{ "cells": [ { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": false }, "outputs": [ { "data": { "application/javascript": [ "\n", "require(['notebook'],\n", " function() {\n", " IPython.CodeCell.config_defaults.highlight_modes['magic_text/x-c++src'] = {'reg':[/^%%cpp/]};\n", " console.log(\"JupyROOT - %%cpp magic configured\");\n", " }\n", ");\n" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "Welcome to JupyROOT 6.08/02\n" ] } ], "source": [ "import ROOT\n", "from ROOT import gSystem\n", "gSystem.CompileMacro(\"MiniTree.cpp\")\n", "\n", "%load_ext autoreload\n", "%autoreload 2\n", "from canvas_wrapper import canvas\n", "import utils\n", "import plotter" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Finished filling histograms for file TTTT_ext_treeProducerSusyMultilepton_tree.root\n", "Finished filling histograms for file TTZToLLNuNu_treeProducerSusyMultilepton_tree.root\n", "Finished filling histograms for file TTWToLNu_treeProducerSusyMultilepton_tree.root\n" ] } ], "source": [ "hists_TTTT = ROOT.build_histograms(\"TTTT\", \"TTTT_ext_treeProducerSusyMultilepton_tree.root\")\n", "hists_TTZ = ROOT.build_histograms(\"TTZ\", \"TTZToLLNuNu_treeProducerSusyMultilepton_tree.root\")\n", "hists_TTW = ROOT.build_histograms(\"TTW\", \"TTWToLNu_treeProducerSusyMultilepton_tree.root\")" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "can = canvas(size=(1600, 1200))" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "image/png": 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76i9Iz86TBGBzTNQXh0kC0LJeBK3iMKu4nXrC42NzMsnm0NbZALB8ZVlevXq1KIqrV6/G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yrYiC7rV+n7/nQ6XS6X6/WaUpqSSDHTnHLHkv+Lk9VF7aVjRgUbkTuCcCKAA2mjy6q/PHAcx5eX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\nAABAOIpWAAAAAITz/9ZQnX8cdMsBAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" }, { "name": "stderr", "output_type": "stream", "text": [ "Info in : png file /tmp/tmpr9x67lv0.png has been created\n" ] } ], "source": [ "shape = ROOT.pair(\"int\", \"int\")\n", "hists_TTTT.draw(can, shape(3,4))\n", "can" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "562.0" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "can.Clear()\n", "ROOT.gStyle.SetOptStat(1111111)\n", "hists_TTTT.b_jet_discriminator.SetStats(1)\n", "hists_TTTT.b_jet_discriminator.Draw()\n", "hists_TTTT.b_jet_discriminator.GetBinContent(21)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" }, { "name": "stderr", "output_type": "stream", "text": [ "Info in : png file /tmp/tmpb7ta35sd.png has been created\n" ] } ], "source": [ "hists, labels = zip(*[(h.b_jet_count, h.get_sample_name()) for h in [hists_TTTT, hists_TTZ, hists_TTW]])\n", "stack = utils.stack_hist(hists, labels, enable_fill=True, normalize_to=1)\n", "can.Clear()\n", "stack.Draw()\n", "can.BuildLegend(0.75, 0.75, 0.95, 0.95, \"\")\n", "can" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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oBQAAAEB2hFYAAAAAZEdoBQAAAEB2hFYAAAAAZEdoBQAAAEB2hFYAAAAAZOfT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\n6dbu8Qe6dKfIjpFVqYys1s7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"text/plain": [ "" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" }, { "name": "stderr", "output_type": "stream", "text": [ "Info in : png file /tmp/tmpybw8z35g.png has been created\n" ] } ], "source": [ "hists, labels = zip(*[(h.lepton_count, h.get_sample_name()) for h in [hists_TTTT, hists_TTZ, hists_TTW]])\n", "stack = utils.stack_hist(hists, labels, enable_fill=True, normalize_to=1)\n", "can.Clear()\n", "stack.Draw(\"pads\")\n", "can.BuildLegend(0.75, 0.75, 0.95, 0.95, \"\")\n", "can" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "image/png": 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3qqL49XuabrR3GSttCWyFD/btK44enXUVwO5V+N8VANuQD6oEwwNzFkOoOL6v\nqqper5fupg1SFNUZFRhCiNuHEGKqdYuKBgAAANgMQqusDQaDOMQvhBAz5uFw2B4AONp/qtfrTTEY\n8BanWvJyAAAAYDJzWuWrruulpaXl5eWmaQaDQexLlfpPhZs9qjZFc2ttVtkAAADATiW0yldd171e\nL2ZVVVUNh8PUPmGv4XBouUAAAABguzM8MGujQVVVVWl4YOyHFULo9Xrt9phYpX3TfFgAGfpfhv/X\n3tt/OesqsvbTe0/OugQAAJgBoVW+4qp/RVH0er3hcBjzqRhIlWU5HA7b/bD6/X5d18PhcDAYxN0H\ng0Ha14g8IFt7b//l0b3/OOsqAACA7FhCchtorxi4Usu6GjusJApb6oN9+4qjR2ddRb7uuvSG0Gqy\n5aOnZ10C21uxeZNgAsAt44MqQWhF8LMAtpjQajKh1aqEVmyQ0AqA7cgHVYKJ2AEAAADIkNAKAAAA\ngOwIrQAAAADIjtAKAAAAgOzsmXUBZKEoiul2NDEeAAAAsBWEVoQgewIAAAAyY3ggAAAAANkRWgEA\nAACQHaEVAAAAANkxpxXA1vo3N/5576V/nXUV+frZrz4y6xIAAIAcCa0Attbe8POje38y6yoAAAC2\nGcMDAQAAAMiO0AoAAACA7AitAAAAAMiOOa0IIYSiKKbbsWmaza0EAAAAIAitiGRPAAAAQFYMDwQA\nAAAgO0IrAAAAALIjtAIAAAAgO0IrAAAAALJjInYAgB2ruXSp2bdv1lVk7bbr12ddAgAwntAKAGDH\nKu69d9YlAABMyfBAAAAAALIjtAIAAAAgO0IrAAAAALJjTitCCKEoiul2bJpmcysBAAAACEIrItkT\nAAAAkBXDAwEAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrXJX13VVVXVdtxurqqqqatXNxjYC\nAAAA5E9olbWqqvr9fgih3++nlKooirqu67ouiiK21HU9ullZlqlRbgUAAABsL0XTNLOugRUVxa/f\noNRnKn6NIVRZlmVZVlVVFMXy8nJZlu1d0o32LpOfBdgK+4qfHr3zJ7Ougm1s+ejpWZcAO1nhf3sA\nWfJBlRDCnlkXwIrquu71evFGWZYxdYq34wapMd5u7xhCiPuGEGKqdYuKBgAAANgMhgfmq67r4XBY\nFEVMneK4v+Fw2A6tRvfq9XqT+1WNVdxaG3thAAAAgJ1PT6vcpeGBcb6q1JP5CD0AACAASURBVH8q\n3OxRtYnPAgAAAJAJPa3yVZZliqhGR/+tJHbFGtsJCwAAAGC7MLFZ1toTsff7/aZp0lzs8dE4/3qa\nkT2YiB3yYyJ2NshE7LClTMQOkCcfVAmGB2ZuMBgURdHr9YbD4fLycrjZ5aosy+Fw2Ov14t2qqvr9\nfpwDazAYjO7rWx0AAADYXiSX20B7xcCVWtbV2CHAhi2lpxUbpKcVbCk9rQDy5IMqQWhF8LMAtpjQ\nio24dOPw3tt/OesqsvbTe0/OugS2N6EVQJ58UCUYHggAObv3ziuzLgEAAGbD6oEAAAAAZEdoBQAA\nAEB2DA8khBCKophuR2OMAQAAgK0gtCIE2RMAAACQGaEVsCEf7NkT9u6ddRWZ+6dZFwAAALD9CK2A\njdm7tzh6dNZF5O3S7bOuAAAAYPsxETsAAAAA2RFaAQAAAJAdoRUAAAAA2RFaAQAAAJAdoRUAAAAA\n2RFaAQAAAJAdoRUAAAAA2dkz6wLIQlEU0+3YNM3mVgIAAAAQhFZEsicAAAAgK4YHAgAAAJAdoRUA\nAAAA2RFaAQAAAJAdoRUAAAAA2RFaAQAAAJAdoRUAAAAA2RFaAQAAAJAdoRUAAAAA2dkz6wLIQlEU\n0+3YNM3mVgIAAAAQhFZEsicAAAAgK4YHAgAAAJAdoRUAAAAA2RFaAQAAAJAdoRUAAAAA2RFaAQAA\nAJAdodX2UFVV526npa7rqqrqul61EQAAACB/QqttoKqqpaWldLcoirqu67ouiiK21HXd7/dDCP1+\nP4VZZVmmRrkVAAAAsL0UTdPMugYmSYFUfKdiz6kYQpVlWZZlVVVFUSwvL5dlGUIoil+/p+lGe5ex\n0pYwhQ/27SuOHp11FVm769IbR/f+46yrgB1r+ejpWZfA9lb43x5AlnxQJYSwZ9YFsIp+v7+8vBxz\nqxBCXdcxnAohlGWZoqjUGLcJIfR6vXg3plq3ploAAACATSG0ylpZlqkLVTQcDtsDAEf7T/V6vSkG\nA97iVEtevpP8mxv/vPfSv866iqz97FcfmXUJAAAA24/QKl8xnGonVqHVfyrc7FG1KaRITG1v+PnR\nvT+ZdRUAAADsNCZiz1dd18PhsCiK2A0qzr8eVsuqhsNhnOvqVpQIAAAAsDVMbLY9pCno6rqOE6vH\nxjh4MM3IHkzEzi23r/jp0Tt/MusqgN3LROxskInYAfLkgyrB8MBtJ3ahKstyOBz2er14t6qqfr8f\ne2YNBoO45WAwKIqi1+sNh0Pf6gAAAMD2IrncltprCE7R2CHAZiP0tAJmS08rNkhPK4A8+aBKEFoR\n/CxgY4RWwGwJrdggoRVAnnxQJZiIHQAAAIAMCa0AAAAAyI7QCgAAAIDsWD2QEEIoimK6HY0xBgAA\nALaC0IoQZE8AAABAZgwPBAAAACA7QisAAAAAsmN4IAAAu1Rz6VKzb9+sq8jabdevz7oEAHYvoRUA\nsF1dunH4rktvzLqK3P303pOzLiFfxb33zroEAGBFQisAYLu6984rsy4BAICtYk4rAAAAALIjtAIA\nAAAgO0IrAAAAALJjTitCCKEoiul2bJpmcysBAAAACEIrItkTAAAAkBXDAwEAAADIjtAKAAAAgOwI\nrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIzp5ZF0AW\niqKYbsemaTa3EgAAAIAgtCKSPQEAAABZMTwQAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjonY\nc1dVVQihLMuyLDuN8WtU13Vd153NxjYCAAAA5E9Pq6wVRVHXdQih3++n4Ck21nVdFEVsqeu63+/H\nzVKSVZZlaowHAQAAANguiqZpZl0D48UoKr1BRVE0TVNVVUysws3uV1VVFUWxvLwcU624WftGe5ex\n0pYwhX3FT4/e+ZNZVwHAipaPnp51CWxjhf99AjPigyrB8MCclWW5vLzcaYzD/dIGKYrqjAoMIfR6\nvXg3plpbWioAAADA5jI8MGvtIYGDwSCEMBwO26HV6C69Xm9yv6qxiltr+lcEAAAA2B2EVrmL/aQG\ng0GcrCr1nwo3e1RtiubW2qyyAQAAgJ3K8MCsxb5UnZSnPUJw1HA4jPGWydcBAACA7cvEZvnqTMSe\nGuPE6iGENP96mpE9mIidW85E7ACZMxE7G2EidmBWfFAl6GmVs5RMpZamaWIfq7Ish8Nhr9eLd6uq\n6vf7dV0Ph8M49VUIYTAYFEXR6/WGw6FvdQAAAGB7kVxuS2NHCK69sUOAPdkHe/aEvXtnXUW+/u2N\nf9LTCiBnelqxEXpaAbPigypBaEXws2A1H+zbVxw9Ousq8nXXpTeO7v3HWVcBwIqEVmyE0AqYFR9U\nCVYPBAAAACBDQisAAAAAsiO0AgAAACA7QisAAAAAsrNn1gWQhaIoptvRxHgAAADAVhBaEYLsCQB2\nqEs3Dt916Y1ZV5G1n957ctYl5Ku5dKnZt2/WVWTttuvXZ10CwE4mtAIA2LHuvfPKrEtgGyvuvXfW\nJQCwq5nTCgAAAIDsCK0AAAAAyI7QCgAAAIDsmNMKAGDHGv7z79/+84/Muoq8Pfh/zLoCAGA8oRWs\n4t/c+Oe9l/511lXk62e/8lkIIF+3//wje6/Mz7qKfN34dz+8641Ls64iaz89aS52AGZGaAWr2Bt+\nfnTvT2ZdBQCw+e78f44e3fs/Zl0FADCeOa0AAAAAyI6eVoQQQlEU0+3YNM3mVgIAAAAQhFZEsicA\nAAAgK0IrAGC7sjTeqn51xy9nXQIAwJSEVgDAdmVpPNhSlw7fsLriZNdnXQDAzia0AgAAxrj3yp2z\nLiF7//usCwDY0aweCAAAAEB2hFYAAAAAZEdoBQAAAEB2hFYAAAAAZEdoBQAAAEB2rB5ICCEURTHd\njk3TbG4lALQN//n3b//5R2ZdRb5+dccvZ10C29uN9++4dOPIrKvI2r13Xp51Cfm6dOjGvp9O+Vf0\n7nH9Lp8XgOkJrQhB9gSQq9t//pG9V+ZnXQXsWHfu+fmsS2Abu/etO2ddwnZw16wLALYzwwOBDbl+\n4/qsS2B7cwmxEe+///6sS2B7cwmxEdev35h1CWxvU493gd1DaAUAAABAdoRWAAAAAGRHaAUAAABA\ndkzETviXED7Yt2/WVfzG9Rs39t2Z1ayWP551AR9y/cb1fXdm9H7lJsPXJ7eScqsnN7m9PrktlPH+\n++/v2eOPh0lye4nUs73k9vrkNufX9es39u3L6q/E7OT2Ev3fh27s+yCj36o3rt+4M6fXJ/zLrAv4\nsKIocvvDAzL6pcimq+u6ruuyLMuynLDZj0Iojx69VUWt7kfDYVb1vD+cdQWwo/3o/7vv9p9/dNZV\n/EbTNFnNivrBHb+cdQnA7vXzcOelG0dmXcVvNKEpbmT0I7oJzf8Zrsy6iqwd+a9hX5nRH/bDHw2P\nZlZP6M+6CMib0GrHikFVWZb9fn95eXlCbnUi/MueSxldCe+H97Oq55fht2ZdAuxkt/3sI3vfmp91\nFb+RYzeHjMoBdpc7wo09t2f0M+j999/PrZ5Zl5C7O0MIly7Nuorf+Pchr3pu//chq55o4V8yq+cH\nsy6ADGT0Q5/NNRwOU9/Oqqrqul5py/8t/Gjf3ox+Nl2/cT23ekLIqB4AANgWboSwb+/eWVfxGz+7\nfiOreg7/1xt6ok0w/MNhMFpx1xNa7Ux1Xfd6vXi7qqqshrrAbmP422SGvwGwTeU2fDLkN4LyV+H2\n22/8atZV/EZur08Izb059fzKrSeajlYEodVONaFf1agf/eAPt6yQHeHfh/BfZ11Dzrw+q/pZ+NX/\n+rNZF5G1G+H/nXUJADCNjPKYXHmJJvqXYfjRrGvI1x8GHa0QWhFC0/ejYDXmR5zM67Mq32QAAIzh\nL2mY5LZZF8CWmLxcIAAAAEDmhFY7U1mWw+Ew3q6qKs1v1VHX9eQ52mGCqqpcP2xcVVWzLoFtya8w\nNshvMaYzes3Ea2kGpbA9uYRgXYRWO9ZgMCiKoizLpaWlsX+QlWUZfzj2+31/sbFeRVHEy6bf7+vZ\nx9SqqlpaWpp1FWw/VVX1+/0QQr/f94c+U2j/FnMJsXZ1XXf+co7XUl3XWS1yQrY6l1C8ctIl5EMZ\njCqaxlQrO1ld1ysFCkXx63c//pvRj0jWLv66TT890rUE6xIvpBCC64f1Sj929LdiCu3fYp3faDBB\nGsqwvLwc/8Bu/xVdlmX6lzCMNfkS8qEMxtLTaodbKbGq6zqNGayqKo0lhLUoy3J5eXnWVbDt9ft9\nFxJTSL/C4j9m/H3PesW/jtKnxJVmUYCOuq47+Wb738N+HLGq0UtI0AmrsnrgLuV3KhuU/kQrimIw\nGMy0FralGH0aW8oU6roeDodFUfR6veFwOBgM/MXPeg0Gg9jTM+jsyQYMh8P080doxRTSH0J1XS8t\nLflnHozS0wqYUlVVMbHycZH1iteMxIqNaJqmruvl5WXTorFe6cNh0zSDwcDPIqbW7qYnsWJqZVnG\n7ud+HMEoodUu5QciGxT/ndg0jcSKKaSeMnHaWjOPsi5lWaYPin6dMYU4wjRNKGOSBDbC7y82KK6d\n1TSN32gwluGBu1SaBTCYzYH1i4mD8RRMrbPukmuJdWn/CvNxkem4hNgUVVWl/94Z28UUyrI0agEm\n09Nq9xoMBjHXX1pa8hcb6xIvmKJl1hUBu0v6FWY6f6YQ/13nEmLjYteYsizjLHt6yrBew+FwaWkp\n/UXtEoJR/r+927UXPQGAbcSvMDbIJcSmcCEBbB2hFQAAAADZMTwQAAAAgOwIrQAAAADIjtAKAAAA\ngOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAK\nAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADI\njtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAA\nAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwI\nrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAA\ngOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAK\nAAAAgOwIrQAAAADIjtAKAAAAgOwIrQAAAADIjtAKAFbxxBNPFEWxWUcriqIoivvvv3/so/fff3/c\nYI1Hu+222267bfxv8y984QtFUXzhC19Yy3HKskxPuvYdP/GJT2ziK3PgwIGiKD75yU9u1gFDCI8+\n+mjRcujQoaqqNvH4m+XUqVOdOgeDQXuDoig+8YlPbNGzFyPm5uaOHTvW2eyOO+6444474u277rpr\nE9/6rTZ6gskf/uEfzro6AGBFe2ZdAADk7vLlyyGEl19++Zlnnll142efffZv//ZvH3jggZdeemnC\nZt///vfX1b6Spmnad48cOfLYY4+dPXt2XQfZLIcOHVpYWLh48eIU+x44cODatWvz8/Pz8/ObWM/V\nq1dDCKdOnQohvPXWW1evXl1aWgohZBVdxfRnYWFhYWEhhHD16tWrV69euHAhhBCrvTX2798fb7x3\nU1EU7QvsF7/4Rbr9r//6r5v41A899FAI4Tvf+c4mHnPU7/zO72zp8Se4NScIADuP0AoANtk777yz\nls3+7M/+7Bvf+EanZYNPfeXKlStXrsTbX//617/+9a9PcZC17/j3f//37bsxIZrOtWvXwppfurV4\n9NFHr169eurUqddee63dXhTF0tJSPqFVDNQeeeSRTthXFMWFCxdSaNVJJzfd/v3733333XbL3Nzc\ne++9Nzc3l9q3roa/+Zu/2aIjt/3TP/3TLXiWsW7NCQLAzmN4IABMaXFxcbod77777jCuU9WPf/zj\n9OiWmq7/zvnz5ze9krV4/vnnJzz6F3/xF2Pb33rrrRBCJ7EKN0OiUadPnz59+vS6CnvqqacmPLrG\nyyMmfaPd02Kvq8m++MUvrrrN008/vZYyRr377rv79+9/7733nnzyybXvtepZnzlzZl1lnDt3bvIG\nU5/gdFa9SNZ1IU2+hACA0AAAEx05ciSE8NJLL6WWznQ/p0+fju0PPPDAqr9kQwh33313TKZWfSh+\npn3qqac6m83NzaXbcePHHnus89Sf//znQwif//zn05ZVVbWjkIWFhXTMXq+XnrSzY9M0Bw8ebB/8\n3Llzsf3jH/943KuTZ50/f/7w4cNjT/Dw4cNjX5Pk5MmTsTGOqEoeeuihtP2nPvWp0Or4c+HChdFj\nxjMdDAajD3UaO38aHTt2LD10/PjxMNLDKLWv9Ea3H9q/f/9oAaN1nj9/fvShdmMI4eMf/3i6e/Lk\nyfQU8/Pz8e6ZM2ea1jUzNzeXtkkXzFgr1fnnf/7n7YdCCB/96Efj7d/6rd/qnHgaXRilb4q444kT\nJ06cODH2RWs3Pvjgg7Hx4Ycfbrc//PDDafvpTnD0bWqL78LkvTon+OSTT7Yf2r9/fyfdSxuMnuBo\ntLe4uDihPADYtYRWALCKTmgVP7vu37//9OnTKb2KH9GfeeaZmFsdOHDgmWeeGXu0EMLdd9/92c9+\nNoTw2c9+NrWnlulCq+ZmbnX48OEXXnihGRdaRadOnUrpVcqtJoRWMbE6ePDguXPnUpQQH0qhVdPK\nrWLUEouJlbTLa7ckqfdNjF2aVmJ19uzZs2fPxhpSbhVDq0OHDoUQPvWpT419ndNE5gsLC2Ojq/bL\ncuzYsSeffDK9myluSOHU8ePHFxcX21nV4uLi4uJizE2OHz8+esD25bHSszdN88gjj6Q6J2wWWqFV\njKjm5+fPnDnTTq/aoVW8SJ566qkU7pw4cWLCwVcK18KHQ6t0Lp3QKn5TdM465VapwhMnTjz99NMp\nvYqPPvfcc/Huc889F1vSZfb8888///zz8d1PudV0J7iWd6GdEsbrOb0p6QTHXicpz+pssNIJjr2o\nJpQHALuWX5AAsIp2aBUH/nQ+4bdb4mTtKyVWzc3Qqn0juu++++IH16lDq3j3sccei7fHhlbt48Tc\nqqqqZuXQKg7OOnjwYNortsQEoR1axadoJy/hw/2qxva9am8cRnrftDeIyUW8nUKrlY4WdUYCLiws\nnDp1avR5212rOi0xUBjNpNr9YtpvRwwv2keL+UW729GolFulOkc7XoVWaBVCmJ+f7zwaRkKrzgYT\n+iKNXtKdI4/ebodW8Zti9GXspF1PP/10ejTmVilmWte7P90JruQzn/lM2qZ99bZjrNiFasIJxve9\n3fcqvu9jzyh2s2pfVKlDHwDQYU4rAFiHOCl1Z8rqY8eOvffee+s91N133x0nsYq+//3vb/VsVp1p\nkuKsT/HrSuKMS+0Z1i9cuPDwww+vZcalw4cPp1nhQwhXrlzpjGFcSZzEanR4YPjw/FYxuprgtdde\na5pmMBikVfkuXrxYFMWjjz6atmma5rvf/W66O3Y2os4wtBDCV77ylbHP+N5773UGkcWDt59i1MWL\nF5umeeSRR1KdFy5cKIpi7PRbcR6rdgerEMLokoudsXhbauw5xvmw2i2vvPJKuv3GG2+Em7Pvd6RU\ntN0Y77bnt5riBH9nnPTowsJC+zp//fXXw83Z3773ve+t5QRfffXVzjNOmNyqfbQ333yz2eKJ9gFg\nmxJaAcA6xLhq7sPiZ9r1zsseu1bFFQPj19iydeJ4uo61hFYdr7/++oULF1Z9uti16sUXXwwhfPrT\nn04ta9SZSOuFF14IIbz99tupZdUpuqOqqt566612enXx4sX26oGnT58+fvz43NxcURRf+9rXRo+w\nUkQ1Vlxxry099Ad/8AdFS2fHixcvxjrPnz8f63z99dfTIMdkbNAzGlq1n3eDOjHcSjpn3Ql0xtbT\nCX/bOu9+nG6//e5PcYL/NM5/+S//JT4au1bFFzx+TT3g4rlMPsG1+8pXvhKLj5fBiRMnTMcOACsR\nWgHAh7z88stPPPHEunaJ0zB/9atfXdde3/jGN8LNNQRjl6vYsmP89V//dQjhW9/6Vvp69uzZtezY\nziam9uijj7aTqXAzvYp5RFqtLwZVMXaMExJt/Kk79u/fH0OK3/7t3/53LfHRU6dOdZKppaWlt956\nK86pFPv7jPrSl7606XVObWx8E78pJuy1Uuq0Ke/+FGKnqviCx6+jSzq2rXqCE1y7di3NZvXd7373\nq1/96mjsCACEEPbMugAAyMs3v/nNy5cvHzlyJM5OlcS7sYfFhB4i63LffffF0OoWjA0Mq3WqWrs4\nkG2Nna2uXLkSO1utcWxguNnLphNetAcGrsXFixcXFhY6uVUIoaqqGE+EEGJqcOzYsfZYrbGdrdZu\n//79K10eYxOo119/fWFhIZWULC0tTXiFv/jFL7Zzq7HdrzYu5kp/8id/MnmzOFBu8jfF6KMrbT/2\n3V9jr7oNSiMEr1692h4Au5YTXK929735+fl33333xIkTb7755iY+BQDsAHpaAcCHxGnXL1++nFra\nt9Nqce1dxo72WosYVN1///1h4tjA9qflp59+eoonijpj/eLUTu0JnkbFEVLtmcLPnz//7W9/e+yw\nwVExqIp5U+x4tRZxJOB3vvOddmO82xk1NtnVq1fHhlbh5kjJ+MKuOqfVunS6HS0uLhZF0blgRusc\nbYwTWo3OHfZ3f/d34eacUMlWhFZpprZVU7z4TdEZHjv6TZHWiEy3x85LFUcCfvvb3243xrvreven\nEK/zeG20r/l4gp1royiK6cZgnjhxoiiK9pDAyZcHAOxqs5wFHgDy89JLL8VfkXG5wMcffzyEcOTI\nkbRBfDQtJRaHCKW7sUPWAw88sNLxw4cXDRz9jdxePTBtEBcQTB90J6wemBbsG7t6YLi5XGCa5Ds+\nutLqgWnHuFxg6vASHxpdPXD0T4vY2F5GcKWXpb1vnHY9rVrYuRunYJ98wDTmLo6/iy2ds45LvKX3\nLo0NTKvCjS7rFnOKTuXp7Ui5RlwuMN2dUGccBhhCeOSRR87flBKT9rOk1QPjULKTJ082TXPmzJk0\nsqy9euCEFSdHpbNO0tXy53/+553N4u326oHpoXTW8QhpzcR0tLiAYApexx65aZo47Xp6uzt3pz7B\nsROx9/v90S1Xuozj+oBPPvlkZ7nAlVaNTBu0j5nSvbgG5eLiYkr9VqofAHYtoRUAdMWgqq2zQWcu\nm5RxRCvtlR5th1axg1W7pRNadXqjnDhxIs4D3X6usU89mj2NrkaXdpwQWjUj65qdO3cutndCq9Qt\n6JFHHkmNcfL1F154Yeyr0XmKdkunW03KLJq1hVZNK7dqW1hYGH3epJNbrTe0am6mFW0pu1lJyq0m\n15lCq+ZmbhXNz8/HxQTjQ1NnOh2dq7qZGFqNHiRFgenZO/2SYoAVHThwIDY++OCDsWXCu79ZJ5i0\nt4zXcPsCjkYnO2uf4KqhVecER7tWHT9+fKXiAWA3Kxor7ALAOC+//PLYya2ixcXFd999d25ubuz8\n6w8++OCBAwdSp62NO3ny5Nzc3Je//OVVt3zxxRevXLkyOhavKIpTp0699tprcZ7vQ4cOjc10VnL+\n/Pk40c/kqawGg8HVq1fbM1gfOXLkypUrU/+9kaayimMGpxDHA8biR0cLhhBOnz793nvv7d+//9VX\nX40tx48fb9+dwuTLY6z4dsQ6R6e4GvXFL37x2rVr8/PzX/rSlz75yU++8cYbM/+jbqWzjiPprl27\ndubMmVjzK6+80tn37Nmzb7/9dmdMaOzZFwcM5mD0Ulm70RN86qmn4su1ruUpAWBXEVoBwK6QQqtb\n/7yHDx9uzwvGBhVFcfLkyTi5VWqZn59/5513ZljVBCm0mnUhAMA2Y/VAAGBLfPrTn/7Wt74V1rNu\nIGsxPz//xhtvfPKTn4yDBOOk7HGEIADATiK0AgA234svvpgSq7Nnz866nB3lnXfeOXDgQHsBwZMn\nT37pS1+aYUkAAFvB8EAAAAAAsnPbrAsAAAAAgC6hFQAAAADZEVoBAAAAkB2hFQAAAADZEVoBAAAA\nkB2hFQAAAADZEVoBAAAAkB2hFQAAAADZEVoBAAAAkB2hFQAAAADZEVoBAAAAkB2hFQAAAADZ2TPr\nApi9oihmXQIAAAB8SNM0sy6BGRNaEYKfBQAAAORE7wqC4YEAAAAAZEhPK0LYQIatixYAAACwFYRW\nhCB7AgAAADJjeCAAAAAA2RFaAQAAAJAdwwPzVdd1Xdftlqqq2jfS3bRxWZZlWU5uBAAAAMifnlbb\nxtLSUrxRFEVMo9Ls6XVd9/v9EEK/309JVlmWqbETfgEAAABkrjAD97aQulZVVZV6YMUuVFVVFUWx\nvLwcu1MVxa/f03SjvctYaUsAAADIgQ+qBMMDt4ulpaX47RqH+8XGsixTFNUZFRhC6PV68W5MtW5Z\nqQAAAAAbZ3jgNlCW5fLycrw9HA7bodXoxr1eb3K/qrGKW2sjrwYAAACwG+hplbu6rttBVeo/FW72\nqNoUel0CAAAAWdHTKnd1XQ8Gg07LhO1jwmW5QAAAAGBbM7FZ7tqTrIcQ6rqOE6u3H0ozsgcTsQPb\nzZ49H+zdO+si8nb9uv8wAQC7jg+qBMMDM5dWCUwt8XZZlsPhsNfrxbtVVfX7/TiQMHXLGgwGRVH0\ner3hcOhbHcjW3r3h6FFT3QEAAF2Sy22pvYbgFI0dAmxghvbt+0BoNVlde33+f/buJ0aO674T+O+J\nc/GKWA0gH5RbQlskRFLWxMBebC2q2nEOhigfor8GfJOQHAIDtmXn4phdQ8onx/YhzsGHAAkQILEt\n++A/N2O7CmAOe1gERmgZkoIgtwBBApCAtMECFGsPzyx1ev5xmtNTIlXS2wAAIABJREFUr2c+nwPR\n/aaq58eenp6p77z3ewDAqeNClRBaEd4LgFEJrQ4ktAIATiEXqoRG7AAAAAAUSE8rIiJSWvLP+JJv\nAAAAYBWEVkTIngAAAIDCWB4IAAAAQHGEVgAAAAAUR2gFAAAAQHGEVgAAAAAUR2gFAAAAQHGEVgAA\nAAAUZ2PsAihCSmm5E/u+P9pKAAAAAEJoRSZ7AgAAAIpieSAAAAAAxRFaAQAAAFAcoRUAAAAAxRFa\nAQAAAFAcoRUAAAAAxRFaAQAAAFAcoRUAAAAAxdkYuwCKkFJa7sS+74+2EgAAAIAQWpHJngAAAICi\nWB4IAAAAQHGEVgAAAAAUR2gFAAAAQHGEVgAAAAAUR2gFAAAAQHGEVgAAAAAUZ2PsAihCSmm5E/u+\nP9pKAAAAAEJoRSZ7AgAAAIpieSAAAAAAxRFaAQAAAFAcoVXp2rZtmqZt2/nBpmmapjnwsF0HAQAA\nAMontCpa0zSTySQiJpPJkFKllNq2bdt26J7etu3Ow+q6HgblVgAAAMB6STpwlyyl33yBhjlT+d8c\nQtV1Xdd10zQppdlsVtf1/CnDjflT9v8sAMdvc/Pu1taSG5ieEm3r+QEATh0XqoTdA0vWtm1VVflG\nXdc5dcq38wHDYL49f2JE5HMjIqdax1Q0sMPGxt2zZ8cuomDvvjt2BQAAQJGEVuVq27brupRSVVVd\n102n06Zpuq6bXwC4c/5UVVVLLAY85lRLXs6pcvZsmEkEAABwWEKr0g3LA3O/qmH+VNybUXWEnwUA\nAACgEBqxl6uu6yGi2rn6by9d1+VeVyusDAAAAGDFNDYr2nwj9slk0vf90Is9fzT3Xx86sodG7FAe\njcZ5QBqxAwCnkAtVwvLAwk2n06Gn1Ww2i3tTruq67rquqqp8t2mayWSSe2BNp9Od5/pWBwAAANaL\n5HINzO8YuNfIoQYXCLBhpcy04gGZaQUAnEIuVAmhFeG9AFZMaMUDEloBAKeQC1VCI3YAAAAACqSn\nFRERKS35Z3zJNwAAALAKQisiZE8AAABAYSwPBAAAAKA4QisAAAAAiiO0AgAAAKA4QisAAAAAiiO0\nAgAAAKA4QisAAAAAirMxdgEUIaW03Il93x9tJQAAAAAhtCKTPQEAAABFsTwQAAAAgOIIrQAAAAAo\njtAKAAAAgOIIrQAAAAAojtAKAAAAgOIIrQAAAAAozsbYBVCElNJyJ/Z9f7SVAAAAAITQikz2BAAA\nABTF8kAAAAAAiiO0AgAAAKA4QisAAAAAiiO0AgAAAKA4QisAAAAAiiO0AgAAAKA4G2MXQBFSSsud\n2Pf90VYCAAAAEEIrMtkTQJlu3Og3N71F7+fWLdPGAQBOJqEVAJTr6aeXnAkLAADrzh8nAQAAACiO\nmVZFa5pm17v5xvxH27Zt27au67qu9x8EAAAAKJ+ZVkXb3t5u23ZhMKWU06ihe3rbtpPJJCImk8mQ\nZNV1PQzufBAAAACAkiUduEuW0uIXqGmanFhFRJ5C1TRNSmk2m+XpVMMpw435U+7zswBHaHPz7taW\ntkSwKm3r+wsATiAXqoSZVuVrmqau6yFyysv98u358Z2rAquqGh6h67pjKhcAAADgKAityjUfSE0m\nkxxLdV03H1rtPKuqqv3nVe0qHa+lnxMAAADglNCIvVx1XQ+TIfMawIgY5k/FXKr14My6BAAAAIpi\nptX62T+rylOxbBcIAAAArDWhVbkW9gfMN3JX9Xx7e3s77xVYVdWwaWDca9A+9LFqmmZ+fhYAAABA\n+SwPLFdd11VVpZSqquq6bjabxb0+VjmTqqoq322aZjKZtG3bdd10Os2nT6fT4Vyr/wAAAID1YgvJ\nNTC/Y+BeI4caXGAnUVipzc27W1v2H4BVaVvfXwBwArlQJYRWhPcCWDGhFayU0AoATiQXqoSeVgAA\nAAAUSE8rIiKGju+HJfkGAAAAVkFoRYTsCQAAACiM5YEAAAAAFEdoBQAAAEBxhFYAAAAAFEdoBQAA\nAEBxhFYAAAAAFEdoBQAAAEBxNsYugCKklJY7se/7o60EAAAAIIRWZLInAAAAoCiWBwIAAABQHKEV\nAAAAAMURWgEAAABQHKEVAAAAAMURWgEAAABQHKEVAAAAAMXZGLsAipBSWu7Evu+PthIAAACAEFqR\nyZ4AAACAolgeCAAAAEBxhFYAAAAAFEdoBQAAAEBxhFYAAAAAFEdoBQAAAEBxhFYAAAAAFGdj7AIo\nQkppuRP7vj/aSgAAAABCaEUmewIAAACKYnkgAAAAAMURWgEAAABQHKHVemiaZuHuwkjbtk3TtG17\n4CAAAABA+YRWa6Bpmu3t7eFuSqlt27Zth+7pbdtOJpOImEwmQ5hV1/UwKLcCAAAA1kvSgbtwQyCV\nv1J55lQOoeq6ruu6aZqU0mw2q+s6IlL6zdd0uDF/yq6GI4FV2Ny8u7W15AadwIHa1vcXAJxALlQJ\nuweWbzKZzGaznFtFRNu2OZyKiLquhyhqGMzHRERVVfluTrWOp1oAAACAI2F5YNHquh6mUGVd182H\nVjtPqapq/3lVu0rHa9nnAwAAADgtzLQqV+5OtZBMDfOn4t6MqiNh1iUAAABQFDOtytW2bdd1w9Sk\n3H89Dsqq8lSsXSdhAQAAAKwLjc3Ww9CCrm3b3Fg9D+bFg0NH9tCIHcqjETuslEbsAHAiuVAlLA9c\nO3kKVV3XXddVVZXvNk0zmUzyzKzpdJqPnE6nKaWqqrqu860OAAAArBfJ5Vqa30NwicEFAmxYKTOt\nYKXMtAKAE8mFKiG0IrwXwIoJrWClhFYAcCK5UCU0YgcAAACgQHpaERGRNyhcguQbAAAAWAWhFRGy\nJwAAAKAwlgcCAAAAUByhFQAAAADFEVoBAAAAUByhFQAAAADFEVoBAAAAUByhFQAAAADF2Ri7AIqQ\nUlruxL7vj7YSAAAAgBBakcmeAAAAgKJYHggAAABAcYRWAAAAABRHaAUAAABAcYRWAAAAABRHaAUA\nAABAcYRWAAAAABRnY+wCKEJKabkT+74/2koAAAAAQmhFJnsCAAAAimJ5IAAAAADFEVoBAAAAUByh\nFQAAAADFEVoBAAAAUByhFQAAAADFEVoBAAAAUJyNsQugCCml5U7s+/5oKwEAAAAIoRWZ7AkAAAAo\niuWBAAAAABRHaAUAAABAcYRWAAAAABRHT6vSNU0TEXVd13W9MJj/zdq2bdt24bBdB+FobWzcPXt2\n7CLK9u67Y1cAAACwhoRWRUspVVVV1/VkMplOpzmlyoP5Rm6g3rZtPmD+sLquu67Lg7PZTG7Fipw9\nG1tbS+4+CQAAAHtJto0rVo6i8heoaZo8bWq4EfemXzVNk1IaYqkhyRpuzJ+yq+FIWMLm5l2hFTCi\ntvUWBAAnkAtVwkyrktV1vfNbNC/3Gw4YoqiFVYERkWdjRUROtVZaKgAAAMDRElqVLs+3iogcYHVd\nN7Symg+tBlVV7TOpai/HnGrJywEAAID92T2wdHVdz2az3Nkq5uZPxb0ZVUeiP15HVTYAAABwUplp\nVa75xlVt2w6ToeZXCO40TMU6wkgLAMp040a/uelvIQe4dcsfKQGAtaSxWbmaptne3p7fH7Dv+6EX\ne0QM/deHjuyhETvHTiN2gMLpVQ/AOnKhSlgeWLIhhKrrejKZzGazuNdwva7rlNKwZjDHW3lwOp3m\n06fTaT53e3vbrCsAAABgvUguSzcsElwY3LlC8P4HFwiweRBmWgEUzkwrANaRC1VCaEV4L+DBCK0A\nCie0AmAduVAlLA8EAAAAoEB2DyQiYtia8LAk3wAAAMAqCK2IkD0BAAAAhbE8EAAAAIDiCK0AAAAA\nKI7QCgAAAIDiCK0AAAAAKI7QCgAAAIDiCK0AAAAAKM7G2AVQhJTScif2fX+0lQAAAACE0IpM9gSM\npuvizJmxiyjb00+PXQEAAIxAaAXAqM6cibNnxy4CAAAojp5WAAAAABRHaAUAAABAcYRWAAAAABRH\naAUAAABAcYRWAAAAABTH7oFERKSUljux7/ujrQQAAAAghFZksicAAACgKJYHAgAAAFAcoRUAAAAA\nxRFaAQAAAFAcPa0AoGC3b8eNG2MXUbannx67AgAAVkJoBQAFe+SRsSsAAIBxWB4IAAAAQHHMtCIi\nIqW03Il93x9tJQAAAAAhtCKTPQEAAABFsTwQAAAAgOIIrQAAAAAojuWBpWuaJiLquq7remEw/5u1\nbdu27cJhuw4CAAAAlM9Mq6KllNq2jYjJZDIET3mwbduhe3rbtpPJJB82JFl1XQ+D+UEAAAAA1kXS\ngbtYOYoavkAppb7vm6bJiVXcm37VNE1KaTab5VQrHzZ/Y/6UXQ1HwhI2N+9ubS25+yRERNy4EWfP\njl0E62xra+wKSte23qUBWD8uVAnLA0tW1/VsNlsYzMv9hgOGKGphVWBEVFWV7+ZUa6WlAgAAABwt\noVXR5pcETqfTiOi6bn4B4M75U1VVLbEY8JhTLXk5p0vXxZkzYxdRsPffH7sCAACgREKr0jVNs729\nPZ1Oc1Y1zJ+KezOqjoQUCVbozBnL3wAAAA5LaFW0PNNqIVGaXyG40zAVS/N1AAAAYH1pbFauhUbs\nw2BurB4RQ//1oSN7aMTOsdOI/WAajcNKacR+EI3YAVhHLlQJM61KNiRTw0jf93mOVV3XXddVVZXv\nNk0zmUzatu26Lre+iojpdJpSqqqq6zrf6gAAAMB6kVyupV1XCN7/4AIBNg/CTKuDmWkFK2Wm1UHM\ntAJgHblQJYRWhPcCHozQ6mBCK1gpodVBhFYArCMXqkTEQ2MXAAAAAACL9LQi4r92zjoUyTcAAACw\nCkIrImRPAAAAQGEsDwQAAACgOEIrAAAAAIojtAIAAACgOEIrAAAAAIojtAIAAACgOEIrAAAAAIqz\nMXYBFCGltNyJfd8fbSUAAAAAIbQikz0BAAAARbE8EAAAAIDiCK0AAAAAKI7QCgAAAIDiCK0AAAAA\nKI7QCgAAAIDi2D0QAFhbt2/HjRtjF1G+/zl2AQAAyxBaERGRUlruxL7vj7YSADiERx4ZuwIAAFZF\naEWE7AkATqgbty9vbt4du4qi3bqlXQYAFEpoBQBwYj39yM3Y2hq7CgCAZfjLEgAAAADFEVoBAAAA\nUByhFQAAAADFEVoBAAAAUByhFQAAAADFsXsgEREppeVO7Pv+aCsBAAAACKEVmewJAAAAKIrlgQAA\nAAAUR2gFAAAAQHGEVmugbduFkaZpmqZZOKZpmoUjdx0EAAAAKJ/QqnRt204mk/ngKaXUtm3btkP3\n9HxMREwmkyHMqut6GJRbAQAAAOsl6cBdsrquu66LiNlsVtd1ROSZUzmEquu6ruumaVJKwwEp/eZr\nOtyYP2VXw5GwhM3Nu1tbS+4+eVrcuBFnz45dBHCKbW2NXUHR2tZPMYASuVAl7B5YuJw0DTOq8kgO\npyKirushihoGh7Oqqsp3c6q18loBAAAAjo7Qas10XTe/AHDn/KmqqpZYDHjMqZa8/ES5fTtu3By7\niLK9//7YFQAAAKwfodWaGeZPxW4N2pcmReKBWPsGAADAUdOIff3sn1V1XZd7XR1TNQAAAAArYKbV\nmmmaZlgeuL29PZvNIqKqqvnxnFjlDu75lPn5WRzWxsZdE4n28W48PHYJAAAAnEBCqzWTA6m8q2BV\nVcOWgpPJpG3bruum02k+cjqdppSqquq6zuq/B3H2bNgdbz83/neEVA8AAIAjZgvJtTS/h+ASgwvs\nJLq/zc27Qqv93LihpxVA0ba2xq6gaG3rpzxAiVyoEkIrwnvBQYRWBxBaARROaLUvoRVAmVyoEhqx\nAwAAAFAgPa2IiEhpyb8xSr4BAACAVRBaESF7AgAAAApjeSAAAAAAxTHTCgDg5Lp9O27cGLuIcnX/\nd7J513Yi+7n10K2xSwDg9BJaAQCcWN3/+/SZ9z40dhVF20p2VwSAQgmtAABOrDPvfejszQtjV1G2\np8cuAADYg55WAAAAABRHaAUAAABAcSwPJCIipbTciX3fH20lAAAAACG0IpM9AQAAAEWxPBAAAACA\n4phpBQAA7OJGf2Oz3xy7iqLdeujW2CUAnGRCKwBgXXX/9j/OvPehsaso2vsP/+fYJbDGnk5Pj10C\nAKea0AoAWFdn3vvQ2ZsXxq6CNXb7zsM3boxdRNmeFlsBMB6hFQAAp9QjG+/F2bNjVwEA7E4jdgAA\nAACKY6YVEREppeVO7Pv+aCsBAAAACKEVmewJAAAAKIrlgQAAAAAUx0wrAABOqzt34vbtsYso3CNj\nFwDA6SW0goPcvh03bo5dRMHef3/sCgBgWRt+GWZ5N/obm/3m2FWU7tZDt8YuAVhjfk7DfbAZNjCS\n7t/+x5n3PjR2FeV6/+H/HLsE4PR6Oj09dgkAJ5zQCgDKdea9D529eWHsKgAAYAQasQMAAABQHKEV\nERFpWWMXzvhu3dangAfiJcSDuHPnztglsN68hHgQXduNXQLrzfUUHMjyQCIi+r4fuwQAAACADwit\niIj/2Ny8O3YN5Xo3Hh67BACAEdy+8/CNG2MXUbRPjl1A6WyweID/GLsAKJ7Qioj45dZWPXYNBbvx\nvyPsHggAnDqPbLxnD+V93L71boREZj82WNxf98suJmMXAWUTWp1kbdu2bVvXdV3XY9dyCF3XVlU9\ndhUfuPP+naK+T27dvrX5iF+P9lTg81NaSaXVU5rSnp/Slm/fuXNnY6OoN8XilPYUqWe9FPf83LkT\nt2+PXcQH+r4vqgfQfx+7gJ26tqvqauwqPqCe9ZJSKu0XDyjphyJHKgdVdV1PJpPZbLZeuRVwevzy\n/336zHv/bewqPlDaFdHdh/9z7BKA0+tOxMaZM2NX8YH379wprZ6xS2DNfTI27xb0p7L4j8Lq+V9j\nF0ABhFYnVtd1Q0zeNE3btqOWA7C7h9790NlfXRi7ig+UNs3hzp07flYDlOm9eKS8nl+fLKwkbb/2\n9fexVW+NXcQHul92ZdXzqS5M/Dr1/CJ8MrVtW1W/mfjaNM3+swY+GREl/XArrZ6C/pzHejKTaH9m\nEgGwph6J2/F+QT9SI6KPPpVUUh+9tl/AgxBanUyHmlf19//rUysr5ET4ZMTfj11DyTw/B3o33n/0\n3bGLKNrt+D9jlwAAHL3/Hv9xK345dhUfeCri1tg1zDsTn7xV0m/SpT0/T41dACUQWhH9xJzLg9jU\nY3+enwP5JgMATim/Ke7P8wP7eWjsAlgJbdcBAACAtWZLyxNr2K80d2HXiB0AAABYI2eaphm7BlZl\nMpm0bfvXf/3X//Iv/7LrAW3b/tVf/VVE/PZv//Yx1sUJMex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KKdV1PZlMZrNZ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\nABCO0AoAAACAcP4fTbsLN0pNoRIAAAAASUVORK5CYII=\n", "text/plain": [ "" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "name": "stderr", "output_type": "stream", "text": [ "Info in : png file /tmp/tmpglzaa0pw.png has been created\n" ] } ], "source": [ "norm = 0\n", "can.Clear()\n", "can.Divide(1,3)\n", "can.cd(1)\n", "hists, labels = zip(*[(h.jet_count_os_dilepton, h.get_sample_name()) for h in [hists_TTZ, hists_TTW, hists_TTTT]])\n", "stack_os = utils.stack_hist(hists, labels, enable_fill=True, normalize_to=norm, id_=\"stack_os\", title=\"Jet Multiplicity for Opposite-Sign Dilepton Events\")\n", "stack_os.Draw(\"nostack\")\n", "can.cd(2)\n", "hists, labels = zip(*[(h.jet_count_ss_dilepton, h.get_sample_name()) for h in [hists_TTZ, hists_TTW, hists_TTTT]])\n", "stack_ss = utils.stack_hist(hists, labels, enable_fill=True, normalize_to=norm, id_=\"stack_ss\", title=\"Jet Multiplicity for Same-Sign Dilepton Events\")\n", "stack_ss.Draw(\"nostack\")\n", "can.cd(3)\n", "hists, labels = zip(*[(h.jet_count_trilepton, h.get_sample_name()) for h in [hists_TTZ, hists_TTW, hists_TTTT]])\n", "stack_tri = utils.stack_hist(hists, labels, enable_fill=True, normalize_to=norm, id_=\"stack_tri\", title=\"Jet Multiplicity for Tri-lepton Events\")\n", "stack_tri.Draw(\"nostack\")\n", "\n", "\n", "can.cd(1).BuildLegend(0.75, 0.75, 0.95, 0.95, \"\")\n", "can" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "image/png": 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00IMPPvjSSy9ttlWJeOGFF95///0Qwt///d8v2Wx3d/d/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\nLT9//nx8sMZZyc6cORMfdG7Ro5/85CdNdUlHk90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"text/plain": [ "" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" }, { "name": "stderr", "output_type": "stream", "text": [ "Info in : png file /tmp/tmpv3dw3r5b.png has been created\n" ] } ], "source": [ "can.Clear()\n", "can.Divide(1, 2)\n", "can.cd(1)\n", "hists, labels = zip(*[(h.lepton_count, h.get_sample_name()) for h in [hists_TTZ, hists_TTW, hists_TTTT]])\n", "stack_all = utils.stack_hist(hists, labels, enable_fill=True, normalize_to=0, title=\"Count of leptons passing pre-selection\")\n", "stack_all.Draw()\n", "can.cd(2)\n", "hists, labels = zip(*[(h.lepton_count_pass_miniiso, h.get_sample_name()) for h in [hists_TTZ, hists_TTW, hists_TTTT]])\n", "stack_iso = utils.stack_hist(hists, labels, enable_fill=True, normalize_to=0, title=\"Count of leptons passing mini-iso Requirement\")\n", "stack_iso.Draw()\n", "\n", "can.cd(1).BuildLegend(0.75, 0.75, 0.95, 0.95, \"\")\n", "can" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.6.0" } }, "nbformat": 4, "nbformat_minor": 2 }