEHlXH/AD9n/vgUeVcf8/Z/74FT0UAQeVcf\n8/Z/74FHlXH/AD9n/vgVPRQBB5Vx/wA/Z/74FHlXH/P2f++BU9FAHkn7UerXeg/AfxZNFdM017bJ\npsaBQDIbiVISo/4C7fgDXoPhbw/J4b8MaR4dguQsel2FvZIFQYCxRqgx7fLXl/7SP/E5vvhn4EQF\nv7c8ZWc86A8ta2waSUY/FTntivaq763uYOlHu5S/JL8medR/eY6rP+VRj+cn+aIPKuP+fs/98Cjy\nrj/n7P8A3wKnorgPRIPKuP8An7P/AHwK8Xso5tA/a41K1+0skfinwZDebtoAkuLa48vbjuRHzn0r\n2+vFfi3/AMSP48fB/wAVBcRXNzqeh3LdN3nwAwqT7OGOK78v96c6f80JfguZfijzsy92EKv8s4/i\n+V/hJnsflXH/AD9n/vgUeVcf8/Z/74FT0VwHokHlXH/P2f8AvgUeVcf8/Z/74FT0UAQeVcf8/Z/7\n4FHlXH/P2f8AvgVPRQB4d+0atx4rvfBHwVhujJ/wmWtJNqKAAf8AEts8TT5x0yQmM8Eqa9pWCdFC\nrc4UDAAjGAK8X+HjN8Qf2ifHPj5z5mneD7ePwjpbcFfPz5t2w/2lfC5/usPpXuFehjf3UKeH/lV3\n6y1/LlXyPNwH76dXE/zOy/wx0/PmfzIPKuP+fs/98Cjyrj/n7P8A3wKnorzz0iDyrj/n7P8A3wKq\n6rottrmmXWjauI7uyvoXt7iCSMFZI2GGUj0INaNFNNp3QmlJWZ4J8J9R1j4Q+Nm/Z98VanLLpkyS\nXngvUZgCbi1BJezdj1kizx6r6DYK908q4/5+z/3wK4v4x/DG3+KPhI6ZBdnT9b06ZdQ0TUkOJLK9\nj5jcEc7SeGHoc9QCKnwS+J1x8Q/DtxY+I7Uaf4u8OznTvEGnkAGK5XIEijvHIBuUjjqATjJ9HEpY\nun9bj8S0mvPpL0l17S9UebhW8HU+pz+HeD8usfWPTvH0Z3/lXH/P2f8AvgUeVcf8/Z/74FT0V5p6\nZB5Vx/z9n/vgUeVcf8/Z/wC+BU9c98QPG2lfDvwdqnjHWW/0fToDIsYIDTSHhIl/2mYhR9amc404\nucnZIipUjSg6k3ZLV+h5h8Wjd/FHx7pPwJsLuR9MiEes+LJEG0LaIwMNsSO8j4OMggBTzzXs8VrJ\nBEkMM4jjjUKiLGoVVHAAA6CvO/gN4J1Tw94auvFni5d3izxjcf2tq7sMGIt/qrceixocbexLAcYr\nqviJ42034c+CNZ8a6sV+z6TavOELY82TpHGD6u5VR7tXPgKNStL2jXv1GrLsvsr9X5tnBhPcpzxu\nI0ctXf7MVsvktX5tnk/xD+KPxbPxRufC/wAHtItddt/BunJfeI7SfahunnKmO2ifHyyiMNIvY5II\nYgKZvEmveH/2kPg9rlr4R1C4h1/S1F0um3EQhv8ATtRgO9I3TqjFlZAw4+Y4OQQOj/Z18E6n4X8B\n/wBv+JyZPE/jC4bX9ZkZSGE0/wAyxYPKhEKrt6A7sUfE74IweKdVj8e+A9Ybwp47s1xBq1sv7u6U\nf8srqMcSocAZIJAx94DbXvYungcSpYGaskuXnXV9XJdU3ezWqVtzidHF1qEqsryVRO8H0T25X0kl\na6ejfZ6nRfC7xgfiJ8P9D8Yw3YD6jaK1wioMR3C/LKn0EisB7AV1PlXH/P2f++BXzd+zb4w1jwV4\n08TfCD4m6fB4d1W/vjq+lWpkxbztKSJltWP3oyyhkUEnG8HlGr6YrxcO5+z5avxK6fa6dm15PdeR\n35Xi/rmGjOXxLSXR3Wjuunf5kHlXH/P2f++BR5Vx/wA/Z/74FT0VsegQeVcf8/Z/74FHlXH/AD9n\n/vgVPRQBB5Vx/wA/Z/74FHlXH/P2f++BU9Udb1a30HRr7W7v/UWFtJcyDPJVFLED34qZzjSi5zdk\ntWVCEqklCCu3ojyyXwtpnxU+JniQeIIvtmleHrSHSYOqj7Q58yR1KkEMp+XPvXn/AMMx418E/ET4\nmat4csrrxRpVtqdppl8ZJd+obbeEhCmeJNiuV2jnheB29l+Cmk3Gn+A7bU78f6fr80usXTf3nnO5\nT/3xsrm/2b/9MsfH2vnn+1vHGqzxt6xAoqAHoQMHmvjMHlixMKOL1p16vNNyVuZKWsYu6aaimo2a\nel1pdnp57mTpZpQwOlSjRbSi78rcKbpykrNNOTk5XT3a7I7nwj420DxvatcaBrgkli4ntZIwk8Dd\nCHjPI54z044JroPKuP8An7P/AHwK5Xxf8L9B8UXQ1q1ln0bXYuYdVsG8uYEdN+OJB6g844yKwU8e\neMPh7ILL4pab9s0wMEi8RadETHjt9oiHMZ9SBjPAB6166zOvl3u5pFKP/PyN+T/t5auHq7x/vLY3\n/s2hmHvZZK8v+fcvj/7dein6K0v7r3PSPKuP+fs/98Cjyrj/AJ+z/wB8Cn29xBd28V1bSrLDMiyR\nupyGUjIIPoRUle6mmro8Rpp2ZB5Vx/z9n/vgVW1XR4ta0y80fUpBPZ38EltcRMgw8bqVZT9QSK0K\nKGk1ZktKSszx39nG+1S08Nat8MtYv2bU/AWpSaSxZRmS0JLW0vsrISB7JXrflXH/AD9n/vgV4/4q\nz8PP2hvDvi5QI9K8fWp8Paif4RfR/NaufVmH7sewPtXs9ceBbjB0HvB2+W6/C3zueflrcKbw0t6b\n5flvF/8AgLXzuQeVcf8AP2f++BR5Vx/z9n/vgVPRXaeiQeVcf8/Z/wC+BR5Vx/z9n/vgVPRQBB5V\nx/z9n/vgUeVcf8/Z/wC+BU9FAEHlXH/P2f8AvgVKgZVAd9x9cYzTqKACiiigAooooAKKKKACiiig\nAooooAKKKKACiiigAooooAKp6zpGm+INIvtB1m0S60/UraWzu4HztlhkUo6HHOCpI/GrlFAHzNL4\nAvdG8X+KdF+HcvxP8RvBfW82qzReMRYxW87WNsEtxJMxe4m8lIXLMAAskaluOPbPhVqOm6p4D027\n0q71y4hD3MMh1ufzr+KeO4kjmhnfJy8cqyR8Ej5MAkYNZ/iD4VT6j4gvvEnhb4ieJvCV1q/l/wBq\nJpX2SSK8ZEEayFLqCUJII1RN6bSVRc5wMdN4T8L6V4M8P2nhvRRN9ltN7b55TLLNJI7SSyyOeWd5\nHd2PdmJoA16KKKACiiigDhfhp8WtI+IZvtJuNPuNC8SaQ/l6lol6R9otz2dTx5kZ4w4GOR0yM91X\nnfxR+EcHjeW18UeG9Tbw/wCM9IG7TNZgX5uM/uZh/wAtImyQQQcZPUEq1b4YfFy48RalN8P/AIga\nYvh/x1pqbriwLZivIwP+Pi2fo6HrtBJGD1AJrhp150ZqjiN3tLo/Lyl5denZedSxNShUWHxW7+GX\nSXk+0vLZ7rql6bRRSAgkgEHHB9q7j0RaKKKACiiigAooooA8V8VD/hIv2rvBOkY3p4U8NajrhHZW\nuXFsM9s8dPxr2qvFfhnjxB+0Z8VfExBMekQaXoFqxHpEZJh7Ykx+de1V35h7rp0v5YR/H3v/AG48\n7LveVSr/ADTl/wCS+5/7aFFFFcB6IV4r+1aP7N8D+HvGykIfCXizStXaTH3UEvlsCeynzBntwK9q\nrzj9o3Qj4i+BnjXTRHvZdJlu1XGSWgxMMD1zGMe9duXTUMXTctuZX9Ho/wADhzODqYOqo78ra9Ur\nr8T0eiuc+G+uf8JN8PfDHiIvubUtHs7pjkH5nhVmBx3BJB966OuScHTk4PdaHXTmqkFOOzVwoooq\nSwrnPiL4vtvAPgTXvGd1tKaRYS3Kqf8AlpIF+RP+BOVX8a6OvD/2jWbxjrngL4JW5LJ4q1hb7VkA\nyDptniWRW9NzBcH1TFdeBoxr4iMJ/Du/Rav8Ezkx9eWHw8pw+LZf4novxaOm/Z08IXXg34Q6Fa6n\nubVdTjbWNSd/vvc3J81t3+0Ayqf92vSqQAAAAYA6CvJdZ/aAhv8AVbrw18J/Beq+ONUtZTBNPa4g\n02CQcESXT/LxnsCDg81x43HQ9o61Z2cm3bd+iS1fyI9pQy2jClJ6JJLq3ZdErtv0PW64Hxx8cvhr\n4Buf7M1bXxd6sx2R6VpyG6vHf+75aZ2k/wC2Vrlf+FY/GL4igSfFb4kf2JpsnLaF4VBgBU/wy3TZ\nduOGUAqecEV33gf4W/D/AOHFv5Hg3wvZae7LtkuApe4kH+3K2Xb6E4ri9ria/wDDjyLvLf8A8BX6\ntehn7bF4j+DDkXeWr+UU/wA2vQ4SLxt+0d4vb+0PB/wz0Dw3pijci+K7qb7XdD2ig5hbqMPn61If\nEf7Udn/x8fDfwZqGPmP2TWJItw/ujzBwfc8V7DRT+qT3dWV/l+VrD+o1N3Xnf/t38uWx4/8A8LK/\naCs/+P8A/ZxW4ReWls/FdqePQIy7ia8s8c+KfiXoPxBsfjZpPwP8RaHd6fbm38Tx+bHcW2o6aADl\nmj5EkYGQ+DgKM8Jg/WdIyq6lWUFSMEEcEVtQhiMPLmhWlqrNNQd0918P9b7mNfLKtePK8RLR3V1D\nRrZ6RT/HVXXU8T0f9qjQdY0y31iD4WfEhrG6XdDdw6EJ7eXnHySJIQ3Q/kfSrn/DVvwhtz/xN7rX\nNKHBJvNFuVAX+98qHjPFc/pDt+zZ8S18M3LeX8NfHF4W0qVifL0TVGyWtieixS9V7AjsFdj9A1pi\nsDisPJSp1U4S1i3Hp2dmtVs/8rGeEljq0XGVVKcdJJwvr30lHR7p/rc8tsv2n/gNfgGD4jWK5G79\n9BPDxnH8aDn2rmbzVdN/aC+LGm6Lol9FqHgfwOY9W1C4hbdBf6kwP2eEN0ZYxljjIzuU9q9pvNA0\nLUSW1DRbC6JO4ma2R+fXkdaNI0HQ/D8D2ug6NY6bDI/mPHZ2yQqzYA3EIACcADPtXHLD4itaFaUX\nG93ZNXt01b0vv9x0TwuKxFoYicXC6btFq9tUtZPS9r91p1L9eF/E/HxZ+M3hv4OwJ52ieGSnifxO\nf4GK8Wlq3Y7mO5lPVSCPumvXPGHinS/BPhbVfFutSiOy0m1kupTnBYKMhR/tMcKB3JArzv8AZu8L\n6rZeEbz4ieK1/wCKk+IFz/bl/nP7mFh/o0AzyFSMjAPI3kdq+gwf+z054t7rSP8AifX/ALdV362H\njf8AaakMGtn70v8ACun/AG87L0ueuUV5J4l+MGr2fiSW88PaZ9t8JeHZ1ttevUXcTI/B8r18rgtj\nrnnAwa9Wtrm3vLaK7tZklgnRZI5EOVdGGQQe4INfOYHNsLmFSpSoO7g+261V4943TjddUz6PG5Xi\ncBTp1a6spr7utpdnZp2fRo+fv2vfAWiavpXhvx/rFvObTQNRjttUltnMc0djOwUyowGd8cmxl7ZY\n5yOKs6T8RvGvwLvLbwz8aLqTXPCVy6w6R42hQt5YY/JFfqM7WxjEoyDxkt8xX2bxd4asPGXhfVfC\nupj/AEXVrSW0kOMlA6kBh7g4I9wK88+AupDxl8KG8F+NLKC7v/Dc03hnWbS5QSJIYPlXcGzuDR7O\nT1IavQwuKWFxEsPWjzUqmtuqkrJuL6Nq3k7art8hWwjp5g6lGXLKaun0bjo1JdU1a3VWbT3PVbW6\ntb62ivbK5iuLedBJFLE4dJEIyGVhwQRyCKlrwS6+HPxC+A91NrvwSEviDwmzma98F3c5LwgnLPYS\ntkqe/lnOecbiQB6V8Nfix4N+KulPqHhi+YXNqQl9p1yvlXdjJ0KSxnlTkEZGVODgnFd9fB8kPbUX\nzQ79V5SXR/g+jZ6FDG88/Y11yVO3R+cX1X4rqkdjRRRXEdwV5z8bZ5b/AEPS/A1nKUufFWpQ2JIP\nKwKweV/oAFz7NXo1ebQf8VT8cJ5+JLPwbpghTuFvLnkkf9shg+hFeJnzdTCrBx3rSUPk9Z/+SKR7\nORr2eJeLe1GLn81pD/ydxPQwLbT7MKqrDb20WAAOERR6egAryf8AZSikPwR0fU51xNqtzfX0ueTl\n7qUAk9+FHNd58RtQOk/D3xPqobabPRr24zzxsgdu3PasL4Baf/ZnwW8F2wXG/Rre47f8tV8zt/v1\n3SS+uQS6Rl+Lj/kfLVG55hC/SEvxcf8AJnf1X1CwtNVsLnTL+ES213E8E0Z6MjAhh+RNWKK7JRU0\n4yV0z0YycGpRdmjzv4OX93YWOp/DrV5We/8ACdz9lRn6y2b/ADQSf985GOwC+teiV5l8Qs+CvG+g\n/EuH5LK4I0TWvQQyHMUp9Nr9T6YFem14uSSdCE8vm/eouy84PWD+73W+sos9jOYqtOGPgtKyu/Ka\n0mvv95LopIKKKK9s8Y8++PHgy58cfDDVtP0wMNWsFXVNLdB86XdufMTb7sAyf8Dra+GfjO3+IXgL\nQ/GVsVH9p2aSSqvRJh8sqf8AAXDD8K6evEvhRd2vwz8f+PvhXqU8drplu58WaOznaiWE/wDr1Gei\nRSDH4sa4pr2WKjNbT91+q1j+q+482s/q2MhV+zNcr9Vdxf3cy+47zW/iz4H8PfEDRvhlquqmLXtd\niaa0h2ErtG7bvbopYowUHqRj0rsa+SbX4daz8avAfjT47wRSweJ9W1JNV8HEg+ba2unsRboo7NKB\nICOhJVq+jfhf47sfiX4A0TxvYBUXVLVZJY1/5YzrlZY+f7sisv4Zr6HHYKnh4KVN3cXyz8pWvp5b\nr1iyMBjqmJqONVWUlzQ843tr57P0kjqaKKK8s9UKKKKACiiigAooooAKKKKACiiigAooooAKKKKA\nCiiigAooooAKKKKACiiigDxjWdT+IXhb4uappPhfxD8PZR4t8m9sdF1zXp49ReWG1WOWSGFIm2xb\nIMlV3DKM+QWZR6d4Q1HVtW8O2t/rkmjPfSGQTHR7prm0ysjKNkjKpbgDdlRhtw7ZrxT4oaDr/g74\nn2XjjRtX+H/+ma5Hrax+JNcOl3IkTSJtN+zo4ik8yH98JsDBD+YMHzNy+tfDDwrd+DfBVnouo6lb\n397JPd6jd3FshSFri7uZbmURAkkRh5mC5OdoFAHVUUVwvxwh1V/hP4putH8R6jotxY6TeXoudPcR\nznyoJHCLJgmMFguWTDYBwVJyADuqK8O+LfiXxF4b8TfD/wASWGtX8Wn6NpOo6zrNpHcOIbyzjl0+\nK4eZAcSGKC5uJl3A4ZBjGc1a8E+JNd8R/HrVtSbWrx/D9xpF7a6ZYi4b7MVsruCB7jy87fMadroB\n8ZMYj5xigD2evLfj1oHw61jQbe58Xa7/AGHrFgxn0XU7Un7dbTjoYlX5nXONy9OnIIBCjxJ8UfH7\nNb+E9J/4RjSWO06vqlvi5cesVuScexbgj0NbPhX4U6N4ZvTrU87azrUhy+p6kDNPn/Zy2E/AZxxk\n189VxtfNYulgaV4P7c01H/t2Okp+T92PVSZ69bKMHRpuGayvf/l3Bpy/7elrGH/k0k/so8g8I/Fv\n4teKNS0z4Z+Mru18F6pdwFodXurJ0k1hA2AbZHARZCCMrnOeVx90dre6Hf8AwS1KHxfp+palq+g3\npSHxELuUzTq5OFuwe+M7SPTHXqO1+IPw40X4meH5PD/iaKJ1z5ltcxRlbi0mH3ZYXzlWH5HoQQSK\n4TwN4t8U+HvEz/A/4u3ttfXVxbOdD1iaElNbtRkNHJk489V4ZecjJOchm462TyjJSrVZOrpyVG3a\nMl05b2Sls/5k2m72OHBZ/VyuawVeCeGk7bK8k3pGcrXclpyS2ulon8XsdrdW19bRXtnOk0E6LJFI\njZV1IyCD3BFS15P4cn1D4T+JofAOqXYbw3q0jNoN5KpYW8pOWtHOeOTlSTznvk7fUdt5/wA94f8A\nv0f/AIqvcy3H/Xqb51y1IO049pfqnvF9U0/I3zHA/Uqi5HzU5K8Jd4/o1tJdGmieioNt5/z3h/79\nH/4qjbef894f+/R/+Kr0Tzyesfxf4t0LwN4cvvFfiS8Ftp+nx+ZK+Mk84VVHdiSAB3JFaO28/wCe\n8P8A36P/AMVXy38afGtt49n17Wb7VII/Avw7EqwuFJTW/EJQiCBAD+8WNiOmR1JypyMaspuUaNFX\nqTdorzfX0W7/AMzz8yxv1Ki5R+J7X27tvyS1f3btEXwF+O3g7w7pXinWdY0zxHPdeKvFGoa2HtNK\nlnjEMjKsaB14OAh47EkV6h/w1d8G/wDoJ6v/AOCW6/8AiK3fgN4V1Lwb8HPCPh65jW1uINMiluIJ\nYWDxTS5lkRgW4YM7A+4Nd5tvP+e8P/fo/wDxVXjo4ueJm/axerV+TotF9rscmAw2Op4WmvaRWibT\ng3q9X9pdTyb/AIa3/Z9HD+Pijd1bSb3IPof3Ndp4F+K3w9+Ja3B8EeKLbVGtQrTRqrxyRq3QlJFV\nsds468da6Xbef894f+/R/wDiq85+JPwbPiy9tvGHhPVo/DnjPTMtZaraxFRKM5MNwoJ8yJsnOQSM\nnqMqeSX1yn7zcZLsk4v5Nyav/V0dMv7QornbjNLoouLfo3OSv5Na90em1U1fToNY0q90i5/1N9by\nW0nGfldSp/Q15v8ADb4u6jrury/D74gWEHhzxvYpmSykUmG/QA/v7V92HQgElRyOeuCR6ZtvP+e8\nP/fo/wDxVdVCvGtFVKb/AM0+z7M6qFeli6fNB3Wz7rumuj8jyf8AZN1Ge++BHh6zvCftektdaZcK\nf4GhuJFVfwTZ1r1+vEP2dhc6RrvxT8Eq8af2V4yub2JDGcLBdoskYHzZx8p6569TXtG28/57w/8A\nfo//ABVelmaSxdSS2b5v/Atf1OfKm/qdOL3iuX/wH3f0J6Kg23n/AD3h/wC/R/8AiqNt5/z3h/79\nH/4quE9AnrxL4af8V78ffH/xIf8AeWPhpIvBulPjI3xnzbwjtkSEDI7N+fffFHxlL8O/h54g8az3\nFv8A8SqxkmiVojh5iNsSfe/ikZF/Gvnz4dP4zvPBej/Av4b6gYdUuITqXjjxEqndpkly3mSQK+cN\ndYYx8crs65DMnS68cDg6ld6ym1CKW76u3yST7J6ni5jiowxFKm1e3vWW7e0V97b7Llu9Eei+NfF2\nvfF/xNffB/4Z372emWX7rxV4ijGRboeGtLc9DMwyCf4Rn0NeqeEfCPh/wL4es/C/hjT0s9Psk2Rx\nrySe7MerMTySeSTVTwT4H0j4e+HLXwt4Wtre1sbUf88iXlc/ekkbd8zt3P4cAAVu7bz/AJ7w/wDf\no/8AxVeXh6EoydatrN/cl2Xl3fV69rdmFw0oSdevrUf3Jfyry7vdvV9Ep6Kg23n/AD3h/wC/R/8A\niqNt5/z3h/79H/4qus7ieioNt5/z3h/79H/4qjbef894f+/R/wDiqAJ6Kg23n/PeH/v0f/iqNt5/\nz3h/79H/AOKoAx/HngjQPiN4T1Hwb4ltvOsNSiMb4+/G3VJEPZlYBgfUc5HFed/A7xxr9jqF/wDB\nD4lXW/xZ4YjDWl4+R/bOm5xFcoT95gMK/U56kndj1zbef894f+/R/wDiq8y+N3wy17xbY2HjPwTd\nw2njjwlI17otwqbfP4/eWkhLYMci5GDxk9QC2e/CVYTi8LWdoy2f8su/o9peWvRHn4ylOnJYugry\njo1/NHt6rePnp1Z6pRXD/Cj4kW/xU8IQeJLHy7O7jdrXUtPlibzbG7TiSFwWBBB5GQMgg4HQdFr+\ntQ+GdDv/ABFrN/bwWOmW0l3cSGI/LGilmP3uTgdK5Z0alOo6Ul7ydreZ1wr06lJVov3Wr38jyH40\nv/wtH4keF/gLaZl05HTxH4q2n5RZQt+5t3/66SYyOowhrsfiN4l1O4vLb4ZeCZAmuatHme4T7um2\nfR5Wx0YjhR/XbnzP4Xaxqnhjwdq3xw8S2y3Hi34n3qT6dpoUvJ9nAK2VuvP3Ah3E/wB1lB+bFes/\nDrwRqXhizudW1u8hu/EWtOLnU7pkLHf2iUhsBEHAA4/DAHm5/Xliq8cjwkrKC/eSX2b/ABJP+ab9\n1PpFc2/Lfv4foRw1CWeYuN3N/u4vrb4W1/LFe811lLl2vbb8P+DtB8O+GIvCVlZI+npCYZUkUN5+\n4fOz/wB4tk5+tcX4Furn4e+KZfhVq87vp1yHu/DdzI2d0OcvbE92Q5I9vTKivSNt5/z3h/79H/4q\nuY+IXgmfxroJs47yK21KzkW7027SMq8FynKkNu4B6H2OeoFcOPy90adOvgIpTor3YrRSh1p/NJcv\naST2uehgceq1SpQx0rwqv3m9XGXSfybd+8W1vY66vGF/4tz+0iV/1ekfE3T8jsq6paDn2G6I/VmP\ntXa/Dnxle+MdGf7eIbTWtMlNnqtm0R3QzrwTjd91sZB6dR2rC+PXgrxH4q8GQ6j4WSOfxH4a1C31\nrSERNrPNE4ymS2MMhbjoSFreWIhjsJDGYbW1pLv5q3e1010eh89neCr4NuMo/vKTvZdbb2780W7d\n7pnp9eX/ABK+Bul+L9Uj8b+D9Vm8JeN7MZttbsFA87/pncx9JkOADu5xgcj5TjL+0vpmk4Tx/wCC\nPF/hJlH7ya/0KWS2B77ZY2bcPfbXUeH/AI5fCvxRsXR/iZ4deSQ4SKeT7PIx9AkrKx/Ku/C5rSpV\nOajUSl2f5NPdeTRxTxWX46PsZzT8m7NPur2afnuc14Q+OWp6HrsHw5+PGlQ+GfEcvyWWpxk/2VrG\nMDdDKeEc5GUbHJHQkLXs1c34p8IeHfiN4el0LxRYabrGlXQzseIsM9A6OGyrDnDKQR2NeYWPwn+P\nfw9t1sPhp8YrDVtJt8i00rxVp7SiBP4U+1REysoGABgAAcCvWccNjFzQapy6p35X6NXt6PTs+g4z\nxWD92SdSHRq3MvVNpP1WvddT2y9vLfT7Oe/u5AkFtE00rH+FFBJP5CuD+CNnPL4UuPFt/HsvfFN/\nPqsoI5VGYiNR7bVBH+9XlvxD+I/x5s/DV14T8d/C2ytzrK/Y4NT0K/8AtS3DE5aKO2P70syhgAeu\na6jwt+0z8HreCz8M6hr8/hW5tIUt0stf0qazeNEUKAzHMYwAP4q+feX4jGZw1TjzxoQu+W0lzVHp\ntfVRi/lM99ZjhsJlCdSXJKvOy5k4vlp7720cpL1cNDpf2jtQ/s34HeMbnON+mtb/APf1lj/9nrr/\nAAZp/wDZPg/QtKxj7Hptrb/98RKv9K8j/aP1/SvFnwbl0/QfEOl6tba5q2m6eJLGVZlYtco4G5HP\n9zPHNe3bbz/nvD/36P8A8VVxi/rs0+kYr73L/gHhUZKpjqkou6UIfi5v/InoqDbef894f+/R/wDi\nqNt5/wA94f8Av0f/AIquw9Eo+KfD1n4r8O6h4cvwPJv4GhLYzsY/dce6sAw9wK5z4Q+IbzWPCg0n\nWcrrHh6ZtJ1BWPO+LhX9wy4Oe5zXY7bz/nvD/wB+j/8AFV5rrAufAfxYsddEsSaZ4zVdNvDswiXs\nY/cORnqy5Xr/AHjXhZl/sWKpZgvh/hz/AMMn7r/7dnb0UpM9vLv9swtXAPf44f4or3l/29C/q4xR\n6jRUG28/57w/9+j/APFUbbz/AJ7w/wDfo/8AxVe6eIT18sftsrpNpceELmPX30nVNVa60a6kiGS+\nlSqonL/7K7hgY58w+lfUG28/57w/9+j/APFV86+GvCsP7Q/jH4heOtXeOTQ1tZvBnh6RoyVCJzPd\nRjd1MpBVvTI7EVosM6tKdZOzprmi/wC+n7n/AJNq/JM8bO4SxNBYSmvfm9PLl1b/AAt6tH0HoWka\nboGi2Gh6NCsNhp9tFa20a9FiRQqj8gK8a+GY/wCFV/G3xR8JZF8nRPFIbxT4cGMIsjYW8t19MMA4\nUdFBPeuh/Z58Tax4g+G9tpesTRJrPhaeXw/qcbIWZZrY7Bk5GcpsOcdSay/2lfDutL4UsPij4eML\na98PLsa1bBY8Ga2GBdQsc/daPLEDk7MDrW+VYmOLXLN6VV16S3Tfo9H5Njr1FUwtPHUV8FpW/u29\n6P3dO6R7NUF9fWWmWkt/qV5BaWsCl5Z55BHHGo6lmOAB7mvGJP2jJfFvkaX8FfDFz4x1WeGOWZzC\n1tY6fvUEC4mc43DP3F64Izmmv+z94h+IedS+OnjmfWpZFYx6Nppe20yyYjgoAQ0jL2d/xDV488W5\ntww0edrrtFfPr8r/ACNXmHtvdwUfaPvtFf8Ab3X0jd97Ht4IIBByDS1478DvEfiDSrjUvgp4xvkf\nXvCCqLO4kjJOo6WeIZ1ORkqCEb0wuSTmuz8beP7LwVFFBM4v9VvDsstLtYS9xcP2wobhfVj+GTxS\nlmFClhvrVeXLFb36Pa3rfRJbvY9LLFUzXljh4Nyeluqa3T7W6vbrsdDrWt6T4d02bV9cv4bOzgGZ\nJZTgD2Hck9gOT2qDwx4htfFehWviCxtbq3t7wM0SXUXlyFAxUMVyeGA3D1BBrhtI+HniHxZqVv4u\n+KdxbzzwnfY6Gq77Oxz0LDOJJPUnI+vGPTIwyoA5Ukf3RgflWOBr4zF1HXqR5KVvdi177296X8vl\nHV63lZ6L1MbQwmFpqjTlz1b+9JfAv7sf5vOWi0tG61bqKKK9Q8wKKKKACiiigAooooAKKKKACiii\ngAooooAKKKKACq2p3N1Z6bd3djp8l/cwQSSQ2kciI1w4UlYwzkKpYgDLEAZ5IFWaKAPnu2s/H58Z\n+K/E+t/swtrf/CQNbPbyX2r6U81vHHbRwm1+aRgId0bSjB+9PJle59L+Cfh/VvC/wz0nRdb0Z9Hu\n4pLyVtNMscq2CS3UsiW0bRsymKNHWOMg/cVMhTlR5Z4n0XRvEXxX8aprnwD1L4mR2d1ZRw3yy2Xl\n6bmxt2NkiXtxEBjd55aPIJucHla9o+HWn2GleDdPsNM8CyeDraLzdmiSfZ91rmVyc/Z5JIvmJL/K\n5+/zg5AAOkqnrOkad4g0e+0HV7f7RYalbS2d1FvZPMhkUo67lIYZUkZBBHY1cooAx77wj4d1O5t7\nu/0xJ5LXT7nS4t7sVFrceV50ZXOGDeRFyQSNvBGTmt4e8AeEPCn9ljw/oy2Y0XSxotiFmkYRWYZG\n8v5mO45jQlmyxI5PJz0NFABRRRQAVxvxU+G2nfE7wy2kT3D2Oo2kgu9K1KIfvbG7TlJFPXGeCM8j\n0OCOyoqKlONaDhNXTM61KFeDp1FdPc8c8Ga8vxd8Nav8LPibaLY+MdAxDqUSYBZh/qr6D1Vsg8cA\nnHRhnpPhv4r1Q3V18PfGbgeItFUbZjwuoWucJcJnqcYDe/vkDM+Mnw71nVJbH4l/Dsrb+NvDQLW3\nZdRtuTJZy+oYE7c9CT0zkUo9R0/44+DNO+IXgWU6d4q0ORjFHLxLbXSf62znHHytyOcZBB6Eg/N4\nmlXwtdYiiuarBar/AJ+0+3+OO8fPTRSduzJMdFp5JmUtHrCb6Pbm/KNRdrTW1j1+iua8A+NbTxvo\nY1BIWtb62c22oWb8Pa3C8MhB5xnofT3yKn8deNNF+HvhTUfF/iCby7PToTIVBG6V+iRrnqzMQo9z\nXvUcZQxGHWKpyvBq9/L+t+xnjKUsvnOniVyuF736W/Tz7HnX7RfxOm8L6NF4H8PapHY674ghkaW9\ncnZpWnKD9ovHI5GFDBccls7ckAHiPgR8MYvHMuieN9X0qSy8D+GU2+C9HuVw9y+ctqtyvQySNlkG\nMDII4AZuD+D3gfxJ+0t421P4ieO1ZfC73iyXqfNt1F4mzDYRnj/RosAuRwzgfeIDL9pxRRQRJBBG\nkccahERAAqqBgAAdAK78PF4OLrz0rTVv8EH08py3l2Vo73PlcDTlnFd46srU/sJ9Utm/K+vm7dIq\n76KKKxPpgooooA4/4lfC3wz8T9Kjs9ZSW2v7JxPpuqWreXdWMw5V43HPUDKng4HcAjivB/xR8SeC\nNet/hl8cmhhv5z5ejeJEGyz1dR0Vz0in9VOAT06qX9lrF8X+DvDfjzQbjw14r0qG/wBPuR80cg5R\nsHDow5Vhk4YYIrjrYaXP7ag7T/CXk/0e69NDgxGElz/WMM+Wp17SXaX6Pdea0PL/AAlnQv2rfHmk\n/dHifw3pmuAYPP2djak/r2/nXtVfHHjGbxj+zL8VvDvjTxZdXnivwza6bd6Pp96SBdC2YqyW87n5\ncpIw2sfvAnHTavofhj9pH4gfEb5Ph78L9BuS3RrjxlZtIv8AvQJ+8GM5+gNd2KxqrQhW9nO/Kk/c\nk7OPu7pNPRLW55WBzWjQlPDVk4z5pPls2/e977Katduz6n0JRXj3mftYaqCUt/hrocbdpHvLmdfT\np8h/+tSP8Ov2htWQrqvx+tNNjYYaLS/DcJJ+kjtuXoOR6muD65J/BSk/kl+bR6n1+cv4dGb+SX/p\nUkcX+0Z4ji+LvinRP2bvBOqIb+7vxd65dL80VpDApfy2x95gcOVyMMiKTljj3L4f+AfD3w18MWvh\nbw3blLeAbpZnwZbmU/elkYD5nb19MAYAArwv9mL4f6HY/E3x74q0XzbjT9ClXwrY3kzb5LudCJL6\nd2/iZpdhBH8JAHAr6YrtqYSpQnH6w7ztt0jza8q89lJ7trsklyZTSlXlPH10ueTaXlFOyS9Wm79Q\nooooPbCiiigAoorkfFfxS8IeEpxptzeSX2qvxFpthGZ7l27LtX7p/wB4iubFYzD4Gn7XEzUY927f\nLzfludGGwlfG1PZYeDlLslf5+nnsddXN+LPiJ4Q8FKq69q8cdzJ/qrSIGW4kJ6YjXJ59Tge9ct5H\nxf8AH3NzNH4F0dx/q4SJ9RlU+rcLFx6YYH1rpPCXwz8H+DHN1pOmebfvky6hdN51zIT1Jdume+3A\nPpXl/Xsdj9MDS5I/z1E1/wCA09JP/t5w+Z6f1LBYHXG1OeX8lNp/+BT1iv8At1T+RF4f+LPw98Su\nINO8TWsdyTtNtdE28ob+7tkwSfpmutBBGQcg1i+IPBPhLxUhXxD4dsb5iMeZJCPMA9nHzD8DXIn4\nOz6GfM+HvjzW/D+37lrJJ9stB6DypP6k1Xts2wv8WnGqu8HyS/8AAZtx/wDKiF7HKsT/AA6kqT7T\nXNH/AMCik/8Aymzj/iXYX3wN8eH46eGbWaXw1q7R23jbTbdc4XOI9RRR1dC2Hx1B/wBpmFP9obxf\no3jebwx8KdP1iNtH11E8ReIr2CXKR6FCQwwy/wDPZ9qoRnJAH8Qrt72++L2lWU+m+KPBmjeMdLnj\naCdtPm8mWSFgVYSQyja+QSCq8YNeP/Bb4AQN401q7mstatfCsFzGYbPV4THOY0+eKywSSYo2diTn\nDfJkZ5HpLiqi6S5Kc1jI+7TjKEkm9lKUrctqfxNpu6SitbX8qXC1ZVWpVIfU5PmqSjKLaW7jGN+a\n9T4UmlZtyel7ev8Aw40C68T6qnxN8Q2H2SFYvs/hzTSuFsbPGBJt6B3X/wAd9iMen0gAUBVAAHAA\npayy/AxwFHkvzSbvKT3lJ7t/ouiSS0R0Y/Gyx1XntyxStGK2jFbJfq+ru3qwoooruOI8y+IVheeB\n/EMXxb0G3aSFEW28Q2kY5uLXgCYD+/Hxz6AdADn0Wwv7PVLKDUtPuEntbqNZoZUOVdGGQR+FSzQx\nXETwTxrJHKpR0YZDKRggjuMV5j4Qmm+GPi8/DbUJXOhasXufDtxISfLbOZLQn2Jyv19WwPAl/wAI\n+M5/+XNZ6/3aj2fkqmz7Tt/Mz3Y/8K2D5P8Al9RWn96mt16w3X9y/wDKj1GuX8QfC74ceKyz+IvA\n2h38jdZZrGMy/g+Nw/A11FFe5OnCouWauvM+fqUoVVy1EmvPU8gm/Za+GVtKbnwldeJPCM7HcZNC\n1qaAk+uHLgfgKry+F/2gfhy/2vwh4vg+IOlrgyaVr22C+x38m6XCljx/rOBzwTXs9NkkjhjaWVwi\nIpZmJwAB1JrkeAoR1prkfeOn4bfemcX9lYdfwFyP+7p+Gz+aZ88af8Z/DnjX4x6DpvjG3uPBtx4d\ntJ5W07XNsJe/lIRVRydrjYVZDxnsOa971bRNE8QWZsdc0ix1K1frDd26TRn/AICwIry34feCvDPx\nL8Pa74o8a+HLTU4vFWpzXEKXcIYpbRny4Qp+8hADfMCD0qqfg38Qfhxm5+B/j6RbCPLDw14hZrqx\nxnOyGX/WQj25yTywryMkq4iFB47l5lWfPdP3rWSi7aL4FF6PTazPTzqWNwNZYGulVhRXJeKtK+rl\neLbUrSck2mr2+HocB+0J8E/Bnh3UvBV78KPCul6H4t1TxFDBayxbktiERpAHhGU2iRYiSF4APXNe\nv/CH4xw/EMXvhvxHpD+HfGmhny9W0WdvmXBx50JP+shbjBGcZAyQVZvObvxZ4y8c/Gr4Y6B4z+HO\npeGbvR7zUru6eR1nsrhltSYmgmXh+VbI6rkdecekfFz4R/8ACdfYvFXhXU/7B8caDmTSNXjH1zbz\njHzwtkggg43EgEFlb6XLsVTx9Ss8S3q0lJ3urRWjT15ddeq3XZ/L4SDjWrYrAx926ThblvaKbsml\naSbe+j2fdekUV5j8IfjBN42mvPBnjbSP+Ed8d6IMalpMhwsqdBcW5JO+JuOQTjI5IKsfTq2r0J4e\nbp1Fr/Wq7p9Ge/h8RTxNNVKb0/rRro11QVzXxG8Jjxp4P1DQ4zsu2TzrKTODHcp80Zz25GCfQmul\norixWGp4yjPD1VeMk0/R6HbhsRUwlaFek7Si016rU5j4beK/+Ez8HWGsTDbeKpt76M8GO5j+WQEd\nskbgPRhXT15lpZ/4QP4u3mjMfL0nxrG1/aAn5Uv4x++Ue7rhvrtFem1wZNialbDeyru9Sm3CXm1t\nL/t6NpfM7c3w9OjiPa0FanUSnHyT3X/brvH5HmH7RPjfUPB/w5nsvDpZvEfiaePQdFjQ/Obq4O3c\nvoVXcwPTIUd66f4feD9I+F3w/wBI8I2ssUVpotkqSzuQqs4G6WVieBucsx+teS3uvaR4x+PepeMd\nf1CKDwl8I7drKCRzlJtZuB+9KgfeaNAE24yHAx1rq4dM8R/GeZNQ8RRXOjeC1cSW2mZ2XOpgch5y\nPuxnqFHX8mr084zL+z6dPLsPHnryXO4rS19nJ/Zil13bbSTeh5mT5d/aNWpmWIlyUIvkUu9viUV9\nqTeltrRTbS1PL38eeMfDnxl17Wvg14AvvFOj+M44y+Y2htmvrb5JJUlPyqmHXczYBZvpS3th428V\n6o15+0hpvi86VHIHi0LQrXGkoAePPkjcvN+JyD0OOK+oLOztNOtIrGwto7e3gQRxRRqFVFHQADoK\nmr5/+xcVOklPEPmu21yrku9WuV62v/eJjhMuWIn7Sk50G24wcrWu7ttpe827u0k4q+iPnL9m7xx4\nY8Hv4l+GN1rUEGjadqkl34dvbxxAJrSc7jA2/B8yN8g7sFt3GQK+iLa6tryFbi0uIp4m+68bhlP0\nI4rwv9pvw/aaLJ4b+M50qK9t/DN6lvr9q8QdbrS52EblkIO5o2YMvHy7ie1dgfgh8NdSgTU/Di3u\nlLeRLIlzpOoSRiSNhkEZLKQQfTFepilnNKEcRyUqilp7vNTs1vo/aK70fxJa9NjrwMclvLBxlUpc\nlrXUai5XtqvZuy1j8LenzPPvj3qtzqviPT/EXwgtLjUfGvgkTT3d1aRh4Es9jebbSk8SMedqDJB3\ngfMcV6B8FtG8K6h4bsviPp2pS67qevQCafVboZm3dHiUf8swrAqVH93GSAK7Xw14Y0PwjpMWi+H9\nPjtLWLnavLO3dmY8sx9TXg2t+Jh+yx4x1eM6Td3/AIM8XCbUdHs7NNzW2rgDfaqAPlSXKlew4wOG\nNeXQy2rHFQxeOtKcnsvhhJ2Stfd6crm0nrpyq6OTMMxpZTUm8FeGHqJKo3u2tpu2yekXFO2kG7tN\nno/xm+K0vw/0+y0LwxYDV/GniOQ2mg6WoJ3yfxTSY+7FGPmYkjp1Ayw6L4caB4i8MeCtL0Xxd4jm\n17WYUeS+v5SSZZpJGkZVz/Au/YvT5VXgdBxPwZ+GmvWmoXnxb+KXl3HjrxBGA0a5MWj2fVLOEEnG\nBgsR3yMnlm9br7HFSpUYLDUrO2spd32X91fi9e1uDCRq1pvFVbq6tGPZd3/ef4LTvcooorhPQCii\nigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8F8f2un6V8QNd1W11b42WNxe/Z2uk8MaR5+n\nSMkCKrx/6M4d9oVWbJbK7c4RVHpvwo1aw13wBpOraXrGu6ra3AmMd3rkax30mJnBEqqiBSCCoG0E\nBRnnNeZeIfjVoN/rU9x4X/ap+G2l6bJs8izuNNju5Y8IA2ZReIGywYj5BgEDnGT6T8JI/D6eArGb\nwz4ug8UWV3cXt4+sQNGY7y5mupZbl18v5VHnvKNo+7jb2oA7GiiigAooooAKK8W/sr9r3/oavhj/\nAOAN5R/Z37YEX7yPxF8LJ2XkRy2l8qN7EryPwrv+or/n7D73/kef9ff/AD5n9y/zPaaK8X/4zL/6\nox/5VaDP+2Nb/vJbL4QXa9PLgk1JH+uX4o+of9PYf+BB/aH/AE6n/wCAntFeIfEfRdU+D/i+X44e\nDLOW40i82p4x0iAf62IdL6NenmJnLeoyeMsamHiz9q6z/wCPr4TeDtR2cH7HrrQ7/dfMHA+tJJ8T\nf2iIY2h1T9mBLqHBWWS18XWbh1PYRMu49cEH37VhiMnqYiNozhdap88NH82vmuq0OXFYmjiYWcZx\nktU/Zzdn30i/RrZq6Ny/0XUb7ULX4tfB6/0+6bVrRTeWkrlbfU4sAo4I+7KBkZOPQ4+YN88+OfGV\n7+1F8RNH8BXl/B4W8IaRO39pSyXiP592vDrG4IV2IOyM9AGduchat6VB+0JpcurfC/wR8NtX8J6D\n4vuttq97Ms8ehCTLXPlTx8KhQMQDhgeEy/J+j/CfwX8AeFPAdr8Po9CtrywhG+Z7iMGS4nI+edm6\nhz6g/KAFGAAK+UWX4vD4icsNaMk+aUJe9TlO6d1bVX+JtNxba5oSfMdsMzXE0KWDzOlJUqek5K8Z\nu3wwXN8UFo9UpcvLFSjql1Ph7QNG8LaJZeHvD1hDZabp8KwW0EQwqIP5k9STySSTkmtGvMm8E+P/\nAAG3nfDjXhqulp/zAtXkLbF/uwTnlfZWwB3JrS8PfF7w/qN8NB8SW1z4Y1vgGx1MeWHP/TOXhXB7\ndCewrrhncFU9lmEXSqN/a1jJ/wB2ezv2dpf3T6SeSy9n7TASVWml9nSUV/ehurd1eP8AeO7qvf6h\nY6XaS3+p3kFpbQrukmmkCIg9STwK4fXfixbPqEnhv4f6XJ4o1tOHW2bFrbdszTfdGPQdxjINVtP+\nFmoeIryLXfizrI1y5jbfBpcIKadan2TrIe2W6jg7utRUzd4ibo5bD2slo5XtTj6y1u1/LFN97blU\n8pVCCrZjL2cXqo2vOXpHSyf80ml2vsRS/EXxR46mfT/hPpH+hhtkviHUYylqnr5KH5pWH0wD1GDm\nnR/CzxnpajUdE+LWtf2tIfMujfRrPaTv7Qn/AFY6DgnAAr0mGGG3iSCCJI441CoiKFVQOgAHQU+p\nWSLEfvMfVlOfRpygo/4FFq3q3KXnbQp5y8P+7wNOMIdbpTcv8Tknf0SUfK+p5r/wnHxL8JjZ448A\nnU7ZB82o+HnMwwO5gbDj1JyB14rovDHxN8D+LmEOi+ILdrknBtZiYZw3ceW+CSD6ZFdRXO+J/h74\nL8Yqf+Eh8O2l1KRgThdkw9MSLhvwzin9UzLB/wC7VlUj/LUWvynFf+lQk/MX1rLsX/vNF03/ADU3\np84Sf5SivI6CRElRopUV0cFWVhkEHqCK868Vfs6/BTxizTax8O9KjuGO77RYxmzm3dmLwFSxHvmm\nj4b+OPDmR4E+Jd4lsPu2OsxC8jUeiyH5kHsBThrfxy0Y41LwXoGvxqOX0zUDbMR64m7+w/CtqOf4\nnBO9WjVpvvFc6+Xs25W9Yp+RhWyHDY5Wp1qdRdpe4/nzpR+6T9Tmv+Gf/GnhYiT4V/HnxXpCr92x\n1nZq1oB/cRZACg9+TUF/r/7W3hSwuYbnwT4Q8ZYhdYLrSL1rKdG2nbI8U/yuQcHamM4x711n/C54\ntNwvi3wD4p0Uj70zWPn24/7aIefyrW0n4wfDLWtosvGemqzdFuJDbt9MSBa76PF+ArzUKtSnKXaa\n5Zfjyz+88+rwhjaEHOjCpGPeD5o/+3Q+4o/AfwNcfDv4UeH/AA3qCMupC3+16iXOXN3MxklDHuQz\nlc+iiu/rhdV+NXw60yf7Fb65/at4eEttLia6dz6AoNv/AI9VAeO/id4hH/FJfDCSwib7t1r9wIMe\nmYV+f8jXFiuJMFWrScZ+0m221TTm7vvyp2+djvwvDuMo0IRcPZwSSTm1BWXbmav8rnpNUtT1rR9F\nh+0axqtnYxDnfczrGv5sRXCf8IJ8TfEHPi74ny2MLfetNAtxb4+k7Zf8xVzS/gj8N9OmF3caD/at\n11e41OZ7lnPqyudh/wC+aw+u5liP93w3Ku9SSX/ksOd/JuJv9Ty7D/x8RzPtTi3/AOTT5F80pEd9\n8c/h9DObPSb28127H/LvpVnJcMfocBT/AN9VX/4Tn4pa5x4Z+Fj2UTdLnW7xYdv1hX5/yNegWWn2\nGmwC206ygtYR0jhjVFH4AYqxR9RzGv8A7xiuVdqcFH8Z87+at8g+u5fQ/gYbmfepJv8ACHIvk7/M\n81k8E/FPxOvk+MPiJBp1k/8ArrPQLYxlx3Anf51H4HNdV4U8B+EvBUBh8OaLBas4xJPgvNJ/vO2W\nPrjOPaugorfDZPhMNU9vZyqfzTblJejk3yryjZeRhic2xWJp+wuo0/5YpRi/VRS5n5yuwooor1Dz\nQooooAKKKKACiiigAooooAK57xx4NsPHGhtpF3M9tPHItxZ3kY/eWs6nKyL05HTqMgnp1roaKxxG\nHpYulKhWV4yVmvI2w9ephasa1F2lF3TPMrH4ieIPBF1FofxbsliidhHbeILVCbSc9hKB/qn/AAx1\nPAGa9JgnguoUubaZJYpVDpIjBlZTyCCOCKZe2NnqVpLYahaxXNtOpSSKVA6OvoQeDXm0/gXxX8Op\n5NU+FlwLzTGYyT+HLyU+WT3NvIeY29jx9eBXjXx2UfFetR771I//ACxLy9/ymz17YLNfhtRrdtqc\nv/kH6+55xR6hXD/GbWrjSPh/f29gCb7VymlWijq0k52ED327yMdxV7wZ8R/D3jMyWVu01jq1sMXW\nl3ieXcwkdflP3h7j1GcdKwPFH/FUfF/wz4aUlrbw9by67eL2MhPlwD/eDfN9DSzTH08Xlr+pzT9q\n1Ti10cnyt+Tirtp6qzuPLcDUwmYr63Br2Sc5J9VFcyXpJ2Sezudx4d0W38OaBp2g2vMWn20dup/v\nbVAyfc4z+NaNFFe7TpxowVOCskrL0R4lSpKrN1Ju7bu/VhRRRVkHnfxc+Edv8RILPXND1JtC8ZaE\nxm0XWoR88L/88pP78LZIZTnqeDkhqHwi+Lt/4nvLn4ffEbS10Hx9o0Ya8sScRXsXa6tjnDxnuATt\nPtXqdcF8VfhJpXxMtbK8h1KfQvEmjS+fo+u2a5uLOTuMZG+NujITg+1d9DEQqQ+r4n4ekusf8491\n81ro/Or4epSqPE4X4vtR6S/ykuj67PSzXe0V4mX/AGs/BwyYfBnxCtE/uM2lX8n5/uFzR/w07ZeH\nvk+Knwv8aeDNv+su59PN3Yr64nhzux7LT/s2tP8AgtT/AMLTf/gOkvwD+06MP46cP8SaX/gSvH8T\ntvi54dvNc8JPqGj5GsaFKmq6cyg582Lkrgddy7hj1xWX4q+NGh6N8L4vG9tcwC+1OyL6daO2S1zj\nBUjrtR87j6L6kA7nhP4ufDHx1sXwn470XUZpPu28d2on/GJiHH4rXhn/AArLw7rf7SNn4R0US3Gl\neFCfEmt7zmKKeR91lYqM8KpPmkHO4delfOVsozGGYurhEoKUf3jmn7vL8MlHTmk03C10m+W7sj6G\nlm+XSy9U8U3Nxl+7UWve5vii5a8qVlO9m0uayuzqfgh8AJdA0ay1D4hTvqF0s0moJYTfcW6lO6S4\nnHR5j8o5ztCgHOBj3iiiujC4OGF5pXcpzd5SespPu3+SVklokloY4nFTxCjCyjCCtGK0jFdkvzbu\n29W29QooorrOUo67ouneJNFv/D+rwCex1O2ltLmM/wAcUilWHtwTXlH7NWt6jY6FrHwf8S3Bk1v4\nd3x0ve2d1xYNlrScA9inygdgi+tey14V8XnX4U/Frwr8boz5Oj6njwv4nYZ2pDId1tcvjgBHGCxH\nQKvevRwX7+E8I95ax/xLp81detjzcd/s84YxbR0l/hfX5Oz9LnsHinxRoXgvw/feKPEuoR2Wm6dE\nZriZ8nA7AAckkkAAckkAV8/2Hwq139pK21H4m/EprzRob20eHwXpYdkbS4SQyXkoB5lkKoSP7vf7\nu3R0i2uv2n/GUPirVIJE+Fnhm7J0izlQqNfvYzg3MinrAhyFUjBOQf41H0GAAAAMAdBSxFOGFoyw\n0lec1aX91P7Pq/tdtu5j7OObvmqL9ytl/M/5n5L7Pd+92POPgh8QNT8X6BdeH/FqeR4u8Kz/ANma\n3AeryLnZcDgZWRRuBHBO7HGK9Irxf4yabffDrxTp/wAfvDVrJKtii6f4ptIhzd6YxGJsd3iODn0A\nyQFOfX9N1Gx1jTrXVtMukubO9hS4t5kOVkjcBlYexBBrw8JOSvh6jvKPXuuj/R+aOjA1ZxvhazvO\nHX+aPSX6PzT7os0UUV2HoBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfNmpeNvGvxPv\np4PHfgP4i+G/CCuUTQtK0ef7ZqaA4ze3SEeXGw/5YwHkH5pGGVr3XwN/Yw8J6dH4e8Mz+HtNijaK\n20yax+xvbIjFdvk/wA4yPUEHvW9RQAUUUUAU9ZvJtO0i+1C3h86W2tpZo4/77KpIX8SMV5D8Mp9U\n0rXvATN4p1nWP+E28I3Or6qL7UJbmNruP7C63EKOxW3T/SpFMcQVMNH8vy8+1Vy/hb4Z+CvBd/Lq\nXhzSJLeeSH7KnmXk86W1vu3eRbpK7LbxbsHy4gicLxwMAGR9q+Pf/QD8Af8Ag1vf/kej7V8e/wDo\nB+AP/Bre/wDyPXf0UAcB9q+Pf/QD8Af+DW9/+R6PtXx7/wCgH4A/8Gt7/wDI9d/RQBwH2r49/wDQ\nD8Af+DW9/wDkej7V8e/+gH4A/wDBre//ACPXf0UAcB9q+Pf/AEA/AH/g1vf/AJHo+1fHv/oB+AP/\nAAa3v/yPXf0UAcB9q+Pf/QD8Af8Ag1vf/kesvxDoXxc8V2J03xF4N+G9/bnOFl1K9JQ+qt9nyp9w\nQa9TorOrSp14OnVipRe6aun6pl0qs6M1UpSaktmnZr0Z5foWkfGHwzp6aXoHhD4cWNrH0jh1K9GT\n6k/Z8sfc5NaP2r49/wDQD8Af+DW9/wDkeu/op06cKMFTppKK2S0S9EFSpOrNzqNtvdvVs4D7V8e/\n+gH4A/8ABre//I9H2r49/wDQD8Af+DW9/wDkeu/oqyDgPtXx7/6AfgD/AMGt7/8AI9H2r49/9APw\nB/4Nb3/5Hrv6KAOA+1fHv/oB+AP/AAa3v/yPR9q+Pf8A0A/AH/g1vf8A5Hrv6KAOA+1fHv8A6Afg\nD/wa3v8A8j1k6v4c+Kev5Ot+APhdfMf4ri7unYfQm2yK9VorOrRp148lWKkuzV0aUqtSjLnpyafd\nOx5jpOl/GDQYPs2ieC/hnYRd0tr66jB+u22Gav8A2r49/wDQD8Af+DW9/wDkeu/op06cKUVCCSS6\nLRCnUnVk5zd2+rOA+1fHv/oB+AP/AAa3v/yPR9q+Pf8A0A/AH/g1vf8A5Hrv6Ksg4D7V8e/+gH4A\n/wDBre//ACPR9q+Pf/QD8Af+DW9/+R67+igDgPtXx7/6AfgD/wAGt7/8j0favj3/ANAPwB/4Nb3/\nAOR67+igDgPtXx7/AOgH4A/8Gt7/API9H2r49/8AQD8Af+DW9/8Akeu/ooA4D7V8e/8AoB+AP/Br\ne/8AyPR9q+Pf/QD8Af8Ag1vf/keu/ooA4D7V8e/+gH4A/wDBre//ACPR9q+Pf/QD8Af+DW9/+R67\n+igDgPtXx7/6AfgD/wAGt7/8j0favj3/ANAPwB/4Nb3/AOR67+igDgPtXx7/AOgH4A/8Gt7/API9\nH2r49/8AQD8Af+DW9/8Akeu/ooA4D7V8e/8AoB+AP/Bre/8AyPR9q+Pf/QD8Af8Ag1vf/keu/ooA\n4D7V8e/+gH4A/wDBre//ACPR9q+Pf/QD8Af+DW9/+R67+igDxjxh4E+LPjNobu90DwNZ6nanNrqV\nlrF7FdQnthxbcj2ORycYpPCfhD47+GtV1TXLkeDtX1LVFgjnurvULlDtiTaqoEt8Y55OASRnHc+0\nUV5ksowcsXHHctqid9NE3Zxu1s2k2k2rpaXselHNsXHCywXNeDVtdWldSsnuk2k2lo97XOA+1fHv\n/oB+AP8Awa3v/wAj0favj3/0A/AH/g1vf/keu/or0zzTgPtXx7/6AfgD/wAGt7/8j0favj3/ANAP\nwB/4Nb3/AOR67+igDgPtXx7/AOgH4A/8Gt7/API9H2r49/8AQD8Af+DW9/8Akeu/ooA4D7V8e/8A\noB+AP/Bre/8AyPSG5+PZBB0LwAQeo/tW9/8AkevQKKAPAvFnwO1nxtvfxD8IPhRLPJndc299eW05\nPqZYrdXP4mrHww+FfxM+Elrqdr4U0Dwax1a5FzczXmu308p2oFRN5tslFAOAcn5m5r3Wiuh4vESp\n+xc249ruxzLB4eNX20YJS72V/vOA+1fHv/oB+AP/AAa3v/yPR9q+Pf8A0A/AH/g1vf8A5Hrv6K5z\npOA+1fHv/oB+AP8Awa3v/wAj0favj3/0A/AH/g1vf/keu/ooA4D7V8e/+gH4A/8ABre//I9YvjLw\nz8XPH3hm/wDCPijwt4AutM1GMRzx/wBr3qnhgykEW+QQwBB7ECvWaKqE5U5KUXZomcI1IuE1dPc8\n30y2+NmjafbaTpPhf4dWllZxLBbwQ6leKkUajCqoFvwAKs/avj3/ANAPwB/4Nb3/AOR67+ik227s\naSSsjzu6/wCF531rNZXnhz4ez29xG0UsUmp3jK6MMMpBt+QQSMVq/CXwbdeAPh/pnhK9ECyWLXPy\nQXL3EaJJcSSIiyOiMwVXVRlRjGOcZPX0VDhFyU7arT5P/hiXTg5qo1qk1fydr/kgoooqiwooooAK\nKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoo\nooAKKKKACiivG/hFYeIfA2v6d4L8fQahN4h1PQnu/wC0x4w1DWbS9a2eBLlvIugq2rl7iNgsaFdr\nEbvlwQD2SiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorzvVE1iz+Ofh1z4l1OTT9S0TVf8A\niV+YEtIjC9ltfYoG9yZH+ZyxAOF2jOQD0SivCfDGp60l94N8cyeI9YuL7xX4t1XR9RsZr+V7MWqL\nqBjiiti3lRND9ki+dFDsEk3ltxr3agAooooAKKKKACiiigAooooAKKKKACiiigAooqG8inntJ4La\n6a2mkjZI5lQMYmIwGAPBwecHjigCaivF9D0Txr4i+EOteHNG8T6jfavb+K722W91DWZ7S4ntLfWT\n5sRu4FMkJe3jkjBjUBdwChQMDrvhLfIdN1jw5NpuoWGoeHdUNjfw3evXOsjzXghuFaK7uSZXjMU8\nZAYKVO4bR1IB3VFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRXAfGGDSRoSXuoat4jivAJLXS\nbDRNWnspr6+kX90iiF1MjAqThyY1Xe7japI888Vy+MRpvjG98QeNNTtdb+Hngmw1G2fT76W2tZNS\nFvcyzXU0SFUuI3kgVNkoZAqNgAsTQB9BUVBZTvdWcFzLEYnliV2Q9VJAJH4VPQAUUUUAFFFFABRR\nRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFF\nADZEWVGjcZVwVIzjg1znhn4deFPCV/Jquk21/LeyQfZftOoard6hLHBuDeVG9zJI0ce4AlEIUkDI\n4FdLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFULjQtKu9asvENxa79Q06Ce2tpt7Dy45\njGZV2g7Tkwx8kEjbxjJzfooA5fT/AIZ+CtL8TP4vstIkTUmlnuF3Xk728M03+ulit2cwxSSZO90R\nWbc2Sdxz1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBz83gTw1Lot34fS3vLazvr2bUZ\nvseo3NtN9olmM0kizRSLIhMjE4VgOcAY4qz4Z8K6F4QsH03QLR4YppmuZ3muJLiaeZsBpJZpWaSR\nyAo3OxOFAzgCteigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5Txb8MfCXjbVbDXNcXWUv9\nMilgtLjTtev9OeNJSpkGbWaPO7Yuc5+6Kg1X4ReAtcNk2r6Ze3jWNtHZbptWvGa6t423pFdky5vE\nDFm23HmDLMf4jnsqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoooo\nAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiuY8\nZfEjwn4Cm0618Rz6j9o1ZpVs4LDSLzUJZfLUNIdlrFIwChgSSAOaAOnorI8LeLPD3jXR49e8Maml\n9ZSO8W8KyMkiMVeN0cBkdWBBVgGBHIrXoAKKxPGXi3TfA+gSeI9WguZbaK4tbYpbqrPunuI4EOGI\nGA0qk89AcZPB26ACisiXxZ4dhk1qKXVIlbw7Es2qZDYtUaMyAscY+4N3GeMeorQsb221Kyt9Rspf\nMt7qJJon2kbkYAqcHkZBHWgCeiiigAooooAKKKxPEvi3TfC0+iW+oQXMja/qkekWxhVSEmeOSQM+\nSMLiJuRk5I47gA26KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoo\nooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiii\ngAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvIfi9D4qn+KXw1j\n8G6lpVjqezWik2p2Ul3Bt+zx5BjjlibJ7Hfx6GvXqKAPlqBrF/AGijx07/ZG8e3MnxSt5F2wW9y1\nvOQkirwLH7R9hZS2Q0TRs5IZzTLe88NaTq9r4i8KXFra/C/RviDp9zY3kJC6Zaq+k3ENzJA/3Etf\ntE0K7lxEJGkwfvV9UUUAfL3iTxDpHimx+L2s6Bex3uny+KfCSwXcJ3Q3AV9PUvG/R03BgGGQdpwT\nWf8AFDSotY+KXjWz8bfEfwn4O1Bp7IeE7/WdEmudQgtfssO2XS7gXkKq4uhcbo0jZiw+fcjKo+sa\nKAPmbxL4O+Hlx4y+Nmiaj4X8OS+K9c0YXWjwzWEH2y9VtNIkktwy73HnxsWK5w4BPODWF4hHgK58\nPfDJPD+p/D/S/h2dPvRqkt/oy3uiJrfl2vlreQwz26JNs+1YaViA4IK7yhX62ooA4b4KadFpXw00\nixtvGdt4qtYzcG11O2geKGSA3EhjjjV5ZW8uNSIlJkbKxqcmvE/C/g3T9H/ZZ0nxLo2m3Dahq8Ok\njxFqFuHe/l0YX0X2uJXX955aWnmqEX7qA7RmvqWigD5O8Sp4KMPiqf4KRWD+BbK18PX+p/2IgbTU\nvYNZimkeIR/J5i2sbtNs5wse/nFb/jrxh4a8ZeI/infeFNZtNXsYPhRNCb2ylE1s8m+9Yokq5Vyo\nZc7ScbgDzxX0lRQB4RoPhTRfBHjr4ZN4Q0u2sLrW/D2pRanPGuJNSdILaRJLp+szh8ne5LDc3PzH\nPmnhCP4bOPg09j5J+JSeIrY+Mduf7QF4bO5F1/aGOf8Aj4/1fme3l/LmvsKigAooooAKKKKACiii\ngAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA\nCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK\nKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoo\nooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiii\ngAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKA\nCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK\nKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoo\nooAKKKKACiiigAooooAKKKKACiiigD//2Q==\n",
"metadata": {},
"output_type": "pyout",
"png": "iVBORw0KGgoAAAANSUhEUgAAArwAAAH0CAYAAADfWf7fAAAgAElEQVR4XuydB3hVxfb216GjEJpS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\nSUVORK5CYII=\n",
"prompt_number": 4,
"svg": "<svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" xml:space=\"preserve\" width=\"700\" height=\"500\"><rect x=\"0\" y=\"0\" width=\"700\" height=\"500\" style=\"fill: #ffffff; fill-opacity: 1;\"></rect><g class=\"subplot xy\"><rect x=\"80\" y=\"100\" width=\"506\" height=\"320\" style=\"stroke-width: 0px; fill: #ffffff; fill-opacity: 1;\"></rect><g transform=\"translate(80,100)\"><path class=\"ygrid crisp\" d=\"M0,0h506\" transform=\"translate(0,263.56)\" style=\"stroke: #eeeeee; stroke-opacity: 1; stroke-width: 1px;\"></path><path class=\"ygrid crisp\" d=\"M0,0h506\" transform=\"translate(0,222.93)\" style=\"stroke: #eeeeee; stroke-opacity: 1; stroke-width: 1px;\"></path><path class=\"ygrid crisp\" d=\"M0,0h506\" transform=\"translate(0,182.3)\" style=\"stroke: #eeeeee; stroke-opacity: 1; stroke-width: 1px;\"></path><path class=\"ygrid crisp\" d=\"M0,0h506\" transform=\"translate(0,141.66)\" style=\"stroke: #eeeeee; stroke-opacity: 1; stroke-width: 1px;\"></path><path class=\"ygrid crisp\" d=\"M0,0h506\" transform=\"translate(0,101.03)\" style=\"stroke: #eeeeee; stroke-opacity: 1; stroke-width: 1px;\"></path><path class=\"ygrid crisp\" d=\"M0,0h506\" transform=\"translate(0,60.4)\" style=\"stroke: #eeeeee; stroke-opacity: 1; stroke-width: 1px;\"></path><path class=\"ygrid crisp\" d=\"M0,0h506\" transform=\"translate(0,19.76)\" style=\"stroke: #eeeeee; stroke-opacity: 1; stroke-width: 1px;\"></path></g><g></g><g transform=\"translate(80,100)\"><path class=\"yzl zl crisp\" d=\"M0,0h506\" transform=\"translate(0,304.2)\" style=\"stroke: #444444; stroke-opacity: 1; stroke-width: 1px;\"></path></g><g></g><svg preserveAspectRatio=\"none\" x=\"80\" y=\"100\" width=\"506\" height=\"320\" viewBox=\"0 0 506 320\" style=\"fill: none;\"><g class=\"maplayer\"></g><g class=\"barlayer\"></g><g class=\"errorlayer\"><g class=\"errorbars\"></g><g class=\"errorbars\"></g><g class=\"errorbars\"></g></g><g class=\"boxlayer\"></g><g class=\"scatterlayer\"><g class=\"trace scatter\" style=\"stroke-miterlimit: 2; opacity: 1;\"><path class=\"js-line\" d=\"M0,295.78L26.63,295.96L53.26,297.55L79.89,266.05L106.53,115.11L133.16,282.6L159.79,289.37L186.42,210.72L213.05,204.93L239.68,242.48L266.32,279.09L292.95,223.26L319.58,243.87L346.21,262.72L372.84,269.12L399.47,294.87L426.11,301.74L452.74,241.89L479.37,301.01L506,269.46\" style=\"fill: none; stroke: #1f77b4; stroke-opacity: 1; stroke-width: 2px;\"></path></g><g class=\"trace scatter\" style=\"stroke-miterlimit: 2; opacity: 1;\"><path class=\"js-line\" d=\"M0,266.79L26.63,252.98L53.26,287.49L79.89,300.98L106.53,285.65L133.16,295.15L159.79,300.36L186.42,293.18L213.05,286.91L239.68,274.38L266.32,282.38L292.95,247.54L319.58,286.72L346.21,304L372.84,219.57L399.47,235.23L426.11,294.33L452.74,272.27L479.37,277.91L506,257.52\" style=\"fill: none; stroke: #ff7f0e; stroke-opacity: 1; stroke-width: 2px;\"></path></g><g class=\"trace scatter\" style=\"stroke-miterlimit: 2; opacity: 1;\"><path class=\"js-line\" d=\"M0,240.57L26.63,264.5L53.26,297.85L79.89,258.39L106.53,259.17L133.16,281.75L159.79,278.69L186.42,250.89L213.05,240L239.68,241.74L266.32,243.8L292.95,195.9L319.58,265.39L346.21,270.56L372.84,282.65L399.47,16L426.11,204.72L452.74,274.31L479.37,260.36L506,302.92\" style=\"fill: none; stroke: #2ca02c; stroke-opacity: 1; stroke-width: 2px;\"></path></g></g></svg><g></g><path class=\"crisp\" transform=\"translate(80,100)\" d=\"M-1,320.5h508\" style=\"fill: none; stroke-width: 1px; stroke: #000000; stroke-opacity: 0;\"></path><path class=\"crisp\" transform=\"translate(80,100)\" d=\"M-0.5,-1v321\" stroke-width=\"1px\" style=\"fill: none; stroke: #000000; stroke-opacity: 0;\"></path><g></g><g transform=\"translate(80,100)\"><g class=\"xtick\" data-bb=\"9657\"><text text-anchor=\"middle\" x=\"0\" y=\"334\" transform=\"translate(106.53,0)\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\" data-bb=\"9652\">5</text></g><g class=\"xtick\" data-bb=\"9658\"><text text-anchor=\"middle\" x=\"0\" y=\"334\" transform=\"translate(239.68,0)\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\" data-bb=\"9653\">10</text></g><g class=\"xtick\" data-bb=\"9659\"><text text-anchor=\"middle\" x=\"0\" y=\"334\" transform=\"translate(372.84,0)\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\" data-bb=\"9654\">15</text></g><g class=\"xtick\" data-bb=\"9660\"><text text-anchor=\"middle\" x=\"0\" y=\"334\" transform=\"translate(506,0)\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\" data-bb=\"9655\">20</text></g></g><g transform=\"translate(80,100)\"><g class=\"ytick\" data-bb=\"9662\"><text text-anchor=\"end\" x=\"-2\" y=\"6\" transform=\"translate(0,304.2)\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\">0</text></g><g class=\"ytick\" data-bb=\"9663\"><text text-anchor=\"end\" x=\"-2\" y=\"6\" transform=\"translate(0,263.56)\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\">1M</text></g><g class=\"ytick\" data-bb=\"9664\"><text text-anchor=\"end\" x=\"-2\" y=\"6\" transform=\"translate(0,222.93)\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\">2M</text></g><g class=\"ytick\" data-bb=\"9665\"><text text-anchor=\"end\" x=\"-2\" y=\"6\" transform=\"translate(0,182.3)\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\">3M</text></g><g class=\"ytick\" data-bb=\"9666\"><text text-anchor=\"end\" x=\"-2\" y=\"6\" transform=\"translate(0,141.66)\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\">4M</text></g><g class=\"ytick\" data-bb=\"9667\"><text text-anchor=\"end\" x=\"-2\" y=\"6\" transform=\"translate(0,101.03)\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\">5M</text></g><g class=\"ytick\" data-bb=\"9668\"><text text-anchor=\"end\" x=\"-2\" y=\"6\" transform=\"translate(0,60.4)\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\">6M</text></g><g class=\"ytick\" data-bb=\"9669\"><text text-anchor=\"end\" x=\"-2\" y=\"6\" transform=\"translate(0,19.76)\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\">7M</text></g></g><g></g></g><g transform=\"translate(80,100)\"><rect class=\"drag nsewdrag cursor-crosshair\" data-subplot=\"xy\" x=\"0\" y=\"0\" width=\"506\" height=\"320\" style=\"fill: #000000; opacity: 0; stroke-width: 0px;\"></rect><rect class=\"drag nwdrag cursor-nw-resize\" data-subplot=\"xy\" x=\"-20\" y=\"-20\" width=\"20\" height=\"20\" style=\"fill: #000000; opacity: 0; stroke-width: 0px;\"></rect><rect class=\"drag nedrag cursor-ne-resize\" data-subplot=\"xy\" x=\"506\" y=\"-20\" width=\"20\" height=\"20\" style=\"fill: #000000; opacity: 0; stroke-width: 0px;\"></rect><rect class=\"drag swdrag cursor-sw-resize\" data-subplot=\"xy\" x=\"-20\" y=\"320\" width=\"20\" height=\"20\" style=\"fill: #000000; opacity: 0; stroke-width: 0px;\"></rect><rect class=\"drag sedrag cursor-se-resize\" data-subplot=\"xy\" x=\"506\" y=\"320\" width=\"20\" height=\"20\" style=\"fill: #000000; opacity: 0; stroke-width: 0px;\"></rect><rect class=\"drag ewdrag cursor-ew-resize\" data-subplot=\"xy\" x=\"50.6\" y=\"320.5\" width=\"404.8\" height=\"20\" style=\"fill: #000000; opacity: 0; stroke-width: 0px;\"></rect><rect class=\"drag wdrag cursor-w-resize\" data-subplot=\"xy\" x=\"0\" y=\"320.5\" width=\"50.6\" height=\"20\" style=\"fill: #000000; opacity: 0; stroke-width: 0px;\"></rect><rect class=\"drag edrag cursor-e-resize\" data-subplot=\"xy\" x=\"455.40000000000003\" y=\"320.5\" width=\"50.6\" height=\"20\" style=\"fill: #000000; opacity: 0; stroke-width: 0px;\"></rect><rect class=\"drag nsdrag cursor-ns-resize\" data-subplot=\"xy\" x=\"-20.5\" y=\"32\" width=\"20\" height=\"256\" style=\"fill: #000000; opacity: 0; stroke-width: 0px;\"></rect><rect class=\"drag sdrag cursor-s-resize\" data-subplot=\"xy\" x=\"-20.5\" y=\"288\" width=\"20\" height=\"32\" style=\"fill: #000000; opacity: 0; stroke-width: 0px;\"></rect><rect class=\"drag ndrag cursor-n-resize\" data-subplot=\"xy\" x=\"-20.5\" y=\"0\" width=\"20\" height=\"32\" style=\"fill: #000000; opacity: 0; stroke-width: 0px;\"></rect></g><g class=\"infolayer\"><g class=\"g-gtitle\"><text class=\"gtitle\" x=\"350\" y=\"50\" text-anchor=\"middle\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 17px; fill: #444444; opacity: 1;\">Statistic 20 in a row Roulette</text></g><g class=\"g-xtitle\" data-bb=\"9656\"><text class=\"xtitle\" x=\"333\" y=\"472\" text-anchor=\"middle\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 14px; fill: #444444; opacity: 1;\">Roulette round</text></g><g class=\"g-ytitle\" data-bb=\"9661\"><text class=\"ytitle\" transform=\"rotate(-90,42,260) translate(0, 0)\" x=\"42\" y=\"260\" text-anchor=\"middle\" style=\"font-family: 'Open sans', verdana, arial, sans-serif; font-size: 14px; fill: #444444; opacity: 1;\">Number of games played before 20 in a row</text></g><svg class=\"legend\" x=\"596\" y=\"100\" width=\"92\" height=\"67\"><rect class=\"bg\" x=\"0\" y=\"0\" width=\"92\" height=\"67\" style=\"stroke: #444444; stroke-opacity: 1; fill: #ffffff; fill-opacity: 1; stroke-width: 0px;\"></rect><g class=\"traces\" transform=\"translate(0,14.5)\"><g class=\"legendfill\"></g><g class=\"legendlines\"><path class=\"js-line\" d=\"M5,0h30\" style=\"fill: none; stroke: #1f77b4; stroke-opacity: 1; stroke-width: 2px;\"></path></g><g class=\"legendsymbols\" style=\"opacity: 1;\"><g class=\"legendpoints\"></g></g><text class=\"legendtext\" x=\"40\" y=\"4.680000000000001\" style=\"text-anchor: start; font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\" data-bb=\"9649\">Player_1</text></g><g class=\"traces\" transform=\"translate(0,33.5)\"><g class=\"legendfill\"></g><g class=\"legendlines\"><path class=\"js-line\" d=\"M5,0h30\" style=\"fill: none; stroke: #ff7f0e; stroke-opacity: 1; stroke-width: 2px;\"></path></g><g class=\"legendsymbols\" style=\"opacity: 1;\"><g class=\"legendpoints\"></g></g><text class=\"legendtext\" x=\"40\" y=\"4.680000000000001\" style=\"text-anchor: start; font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\" data-bb=\"9650\">Player_2</text></g><g class=\"traces\" transform=\"translate(0,52.5)\"><g class=\"legendfill\"></g><g class=\"legendlines\"><path class=\"js-line\" d=\"M5,0h30\" style=\"fill: none; stroke: #2ca02c; stroke-opacity: 1; stroke-width: 2px;\"></path></g><g class=\"legendsymbols\" style=\"opacity: 1;\"><g class=\"legendpoints\"></g></g><text class=\"legendtext\" x=\"40\" y=\"4.680000000000001\" style=\"text-anchor: start; font-family: 'Open sans', verdana, arial, sans-serif; font-size: 12px; fill: #444444; fill-opacity: 1;\" data-bb=\"9651\">Player_3</text></g></svg></g><g class=\"hoverlayer\" style=\"pointer-events: none;\"></g></svg>",
"text": "<plotly.tools.PlotlyDisplay at 0x7ed3cb0>"
}
],
"prompt_number": 4
}
],
"metadata": {}
}
]
}
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment