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6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAINklEQVRYhZ2WeXCdVRnGf+d8y/3ukntv9qRJmjRp06YWhpbCFCjIMMC0MIBilTIgjAg4shZFWkahLKJTFlmGGXesLDKMikVEUYdFWovUYrG0kCIEpknTtNlucvdvOcc/0rTJTWKL73/nPec5z/Mu5/0+AWimmpi4CJSqMqQcCJRKAnMNKbdPg5lk39zw1Xur6yuqcsPeP++5+ZEnZjonphEgSg8FSmFIiR8Ey4UQvYaUXTNduObmG+3kCcFDRkTdEC2LYgsHf8h6cs1ld135fwsAUEpJoE5K2Tvd/tVrLmspbzfPCyfsm6VJuxIegQqwTJsKu97ftzPVtuE7j+8txZnT3KWnEyGlVMAk8qtvu7zFrndvcWJylR3Rs4TwKQYehpLoQ3EVvQIjasCsmZ/YAFw65d4JUU8b+Ux25fqLb3JaC+/Ha82bQjFjVhAolNJIUxwmH7dsMYNVxuoNT3/rG9MJmEh8TEKuuPPiOxNN8tGyRMgRQuAVA0zLQBozQKViINVPtNp66MFfrbt14pZx9Fgn2yVrPndmuJ4n5nesEnG7jqFUF6ZpIOTMuoUQuK6Lr10MR5y79IzjP9ry0r92wpESHLO54dwD4dolMl8WJdrUQcQ+Adfzj4qThiBfyDOSG8KPZH961e2rF8KnrPvqq77Qnm9M7znunK9g2DamkFSYEZxAUe7E0L5LJjtI38AehrOdiJLwvIKP5ZhorTnYk/vHssSKUz5VCeYsazg93tC2um7OAgKtUFpTUD55CQWpUSGbSKKapsZFNFYvoZgLyBT2Iw6FGXgBhmUghCDnFhvf+2DPjume4YxmaqfwmeOX40+YHoFWBL5LNp9jdDBN4Gsqkwma6mtomL+cWH8bYdvB1Zr+1AGG+v6CkBrfD/Ad95pPJWD5qiu+aNUkGcynJ/m1Ujy/6U1SSmCYJtWOzYXnn8j+zDCGKRGqgNIK1wzhuiGUTpPJFkGy7JibcO2PHlhaVlt1VSijuevkiwlcD7/oAiCkZNHcurGM+D7NNVE0mkAr3GBsOHkqIJvKMjiYYV9vCt9XABXHnIHaBa1rtRdw7Snn8uw1t6I/24RqqCQ9NEqkLELH4nk0t9ZTLHokKuNT8FppcoMZhocHkdah+gmRm1HAjddfF+mtqDi1fW7zkrbZtR1eWejCaxefDUBVZzdndnaz5cEvkR7JopQiUZXEDocoFj2kYaACBVojzbE+D4o+ueGRI+QAil1TBNz7i8eXDQlz7Z4iKzzDcOJNNeh4GCtsA/DieVf85oLNz6366+mXAFBZX3UYu+W1nXiB4uyVS/GLRXS2QHjTNrwLTiKIRvC9zCQuw7WemiTguZd+f9/eZLAuWijKrtfexdQBbkc5g/lRkk75WNYMWTNOXmqLjmsmGo8ghCBuRZn7di+Rj9Ndo5vfb33nnMUoFRw+K4rGttlq3k8mNWEml52b8vJSRk3OWz6Ps09rJzBAaY3v+9y59dfs+vLJZ/Qva+Cczc9NEVA1q4pwLIJWituXf57IK9v98195tjXx7/1jpIfmnixarydztSsffuRRf5IAX6mYHi2gA0UsGSNeMdZMucDFDXwG3vuQYVuqPatOY/1bv502CwDuSOYNAAc5lmE1HrZJVdWpezuspSs3Pvb0EJR8C9IjIxsynfvWHtzdncocHKU4kqcwkiM3WqD7o73EGutY+MyWvppNW5QcSIHWaKUoNS9f2Dt2ueC1My5l32nN+AUPy4yRbGmb7S5uXH+4FKXgi9afNeUfsbJiBVoponUxTkplmf9uL/0DKT5e0sTBZR2IkI1WGmkciUdlckTSebQQ5OJRBrsGyA2nKastJ96YyPU/v7nhZ4//OGUcjRxgTnOWkf7EB4XRfHlvJCTqQiYLojEq+kYJ7+xCBR5lXb3EPuwl3H0AayCFaxq5fCQkCpYhs8N50vuHMEMhAtfHKY9Zojy8+63f/XmncTTyhQvqAeg5sLsy6TTfVsj753ZKQdGWtFk2jZEos4cKNKV9mnIBjSMetT0pKnd1j5if9Dn7k3GZPpgGIRCHvkrSkNhlob6tz774RzkT+Qt3vyrGyd/rHOviA5k3HjAsCykNtknJw1GDly1FT9TGC1tYYRs75qAaK+lZ0lr19uJ2M+/5JJsrMUyJ8n20Ung5F4RohOl/Snnh7lcFwPcvfUaUirOjDsV0DjQY4Qg7rIDtvoeIWPiehxmysSM2oUSYRHWccDxKxAyhUgUGDw4hpCSTSqOMsRcoSwnGyWdaH+h9EcOyMCwTN5dHa43lOAgpsZwQ5c011B3fQmVbPVY4hCVNyp0Y+XQWy3H427Z3+NPbu3lza2cflDzDUrL/5ZeGgR0J4+fzPe7A0D1BsThQMaeWeGM50pRseWUHT23axva3/kN6IIWPRAhByDRACCKu+/cpAmZqxJn8QS6/yxoe+ezCUOze8tZaO1wZoXN3D2hNwVOE43G6PcmuHe8fxixZNJ950fBou9bPA8jS6ErJStf1FSsI8oW93lBqbby3/8SNP3isa/dgz6LE7Oq4YVnU1Y5NzwVts4jEYiS9IkIeaTXHcWirqlj/5MZfjsIMTXjR+rP0C3e/OqUBARoMa+Ud6257eaIv3t7UMj6EyqsShC2b5YuPQ2/eWVB5zwFAa5RShPLFrU/cd/8j41gJ09d4pqd5xw23vFzqnxetqWpxw5T5kjLboSaSIEhlX69NDbep4dTaammkWiLRzIJk+dCieXNT113/9Ypx7DETl/om2g83/vyEiurqbxuWeaavlf1J/77L1l3+tT+M73/vvu+aqeFhef+DD7ml2P8CUieKQacEvYgAAAAASUVORK5CYII=) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH+UlEQVRYhZ1WaWxU1xX+7n37m3089tjYxgbjjRgEDlFpQlsUUQSplFQJVUmJiEpTVc0G6QJEbUIJJREhC4mQulOytFGkloamtLRVSNIQUigplQPEpNQNYLzPYs/Me/O2e/vDePCMPQF6fr17zj33+87yzr0EAMdUIZMXHmMxgdIRj7EwgDkCpcen8SmSb+/42rbKmmjMSDn/eGz9rj3l9pFpCJDSTR5jECiF63lLCCF9AqU95Q7csP4BObzAe1rQ2f2+gA8yUeEmpRc3rPnB3f83AQBgjFEA1ZTSvuns92xY0xhpEW/RQvJ6KqKFEQce8yCJMqJyjXuxK9204/u7z5f6idOcxacjQSllAIrA79l4V6NcYz+k+ukqWeczCHFheQ4ERsEvxWU5eYyyEbGqNbQDwJ1Tzp0U9bSRl5O7t9z+oDo7/2EwLj6o+IUZnsfAGAcVSQF8QnJWFlIAq3e8/N1vTUdgMvBVEVn76O2Phurpc4GQohJC4FgeREkAFcq4UoaR9DB8ldLTT/1683cmm4Qrx1osX97wxaVaDfa0tq8iQbkayXQPRFEAoeV5E0Jg2zZcbkNQyfJFn53/n8MH/tkFXC7BVYutGTu1eCc1Az746tuhywtgO+4V/ahAYOZNjBpJuHruZ+seXj0XuMa6r153R4tZlzkz7/NfhSDLEAlFVNShegwR1Q/u2sjmEhgYOYNUrhukJDwn70JSRXDOMdRr/H1xaMWnr6kEsxbXfiZY27S6elYbPM7AOEeeuTApkKccTJGhhypRX9eBuspOWIaHbL4f5FKYnuNBkAQQQmDYVt3pj86cmO43LCsiV/PXzV8Cd9L08DiD59rImQbGEhl4LkdFOIT6mirUti6Bf7gJmqzC5hzD6UEkB/4CQjlc14Or2l+/JgJLVq39klQVRsLMFOk5Y9j32ntIMwJBFFGpyrj1C9ejP5uCIFIQlgfjDLaowLYVMJ5BNmcBFIuvugk3/XjnokA8tk7JcnDO4dkOXMsGABBK0TGnejwjrouGKh84ODzOYHvjw8lhHnLpHBKJLC72peG6DACiV52BeNvsTdzxcJGOR8/PDYLVViCTHIMe0NG+sBkNs2tgWQ5CFcEp/pxxGIksUqkEqHSpfoQYZQk8cN+9el80emPLnIbOppnxdieg3HrRHi3YxeY6AEBmNAfGGEKxMGRNgWU5oIIA5jGAc1BxvM89y4WRGr0MDgAMJ6cQ2PbL3YuTRNx0xsIKRxDUYH0VeFCDpMmAkyndjoqaWOH78JtdcDyGZSsXgQrF1fVcD66TLdIJtvRSEYFXD/x++/mwt9mXt2jPmx9A5B7s9ggS5hjCaqRcsgrSMa8BvqAOQghUhyIvsYKNewyMeYU1sYRjM1nzT4toZo3cnLRjUuoTccuSZiy7qQWeADDO4bouuMegnRtE62/exdZP3TGFQGxGDJpfB2esCLwAemnuUUt6K2zEVz676zm3KAMuY34+ZoFLIvxhf0FveDZUz8XI6bMIxCLMXHUT3XL0t2UzQWiZn4uIiMVuPB8f4isff357Hii5jJYuX9Y73DvYPZYxbwChKncZXMuBZdgYHU5CjYVw3Qtv90tDCZ8ZCxKuKeCcg5DiiZ7tG3r5iWVr5+Mr29D419NwnRyGqiKwUjYqmhtCrEoXj7x64I3xrJTIbVtunvJGrIiuAGcMvmo/bkjn0PpBH4ZH0vhvZz2GFreDKDI440WNx7IG9IwJTgiMoA+JnhEYqQwC8QiCdSFjeN87tT/f/ZO0cCVwADDNs5B57Uf5MTPSpyukWhHR5vMjOjAGrasHzHMQ6OmD/2wftAuDkEbSsEXBMHWF5CWB5lImMv1JiIoCz3ahRvwSiWinjv7uz13ClcAnxPLOVYTVho15013eTQksmaJJklGn+zAzmUd9xkW94aFu1EG8N42KkxdGxY8H1P5wkGaGMgAhhVJRgUIOKANHXnn9j7Qc+P6th6aUZzD7t52CJIFSAccoxbM+AQclhl6fDEeTIGkyZL8KVleB3s7ZsfcXtoim4yLcUAFBpGCuC84YHMMGCKkDpn+UFsD3bz1ESsnJPhVWxgA4IGg6TkgejrsOiC7BdRyIigxZl6GENIQqg9CCPuiiApbOIzGUBKEU2XQGTHApANBSgNLIS9eDfa9DkCQIkgjbMME5h6SqIJRCUhVEGqpQPb8RFU01kDQFEhURUf0wMzlIqoq3j/0Lf3r/FN470j0AlDzJpkt7OT0VBMi6Btc0e+2R5GOeZY1EZ8URrIuAihSH3ziBl147huNH/43MSBouKAghUEQBIAS6bb87hUC5Riyn9wzzpJQa/dxcxb8tMjsuaxU6uk/1Apwj7zBowSAuOBQnT3xY8OnsaEWzTxtr4XwfANDS6ErBStc10RXwzPx5J5neFOwbvn7vM8/3nEr0doRmVgYFSUJ1fPwqbmuaAd3vR9ixQOjlVlNVFU2x6JYX974wBpRpwtu23Mz3bz1EHn5lDT/d3V9kqxWklY9s3nhwsi7YUt84MYQisRA0ScaShfPA3+nKM9NRAQCcgzEGxbSO7Nn+5K4JXwpMX+OJyOe21RR0+7ceIo/c/9DB0r3NvqpYo60h4FIEZBVVegheOvdWPJ1qYqn0pkoqpBt1X7YtHEl2NM9J33vfN6MTvp84iifAn7jzV5/4fP/R3l8siFZWfk+QxKUuZ/LHwxfXbL7rG3+YsD++/YdiOpWiTz71tF3q+z/gZHH7cS4pQgAAAABJRU5ErkJggg==) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIIklEQVRYhZ2WeXCdVRnGf+d8y/3ukntv9qRJmtA0aVMLQ0OFCgEZB5gWR1So0k4RRsRxZC0qtIxALYhOWWQZZtyxssgwIoIIooyAUItUsE5pS4oQoU3StNlucvdvOcc/0oTmJpkW3//Oe77nPM+7nPd8AtDMNHH0IlCqypByKFAqCSw0pHxzFsw0+/aWr91eXV9RlRv1/nnbdfc9NNd3YhYBovSjQCkMKfGDoEsI0W9I2TPXgeuvu8ZOnhzcY0TU1dGyKLZw8Eesh9ev+95l/7cAAKWUBOqklP2z7V+xfl1Lebt5fjhhXydN2pXwCFSAZdpU2PV+365U65abH9xfijNnOUvPJkJKqYBp5FfceEmLXe9e78Tkajui5wnhUww8DCXRR+IqegXG1JBZsyixBVg749yjop418rnssk0XXussKLwTrzWvDcWMeUGgUEojTTFFPmnZYgarjDVbHr3hW7MJOJr4uIRceuuFtyaa5P1liZAjhMArBpiWgTTmgErFUGqQaLV1z92/2fido7eMY8c63S5e/4Wzw/U8tKhjtYjbdYykejBNAyHn1i2EwHVdfO1iOOK85Wed9P625/61Cz4qwXGbG87dFa7tlPmyKNGmDiL2ybief0ycNAT5Qp6x3Ah+JPvzy29aswQ+Zt3XXH5Re74xve/Ec7+KYduYQlJhRnACRbkTQ/sumewwA0P7GM12I0rC8wo+lmOiteZwb+4fKxIrP/WxSnDCioYz4w2ta+pOWEygFUprCsonL6EgNSpkE0lU09S4lMbqToq5gEzhIOJImIEXYFgGQghybrFx77v7ds52Dec0UzuFT5zUhX/U9Ai0IvBdsvkc48NpAl9TmUzQVF9Dw6IuYoOthG0HV2sGU4cYGfgLQmp8P8B33K9/LAFdqy/9klWTZDifnubXSvHU06+TUgLDNKl2bC747CkczIximBKhCiitcM0QrhtC6TSZbBEkK467CTf85K7lZbVVl4cyGq01gevhF10AhJQsXVg3kRHfp7kmikYTaIUbTAwnTwVkU1mGhzP09afwfQVQcdwZqF28YIP2AvrkRPT6w0OohkrSI+NEyiJ0LGujeUE9xaJHojI+A6+VJjecYXR0GGkdqZ8QuTkFXHPVlZH+iorT2xc2d7bOr+3wykIX9LljU/tmWyMA6bEsSikSVUnscIhi0UMaBipQoDXSnOjzoOiTGx37iBxAsXuGgNt/9eCKEWFu2FdkpWcYTrypBh0PY4VtNneex7PnX/rk555/ePWLZ17Mtru/TGV91RR228u78ALFOauWI43p1Q38AN/LTPMZrvXINAFPPPeHO/Yng43RQlH2vPw2pg5wO8oZzo+TdMonsmbImhfPvHjWrC09sZloPIIQAseTFCw1tacDhVLB1FoUjR3zVdvPpsnM5LILU15eyqjJ+V1tnHNGO4EBSmt83+fW7b9l91dOPWtwRQPnvvbEDAFV86oIxyJopbip64ucesMT/ubTLuK0m5+cID0y92TReiWZq1117333+9ME+ErF9HgBHShiyRjxiolmygUubuAztPc9Rm2p9q0+g01v/G7WLAC4Y5lXARzkRIYnEyFMqqpO399hLV+19YFHR6DkLUiPjW3JdPdtOLznQCpzeJziWJ7CWI7ceIED7+8n1ljHkse2DdQ8vU3JoRRojVaKUvPyhf0ThwtePmstfWc04xc8LDNGsqV1vruscdNUKUrBn9/0mRn/iJUVK9FKEa2L8clUlkVv9zM4lOK/nU0cXtGBCNlopac1nsrkiKTzaCHIxaMM9wyRG01TVltOvDGRG3zqtYZfPPjTlHEscoB8/j1s3fBuYTxf3h8JibqQyeJojIqBccK7elCBR1lPP7H3+gkfOIQ1lMI1jVw+EhIFy5DZ0TzpgyOYoRCB6+OUxyxRHt7zxu//vMs4FvmkFYMPK5NO842FvH9etxQUbUmrZdMYiTJ/pEBT2qcpF9A45lHbm6Jy94Ex84MB52AyLtOH0yAE4sirJA2JXRYa2P74s8/Lucif2fzSjPIcyrx6l2FZSGmwQ0rujRq8YCl6ozZe2MIK29gxB9VYSW/ngqq3lrWbec8n2VyJYUqU76OVwsu5IEQjzP5TOkX+zOaXRKk4O+pQTOdAgxGOsNMKeNP3EBEL3/MwQzZ2xCaUCJOojhOOR4mYIVSqwPDhEYSUZFJplDFxA2UpQWnkpetD/c9iWBaGZeLm8mitsRwHISWWE6K8uYa6k1qobK3HCoewpEm5EyOfzmI5Dn/b8W/+9NYeXt/ePQAl13C2tM/ll4aBHQnj5/O97tDIbUGxOFRxQi3xxnKkKdn215088vQO3nzjP6SHUvhIhBCETAOEIOK6f58hYK5GnMsf5PK7rdGxTy8JxW4vX1BrhysjdO/pBa0peIpwPM4BT7J75ztTmM6li2iLhsfbtX4KQJZGV0pWuq6vWEmQL+z3RlIb4v2Dp2z90QM9e4Z7lybmV8cNy6KudmJ6Lm6dRyQWI+kVEfKjVnMch9aqik0Pb/31OBxpwiWL66dFtuTxdfqHax+b0YAADYa16paNN75wtC/e3tQyOYTKqxKELZuuZSeiX9tVUHnPAUBrlFKE8sXtD91x532TWAnww7WPTWVhb/dB9nYfnPNq3nL19S+U+tuiNVUtbpgyX1JmO9REEgSp7Cu1qdFWNZraUC2NVEskmlmcLB9Z2rYwdeVV36yYxB7XKJ6rOSftx1t/eXJFdfV3Dcs829fK/mCwb93GS77xx8n9H9zxfTM1OirvvPsetxT7P46khEMl2IddAAAAAElFTkSuQmCC) 0 0, auto;}
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}
div.testarea{
animation:rwdcur65214 1.6s linear infinite forwards;
}
