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1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIklEQVRYhb2WW2wUZRTHfzOzM7vbvdGF0uuGXqhKMQWEIEUhQYu1REkxMWpIiJEHL/hAIkYCxBhDVBKfTNAHgxIUaDRQwgNXQwuiLUZsCaJSWgpd2kK3Zbvd7Xbb2ZnPBw3JmKCZidnz+E/+Z345Z75zDjiIrYebRfeas6L19WOivuMFUddeIZzkAZDsGt77ZbmI64Le7Axk4UERg0y6siQ1Fz8svmA7n2zXkBkPk9CX88Wmtzj6eIsUUtcitAjbmj+ym8oZQFIPEaGP2V31EsDeZdulsD5N2xM/5QbAYwRwGV6LFjKXUH+iOjcANZ2rCKpui5bRhoiVph0BuOwaRiqvk0r6LFpt93KCKd99HP8etiuw7stHkM2gRRss6yE6525uAE5t7KLy2oMWrfFoA9PB+xj+I2y3QJ72YIQmLdr5dT3Evd2OAGxXwF0cJ/JHuUVbeTjCrLHi3ABUnFjG5X+8+a4Vl5EUzRGAC+DAti2ipqeBidA4/WUDGN4iih+OYmbzUNyCqR/LGSmNIpkGnZErVHRWWZLo4QAPXAyzo+sTUddSzcn15ykanEM6L8OGd+ezb+dN8o5p/P7qEClPnDHtDq3ePRKA6/2tzaLM+IbhMjeJUIzK65VkgmlcfVWMzU4zETLx1fXjSarEJYV5nSV0Lx2wAOTf8nP1sSEeai/g7PpOGvev5Ori2/j6A+zefYmEL076jRi6pJBxpSlOLmaR3ig61eMS59fUivbXGsSRnVscbzQ78fLgLjG88IR4OrVZAMjRipeYmlRp2vGx7U3mJPaWvCMpuoTL/GuayvMSK0jMqmd0/smcVOCZ1Ivi7e9vEvNeAMDlHzGRCxQMVeHQrq+FdyxCpmCALEHcoShJJZ/iUJKbowGCSKi6B8OQeO7Ntfcq9lnrQaFFITk3iys9Re2pKs5tiFG3t4gzG3+msC/Cr0svoaVmEhUdjOR1AVng74OkvXG7uLZ6AZHeAbJ+BVm7Qyo8F8Prxz86A9M9hX84wI0V/RT+NovoohSvPPX8PYADnx8SsdoUle0z6V02hmlmiBfcpbB3Du64SdH1PNLBafKHPJxrivJoyzye/XCVs5Z/dbxFnPngO0u79u/5Vhz+9IijFtoexTOibqLVSYsmClWipTEn37c/CcfJImetmu7VqDkyNzcAhUMh3PlWTfHdZqBiNDcAqYVJuGE9yXSpBHlCzQ3AlCERnrCeZC45hbHEdipnAOgQGLECJDpkJHXyPob/GWC4x0RoikULLwjgNadzA+APamhx65MPtKlkJWdzxTZAbf9MLlYnLNp4g4QkcvQPqDGD4lt57DvdJgDu1pwUqzfppLRyRwC2J+GZhQnKS92UGy5OtbaJYz4PiqpTMj3kCMBR4zZvaRZNT0a44pGpOygR6puk6rSz5fInb2eFxj3uu4YAAAAASUVORK5CYII=) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDklEQVRYhb2Wa2xTZRjHf+85va+XdVuzDojuBmZs3MaYkcBUNEYCzAAOEkk0QhRCVALGIMEPxhiNmIhGMExuibcZg5txM4MsqGEK4oDN4TadEbJrK2xja7uua3v6+s3kmPihJ6bPx1/y/N/fOc+b5xyBgSp5o0MyFSfvpgnbrEJAEfQ3VQkjWWk3Pbn3rPzTY8c5ALu2NRHPG6b9vee5pDm4+tGKtPOUdBs2bD+J746GOU+y8eF3xfjVFYzFrTgtaUcZE2g+sQd1nqDl7QcEwO4d+0XMrmCzGDo/fYGqV5/mseSYjrmlQrU0ZUZgrP5Nfoz6dSyZn+IPZGYElldfZP3GkzpmjUm23PdVZgQuXXmEX5q36pjqFFy/viEzAkrKRGldvY65ZlRKnzmYGQE1XzJ0+SkdK/CPMPjlnswILPRfQEmmdExKFas5kRmB0EAZwqzqWGXZFe5EfYYETAAvNB6Qa+MKP3vmULz4Mya/24yv8gKRrsdJRDS0Ch+eW90kw7lEI3ayPb/rQjp67qe05BqHX/9JWqxh5s7vpO3bOrI0BUUKHtpcT9e5OlwHtvLrzg7WHNzJpiUNAkAp76iW/fNu8GnhNCPeUeKtOwjN9ZI7tAyiCp41DahDw4SiTmIOP1lz+kkEynUCxf5eQqOL8ZV0MhFz0tddgz8nQPXufRR4pkl6AgwEC8k9epybs4KGl09RtTomAUTN2Rq5ZfxBJoXklSdeM/RFS6fWbZ2W2pTErEma21yCfWe2yzO9m4ytMYN14p0vZMv5lySAkrTOYJ3K5ZO2FzMicfr9j6VqDxDzjgAg1rYvkzVTq5lRJXETOBMeZi0p3DNeHLjIjgkURwiRdJKfPcrgUBVe9xC1tc/9M676D76XOZ4+RoKVLCxqpXdwFaRM3A4WMmUykYiamRVm7CGN8biZLC2Gzxbl0KliobSu7hRB7xC+hAu3SWFR0M78yBzK7uom/1YK+5JWZNKNSNkI3r4Hh7+H+GSh7qnyvH1MTyyloPAaXTdqcVolqlApf3YXxUqc9Ss+RJWCu50xEh6VQJabQ6eKjd23ptONsrHtLd24jh/7QTZ+fcTQCNNeRKbscbSxCh0rXXCeO38tMnI+af9FWN0hUPRtE4EKVCVpSCDtNxCZLYXEv9tCmFVjI01bwDwQI7y0QcdUrQjHyiOZEZBqgoLz+3UsjBNb+wFDAmnfAbmqBe23BXoGiKXHDAmkP4KLq5BypY7ZcpJMdu7NjMD4o59jGTTrmAyrOCd6MiPgb92LWD6jY6pNEi5a8B8d/7NAQrmMSGq0Hf1GApxrPCzVmMA2bc2MgEWrxGwXiNkkLT3bpLVgFEfKRMITMyRgaHt0XG6WkWEV06QLabMRzkmxbu29hrL+BvEiesza/R8IAAAAAElFTkSuQmCC) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJklEQVRYhb2WW0wcZRSAv5mdva/LLiwLLFAI9EIJArVYEUgrUhFjY9IYo/WCjfYiUeODl6SJD421JsZLfTCaqGm01cTUtlbbarW1pal1q0GaloRWlkKhXNuFhWXZhd2ZHR9MTObBh5mYPY9fcs75cv458/8CBqKiolPdum4OZfkQ4sVKfrzg4Jf+esFILVFvQsPD3aq3xEk4akGxLSC549g98ERdl5oRgZdrB3G70qxceo4dz78iZN/ehd8Nm5tkI/31C3Ret+FwQfuuNwWA9o6dgmxVOdZnyYxA4IEgpcQ0zGUTWfvMocwISItOohZtmmBLM3G2LTMCUVeUtdUjGnaHx0Lv9j2ZEbAlHdyY9GrYqJym+eALmRGwX1tBeNMXGlZedYm++7/JjMBsykvd0Wc1TEnmUXBgmyEBSW+CLzvMdM64hi2U9uObyzMkoHsC80v6iA7WapgCLKTMhgQkgBeP7lW7Gt6j5czjTJX14AwHyI0EyEqXks71I4ZGmSvqx7LgwtK/HKE6qCli761Hrj/FV693q/Gas3iv1jE/Xog7O0xsZZBFcwopIiJ6ZZyH2wmUX+Hu3c0CgNh88i31ui/Jti83E/VX0DKxlPxoNUM1vyLJU9xy70O1OMgdXYlrfBmmym6UvjqNgLWsC+FiC6m6TtIX2ogX91CYN0vw0T3YulspGq4m3fkUjoNbuDHt4vy5u3hjVUoFENac3qHmWP0UJGzsXd9h6EbTEx9viKneqo8wDTzJIwcCgrhmZp7Vk5MZaQ7QccwlHN16kljjDwCI874wEd9Nnh5oNXSd6o39myJq65EGPFeaAJACUT8JJFouB/D81KzWT0BvvpeyiMSUz03+zTQpu4lF8ziieZ68iQrG80I81/bavxP7/v0uNeEPYh5vYqb8PAoyvuu1qJYRon81kyOmGZhxQFJkOC4hnXyV3sg/WyPu3vCB0Oub51BOkrgjzpDXhFVJIjlnsScm+XPVIZyxCIIljitRw9iSy3jHtGs4vfw3xJuNJCpP4796DyWhZkyREkKrg+QXjnJ8+0vk505RuPEdnGaBdVVjvP271diRf7f/uLr3zC7NcZ349Iz6+Yl3M/MimvH3UzTSoGUFPdhCLUb66xeQTYvIqYiGSXEPSukFQwK67wL/aA5Wu0fDLLGl5M0phgR0T0D1+fhjxUENy1KcfFv/YWYE0rO3qArVaNgte4LWrgw9SKy+BU7VntKw4oSZWOpSZgTGbotw3+UHNWzSLWO1NPxHxv8sMOwcJJ01oGHu0QE8su7vGTCwBY3hWiTTEg1LFZUzTdKQgO4J7Kz+BCHYw8/HjqgA7QPr1anwYUyCsT+r7qzTX3+mSsU5KLKNROgac8tSFA5WMp2VzUMb79RdT/cE7n1si6DMxkFOgiwjCwqzi32GmgP8DfL9gRKcow8cAAAAAElFTkSuQmCC) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJUlEQVRYhb2XW2wUZRSAv9md2Vt3dul2e6EFisXQbosNtYEAlSZ4o0QhIBBMTNDoIz4YgwmJoi8CmvjiA2KixlISU5V7IqVFbVONpSjdakirDe3Gbiltd7vbpbt1779PkowhITMPex6/5Jz5cs7/n5mRMBDn3z4iPn9ZovqOhQPHdjA0LngzsFkyUkt30qEtQ6JIZGhelsWiCCZmBbasTJlsYf9gs+56Jr0JHs89dtZmOHH6O/ZcfkJq8SWo9Vq48cE3eksZE6hyZ+i9B8NlxyWATe1t0pQ5w5NXNhdGQFFzyPachq1dleHq0yOFEYht8yOsioYlknaqQjZDArLeBM9EDemiRQ0LNQ4Rd2UMCejuQOfeEVRXXsO803VUTzkLI7DnwjpCteMa1rOrG1fKZUhA9wjMtjS2f1StVG8LuWiFIQHdHUhGlxOomdKw8603yXqjhRGYbB1k3fWNGrbB/xhmSRgSkAEOf9UhJutv406orJgsxmGOYIo347DnEVkzs94bVIYryUkS5X4P4w3aM1CZdXKzboThd34VF1qu8ULXPqIV4ziWVN49eJX3O1rx111nV/d+bPFi5AU3Rb12CUA+1XlEXHOuZvW9W7hnVzJRM4MrqZKt8lO24MCdMLP8znpkeRFPWmLUN07zWJ1G4I43QMvoRgYafuNA7z6+fu4szaM13PWOcfLkixTFPHjHHiefkUgnbaSWjzDXlBFlfkWi8ed+sb1vQBw+d9FYD3XG9Ct/ivVz74l4W0QAmLYG/0AhwUd7dxt6neqNyvY6KWPOk5fTAJhivmlqY3/TMH+0IB2YeD4ufnprP6FQCQBy2CkoNeVRcjk+PHdKLHgnKZ2vQbYsomTX4ExGSdpWYk8GSMoWMkqKnJTm9V2H7nes91SXmFGnqQ4/wpKcp6fxOgf7t9De+gOvdb9EoHyIplttpCwzpIMCObyW/xa3BLBjoFPsCE7zV2klzqwJ2WTFG09gz6WYVyNYc3bmnFE2BxoZq5ikKbiKZ1/deV+g/dxnwjflY2DNMJtuN5DPy7ijFQTL/UTtMSbKFnElrdx1L7G7fwOXnurm2LYTxkbedeaCOP7jx5pxnf72C/HJxU8NjVD3Kg6WhPHNLtOwkpSLddOPGnm+/k3oyAqwaNPsGYnLjVcKIzDuDmPPlWiYECtomK8qjEDzYj2zrkkNU0WUJSVhSED3GZDyKcLWtIaZZA++iNWQgO4O5M0QdixpWEAdRJHchREI5W9j+d//TMVSNTHZ2CLVfwssLqJKSsN+WfE7FsnYXtEtcNO7wNZQsYZtCzaBwQ8S/SNQkgw7pug72yEA6iNHxaFnBlHjUw9LfWDovgX7ZkpRrFUkK1T6vu8Rjp45FFFOxFv88OQHhKHBnel8Q5Sv3I4amODL+rsE3IJra44ZqvUvwTmK7HZbJkkAAAAASUVORK5CYII=) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJklEQVRYhb2WXWyTZRTHf+/btyttt7WrFMa6bs5ugzHniDAQJjBHiBKcIdEIJIJxXHDjjQESrwyJYhyK8SuEGMcEBRZGMEsII5gNhugQAmVzY2NlQ8ZYA/uiXdeOfj1emKiviTHvG9Jz+U/OOb/nnDznHAkddm5NmxgcklASCbIrRxjOi7Btz3ZJTyxZq0NO+Kx4v/4eJfNDFLqtnN/qp25XLh8f2yH0AChaHfbuGSVnMBffo1m82b5c+jX9gthiGmdm4nVgnx4Gbfbpgb3ipf6DqteWjv8grmz/VlcFNLdgbsBOzZmkSvt6dxzjaLGe/NoBjENuvIvUnTu6aQTSdOXXDpA0SjzTG1dpWxvziSvG1ABE5ExkU1Sl9S6+RdwxnhoAa54P90CBSiu7soyEOf4fHo8ZYNoENqF2e5Q1yenq31MD0FkS5+G/2m2I2VnrtesC0DyIVv7ioqOqX6Xdcd8lZp7WD/DKV5eFRVKYm4yQL41iUGKMFI3iGLPTXRxl1dUs5kwLwqYZbrj9rL3ioe4fQQL2KZb2FvN50wHxYsfTNKzrYa3XjDmWoOBmOZIUQEpAd9nPjDlk3LeyqayrlQDkjfubRIXrGFZlmqdmeRk3ZhBM2LH1LyIjaOH5qxncLH5A0DbJ/dkxlvbn4C0aVr2ifMjFhUV9VHXn8/3L16g9U0LhiBPnfRetL7TT/lwPH9b2EUqzcGTVPOYP5LHm9uE/J+eWHxuFJ3BKfHLwsK5RqtV6dtSLcFW/CKw/JQBk21SEDV297KzdqmudarXSfdskSTJinHICIHck8ng4uoDNTedSUoG3vF8I0oN88F47AEoyUyFn7C4D9oXsa/xIBM2lpMk9pCc99GX7qbpt5GSZwmqfDYOQMMVDmBJGNm9646+K1R8/IMqHc+nMGcYxbWPh0JNElQD2oJNL5eep6Crny5oe3j7pocYdQ5gnObGkFAAJoGroO7GiO43Oogglfpn7tgT5kzKWmQhzwk+QNRMmKmdy3T3EygEXPuc476z7+wJqaWgSA1ljVPctoCd3kLkTVlpLJnm1owhzxETmQxdKNIoSlQlmdjF7cDnmFpe+lu9uaxCth5pV7Wo+ckhc++x0au6B0knonz2h0uKyhRNLBvXk1w6QIYw4ZtTbUJHivHa9LDUAU0qSznnqi+hoWQiFcGoATnsSVDzIUGk7vfDIZNAFoHkZLfVHMBlMKq3RE6J4zKcLQHMF/JYoiTSHStswWIAwpKcGYEXIgjEZUmk3Mn385tR3EWlugUEI4rL6yz8bWoxh/I4uAM0VCFjsWBP3VFpY9tLs0RxKHwBmK0FLHpeb9wuA9pafhGKqZPclx/95Ph4AIWboC15kY3U+717cK2bFHmCd7mLX6oAuAF0L4WzbN8JHkMKYEQulpMVNLFtfqSvWH0LDiBAbWhQkAAAAAElFTkSuQmCC) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOUlEQVRYhb2We0yVZRjAf++5cL7D7aADEkG5xsVADMJWmIAFshaitcXmH83MXJep/WX+YVSWaa0WubXV1NLWhbnMJeImESYpR8NLXAIRtYncE4kj5xw4nO+8/dHW+la6vm/tPH/+tud5ft/7vHu+V2AgKta0yZyiAVa4tiIUySHTG+x89jFhpJZJb8KuL7bLxJgBcq1OpoYV/DcUCmJa2FRdL4MisLjlFIXzjuN22Sje0SLMsxz4vDbK8huN9NcfzQfXyop1PZqvXb/15D/Yfw2L3oTQEz425r5D3d9Y5b11JDj6qdujX0D3CLwOOyejCjWs5sv1fDO0VH93IwL+MIWS62c17IXVtVTaTgVH4NLse1ATIzTs0InlyDhHcATsfivKtYCGleY7CVzzGRLQfQlbh9Iwp3u0RWyCwYgUQwK6T6A84zQhIVoWHurFYja0CPULuN1hXBxI0rA4MUZ3X5ohAQvA659+JXOPJ/P74i6Sr+QgHB5Uh4sL1mksvgC9rniK5l8goFoYmZnF/ak9miKnx/IoWdjGnv27ZVbiMBEON59/X0Zh9nncquDhlJ+xyCnM6jRjsRHETVwnNL1ZAJhWrOuUXT+m0zF3kNozSxmJHqYpdRwxE8o8m4/7LA5y51/BYw2jfSyFtLhhLly6WyOQGd3H6Y4F5GUOcKo7h+HJWZQUtLIorJcHsq4ipwW7zj1EYHY4L22pps2Vx+adRyWA2PJJk5RXb4HfxNs7K4wNUkc8V90iK4ob8IsZKku2CzY//rV8c9UxQ3vcaHi6y6Wv80EJYPIJK15gx4vfBkVivK9KqgGBOvlnOwvFEUyPTzHtt1O1sU3mJAzQ5Mzm0Ufaae1MJj/zGtYQSZTDQ4zqpmMinqyEIVaufOqvcX1Ue0AuiB2loz+eZWntDPkdTLgUpCo53FTAM09+x6vvVvHeK7t5+eNKVpU0YFH8gBNTzYZl4vpIPGYh8HhDsfqhaPUvRHoE5YUXSTZZsUeq+ENMnBlLJjt1kJ6+uzRflREzTvuVBApzL3OkIw9VCGyKj/zIq2zbcIB0az/FTxwlyTHK6HgUsZG3KF2yzdh9e3/3MVnfsE8zrg/218tz52uC8yKKnj1Ba4927S5J6aPxbJaR/voFhHmGOfN6NezXyXAyUgeDI3DuchpCRGnYhMeOZ8pQf/0CmUkuUkza94Awm0k3q8ERmLIHGFEGNKyxMQN1TuA2GXcO3e+BOOFFUaM1rHR5K1ZXyG0y7hy6T8BiCecnv5Z9treYwzcj/j3h/xYI+BTSlJsatvb5H6hInjQkoHsE/ZHnadhXrmFNzYuoHQ41JKB7HR487pSDvlECJjubSstEs/OQ7BoLoFhdrFn+tO56+vfArR46WhKZUX0cbToi8VvwqlO0OhfqLWVM4K0Va8SkO4Sh36x4bBN47W5uuOfy4Wv5hn4ufwD14o+ZqqUzkQAAAABJRU5ErkJggg==) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur72842 1.3333333333333s linear infinite forwards;
}
