@keyframes rwdcur77891 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfUlEQVRoge2ZT2gcVRzHf7/fm9lKDyXseiiyKWkPRUIJxYPeRD30UCTUECr+AUEQUQ85ePJQRDyIlCD1bA09VKkx1INgFXspVEQCjcWThP5Jl3RrMjO7O5Od2Zk37+uhu3GzbDYp3XZW2A88dnm7+973M/t+w8wboiHZwkRE169fP8LMk0qpWERIRJYOHz78a9bhdoO1tLSUI6KImZ9TSk3mcjnSWldu3LjxqYh8NTY2Vss6ZC9ERPYz87tE9B6AV7XWFdu2RyzLmhWRuVKptC/rkL2QiYmJFWYuish5IvqHmd8yxtREhGzbnlJKnS2XywMrIUREIrJgWdYLInKRiLSIvAZgkZnJtu1p27bna7XasYyzdkWar5eMMX/Ztj3CzOeIaC8zv0JE3ymlKJfLHbMs60KSJCcyzNoVISIaHx8PmPkTrXXNtu0nmXmeiE4T0UcAvldK0Z49e0YsyzoL4E0AT2QbexuWl5enb968WS2VSiiXy7h37955x3HG6vX6+1prD/8xD2Aw6+LWrVsnV1ZWbpfLZTiOA8/zfvJ9/3kAkwD+HxJ37twprq6uLjiOA9/3Ua/XvTiOjwM4AeB2m8QCgGeyztuVu3fv5tfW1i76vo9GowGttQPgZQAHAHzbJuEAmMo6b1fW1tbynufNBkFQbYbdADAH4BCACx0SA3eG2iQIgqkoiqptgc83JT4D0Or3AHwBYCTrvF0Jw/BkHMftRXwBwJHO4jbGzGutB7O4G43GUa31xY6lc7wp4TQFEIbhQhAEg1ncjUZjJI7jTYk0TR2t9XEA43EczydJgiiKUKvVnEqlMpjFHUVRPgzD2TAMq1prRFHk1Ov1z8MwPBQEwXy9XsfGxgY8z/Nd151+lFn4YX4cBMEUgDml1D4iIq31N0R0ioieNsYIgByAcj6f/60fYR8J1Wp1ulKpVH3fh+/78DxvLutMD4zrusdc1/25Wq3Cdd0N13UnHtfcsvNXdiafz/+C+3dzP9i2vRfAG/0Ydzc8VA10sr6+nieic8y8n4heLBQKQT/H70ZfBYiI1tfX9zLzJBEtFgqF5X6P/9iYmZlB1hmGDBkyZMiQgWdXlxKLi4uHmPkUMz8lIq2HINs2pRQppciyLFJKkW3bZFkW2bZNSili3jqt1pqSJCGt9d9JkpwpFAorfRVoSjwrIh8y83Qul2vtavcUaBdpySilSEQ2JYwxlKYpaa0pTVOKoqiktT6TpunXo6Ojbt8EWly7du0lZv6AmY+KiOkl0U2m9Q+0C7RJSJqmVpqmkqbpH8aY0wcPHvy9Vx5rN6GvXr1aFJGiiJgkSSoicrp5G2kA0HZNRLYEbMm1LyFjDAEgY0wOwDIRlQCIMcYyxkQ7ZdtR4MqVK683N7AOANhy5IjuL6P20K3+Towxm+E7a6D5+SUA7xSLxfpOmXYlcPny5RFmngXwdvvErdatr7N1Amy9wmZmStOUAHzJzB8Xi8XKg4TvKdDcIvzTGDOTJMmWtd4S2K6v2/secqvM/OPo6Gj8oOGHDBkyJHv+BYd2JgWuIzcHAAAAAElFTkSuQmCC) 1 3, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEWElEQVRoge2ZP2gbVxzHf7/fu7sEE4KQO3gwxXhwggmmlEI7ue3QDKGY1BiX0kDpVNolc4ZQQodiQijdG5wMbnFdkw6B/qFj8GAymFA6BJM4jkiUWHcn6c660+nd+3ao5CqqYsVEiVTQBx5PPD29+3zf3e+4Q0QDegsTEd26desEM88opRIRIRHZmJiY+KPXcs+CtbGx4RBRzMxvKqVmHMchrXXxzp07X4nId2NjY+VeS+6HiMgIM39GRJ8D+FBrXbRtO2NZ1iURWczlckd7LbkfMjU1tc3MoyKyRESPmfkTY0xZRMi27Vml1OV8Pt+3IYSISERWLct6R0SuEZEWkY8A3GRmsm17zrbtlXK5fLLHrm2Rev+rMeZP27YzzHyViIaY+QMi+lEpRY7jnLQsa7lWq53uoWtbhIhocnIyZOYLWuuybduvMPMKEV0konMAflJK0aFDhzKWZV0GcAbA4d5qP4XNzc25u3fvlnK5HPL5PB49erTkuu5YpVL5Qmvt419WAPRnXWxtbc1vb2/fy+fzcF0Xvu//EgTBNIAZAP+PEPfv3x998ODBquu6CIIAlUrFT5LkFIDTAO41hVgF8Hqvfdvy8OHD7M7OzrUgCFCtVqG1dgG8D+BVAD80hXABzPbaty07OztZ3/cvhWFYqsvuAlgEMA5guSVE392h9gjDcDaO41KT8FI9xNcAGuM+gG8AZHrt25YoiuaTJGku4mUAJ1qL2xizorXuz+KuVquvaa2vtVw6p+oh3HoARFG0GoZhfxZ3tVrNJEmyFyJNU1drfQrAZJIkK7VaDXEco1wuu8VisT+LO47jbBRFl6IoKmmtEcexW6lUFqIoGg/DcKVSqWB3dxe+7wee5829SBd+nh+HYTgLYFEpdZSISGv9PRGdJ6LjxhgB4ADIZ7PZtW7IvhBKpdJcsVgsBUGAIAjg+/5ir50OjOd5Jz3P+61UKsHzvF3P86Ze1rGl85TOZLPZ3/HP29zPtm0PAfi4G+s+C89VA60UCoUsEV1l5hEiend4eDjs5vrt6GoAIqJCoTDEzDNEdHN4eHiz2+u/NM6ePYteOwwYMGDAgAF9T8dHifX19RFmvsjMmfqfH/s2pdReb1lW28b85GG11qK1LgM4NzQ0tHWQAFanCWmafuk4zhkiImbu2JrnEREBIABkjCFjDKVpSiKy970xhpiZ0jS9cuTIkQPJdwxw48aNSQBv1Wq1LRHRDZFOZ6FZVim112utSSn1RMD63Mcicv6g8h0DGGNuE9HbzHw4TdM3ACQi/32FaOxya2uEaQRoBGy+hOqbIlrrkVwud3R0dPSvgwR4psfptbW1DDNfVkrNEtGeRLvd7zTevPut4Y0xxTRNrwC4MD4+XuxagHqILDN/y8zztm07T5NtHmv93For7UIQEcVxfB3ApxMTE4WuBSAimp6exsLCwnsicrxVfj/x/QI0pI0xzWfCAXD92LFjtw/iN2DAgAEvn78BcVcZRpKw25kAAAAASUVORK5CYII=) 1 3, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAETklEQVRoge2ZT2gcVRzHf7/fm9lIKmXZ9JBDKUuhQUIIwUuhB9FLDkFCDaEqCuJJ9JKTBw8epIhIKeLdEnqIUmNID4JaBE/JpT2EIuJh6Z80tJsmM7O7M5mZnX3zvh7MrpuwzW5o2t3ifuAxs7Ozb76f9+Y3zGOJ+nQXJiK6ffv2GDNPK6USESERWRsZGfm92+E6wVpbW8sQUczMZ5VS05lMhrTWpTt37lwUke/y+Xyl2yEPQkRkmJk/IqKPAbyttS7Ztp21LOuyiMxvbGwc73bIg5Dx8fF1Zj4pIgtE9JiZPzDGVESEbNueUUpdKRaLPSshREQismRZ1usiskxEWkTeBXCLmcm27Vnbthcrlcpkl7O2RHa3vxpj/rRtO8vMV4lokJnfIqIflVKUyWQmLcu6VqvVzncxa0uEiGh0dDRg5i+01hXbtk8w8yIRXSKizwD8pJSigYGBrGVZVwC8D+Cl7sZ+AoVCYfbu3bvljY0NFItFbG5uLjiOkw/D8BOttYf/WATQm3Vx7969C+vr6/eLxSIcx4Hneb/4vv8agGkAL4bEgwcPTj58+HDJcRz4vo8wDL0kSaYAnAdwv0liCcCr3c7bkkePHuW2traWfd9HtVqF1toB8CaAUwB+aJJwAMx0O29Ltra2cp7nXQ6CoLwbdgfAPIDTAK7tk+i5J1SDIAhm4jguNwVe2JX4CkD9uAfgGwDZbudtSRRFF5IkaS7iawDG9he3MWZRa92bxV2tVie01sv7bp2pXQlnVwBRFC0FQdCbxV2tVrNJkjQk0jR1tNZTAEaTJFms1WqI4xiVSsUplUq9WdxxHOeiKLocRVFZa404jp0wDL+Oouh0EASLYRhiZ2cHnuf5ruvOPsss/DQ/DoJgBsC8Uuo4EZHW+nsi+pyIXjHGCIAMgGIul1s9irDPhHK5PFsqlcq+78P3fXieN9/tTIfGdd1J13V/K5fLcF13x3Xd8ed1bWl/SntyudwN/Luau27b9iCA946i3054qhrYz/b2do6IrjLzMBG9MTQ0FBxl/604UgEiou3t7UFmniaiW0NDQ4Wj7v+5MTc3h25n6NOnT58+fXqetq8SN2/eHCSib5l5ePfPjwObUqqxtSxrT7Ntm5RSxLz3slprqtVqAuDTY8eO/XUYAavdCWma5pj5HcuyXmZmateIaM8+gEZL05SIiESk8b0xhowxlKapy8yPDxO+IwFjzJiIuGmaFgGQMabtLDSFIqUUpWlKWmtSSjVmoIXAujEmfBYCN4joLIAJAFpk7xKieYT3t7pMXaQu2HwL1QfFGGPVarVTRPT3YQQ6ep1eXV3NEtEfSqkJZm6EaDX67Y43j/7+ATDGlIwxH+bz+eudCnS0Ijt37lwJwJdpmob1AM1hDqqHZlrN0p4wItk0TS8WCoUTnQocakGzsrIyKSIjrUa6+XOr/SfJ1SWMMXUpC8DPZ86ceXEXQ3369Pkf8Q/cLCAInO9UoQAAAABJRU5ErkJggg==) 1 3, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEa0lEQVRoge2ZQWgUVxjH/9/3ZlbJQeKmiMIaggcpQULppZ5Ke/EgJWgaLKWFFnoo7cVzDx6klFKK9NRbJViwRdPUFgq1pSBF7EWFYD2GqDGYtcnM7O5MdnZn38y/B7PpGtZkg9FNYX/wMczMe2/+//e+b3jDAD26iwDArVu3DonIqDEmUVWo6vTBgwf/6La4TnCmp6dzAGoi8ooxZjSXy8FaW5qdnf1UVb8ZGhqqdFvkeqiq7hWRDwF8RPIta23Jdd1+x3HOqOrE/Pz8rm6LXA8dGRmZE5GCqp4H8I+IvJdlWUVV4brumDHmbLFY3LYmFABUdcpxnNdU9RIAq6pvk7whInBdd9x13clKpXKky1rboivHy1mW3XZdt19EzgHoE5HjAC4aY5DL5Y44jnOh0Wgc66LWtigADA8PRyJy2lpbcV33BRGZBPAlgE9I/mCMwY4dO/odxzlL8l2SO7sr+wnMzMyM37lzpzw/P89isciHDx+e9zxvqFqtfmytDfgfkyS3Z13cvXv3xNzc3L1isUjP8xgEwa9hGL5KcpTk/8PE/fv3Cw8ePJjyPI9hGLJarQZJkhwleYzkvRYTUyRf7rbetiwsLOQXFxcvhWHIer1Oa61H8g2SgyS/bzHhkRzrtt62LC4u5oMgOBNFUXlF7DLJCZIHSF5YY2LbvaFWiaJorFarlVsEn18x8TnJ5vWA5Fck+7utty1xHJ9IkqS1iC+QPLS2uLMsm7TWbs/irtfrL1lrL61JnaMrJrwVA4zjeCqKou1Z3PV6vT9JklUTaZp61tqjJIeTJJlsNBqs1WqsVCpeqVTansVdq9XycRyfieO4bK1lrVbzqtXqF3EcH4iiaLJarXJ5eZlBEIS+748/Sy3yNJ2jKBojOWGM2QUA1trvAJwC8GKWZUoyR7KYz+f/2gqxz4RyuTxeKpXKYRgyDEMGQTDRbU2bxvf9I77v/1Yul+n7/rLv+yPP69m6cZONyefzv/PR19xPruv2kXxnK8bthKeqgbUsLS3lAZwTkb0AXh8YGIi2cvx2bKkBAFhaWuoTkVEANwYGBma2evznxsmTJ9ltDT169OjRo8e2p6OtxPXr198XkeOqmlNVu/IT5IlhjIExBo7jPBau68IYA5HHH2utRaPRgLV2Jk3T07t37y51asDpsN2PAEDya2NMHwCIyIax0gckkWUZ0jQFAKjq6v0sy5BlGchHO49GozG4sLDwwb59+zoysanN3M2bN8dE5FMRyXWyCq2r0RqtBpsG0jSFtVbTNN2Zpum3JE/t37/fbomBa9eu7VHVAyJijTF5Vc2as7iRkVYzzWhNoebsp2maAzAHYNZa6wwODnb0a2vDFLp69eoekj+TPCwij6WEqq6et15vR7N96+wDWE2dLMuqAN4sFAq3OxHeZN0vsitXriBN08+MMYfX5nermPVqoJW1ZpviASBN04uFQuHyZsQDG6wASQXwZ5IkfzfTpl3qrHf+JLOtpgBYAL9sVnyPHj16dJ9/AbnHCTGVDXWOAAAAAElFTkSuQmCC) 1 3, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUElEQVRoge2ZT2gcVRzHf7/fm9mWQsqykVDaRkIPRUIJ4sWLFL30UCTUECrFfwcPopcePIgHDyIiIkXw4sUaeqhSY0gvYiviIVgv6SEEj6F/0tBuk8zM7s5kZnb2zft6cDdOwzad0LSzwn7gscvbmfe+n/feb5llifoUCxMRLS4uHmPmcaVUIiIkIgtHjx79vehwebAWFhZKRBQz84tKqfFSqURa69qNGzc+E5HvRkZGGkWH3A4RkQPM/B4RvQ/gda11zbbtsmVZ50RkamVlZX/RIbdDxsbGlpn5sIhcJKJVZn7HGNMQEbJte0Ipdb5arfashBARiciMZVkvi8gsEWkROQPgOjOTbduTtm1PNxqNEwVn7Yq0X68YY/62bbvMzBeIaB8zv0ZEPymlqFQqnbAs61Kr1TpVYNauCBHR6OhowMyfaq0btm0/w8zTRPQVEX0M4GelFO3Zs6dsWdZ5AG8C2Fts7IewtLQ0efPmzfrKygqq1Sru379/0XGckTAMP9Bae/iPaQC9WRe3bt06vby8fLtarcJxHHie96vv+8cBjAP4f0jcuXPn8N27d2ccx4Hv+wjD0EuS5CSAUwBuZyRmALxQdN6u3Lt3r7K2tjbr+z6azSa01g6AVwE8C+DHjIQDYKLovF1ZW1ureJ53LgiCejvsBoApAEcAXNoi0XPfUJsEQTARx3E9E/hiW+ILAJ1+D8DXAMpF5+1KFEWnkyTJFvElAMe2FrcxZlpr3ZvF3Ww2n9daz245OifbEk5bAFEUzQRB0JvF3Ww2y0mSbEqkaeporU8CGE2SZLrVaiGOYzQaDadWq/VmccdxXImi6FwURXWtNeI4dsIw/DKKoiNBEEyHYYiNjQ14nue7rjv5JLPw49wcBMEEgCml1H4iIq31D0T0CRE9Z4wRACUA1Uql8tduhH0i1Ov1yVqtVvd9H77vw/O8qaIz7RjXdU+4rnu1Xq/Ddd0N13XHntbc8uhLHk2lUvkN//6au2zb9j4Ab+zGuHl4rBrYyvr6eoWILjDzASJ6ZXBwMNjN8buxqwJEROvr6/uYeZyIrg8ODi7t9vhPjbNnz6LoDH369OnTp0/Pk+tRYn5+/m1mPiMiuv0HyLZNKUVKKbIs64Fm2zYppYj5wWm11tRqtSRN06sDAwPf7ETAynndFQAfKaVGiYiYOVcjIgJAAMgYQ2maEhGRiGx+bowhYwwREbVareOrq6vLQ0NDl/MK5H6Ym5+fn2Dmz0XEYuZcu5DdjWzLCnYE0jQlrfXeNE3/NMa8dejQIb1rAteuXRti5hGlVFlETCdkHpGsTPa+Dp3dMcaIMabBzIsHDx4M8y5sriME4FsRmegch86kIkLZvk5/NzrXZ1e/IwCAmJmMMd8PDw+/mzd8LoG5ubmKMeal7NZ3Vj5PDWxZiIfO0z5Gv+wkfC4BrXVNKfWh1rq83dHJ9nV7/zC5jhQADeCPnQr06dOnT7H8A68H+KL8ibTLAAAAAElFTkSuQmCC) 1 3, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAETklEQVRoge2ZT2gcVRzHf7/fm9lIKmXZ9JBDKUuhQUIIwUuhB9FLDkFCDaEqCuJJ9JKTBw8epIhIKeLdEnqIUmNID4JaBE/JpT2EIuJh6Z80tJsmM7O7M5mZnX3zvh7MrpuwzW5o2t3ifuAxs7Ozb76f9+Y3zGOJ+nQXJiK6ffv2GDNPK6USESERWRsZGfm92+E6wVpbW8sQUczMZ5VS05lMhrTWpTt37lwUke/y+Xyl2yEPQkRkmJk/IqKPAbyttS7Ztp21LOuyiMxvbGwc73bIg5Dx8fF1Zj4pIgtE9JiZPzDGVESEbNueUUpdKRaLPSshREQismRZ1usiskxEWkTeBXCLmcm27Vnbthcrlcpkl7O2RHa3vxpj/rRtO8vMV4lokJnfIqIflVKUyWQmLcu6VqvVzncxa0uEiGh0dDRg5i+01hXbtk8w8yIRXSKizwD8pJSigYGBrGVZVwC8D+Cl7sZ+AoVCYfbu3bvljY0NFItFbG5uLjiOkw/D8BOttYf/WATQm3Vx7969C+vr6/eLxSIcx4Hneb/4vv8agGkAL4bEgwcPTj58+HDJcRz4vo8wDL0kSaYAnAdwv0liCcCr3c7bkkePHuW2traWfd9HtVqF1toB8CaAUwB+aJJwAMx0O29Ltra2cp7nXQ6CoLwbdgfAPIDTAK7tk+i5J1SDIAhm4jguNwVe2JX4CkD9uAfgGwDZbudtSRRFF5IkaS7iawDG9he3MWZRa92bxV2tVie01sv7bp2pXQlnVwBRFC0FQdCbxV2tVrNJkjQk0jR1tNZTAEaTJFms1WqI4xiVSsUplUq9WdxxHOeiKLocRVFZa404jp0wDL+Oouh0EASLYRhiZ2cHnuf5ruvOPsss/DQ/DoJgBsC8Uuo4EZHW+nsi+pyIXjHGCIAMgGIul1s9irDPhHK5PFsqlcq+78P3fXieN9/tTIfGdd1J13V/K5fLcF13x3Xd8ed1bWl/SntyudwN/Luau27b9iCA946i3054qhrYz/b2do6IrjLzMBG9MTQ0FBxl/604UgEiou3t7UFmniaiW0NDQ4Wj7v+5MTc3h25n6NOnT58+fXqetq8SN2/eHCSib5l5ePfPjwObUqqxtSxrT7Ntm5RSxLz3slprqtVqAuDTY8eO/XUYAavdCWma5pj5HcuyXmZmateIaM8+gEZL05SIiESk8b0xhowxlKapy8yPDxO+IwFjzJiIuGmaFgGQMabtLDSFIqUUpWlKWmtSSjVmoIXAujEmfBYCN4joLIAJAFpk7xKieYT3t7pMXaQu2HwL1QfFGGPVarVTRPT3YQQ6ep1eXV3NEtEfSqkJZm6EaDX67Y43j/7+ATDGlIwxH+bz+eudCnS0Ijt37lwJwJdpmob1AM1hDqqHZlrN0p4wItk0TS8WCoUTnQocakGzsrIyKSIjrUa6+XOr/SfJ1SWMMXUpC8DPZ86ceXEXQ3369Pkf8Q/cLCAInO9UoQAAAABJRU5ErkJggg==) 1 3, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur77891 1.3333333333333s linear infinite forwards;
}
