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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFh0lEQVRoge2YbWgURxjHn92c6Z3mUokeaLQVKUGoKCKIVCuLKHgF31IJQQzNp5IPMRWpRFtBpbS1VLQYLWrth0SsZ2zjRWNsg01ibC8m9WrOt1SjNeYaT++yd9m3y2V2dufph5ozSS0lL8ZC9/dtd5mZ/39nnvkPA2BhYWFhYWFh8f+FG62OEBEQMU9VlGzguHkGpXZE5B0ORzpDlJhpNjnT0w9xHPcjx43asKMDIWStoijtqqLQrw4cwKUuFwoAKABgVBRJQW4u7iouxiafT1YVpZ0QsvZFawYAAERMVVXVez0Q6M5zu/FSfb3ZUFdH+sQLAChLEu1vKH/VKozH46amqtWImPoixds1TfvVc+xYok9c9qJFKA0SHIvFaH9Dv926ReovXCCesjKiqerlkZrgh9swHo9/C4jzQsGgve9drLEReuJxtmrzZgAAmO52A9X1ZJv1JSWQMWkS/2lBQerh/PzUKq93nqZp5SMxMCx0XV99PRDofr+gABVZpmVHjyb/cumRI9h2+zYRAPDLffvwdmsrEQBw7cKFqMgy3VJQgP1n5Hog0D2mNYGIoCpKe57bjQIAbnC7sTsWo99XVSXXvizLNEcQsKa6Ghtqa4kAgB3t7eRsRcWA+ijZswdj0ShJ9PR0I+LYGGCMLW/2+eT+QlZkZeHjUIj4m5vJUpcLW2/coN95PPRaS4t5orQUy48fxz+CweQsfbJ9O0bCYRLq7KQfb9+OTT6fzBhbPiYGNFX11dbUmIV5eQOWggCAbXfukHttbeSDoiKMhMO048GDxNGDB1GRZVqQm4vFhYX4sLOTRMJh+sXu3cl2u4qLUZbliuHoGXKiqIrSEezoyJwydSpLSUnhw48esRa/39ZYV8dfKy2Fzy9fNl6dMQPs9r9qmzEGvoYGmDt/PnM6nXyFx8N/U1Q0YPPgXS6ovHv3/ssTJ7723A1ERfHh25MnZ/Y9ry8pgcWCYGROm8ZSUlL4rkiEjbPZbDNmzuSJrus8z6f2xONGdWUlfF1cbGNdXc/s97QohiZNnjztuRsQu7oerXO5pvzT9/c8HljmdjO7w2HY7faXSG8vSSQS/L8Vqd3hAIfDMW6oemxDbcBxHOv/vHjTJli4ZIkxd/58lpGRweu6zjRNs6U5namUUmqaps2Znm60+P2wNTvbZoRCz+z3tCg++8NoI8tyxzmvlwYfPCCyJNFIOEyuNDWZn+3ciQIAesrKqCzL9HEoRLtjMdoZDFLDMChjjJimSRtqa83Bxb/U5UJZkn4fEwNxTfO13rxpfrRt2992odqaGhKLRklRfj7KkkSbfL7E+TNnUJIkik8hhmHQKq93VHahIfOsHFg2fTpeu3qVPOzsJMsyM/FcZSVt8ftpxcmTpr+5GXfv2IE98Xh/E4iMEV3X6YmysrHNgcFJvGbBAmy/f5+23ryZTNmoKNJ3c3Lw4N69eP/ePSIAYOOlS4TqOsFBMMaIYRhjl8QAT89C76xcieHHj+nPFy8mU3bnli3YFYkQAQC3FhZiJBwmAgCumDULo6JIBxtAxG5EXD126p+gqWqVqiimt7x8QB20+P3kbEVFcnYkSUqa+3DTJowPXEoJRPSORMewj9MT0tJyeJ4P9BLS2/du/OzZ8FpWFr933ToAAJCuXAHotzR8+/fDT/X1TNd1HQB6ASAAALnDVg8jMMBxXO/4CRPeWJmd/cOBQEB6xe2GnI0bmSiKA3LCNE2wZSaDG04cPpyKiDYAqAMAgeM4HUbAkIOsP08Gz9Z1ffWhU6f2czw//fyZM6m8ywV9RwZN09ibGzYAx3Hw1po1yutz5sQ4jtvMcVzlSMZOahiNTgAG3UoAzDMMw46I/IS0tHRmmjHDNH9xOp3/zVsJCwsLCwsLCwuLF8Of/Pbmls2UjjEAAAAASUVORK5CYII=) 23 23, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 23 23, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFaElEQVRoge2YW0wUVxzGzwzLslsLJcgmupIa0xiTGowhMSYaszGYuKaI2toYUyJ92wdCqSkFC4nVpq2JJjZFG2ttGqDWDWlxUaSWICimq2JAQG4KlfvFvTM3ds+cmfPvg7JlkcaAKzbp/N5mJuec75tz+eY/CGloaGhoaGho/H9hotURACAAyBJ4fg9imPUKIQYAYI1GYwIFmKSqeic+IeEMwzDXGCZqw0YHjPFunucHBJ4nP5w6BVtNJrAgBBaEwOf1Ytu+fXCkoADuOJ2cwPMDGOPdr1ozQgghANALguC439YWyLJa4eb162pjQwOeFm9BCLjJSTLTUPbOnSBJkioKQg0A6F+leIMoii328vLgtLg9mzbB5CzBfr+fzDTU09WFr9fVYXtZGRYF4faLmmAX2lCSpF8RwPrx4WHD9D3/rVtoSpLozoMHEUIIpVitiMhyuM3+khKUtHQp+7XNpv8+O1tf7XCsF0Wx4kUMLAhZljPvt7UFPrHZgOc4UnbuXPgtl549C70PHmALQvDdyZPwoLsbWxCC3Rs3As9xJN9mg5kzcr+tLbCoewIAkMDzA1lWK1gQgg+sVgj4/eRqdXV47XMcR963WKC2pgYa6+uxBSEYGhjAlysrI/ZHyYkT4Pf5cHBqKgAAi2OAUrqtyenkZgrZvno1PB4fx81NTXiryQTdHR3kN7udtLe2qhdKS6Hi/HkYGR4Oz9JXxcXgdrnw+Ogo+bK4GO44nRyldNuiGBAFwVlfW6vmZGVFLAULQtD78CH+q7cXf5abC26XiwwNDgbPnT4NPMcR2759UJCTA2Ojo9jtcpFvjh0LtztSUAAcx1UuRM+8E0Xg+aHhoSHzsuXLaUxMDOuamKCtzc26Ww0NbHtpKTp++7by5sqVyGB4srcppcjZ2IjWpaXR+Ph4ttJuZ3/JzY04PFiTCVX19fW/kZj41ks34PN6x95NTjZPX+8vKUGbLRbFvGIFjYmJYT1uN43V6XQrV61isSzLLMvqpyRJqamqQj8WFOioxzNnvxe93vGlyckrXroBr8cz8Z7JtOzfnn9kt6N0q5UajEbFYDDE4VAIB4NB9nmb1GA0IqPRGDtfPbr5NmAYhs683pyXhzZu2aKsS0ujSUlJrCzLVBRF3evx8XpVVQkhRMeyrNLT1YWK9u7VKePjc/Z70eud+8FzmHeQ6WJjlU8dDuXnwUH58uSk8nFRkWxOSWErysr0mYmJumtXr7LxCQnU63YrDMMgj9utPOzpQTLG1NHToxypq6Oz+2RNJqTT6UILMTBvJFF0dnd2ql8cOvTMKVRfW4v9Ph/Ozc4GURQJpTT4+6VLEPD7ydHCQvgwMxNa7t7FHMeRaocjKqfQvJkrB9JTUqD93j08NjqK081muFJVRRRFIQCgNjc1wbHDh2EyEAjnQE5WFnR1dODJQIBcKCtb3ByYncS7NmyAgf5+0t3ZGU5Zv89H4CljIyPYghA4b97EHe3tEUmcb7PBYH8/lkRx8ZIYoX++hQ5kZIDr8WPy540b4bf7eX4+SJKEpw2IoogtCMH2NWvA6/GQkuPHn/kWIoRkLp76p4iCUC3wvOqoqIgQ1NrSEhYPAEAICZsryssDnuPIO6mpYEEI7OXlQUEQHIsuHqEn9YA0qx7YsXYtCIJAZhpQVTWiHvjjyhX8qK8P28vLg9GoB17URERF9tOZMyrGOGIGKKUk3WwOGziQkQGhUEgVRTEqFVlUqmtZljNxKPQty7Ipry1ZEhGOACAfLSzUMwyDduzaxb+dmurXx8UdjIuLq4rG2FFj+q8EAFQCwCMAGAOACQCQJFEc4TiuklK6bVFPGw0NDQ0NDQ0Njf82fwOCt/fdHumWxAAAAABJRU5ErkJggg==) 23 23, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 23 23, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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}
div.testarea{
animation:rwdcur47851 1.0833333333333s linear infinite forwards;
}
