@keyframes rwdcur76512 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGXklEQVRYhaWXa3BV1RXHf/ucm0xCwo3hizgMlliKeZOipUoHm5IGxtqxDqPtjNJxRGoKdQI3vSQxGAjBZPIOyaBORrQztNqXrdLOUFBiA4pEKkElQwMWTFIKOgUkyb0hj3Pu6od9n9xcSOqaWXPOXmftvf5rnb3+Zx/FV5HJLFGO+AiTqBNqJkvMyDlC/nubEBcPpsOvJpgmynSEwADcBNDMAfQixMeDw6HVDLtGqAkJ/7zp+jMCMOcIYjnAMmHSBMsBYhp+AGYkqIDO+fdXr0DWG8hkvA5smTD//F3YZgL/uv0fXMqfUKvbN8uZ27rpTX8XDBUGxATTgPnDMePcEMD3X0KsOJh0QKJ3PgeLdDa1P/6VxKtc3L+/K2r+JvcrcizvdY5n7sMywTaAnNhxHLEe/KQZsb261NcSYf2ubg4yD4CKPzwRXLC4Ya9kH1nIU3uzFMDXhnIZ+uIyn8/tZThhENsE+ygyfO/UIKKMO+qQy5NwzQbL0AD2bNF+Ne7DMmyPUd+6Ur1W0C+Pdi6ImF+89S+S9p95uF7WlVn8p1tlOPkLLBOUDwZXRsczAje7q5COaiTVB2nxcGcSLPSsJu2CK+h8KWmE+taVCuDRzgVqi/sdCV+svfpBNe68Fhz/bO9+1r75OreMQNLY1JU2AP5YgiR5INkLTg/M9sBsLzzT8Gc1aT5ESekBARDLYFvJ34NBa5pWRGRUVXJYLid5AXBtfkue3vNNVfniwyppFFKHYelviQAMYBxchzg9kOIFp1cHTvbEcTLuNQBq27+rlDKo2/ie7Ky5X21v+Z4CaC46FrVYVct9KsUziyrXIYlTIWzdj6Hu6M8idQQKd0eCMJyj4BzVgWf7KxDvSSdtYBFtT/YIQHN9oZK40Lyd6z6UX3YsVQCtT2mf5x//SACe3blcJVpxNDQUKlfN36T6mUMCMOdKEqnDuhLhovoe0uRiGyG1gDfu2E/CRDyGz2DUMUFD3cqIcjetPybuF5fGbK8y99tS31Soyjd3Sl1jgVq3VXOWZYAS2L3NvyEvrkDOFyL99yNnf4ic/lH0ewLYtebjKHtt2WGprOgM2puLu4P3DcXvR/m3NCK19UhlbSiG8nwb8fmR2Q6wTZj7Duo3+f2ypmvBjKi6qahb3B33xJzz0jbENnUMW0FxBcpIHIfkMZg9FtiA2rn3O6cBeDX/MwFoW3tcWjfojVdWdjAqu+dK340KXrm5K8JvzPMAzkCnjcLLlYjD8oFSmigcCuL8znU1qxTAY11pCmDjKyHaTZ2YFZWdaevrzqIe2dSxRAHsaMyPAPR17z58/u+JbehKGJYPLPGrT+vNpLx1WVSZLyeNArCpY4lqf/KEAOwpPCsA1RsOC4DTK8FOc/rbXgFczUYMpQcKSD4ZTZlta49LeBVcO/aL05PA9vr8ae+TTx5Bgp3mv4YyyEauZCNfZkd3QePTR4O2lg2RBFRTqrNrLfowwt64/mjE+HwBMrAKOfcAcuZB5NRq5OQjSBCDLbr/LeBSlgbxbLlusQth7FHyQqj329Ydly0N96mGn38gro67Iypx4dYr7Cg7JNUbNREle01d+hFIGYFbhiHlOlLiQiZyMQv53A+govItKa7+qwDUFb8XzGjXTz/yd8aJoK39iZ7gfb0rxAEvrDkibz7cJnYeYi1Bxu9GRpciI/cgV5ddV+2BDGQwExnMQgYy9cONpfumJKapZPsmDbKqtEvK3KFWHc9FxnORycWItRix8xBf3tSEx9kM5Fwm8llmyKGk/O0Q2/n3wK8Lz8UE5irXX8/mtcek797l4slBRnO1XvODGc+NAQDgdAZyJgP5NAP5ND3k2PKL7qhJFWFnAre7U8q2HgiOe5atkoElt8uX2cjVHGQoB/Fct8nDGyEolg2TotUC+tKR/QWPiw0UP7dXAHat/kQAaptWqFeX9wtAU1OBmqOPA1zMROYNHyBxYlBvboGUk6jk3sgWj9nDHy9CVIAbFAw58xialc4Pun4Xc865TESJPhgrpbMzAENg7qlpngnDpWcREgAQIKngBAU5fahTd2oSAzDD/fz0ntZ34xg3fPjBQgTlz8ifzVSApgKYcZPA0wIA8P43dBUCzooQoCCowFj0OPvM9P+4Yv4XBGTCBmWEZX8D/dYMAk8bQCB9O8ymJJS9AeCDZWf/vz/t/wFaX7WPl+7RAgAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGj0lEQVRYha2Xf3BU1RXHP3d/Jlli+NXR6cRMQ9VOHSnOiFalTBONNcREiyCWYdqZDIlSzECTJikToFghNISECFiskNh2aKX4g1bMRGayQAiKP7B1CgyNWEN/OFaMEGCTbPa93Xf6x93dt5vdYBh7Z+683XPPPd/vPfecc+9V/D9aoEjwZqHc3rhI1EtqIlMnpJS2ncoVMnzgzQC3FzzRr9sLbg/K4ZwQmasm4PYrMTM0iAbNAI/X7m6vlsWIuD0IFqhX0mK5JgI6qx0Z9EHIDaERwTRMDI9J2BtCXMNMN7/BcNYoQd9glIhNTtxeQMa17bgS8LxNSMEWJDMEU4dgyhDkDeSy84W3MIsiSuaGFHcNqzlnHiI4+7R6+Nhibj39Tbh8ES4PQuA8BC5AcGhcjLRuWd2KXAjBxTAElV7566vS67ZXvisVu+6Ij3UsfU+WdsxWnMoVLNGe8Hhgxt+vvAV7NyNhpwYbVZDjgqEIXDTg05FMIEhtzQEZvXaI3M+ns2pzgQJIBG9ceVg+cQb0n1s+VryZKfEAPXm9MPM/KSRcAN3rEHMUTCd4wpDhAp8LpnjhqRoUBNlYe1CCEqHlZwuTjHSWnJHSrpsUQIbl5qdbv2OPzwmqm169Qz6c+jbiTh9uDoDsUcgOJnyD4BuByidQ+79/QgAaWu5V2UFPioEYOEDIY8TlL84/LQAh61Omnc/EEwjiOuhMiUZNwIj20QQSI1rhsxwzrpx3aXL8d8fy43FjjbU90lLTIw2t98TJLPrTzQrgX/M/UE9272NyQMgaiaQsQJ0rR0wXGO5od4HpgNs220HnL+qXIv8MBbC19qisbJk7ofrRVHdIwpawpvVelf8HRBxgOOGTRbZtR2y11wzDNUOQMwzG6Ax+scIv7Y/rVcbAAWLg7ZXHx09uYM/iv4khQkDCAJxdgpoSgGmXk/Vc3jB4I2CGdRCaBty1u1+tqhEZUCMphpvrjsiU4Uwqdtyu2uqPSnVzem8s3jMrLv/x+pfl2bUL1bSAzrKkZsxHjIeR8ALEWogYj6SWrfU1h1JkbfW9KbJdFW+nyFqre2Vb1RsCsOBJpKwRuX+TjeEyLXA4wBJwKF2ZDix+Xi4xm0f3fEsBrN1yT8oqxQFP1frF6XCxurlAbak/IpXNd8b1di4/Lnl90yluy4/Lvj4JAiZcCtl2HL5XUYYFYbF7YJIVB09s22uPxpkbEuHnLUVqdXOBaqo/IqNYSbqP7bhdFR/KT7LxtQzIz4IbJulqC9E0DFtgWmBEv4/sqkia+NwT7wqA73ImT1e/KaA9Fl8F0NBcqLOkzibZWfKBAPx26V8EIMeAaxXkeeE6++qg20AZ8vmDyIVS5I9L3pf2ZRq0+76zKfu6uV6DrKs7fMVMiLXdS94XgP0bkH1NyN4WZPfTY2Ltvw8g50qRz8r0wNq1XWmN71z2TpK8tb5X2qKEmuo1oWeiXhrbetYg3euQrvXIn3+JvNSMxI9jI6LdH7ag/yGfnHcHAWhYqTMg5trByaEko1lBN9XNc9XzFcdlVXQbqtrmKIDGusOyvUqTOVGDZIcgO2SX++zgmOP4n/MQhRa+lruBizl34wt5+cn2OWlz/ZmaY1K15e4vrIrPrtgoJaEGu9o6dbU1nWMUPypGPipGzs7T27Ch1s7/1wv7BWBbzRvj7vuvViSPbarvEYChHyAXfoicK0c+rkT6lyN9KzVGCvu+7yEOpWvCsOsrzOocuKp748uLTsjCF3UK73/ULw/uLVKyQN81zOjKDReYLvhqByrlShYWMEXHg9cY4NgD5fLrpfbKGhO88lrJPwTAX6gzZUV1p5y5foCmWr8A3BmqYnQ+YlhABLwmTDLsOIA0d8JbulGRaEGKAJPN37CsQ18ydix7S5RpTynrukEBFB3OVxvX+GVbW6m6pMJI9ADyWH1xO2ELwhGwIuAyIfsF7f20l1JzTGU8eR/SW5Yng85TNGzVV7Hf/+iv8ly0Vvyu/D2xNCabWu5X5X3FDJQhEZILXFjAvQ8VTiiaaff3nUJEOTS7WDw4EpRnduufPQtKpOCVLnWy9EaZ2fmh+vc8RClwKvtccQBOYGpneqxxA+xYoU7JOIGo4ZhRlUAqZVz0AecGruu68uNn3IeJEQGnI2pMacCISvAKCQQAJXrcqeDGAxN/cY3/MlIQiQZQjESsK0letWWBU+Dmg1f/1PvCCT3ftQ+NuLuxCXz70Jd44E6EQFoyAgW9Xw441v4HeVLpQeQV04gAAAAASUVORK5CYII=) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGaElEQVRYhbWXe3BV1RXGf/ucc/MgJIBEKy22PsBpfTEYMSQzTrGjlpedluqYVjqZKhjeICF2nI6dqYxV24k8UiiKUiMEECImWEgIChFiboJJIDcPWlAUAgSSApNHJ3Bv7ln9Y9977r3JTQid6Z45c87eZ+21vr3Wt/beSzGEdsyPtHXD+U440wEXO+FCJ7R2wblOOP08aih6ojXjegJ1XkQpiDEh1tJPTOAda0KcBYl5iHojVv4vAGwbxAaXqUHEWfodYwaABIApBbw6VshNuSEggwKo6kIQEAmtOi7ggaDxmAAgLC/YvYCCjbOGDGJQALZfGxfRHgi63GXAhMZ7SG9YQE0G6uZrI5jZOZmx/lHgv4bL54eC+ULxyusCGZA8n7cjlgWuGDAt6Dk1kdh9P2DSsqJ+c+qfyRM7PpaJ77+gluf8Wa4k9HJgzCVO35IIiWNhWDKk/zyqrageOHAx5HqxQXwGHU0pUY0DNH13HBPff0EBvPWXl9TLh93MPz1Jh8TvBWVCo0doOtvPI1EVfnoWsVxgXRhHXHEG8XUjubdohQL4auabMu4fv+s379PsEqm72s2M1jPcuyvb+Z9ctE7+PfoWSLodXMlgJ8F9owdO29JvkP0tyIFW5PPjYxzEW5fuGTCedc/93fm3eW6B8300811Zm7NeqCwSag8LTSeFpjbB0yPKI9H1lZxC9p1G3BXxjkBZ9v4bzvGy7LLIOV9+JjQ2C82tgqc7OoDiZmTPV8i+b5ETC+8QgMI5BVGNVy/c7ozXZG2JkKnLfDeiv2lJse43eoTmFqGhQ/DYojwiDgk/akAETTzbD3ev+0YBeE0z6gpT12UogKrFhfLQ27NV+Ut7HaMP5s+JiHF60zH9YQvQC6pXvwkjYWE9YlpgWTrtpt81cIpWLyoU2wBRivQ1v1S1z+dLynuZqmrRhzL5r88MTLBGj6DigJHgT0QRp8e3HkF2HkM+bkR2H0fqFy4XgLLsvVIzJ99ZmXvpx1Izb3PUkHzx4q6h8aSxWWg+H8mDgmpkRx2yqwEpPo4AbFkWyfq6ufkR/U+ySwVgR1aIC4dW6FhXL9jaD8ypn/xBjzXUh/HAL0Z+BSKiwyMC3pYHyH/tTZm9ekaEKx/cmKkAKgMrfTJ3qtoy5z3p8XY4MmYgaqnrf90vDO77H9Yf0gv4NA/Eh2HbQHDHE4i7dpUJFXr+1z8N7eXuBdsEIncuhQV4OZBTouVsu69dpz27ZqbiiyLB261BKD9MiFNsKkc2VyJBHuzyED3tAgAql2kPlOeURsgd6ZOKADVzQ2NNv3hLf1fvExqbhGa9LRsQOvFsmwGPp9T1v1IA6atnKYCEjnbnX0VOsXiHJ/Sb89DG2ergis8EoP3WZCjNE3p7QHxwz1htaVM5kn8Y2VKFbK9FPvIghzbePCCjq+YXiHtJoQC4l+wUdxj7v+xD1A3zdkbqKV0jHPpQqC13xg0IETDIgyu3xbMjK1JZ7dwPBGDy355VaWufUu55myVt7dMqbdUsVbVYA5oUICpA3tIi+WHHZe2hjFdl5qpVwrUu8HVDyhRHzgJt2Dl+BfzfO4Mr8/fwNmxf/Ikkx5ik5E6PCE7aht84/cl5T/UL3HhrGFO2ZSmAhlE+qhNOgP8m8PZEyBnPTdFRD67eDryNkWepWpkhGXlPqsdyp6sNS3cP+UDa8eIemZr7RGiXHXOFduMS9F6FaYsiwDqdDyr17dcVo7djywLLBcqCGXdqucOz35F/jR7DXcrg0T77BMDJaa/L+JKXFUD906vl6k2jmPadlVxOHA5J34es3de/vm+rCduW/4ns/Vqn5fnUhyM8ULBM5/7JqX+K6pmfvT5eRqwxRb02QnjjR8LqR6LKRUW08yhiusA0Q3fCpBPDSXu8e9AVnHvkFTnygJ/999VwcFgZF/8DVzrjEV8yvNISde6gCouOIy4LTJcOh+UCV80TxJ4bjZFawaVL96NK7ybhzkKOPnaW1ssGrT02FzrhfJeupNq6DOyuZPhj240DCLaSbxHLBKsPPwzDxHD5aQuUaC3Bsq0LWoMgOsC3fGA71lAATLtdKzh4IXBwBTIF5ceIUraFV02DGYchlGbh7dFbUQIEb05O0RJeNZmhujEp9vo6h+SB8PbjZL0ip2yzA0bNsLIt4IEBbnMR7X8uq4OtzosoE9q7NQ9+e9uN6fwvV3cGsLhTYVIAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGC0lEQVRYhZWXXWxUZRrHf8+c0yK2FI2mjYBuWA0x6wUmlo0XVKDihXqhWZNdP2FXgekM/Z52qtAosoKWfmwFbGlRaaGIwJqIidELKNMPK5SKxlVjlCgqAlvFwAysLZ3OsxfnzJlOZ9pO3+TNnHk/nv/z/J+P932FabZN/0NdJogBF0Jw/hKcvQQXgvBLEH4NCsOhTFgdklTkuaYDvvESGv1WhYhCxP6OdYGICfW36SSinGamsuiFQVQM+4+AiAU+Fjhid1RADRhNSfTUDFSfQXWcLYoFNqrjrbcZiCqxMX9KFib107PfoUY6GGmWz8WEWcOzyTh/PQULTzt7361q14drVsZkNWcrwRwYmQOZf4DS1glxJmTA/y3qqCcw5+u5bLgO8eVckrtaH3XWdZfU69xgHwD9pS/qB2X5imdQCKeDuCztd9WkFA9O832J+r9Bn/0eXf+TFXhHCv+pnxSVJRXU5W9PGN/of8kaa/YpuxuV/W8n3ZtATdnnqGGCK82ivGY+0r72oGYaQzyy9amUUquzcpdqJJ1765+w1u/doZjZEMmCx5bHyXBcUHgcLTmJjp2df/IBOiv26tyZJAU/7Dug3SWtCZYZI78RwaS9+KACFPx8hgWXQ1Z6tvXHrRcAT69ltZEOhgkuEzChbgHSVbFbjfAFFjeWTWl9T+Wbmlf7dCw4y9/WzJFTLN9WLbktu3Qgcz4MZcFoJqxZIADiDliVbbwCeZ138lDhZxOC9viaNK/eKwCBqt26tGbF1O7p6FaGZ8HV68AzXwBcEqVBYr91f0Jmnb1vQjmfeFY74ABLa1ZIv7fQofaEx5M86iMmTtg1/qYQjYEx6RZt+Ztrk1o04FmjdzXvlC7/Hgekq2q3/rlpuwwUrFaARc3NEr/nGQW4c/AyM8JqFyqB2rAmrQOHNuzQ49612lnxepwlgcoOzW1ulR5/hy7Z8pR0+js04G/XJTUrpMvfprk7dkpvRUuC9bnNbwjA3079SlpYbUvtXhBAvR+hhcfR0k/R8v9Yed9dUu8I6i1PFNrp3+eMHa44kDAfqNyX1A1my+dK049Kw0WldtRiQCTWo+2eV33Ov8UN7kR3RAzn03RdTZiW0SuWohXt2lNcqwDHy19WJ9DsnuCCKNKnnhUJFvSVWUwE/O2aX/dX6araowH/Hl265UnpqWqzmKvapQBLGlYJQH7dSrlm5DRHfPt0JHyKMC4nBiTqgrV9aFE/WvYZWv4Furk7Rwc8zyWl8JjbHQcE0OnvUIB+95q4Pae9SxNltH6pvPazUh9SqbXP2bV9aNEJSwHfF+j6kxkJG/u9XmdswLMmYX7A63bGeip2xs33F6+L/W/9Stl+1lHA8W3xCevodZngMiD7fDbL3nmU3G1bk6bj0co9uqzWKs+9la/r4tpVExaiY+6/6+acv/DerdkwNBtGZsNwFoxmxGJg66IxVUDg6rVDhPQGDvnio7mntFkBouAAUfAT3n85a7vLGvVIhRUXd7e0yeAsw/I9dg1gFPwicUEo9i1KBEI3Blm2/QUJhWfyYelBDZRuVYC8Ro8D3FPeokfHFKRFTbHzYsi8CWUGAP94pVGPzZtBLMTD4JttleKxCjTcMSYvBNafQZ989WExjTCalpVAbV6DW5ZtsZj4puB+R5FDpXv13O8my+seE4AfMmfYka/gvl0ounnyc8N/yr6MnEGrz5E0GwCO+tqSX1CKno+N721S9v9beetw0rVJS/GW2ywmRMAwYMMFS4n3OxZq74tFCvBxQbEaI+edPdF6D7Du2o9h04NKU7kSCVuWP748qdWTUlF9DjUMOzPSYpfT59KQdzY16CPry+P237xtrv6kCsGbwJgHWX+EzHmw0jchzpRn+PODsSuaYfcrw/BLCM5ehMGL1ovov0G4EppJJHQDBHPAuAUy5kDRa5NiTPku2JiN6LhzIvoQUY1llkRrvNqlNjw8JTik+DLacD3y0hXrmi5YD5M4JezunPPVAyldXmGab0PAMlLjFYgpIlDyQ8rg01KgOsM6vGAMKOOUefrytMAhRRdE27r0xKDN7bPZny6y3f4POrrErTw3NzcAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGfElEQVRYha2Xe3DUVxXHP/e32UeWzUso0GlFZ4SEEKimgLS+oMUahgHpaNE6BXRqEh6a18bAjENLKZEEbJJGoAVatLbT8cE/1glIpDiBxISQkAaQGihDsRVSKCj7SvaVPf7x2/yym93wGs/Mnd/93d+593vO95x77v0p/g8y04VoZlApevMOwE0PXL8fdbu5KfcKmtePYIqCakC0hcIQCOqNM2bBkwaedCi4lNSY21oYK7kXdVDNBMqsm69Son0TaGbwDcBNL7jcGkFPqg7uyYDBcfC9kwl4d8RAzllES9GtVUoHQwOHOwvfhP+CBsoE4RjvgwETBC0QtOotYEm69pgGTOtElCXqocKgeJI3A/u1bB74aAbzT3yN/kVv8dY3W+lNEfXdc5OlNeMTAgEtHjxoBX9aUhwt9mVqC/KFVmTacUSZ9NgONzR4//OospYlNC3oUntW/VZNsPh59NQcem2iAH7etJhrk1EBvxplgE1vtzJgaguC0uNLDM0oEG1Ecdm6t1V3faEAfKu+RKU6rgNwZEOtuG5M1JVmDak3jz3D4pv3jYAHrfDij+WWDAzTPOy9LWICBX3ZqH1/KjLUgqFxRj+/7E09scJ2Ht9aqwDaaypk1Yad6uDyboU3fYQFHMkZmNqCgA5seK+gqG82fbn6Tnmk8jV1dtf3BeArGxpVx7Y1AtBa7RSAhXWlRoaHI2YOVLyue1v4rlpiCkDABpbxCQYowwDTyJZSZsjwp7Nl/yasjn4GPJ9lcV1Zwhbq2v4TiagI86peTbqduxufFavFQ4+1nx/+ey7YpsDAOHih2NBPGfaemGKCghPz3KqASo5tKZOJD5xOtj5z1++6ZR0xKy+z1u6P6rRB9StCyBqno+fAqIzPCukZ+25Vo3zjuUY1x7lvTKDuhjUJiTUsXyz9ozHv6PZSmWHy6vkQa8CFBSgj46PPvJsT6dxeLJrJBUDHtpI4kL84dxvvcyp2j2lc6y/KpfOlIgEI+m08bb4CIQsUH4o3etpxJLsLyelFcv7BmB6dfPlZ41tzxR6jf9jZkHROR806Y3xX4Tt6f+0B4UdHjXEjBMPeKw2WdkyKW7C1er0AzC7/tQI4XNkoBQ2rFUBbdZU8UV+RlIVQ2G70H8z4kPLV+4Uhs87Ct0+LYcAHc1FGxVMw/0oOLRtfFID2rZWimUKc2LZWAE68VChPRHdEW/UGiUS00bgAdP1ynaiof501P5VJ911kYfYRPqcN6gZERp0N2WeQ6WeR3PNI7sXEMLTXlIwZGoBm545bfjdkRbvw5Bmh4F/x+jmnken/RHIvJAGvLY8ba3bukubKX8mRqueSgp58ucgY/2vFznid5T3CknPC4/3Co26Ji13ueUSZ4X5fJtVNT2OxBY24D0vLZqcs2FSfEPPmir1S0FCcNBeObnJKxoRPETHx8N8qkcE08KWB3xF/Fki0BLvG+Tg4sycO/P3dywTAZkvO9Gjw8/uWGIrzN9er65cf5o0PHkPCFghZIWRBDSW5I+R9hOT1j4ThvcZVSRGHT0SAzu2lCTrddWvkeG2ptG75mfEt8zs9wqJLwtdvCHMCovIlce0Zl5GZV5EVF+xybX+eofDn0n1ydudTCRO66grjxvr2Lot779haKQfKX5WnVh4SlvYJC68Ij3hE5YuofJGEPTR8+egdP8Dyx/qM8bTMy/j8+mnWUVMmAC2b10vAn0lHbYm0bdVZmF78jjq1Y6VhhCPzY+wWH13+LJ36oAXCZgDkPZW8is68gcxyIQ8NIPl+Je2/WSbHXqgyFj3krLuzLReV9B+0x3jvFvIjBv1Jq4jEnIyRFOGVeadom/wpAIfX14st6xMAenc8Iy0bNxrGdNeNlOpzv58nptVNwoq/iztgh7CeeAxZUCjD++RlTBu5nCgNOqdcouHJNzCfU9L05d+RlqYb8KWStxWmETJiCZ1+9HmGwqk63dGsJ2g26DfmjEXbQ35EpcBQBNxe/a7vdpnB6yDVlcngog9V1p4CWXojm8B/HqRn/McUpw9SdfWr4HOANw0Go09/KhzMubsfk1kBxGQG3yC4PODyaATcqfqCngy9eTPBk4nyZCG2KRD6jA7uc4DfDnsL7v3XTNMgPKT/ZPiDJLnr24wmmgOUHcIpULPyrv62xjTglFlnZ9JVJA48YI2/aget8HzdXYHGyp1PPJ4pxn+eNx0Cdig6fM/A9y5/mH1XNeB28j9uSbs9IoGpgwAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGBUlEQVRYhdWXf3BU1RWAv7vv7Wbf24XWBK1pBiSEImgxYlq0GZymoRWqDjBpsVVaU1QyhSKgDaZ/dDoOtjMyWvwRKhoERAREHDqjFbHaBMkSJKBUI2JBbZpRIzYIE7K77GbD6R939+0u72WZaaed6Z3Zefede+75zj333HfPwvlaW6mcV+c/aKrg6O4yDTcEDAUGEFB6lqm0fNLHhW382w448DTMl36a6H7GIX/umAJfxlkFfsCX1jMUGB+4eL6CcDNt2FAaZJI1boLpM7JwgxxQxtEc+KAfTlW6ttPtQC4815hjHKp8QQIYPPpKLb/q+gYNf5sMpd3q9qOTqO4t0yvPOGWm4fEiiNpwbHqeE75h4ZmQ+vX7BRKAr/eoRZ9exrPRCpIT/q4WLV6n5sRKaJn+ogJo+KyUJWtvpLg/TFkyoOcnAhALang0BAM2dPzAcSJ/T/aUCobPtfJvJkpY+elV1M5e79rDD7tqpWJyq0v+9ivz5N4Rx/njpV9AzIKYDVEL4gEdjVgQZq1T+RHwgH85EeTx3kpPOIAXvK25USpnbFb1WyZi9dswENbwWBoctSAe9NiCTOj9Gj77izKeef4GqmZtVACd237mSqKOzUtcsqLifgDmrF6tIocnMO3ESIjmwDPRcDlwTsJ9X11A8eWDzvDUHz3lWm31vEfzZIfb66R6Xosjq7pxvbq/70v4c+ExCxJFXhHIHpuv9pfw82+/rJIDAdrXLnVWeWjXrdK+rtF579xxuwDs33qnAFx+7Q4Hvru5QQCmzXlSDc7YpLQDlk7IuA2cm4TvjpbM2b1jzwyeXLC24FeurblRzJDJtbfdn6f35gvzpWrWhjzZhh13yPwTF2oHTiroG4LV955j/8ho4egY4cMxsmrv9wTg6MGZnndBa/PyPPnejcs99d6P6CPXfaRGvrauSfjNfcKiFcPcL0fHCB9dInSPcSkc2nWLHNzxC5f81Qd+6chaH2kqeHFdctevhYUrhPoHHT3PHKjrmeCaPGXmFnU2lXLJj/eecvq1S1cOu2V7WpZK48ik/hAN2FlknpYhYPqIGSk6ti6U4vH/wPCnOHFsLNfMbVFTb3rCAbQ+fI8c//wkQ0PC1qYGGRUO4x8FgfBZAtYZ4n1hDDtB9a3NCsBnwaUXA2+NdE6Au30yVjheLj/ZeX3BULat8d7vTOt8fuHw47WbhG89V2ALfMIz1+90Vno4MsdtLJHttv4+60xkve5P/eGa4U9P1IaBkPOar9hXLhhQjMHO7nFcM+XPLkMdm+6W6p+ucuR7198lyUE/Ej9L7bIHhwXv27RYXnqvjN++cCXELfioxkP3ZLlwepwQq5DKT6pcK3/ntR8XDP3ejXcPO/7cnQ+JMfllofx14SudHnqnxmp4vEJIVAiD4xylNzbXO/33983Om7x/22J5/Q/3OLKuv9zs9Pc/u1DaW3LypSwijDogWO96OBAt1/BkhTA0XkhOlBX76uStP9V7rurtXbcIQNuaxoJRaV25SP766lz5znVbhJKDQvA9MVW3x5xEeRaemCicqhR6r5amjmwStm9Y6prYub3BJduz2n0K5s7cJqroiJiqR8L806MgSVYIpoJkunyKByEaQsUs7nvpCmouGiAlJjULVuUlT/eRGhk7abcrod58sV6UT7jqhqcVdpeoIT9GIkQYiyBBPiOs8h0AiF8mumKxdPkU0xXMqNNBHjOS3DR9+3lL8MiG5TJt/gNZPeuwqCETM6nhISwsZXFMlIcDAB9Xi4YHdfkUC+poxC3oD9PUF6JuQg9X1+mbMrJxmSROCtOXPaI+OPRdGT/ltRx4l/hSRZiDGm5jYSldCWUccFfFueWTc3+nf8kAKw0fNx+4GBb8Tt/19Q+rAz0lAFxx2xIYHRFK9wmhd8SXCuIfDDMCmxC2C+4dAYDIXCFWpFcdD6a3woLTAfg8pZ8xC/rtrJP9IUikq54BG98Zm0AqxAgsLCyKVMAF944AwLTtSpdNAW0wEYBYAHoHYcBMO2OnKxsN5Ez6eTqEEQ8RTIUZiY2NPSz8f9LGI//VP7f//+1ftwdoX3fA0FUAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGcUlEQVRYhbWXe2xU1xHGf+c+du/uem3jBjVtFUxQVEETImxKbKBAaUxIrJBip0CJ1BbV0DSAjLENbRBVoz4UFWISYTtxQmjog4ooMpQQ8bKTgm02juNHKzWAGkEapakBt3Kwd43XeD394+7efXgdrLQd6Up3z5mZ75s5c2f2KCYjZ4rEedcAXYEOFDapSdl/itzaQQw8BqypZBIqunbvic9EZmKjGLCKgUWBNZVAJIGQFiUU0819fVKEjE+lpqcCpIInrgOaFrfrLRFbR2DqkQnJpN8IFAloEwKvi2icM8d4HwFLt21mHFOLzn9bWqeE0UUnYo4lZylGUo+SNA+piTOQGElixEBdz53cnTHCgZKXFECgZYMsWLxPAezqzaataRqXvMP05vRztOhK+iyixaHSEtABlwamBobGnZpOLV6YfVxt/k6d0iJ+TtZsEQC3b8gxMzyjbNuyQzVs+Jna3G9x35AJhoo+ti9uGhAyoW+DTEzA1O1U6Rpoig9mv6HyP7qdN1+uFoAl36pR2XnXba4JBOYteNk5Uu/nB+j4wh+UE3XEgJALQm4IemDQO0EG/losNluFX9MoumkBsLC4TkXCEUet8BsHFMCcmfECCzQ/4fQLT+6A/eI6pNZeiYIHLRj0wIDPJtCxU8YX4fliQdms88fc1L5/O947Bsib87txuueOV8jC4ueS1luPVMmikhoFcLq+SqypsHh1jeLvm4QRC4ZNCOv2M2KkyYCh2edvQPfMRrVwRb2Kgbc0/lgAut75vthZeW4cKSPzhvP+wKYaFR6KQkyvVwy6IWhC0AVBNwxaKQQuPyyY9tnfE7aSoz1WJUb0vOcW/NoBPrG7ShL15t//fBKpZet2K4CTtVvlrn6FTcKy6yCUSkCzwV26Rs0/b6MzUCYAgeMVotw3UTI2LmEPbasZl4WuwHqHVHvremk9vEWy7v03a/190QL0REm4Uyw/XilcKRWuliRF1Xa0Wkgjp2srnfW3XtmWVgfgjacq4nsHnhcaGoSna4UfPZNic7VU6CuV5X33T+gsVdoOb3d0m/ZU3tpuV53w5B7hB0+n9IG+Eok1jFwtDEBXxzq76C4+IgBnXquU0/XJIGMRRdsRuziXVe4ZdxydF1ZKZ88a6Wovk7N9s2TawD/gchB6b6Zo9j8qfLJKGFwthFanjaT91NZ4tC9UTTpLSbLi50LRLmFJjUDiLDD0+MhNiOPswcclM/8qebP+qAqXP+vsWDnxgjz1bKXobvDPGqJgaUO8MZ3aJDKq4flckPzCV+z1/gwYdkPnRoUDFVolaLHpp3FHBA6dc0EoC8MfpmDpi47TrrfLZO78/arjT0/IfUtfSDtN3235ocxb3JC0FzheLu9ei7Bl9xwYdsGl7ymI1YCpRQeGDuh8FHFR7/Kx8JG9KgYeOFEuAHPn71cAE4EDjA6btDRuTzqivhOz+deAYAa9MOBx1m0nkccE0WBEgxEDwqbdMnPrVFNDtaCEZY/b33vr0QqxckKM3fBQ8MDeW/7rad5fLkVlUT3/EWHUtDEiDyZkYCQ6Ip1h4YVBHwu6t0r23f0Y/rhDpXTmLdqnJgJvb96YFHnGjBu82VguBXe9KmrIizWc4YAny8cbhUsVwnvbhe4dwts/Ec4+leSs/UyZ87vtmN1cui9+01nreK80bWNq6Vwl98x8TTIJyG10JPmM94EBn302QVf8GbSg0f5c3mneKJ9cyHLUv7bCHkTaqD0zTu3dJGO9XwKg+aVqcU8NO7orC8u5dnE6OWSQhS8p7uRUtP5UCBvxOgjH6sGgOtTHM5U7x6Xuzz3flTl5v7Xr41i5RIIaX19rk+vpXid5+QfUNP4iXtx4sOhhepKP5GEUjE6qQSs+sa4JfBhi3wWdrFL7SAJvxYdNDBzAm9vLcK+99as1u+UX6x/ly5yXKfjJJpPslOjHE3hoh2LYhDVbFUETPhyCD0JwOcj13gjXr3tZsvlJ2fn7aY7Ji03LHTInf/NV+q76eXjG67Lv1WL+1v0VppDJFPzkkIE/DYHJ3WaKfykEPXZGhlxwww1DbvtrGdWxIh5cmGQbBuaoF0803R7c2Kl3YeFCQ+MgKgnzs93tcg4LAx5cY27cYzaAzwG1HFAPbixcGMq+OxwUNQ7vv75cfpFu8eEmAx/eaMRWlICpjAmB/2cEEmU518WDC5+ybgn8f5XHkEmP6v8AleFewmc1IXEAAAAASUVORK5CYII=) 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,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) 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,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) 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,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) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFgklEQVRYha2Xe1BUVRzHP2cBi1FJtBxrJidHy5pK5ZEWaYpTY81YVqaOmlpBCuYjULBGa3SsGbOwl5JKWVlJSU0vsPCBysPHKqKhEZJpmGU2FYKIIPDtj929y2VXdmv63dm55579Pb6/x/mdcwz/gRayUY2EU08EF4igjm7UucfNQAlhJlhdjv8CwEEzYACD8NgyyD2Ko0H+Jf8HAMtYLQcg948277Y0hNqgQPwrAC+zRAb5MWjazQmDGMyfAUEEDWAJUyRaA3DZU+/wGxs7hQZiyOJOnSOSOoRx59zQQgajLWvTxmxV4/6+1J/qSvuEDOG09tLrkkXZYQQ+iUDGNLn9MrRwgQUkmb8/7crUA9ssS1ekVJN7qo8pIcx0STiNo1cLapOq2zgZdFFatOl6lBOJ1jliLOGEvDy/iuYWb7DmJ5TvscbDup/UYH7TbVQrlp+CB1ESh/JvRDk9vPFMzZmp2UUfBa1kfsHbArgj4rhi3QBi+MFH3icF5Y8gRyhgoHLuLABSvn1RK8ZlmjeHTTajKiuDAtGqi6Tkv6DdtX1MaOcLlifRHLbJ2wBUJyOHA6uYFz2/0qTueFshYVcwf8vrAsjv39/MKN1kU/J0cY7te0K5U41NNbw6apFZkLdYe+pvMI5OXpYoDvo6UbsUnZqFjoxHu4ejNQvjbUwJzi+D8jyl5GMbX1rhBj1WWqAhkUcVTYWiOawoDmoQTuHxVatQ3V9Q+zucPQNnT0NcIWbMkTJ9eXOUtYRSCrP16l0Tg+7z8ZU/anv/fhZ/TOj3UnMrohnRhGh2p8B4dUou4wC9aqoAGHH0uAA8xhP3uFbD/IIsm7eJpVus7+S9uTbjTzrzFBLur4sCyjSqXYp+eQodHtdx+3pmp2slpBd9YONbUPihAGbuy7XN33esSgBTy3YIIIpyKwUD2SW/AKaUFWve1jc0Y1+uUgtWCyClKNsHWPqOd2R771wvgNRdOZd0oj0AhzKNJCG5wt9qHPRo/IOMu+eYy86dYsXIJAPgaDnvGzk1ArB8RIJJK1il5cOnGoAVceN86mTuznUWKLV5fFuxxGu3P2QA3oifYSnKGJFgANKKXFW+oHC9Xo6faf1vjO+2Mq/YxTtv21uqv/wanv56mW9klGnUugqdXYJOJqODE0K0ODtJAJMPFQvgvqqjNsHppd+4QbznLsY1rrf7O33nOx2mYBBlGsheDaBELgArXQCqk9GhcUZfTLpWAInOfJuiZKe3AbUvtjS38cT9m23z8VWuPWDGjmyrCG0APFSz2AXgu4dRyVDflXBPVeDNJLHMuwxTi+wNaXRBuaKpUFsAt1IiW7FUJ6GaM66GdO4M3FuFmba/QFc2nCBj2BNBNyAPPe78Su8OfsCSi6ZCribkaUQX7UXYe7X7bCVoiOzO+COlej92pAmrOQ7A7PwMPVpW1GEkpju9W3Zk7Q+kbV+r5HXrFcOxdnKG7xjq36miO9BXt4RrxZiR3pBuXq5Ud7EFonsrqyy+WZ+8JoAYjimaCg2iXAM4EFhPXl/0cddOymKoxTw/SAAAs3dt1Jw18wQQy8/yAIhqtx13SNldO2stI/QSD2pRz0RLcOyR/dZ4Trvdz0MT8l08g/lVHgBRVAQ+kLSliXX1RhgchBB2xvAKr+i5Ph/qs5tjrdy1NjdY/JNy92ls0iEBnBjVlyH80ab7Gcq4ySfnQVX2csaqkZ6E048munGWCOqJoLF3GMScJ+tz1wk5jhZBM+Ki++eq+BYaKeU6v7YCHssBWgixsAqH9ai6Mw3VV3M/v6meCJrAdnMQ4OTqDp0M6mLyLBuNg3BLqZ18b0Ve41cFjHDQN6OFZJhWd8AC3QsB9hIZVHr/1d0wnbnGmw7/N2Mw7KZL0F3zH1JR1nSbBabMAAAAAElFTkSuQmCC) 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,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) 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;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur76512 2.6666666666667s linear infinite forwards;
}
