data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAbYklEQVR4Xu3dXahd6VkH8GdPUVDipVWi4EUbbRXsnSgicZLxs0hBEMQo2FqhnTNFsF75MTmJ1SsrSOdMC9ZW0EhBEIrUz0mGIKJ4V0FbTXshaNB66cGC0tkyMZVOGyfvPudd/7XWu369nXc///X+njX73z3tzOzKfwgQIECAAIG4wC6eKJAAAQIECBAoBewlIECAAAECMwgo4BnQRRIgQIAAAQXsHSBAgAABAjMIKOAZ0EUSIECAAAEF7B0gQIAAAQIzCCjgGdBFEiBAgAABBewdIECAAAECMwgo4BnQRRIgQIAAAQXsHSBAgAABAjMIKOAZ0EUSIECAAAEF7B0gQIAAAQIzCCjgGdBFEiBAgAABBewdIECAAAECMwgo4BnQRRIgQIAAAQXsHSBAgAABAjMIKOAZ0EUSIECAAAEF7B0gQIAAAQIzCCjgGdBFEiBA4IHAhWePq3aXqvb3phN5OP/05vF0GSafRUABn0XNZwh8oYAvUe/DWQUuXL9VVRer9nfPOuLxn9tdrqr7dXrj2uPPOpEUUMBJbVljCvgSHXOviVs9+C9vVTXlr9NERsJqwAwFPNVS/SqaSnZ5cxNfcImM5cmO/0SJvSYyxt/UJDdUwJOwvvy/7fhLS1PRLm5u4gsukbE42A08UGKviYwNrGqKKyrgKVRfnpl46RMZU/mMNDexh0TGSDtZy10Se01krMV7Yc+pgKdaSOKlT2RM5TPS3MQeEhkj7WQtd0nsNZGxFu+FPacCnmohiZc+kTGVz0hzE3tIZIy0k7XcJbHXRMZavBf2nAp4qoUkXvpExlQ+I81N7CGRMdJO1nKXxF4TGWvxXthzKuCpFpJ46RMZU/mMNDexh0TGSDtZy10Se01krMV7Yc+pgKdaSOKlT2RM5TPS3MQeEhkj7WQtd0nsNZGxFu+FPacCnmohiZc+kTGVz0hzE3tIZIy0k7XcJbHXRMZavBf2nAp4qoUkXvpExlQ+I81N7CGRMdJO1nKXxF4TGWvxXthzKuCpFpJ46RMZU/mMNDexh0TGSDtZy10Se01krMV7Yc+pgKdaSOKlT2RM5TPS3MQeEhkj7WQtd0nsNZGxFu+FPacCnmohiZc+kTGVz0hzE3tIZIy0k7XcJbHXRMZavBf2nAp4qoUkXvpExlQ+I81N7CGRMdJO1nKXxF4TGWvxXthzKuCpFpJ46RMZU/mMNDexh0TGSDtZy10Se01krMV7Yc+pgKdaSOKlT2RM5TPS3MQeEhkj7WQtd0nsNZGxFu+FPacCnmohiZc+kTGVz0hzE3tIZIy0k7XcJbHXRMZavBf2nAp4qoUkXvpExlQ+I81N7CGRMdJO1nKXxF4TGWvxXthzKuCpFpJ46RMZU/mMNDexh0TGSDtZy10Se01krMV7Yc+pgKdaSOKlT2RM5TPS3MQeEhkj7WQtd0nsNZGxFu+FPacCnmohiZc+kTGVz0hzE3tIZIy0k7XcJbHXRMZavBf2nAp4qoUkXvpExlQ+I81N7CGRMdJO1nKXxF4TGWvxXthzKuCpFpJ46RMZU/mMNDexh0TGSDtZy10uXL9VVRer9nene+Td5aq6X6c3rk2XYfJZBBTwWdRaPpP4wkxktNx162d8iW79DTj7/R/8Oby7VLW/d/Yhj/vkw/mnN48fd9Ifzwoo4Km8E+WYyJjKZ6S5vkRH2qa7EIgJKOCpqP0qmkrWXAIECAwhoICnWqNfRVPJmkuAAIEhBBTwEGt0CQIECBBYm4ACXtvGPC8BAgQIDCGggIdYo0sQIECAwNoEFPDaNuZ5CRAgQGAIAQU8xBpdggABAgTWJqCA17Yxz0uAAAECQwgo4CHW6BIECBAgsDYBBby2jXleAgQIEBhCQAEPsUaXIECAAIG1CSjgtW3M8xJYqcCf1zvfvKvdT+yrPjnVFXZVb9jX/ne+p97/sakyzCXQS0AB95I0hwCBVxW4XU+/p2r39pdq/4GpqJ6o3Tuq9h+8Ws//4lQZ5hLoJaCAe0maQ4DAYwVu19Ef7Gv/l0/V8+997OEDD7xQT797V7vvvFonP3zgRx0nMIuAAp6FXSiBbQrcqXe9qeqlv/jv+tzrv68+8JleCn9a73jtl9VrPlX1xHddqfd9vNdccwhMKaCAp9Q1mwCBLxG4XUe/tqvdV1yp54568dypZ072tf/s1Tr5uV4zzSEwtYACnlrYfAIEXiHw0XrbV12or/jUE/XEW56s9/31eXlerHd9+0v10kdP67Ovf0t96D/OO8/nCaQEFHBKWg4BAv8ncKeefrpq90NX6uQHzstyp47+uGr/h1fq+efPO8vnCSQFFHBSWxYBAl9Qws/8VVW970o993tnZblTz/xYVb3rSj33HWed4XME5hJQwCn5C88eV+0uVe3vTRf5cP7pzePpMkwm0EfghXr6+3e1+42rdfJNZ514u47+YV/7n3mqnv+Ts87wOQJzCSjglPyF67eq6mLV/u50kbvLVXW/Tm9cmy7DZAL9BG7X0ct/Xnziap2859Cpt+vo5b/X941X68T7fiie84sQUMCpNTz4BVxVU/46TWSkvORsQuCFOvrGqvr7XdXrrtbJP7Ve+nYdfcO+6tNV9c1P1ck/tn7OOQJLElDAqW0kyjGRkfKSsxmB23X0y1X1dVfr5G2tl75dRx+qqn+5Wie/1PoZ5wgsTUABpzaSKMdERspLzmYE9vUjr7lTr/30vvZvfaqef/FxF3+hnn5yV7sPX6nPvG5Xv/+5x533xwksVUABpzaTKMdERspLzqYEbtczb63a/+TVOnn5/8fwqv+5XUd3q3a/fbWe+/DjzvrjBJYsoIBT20mUYyIj5SVncwK36+jOE7W79WQ991v/3+VfrGd+6qXaX7taJ1c2B+TCwwko4NRKE+WYyEh5ydmcwJ/VOy+/pp743a+tr37dt9Txf30xwN/V8Zf/a/37pz9XL/3499b7J/y7CTZH78IzCSjgFHyiHBMZKS85mxS4U09/sGr3b1fq5Be+GOBOHf1K1f5rrtTzb98kjksPJ6CAUytNlGMiI+UlZ5MCL9a7vv6l2n/6iao3PVnPffLzCC/WM294qerjT9TudU/W+/55kzguPZyAAk6tNFGOiYyUl5zNCrxQRz9ftf/Wp+r5H/08wgv19Eeqdn/7VJ386mZhXHw4AQWcWmmiHBMZKS85mxa4XUef2FW9+0qd/NGdOvrBfdV7r9bJGzeN4vLDCSjg1EoT5ZjISHnJ2bTAC3X08q/fn32qTr7thTr6m6r69afq5CObRnH54QQUcGqliXJMZKS8tp7jX95Rt+voY/uq/9xVfeXVOnnz1l8J9x9PQAGndpoox0RGymvrOf7lHfXwn3j1m6+p/U9/d8M/IWvrr4z7r09AAad2lijHREbKa+s5iV0mMra+R/cn8CoCCjj1eiS+7BIZKa+t5yR2mcjY+h7dn4ACXsA7kPiyS2QsgHITj5DYZSJjE8tySQJnE/AL+Gxuh38q8WWXyDj85j5xFoHELhMZZ7m7zxDYiIACTi068WWXyEh5bT0nsctExtb36P4E/CXoBbwDiS+7RMYCKDfxCIldJjI2sSyXJHA2Ab+Az+Z2+KcSX3aJjMNv7hNnEUjsMpFxlrv7DIGNCCjg1KITX3aJjJTX1nMSu0xkbH2P7k/AX4JewDuQ+LJLZCyAchOPkNhlImMTy3JJAmcT8Av4bG6HfyrxZZfIOPzmPnEWgcQuExlnubvPENiIgAJOLdo/WjAlPUZOohwTGWNswy0ITCKggCdhfcTQB192u0tV+3vTRT6cf3rzeLoMkyMCiXJMZESwhBBYp4ACXufePPXoAolyTGSMvif3I3AOAQV8DjwfJTCZQKIcExmTARlMYP0CCnj9O3SDEQUS5ZjIGHE37kSgk4AC7gRpDIGuAolyTGR0RTGMwFgCCnisfbrNKAKJckxkjLIP9yAwgYACngDVSALnFkiUYyLj3BAGEBhXQAGPu1s3W7NAohwTGWvegWcnMLGAAp4Y2HgCZxJIlGMi40yX9yEC2xBQwNvYs1uuTSBRjomMtbl7XgJBAQUcxBZFoFkgUY6JjOYLO0hgewIKeHs7d+M1CCTKMZGxBmvPSGAmAQU8E7xYAq8q4F/e4QUhMLyAAh5+xS64SgH/8o5Vrs1DEzhEQAEfouUsAQIECBDoJKCAO0EaQ4AAAQIEDhFQwIdoOUuAAAECBDoJKOBOkMYQIECAAIFDBBTwIVrOEiBAgACBTgIKuBOkMQQIECBA4BABBXyIlrMECBAgQKCTgALuBGkMAQIECBA4REABH6LlLAECBAgQ6CSggDtBGkOAAAECBA4RUMCHaDlLgAABAgQ6CSjgTpDGECBAgACBQwQU8CFazhIgQIAAgU4CCrgTpDEECBAgQOAQAQV8iJazBAgQIECgk4AC7gRpDAECBAgQOERAAR+i5SwBAgQIEOgkoIA7QRpDgAABAgQOEVDAh2g5u0yBC88eV+0uVe3vTfeAD+ef3jyeLsNkAgS2JKCAt7TtUe964fqtqrpYtb873RV3l6vqfp3euDZdhskECGxJQAFvaduj3vXBL+CqmvLXaSJj1P24FwECjxRQwF6M9QskyjGRsf5NuAEBAgcIKOADsBxdqECiHBMZC+X1WAQITCOggKdxNTUpkCjHREbSTBYBArMLKODZV+ABzi2QKMdExrkhDCBAYE0CCnhN2/KsjxZIlGMiw34JENiUgALe1LoHvWyiHBMZg67HtQgQeLSAAvZmrF8gUY6JjPVvwg0IEDhAQAEfgOXoQgUS5ZjIWCivxyJAYBoBBTyNq6lJgUQ5JjKSZrIIEJhdQAHPvgIPcG6BRDkmMs4NYQABAmsSUMBr2pZnfbRAohwTGfZLgMCmBBTwptY96GUT5ZjIGHQ9rkWAwKMFFLA3Y/0CiXJMZKx/E25AgMABAgr4ACxHFyqQKMdExkJ5PRYBAtMIKOBpXE1NCiTKMZGRNJNFgMDsAgp49hV4gHMLJMoxkXFuCAMIEFiTgAJe07Y866MFEuWYyLBfAgQ2JaCAN7XuQS+bKMdExqDrcS0CBB4toIC9GesXSJRjImP9m3ADAgQOEFDAB2A5ulCBRDkmMhbK67EIEJhGQAFP42pqUiBRjomMpJksAgRmF1DAs6/AA5xbIFGOiYxzQxhAgMCaBBTwmrblWR8tcOH6raq6WLW/Ox3R7nJV3a/TG9emyzCZAIEtCSjgLW171Ls++HW6u1S1vzfdFR/OP715PF2GyQQIbElAAW9p2+5KgAABAosRUMCLWYUHIUCAAIEtCSjgLW3bXQkQIEBgMQIKeDGr8CAECBAgsCUBBbylbbsrAQIECCxGQAEvZhUehAABAgS2JKCAt7RtdyVAgACBxQgo4MWswoMQIECAwJYEFPCWtu2uBAgQILAYAQW8mFV4EAIECBDYkoAC3tK23ZUAAQIEFiOggBezCg9CgAABAlsSUMBb2ra7EiBAgMBiBBTwYlbhQQgQIEBgSwIKeEvbdlcCBAgQWIyAAl7MKjwIAQIECGxJQAFvadvuSoAAAQKLEVDAi1mFByFAgACBLQko4C1t210JECBAYDECCngxq/AgBAgQILAlAQW8pW27K4EpBC48e1y1u1S1vzfF+P+d+XD+6c3j6TJMJpAVUMBZb2kExhO4cP1WVV2s2t+d7nK7y1V1v05vXJsuw2QCWQEFnPWWRmA8gQe/gKtqyl+niYzxNuNGCxdQwAtfkMcjsHiBRDkmMhYP7QFHE1DAo23UfQikBRLlmMhIu8nbvIAC3vwrAIDAOQUS5ZjIOCeDjxM4VEABHyrmPAECrxRIlGMiw14JhAUUcBhcHIHhBBLlmMgYbjEutHQBBbz0DXk+AksXSJRjImPpzp5vOAEFPNxKXYhAWCBRjomMMJs4AgrYO0CAwPkEEuWYyDifgk8TOFhAAR9M5gMECLxCIFGOiQxrJRAWUMBhcHEEhhNIlGMiY7jFuNDSBRTw0jfk+QgsXSBRjomMpTt7vuEEFPBwK3UhAmGBRDkmMsJs4ggoYO8AAQLnE0iUYyLjfAo+TeBgAQV8MJkPECDwCoFEOSYyrJVAWEABh8HFERhOIFGOiYzhFuNCSxdQwEvfkOcjsHSBRDkmMpbu7PmGE1DAw63UhQiEBRLlmMgIs4kjoIC9AwQInE8gUY6JjPMp+DSBgwUU8MFkPkCAwCsEEuWYyLBWAmEBBRwGF0dgOIFEOSYyhluMCy1dQAEvfUOej8DSBRLlmMhYurPnG05AAQ+3UhciEBZIlGMiI8wmjoAC9g4QIHA+gQvXb1XVxar93fMNerVP7y5X1f06vXFtugyTCWQFFHDWWxqB8QQe/DrdXara35vucg/nn948ni7DZAJZAQWc9ZZGgAABAgQeCChgLwIBAgQIEJhBQAHPgC6SAAECBAgoYO8AAQIECBCYQUABz4AukgABAgQIKGDvAAECBAgQmEFAAc+ALpIAAQIECChg7wABAgQIEJhBQAHPgC6SAAECBAgoYO8AAQIECBCYQUABz4AukgABAgQIKGDvAAECBAgQmEFAAc+ALpIAAQIECChg7wABAgQIEJhBQAHPgC6SAAECBAgoYO8AAQIECBCYQUABz4AukgABAgQIKGDvAAECBAgQmEFAAc+ALpIAAQIECChg7wABAgQIEJhBQAHPgC6SAAECBAgoYO8AAQIECBCYQUABz4AukgABAgQIKGDvAAECBAgQmEFAAc+ALpIAAQIECChg7wABAgQIEJhBQAHPgC6SAAECBAgoYO8AAQIECBCYQUABz4AukgABAgQIKGDvAAECBAgQmEFAAc+ALpIAAQIECChg7wABAgQIEJhBQAHPgC6SAAECBAgoYO8AAQIEliJw4dnjqt2lqv296R7p4fzTm8fTZZjcIqCAW5ScIUCAQELgwvVbVXWxan93urjd5aq6X6c3rk2XYXKLgAJuUXKGAAECCYEHv4Craspfp4mMhNUAGQp4gCW6AgECgwgkyjGRMcg6pr6GAp5a2HwCBAi0CiTKMZHRet+Nn1PAG38BXJ8AgQUJJMoxkbEg0iU/igJe8nY8GwEC2xJIlGMiY1tbO/NtFfCZ6XyQAAECnQUS5ZjI6Mwy6jgFPOpm3YsAgfUJJMoxkbE++VmeWAHPwi6UAAECjxBIlGMiw3KbBBRwE5NDBAgQCAgkyjGREaAaIUIBj7BFdyBAYAyBRDkmMsbYxuS3UMCTEwsgQIBAo0CiHBMZjdfd+jEFvPU3wP0JEFiOQKIcExnLEV30kyjgRa/HwxEgsCmBRDkmMja1tLNfVgGf3c4nCRAg0FcgUY6JjL4qw05TwMOu1sUIEFidQKIcExmrg5/ngRXwPO5SCRAg8KUCiXJMZNhtk4ACbmJyiAABAgGBRDkmMgJUI0Qo4BG26A4ECIwhkCjHRMYY25j8Fgp4cmIBBAgQaBRIlGMio/G6Wz+mgLf+Brg/AQLLEUiUYyJjOaKLfhIFvOj1eDgCBDYlkCjHRMamlnb2yyrgs9v5JAECBPoKJMoxkdFXZdhpCnjY1boYAQKrE0iUYyJjdfDzPLACnsddKgECBL5U4ML1W1V1sWp/dzqe3eWqul+nN65Nl2Fyi4ACblFyhgABAgmBB79Od5eq9vemi3s4//Tm8XQZJrcIKOAWJWcIECBAgEBnAQXcGdQ4AgQIECDQIqCAW5ScIUCAAAECnQUUcGdQ4wgQIECAQIuAAm5RcoYAAQIECHQWUMCdQY0jQIAAAQItAgq4RckZAgQIECDQWUABdwY1jgABAgQItAgo4BYlZwgQIECAQGcBBdwZ1DgCBAgQINAioIBblJwhQIAAAQKdBRRwZ1DjCBAgQIBAi4ACblFyhgABAgQIdBZQwJ1BjSNAgAABAi0CCrhFyRkCBAgQINBZQAF3BjWOAAECBAi0CCjgFiVnCBAgQIBAZwEF3BnUOAIECBAg0CKggFuUnCFAgAABAp0FFHBnUOMIECBAgECLgAJuUXKGAAECBAh0FlDAnUGNI0CAAAECLQIKuEXJGQIECBAg0FlAAXcGNY4AAQIECLQIKOAWJWcIECBAgEBnAQXcGdQ4AgQIECDQIqCAW5ScIUCAAAECnQUUcGdQ4wgQIECAQIuAAm5RcoYAAQIECHQWUMCdQY0jQIAAAQItAgq4RckZAgQIECDQWUABdwY1jgABAgQItAgo4BYlZwgQIECAQGcBBdwZ1DgCBAgQINAioIBblJwhQIAAAQKdBRRwZ1DjCBAgQIBAi4ACblFyhgABAgQIdBZQwJ1BjSNAgAABAi0CCrhFyRkCBAgQINBZQAF3BjWOAAECBAi0CCjgFiVnCBAgQIBAZwEF3BnUOAIECBAg0CKggFuUnCFAgAABAp0FFHBnUOMIECBAgECLgAJuUXKGAAECBAh0FlDAnUGNI0CAAAECLQIKuEXJGQIECBAg0FlAAXcGNY4AAQIECLQIKOAWJWcIECBAgEBnAQXcGdQ4AgQIECDQIqCAW5ScIUCAAAECnQUUcGdQ4wgQIECAQIuAAm5RcoYAAQIECHQWUMCdQY0jQIAAAQItAgq4RckZAgQIECDQWUABdwY1jgABAgQItAgo4BYlZwgQIECAQGcBBdwZ1DgCBAgQINAioIBblJwhQIAAAQKdBRRwZ1DjCBAgQIBAi4ACblFyhgABAgQIdBZQwJ1BjSNAgAABAi0CCrhFyRkCBAgQINBZQAF3BjWOAAECBAi0CCjgFiVnCBAgQIBAZwEF3BnUOAIECBAg0CKggFuUnCFAgAABAp0FFHBnUOMIECBAgECLgAJuUXKGAAECBAh0FlDAnUGNI0CAAAECLQIKuEXJGQIECBAg0FlAAXcGNY4AAQIECLQIKOAWJWcIECBAgEBnAQXcGdQ4AgQIECDQIqCAW5ScIUCAAAECnQUUcGdQ4wgQIECAQIuAAm5RcoYAAQIECHQWUMCdQY0jQIAAAQItAgq4RckZAgQIECDQWUABdwY1jgABAgQItAgo4BYlZwgQIECAQGcBBdwZ1DgCBAgQINAioIBblJwhQIAAAQKdBRRwZ1DjCBAgQIBAi4ACblFyhgABAgQIdBZQwJ1BjSNAgAABAi0CCrhFyRkCBAgQINBZQAF3BjWOAAECBAi0CCjgFiVnCBAgQIBAZwEF3BnUOAIECBAg0CKggFuUnCFAgAABAp0FFHBnUOMIECBAgECLgAJuUXKGAAECBAh0FlDAnUGNI0CAAAECLQIKuEXJGQIECBAg0FlAAXcGNY4AAQIECLQIKOAWJWcIECBAgEBnAQXcGdQ4AgQIECDQIqCAW5ScIUCAAAECnQUUcGdQ4wgQIECAQIuAAm5RcoYAAQIECHQWUMCdQY0jQIAAAQItAv8DaHjmtBKgtSgAAAAASUVORK5CYII=Didn't figure out how to get shapes above and below x-axis..