@keyframes rwdcur209145 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHwUlEQVRYhdWWW2wc5RXHf+fb8ezsJY69WZu1cRLHsV03MRFQiUbhViECJYVUquCB8oQqtXXVFioQrVT1oVJLH4pU9aVuVSH6UFGpUNQWaA3hokbcGywICUkdJxhncZzNer1er9e765nv9GHGITUGUqkvPdKn0WjmnP//XL8jrJFbF4P05rTJAN1AL5ADWoHUBb81gUWgCOQTDVs7A5NtcVMCfMCOiqw1va44F76MqPLBkk0DudHbi68Sz368ZqPIyOPZR4F3luPmMA2bAaqAjc5/R2BEFcCJCWmgm53tPHCHcrQttNXlCf4KzAXKwrxw8DdxgCsjsGJb3MxE9gxgRlQvKgrmQvCIgAckb7w59uxjvxUyRUOrgUGBQReuWTQc/EXA/pENAJ3RSQNuZM9ZPZHdTxS5dTFIC6R70sY9t2xbOxImDewArp1+m5ue/pXt/sI3YHgLlPLCO78Ttn0dLt0BK1CdxeYzyJ9TyIului0GSrMjYcpzdVvb5Jkqn1ITMqK6hbDQchd4kgEGgCvzRxh+8gmSV99hefmHZ9n/ky4u3REqN2F2Ds13IM86cFqhVkGTMZhNI5PzDS20x6X8SSQcoHv09uKr2BVuvL9rbGAPM0A9UpruGSZ5m9D/1OPGG3mi67yiQqWGli34R4/qNa88UruO1ArX/7j1LYXiDuSXgSogtUjFZ53idIBe4llu+J7luYeWv+hsTMxs20kemAbKwETPTurf3EmPhXQAtEBZID+Ppk9WGTzxls3cf3eSh/4gZNBs5MBg1jMlwIvAzccRyAEkcsoN98cZO97ovlXjbZuHSQITQAEoAVMGkiY0UgWapdNy1YnNkvnSHnjftbDbEEBnB1IR2BzpexGhdVvTAK1sD1+6upU7+12eemQ5efoo/cCWJiRX4P0l9M1l9EWFp4F/AqU3Hm0O3TRl2ZhQ2loEYgC4AZpdQvsIB5i3HvCFBBKcDF8uiwt7B5R7vu3x1IEFbxntncHuymO3NmCyAuN19DAwPfpg9d7ddzqUssolKeGWBPCs0A54iFeP2jMA7wDBV/9OsG+9tnQUDG3QasJEzReFPx6CO+9tJYZ4LpgYlFOB1qdiFDp8qfkO2d1fSR18zQ2uI+0wqwGleYECOAgV1M0gZQueVfV84dIGdB4k+BvhGP+PCBgMbE8IreeE+37a4IrLhVj40XYj053IyXJArXNFanMr6gXgDg4xsVtjRWZ8hk8LzkposAXYgKDgNND0toBsO7zeBm/kof8jKRCoU4JDp+C7D66w/x6PrQMQRzBQAaoC6Utck21vkaGOhOmLQTqP9me6tLx3OVYbezCgckZgWGkAsygW/AB4J6ZGQlv+hmjyrk3BIm1zvDm2if0/cM8PGRcqAczMojmBq5/4/rmf77674+DQEBNn0ZyCcZGZrdul6n2nZeix3xc8ulx8NtKBlAKoKtQaIrVN6GwVaYLm82sIyH61P2uiN+WQtgSSIWzNKpBfQstHzmjf+LFG380DcZ45FnDtZ5zZga0y2RK2ZcWHXB67ZxPiSahbTyKTCq+dRT84i5Y2wgt9mFmgvnYaOg6caEK/QSBsGwPUgFr+LekdH9e+266Pk0rBlz8b4y9/8nPJfS3pbYOkgQkDRQeZbIF6HDF1FAPHgWNN1M6ge1Wx/5DgleuJTaxNgYyoDhIuHluAtjD6pCZe5vLnH17ed9d9HscGLJ5Cf1WozQqPP+xz29da6j07OQ4cBqYtNAT8GppqwkI7cgjIv0Swaw5cD8ZPiTOB+mnCu6aAOHUz39BSqaFT5YY9UmnqoZNYZxLb9/yvz+zb+604V3QpyTosWnjPKLGM5Za7Yjz5ozMe4daUAZY/wJoCmj+Dnj2NQjjKSzswz22CF24mNon6hvCm7SbqCKc9LhWgDlIA3PfQq1ywXNbFgUfgwOcV9iu8aKBH4XWBBjAUh3DKJQG7GfMSMH0JsnoFNwE/g/jXEKuOEiQj0EHgVPQPTvSjjXLv78L81UK+9wFlBXaX0Z6j4F67D5oIsV3hxA1nHnWgHoCNhXZq0fFPYJ0ptK0Ebiks6mxEeJrwfjkF4IyKMKLqR2R8gVoMCgnk7QS4KaTWCZ0VtHUjggArqG1BygrTM6g7j34uixzPIZORZ/4JNFcGbyEs7MJqRCLSpxDHrkaAqDX8EVXm6rbaCCh3p8y7gB+DfAw6l6HXok0HsQmkbqDsQ6GADi+jThO6c0gd8J8k6MvDUARYjCJcBqZWgc+34Zqu8Dd5pjrf0GnCKVgCJqroljm02YqUzmEHAX8H5oADpQ3wfgNas3AwArSLodfFqKMmWE3PGvD1CAD40RpViwh4edQpouUyzNfRKQF/Dp1cRL12ZKwMPUfQ66YJxhbAXfgw1HnEKa2DcV4+sqRFV+bqdmsApwHmEMEeC2kBO4R57V/YXc3Q02oF+pZguwvP1MBbgllgEnGKnwS+bgRGRRhS3/Eh64HtRSon0ME6JF0ohDsHlSVgGYwDzRYYA1rPhaHui0zVPw183QgAoH4nYf4A2lIwtATpjTDuwWw7lE/DVUvh0jHOh4XmRE8fcS6KwHo1AKEnqwRmlsK9cWZBnMMLwFn1u/lwNzSIU70YsPXk4yIA4YTzEae5zvck4Ui1wLsX6+3/VtRfJfr/Lf8GnFhWAsuqgwoAAAAASUVORK5CYII=) 10 10, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH4klEQVRYhZ2XbYycVRXHf+fOs8/MzsxOZ2e3+zLdLkvd0rotL8HQGCwotaRKoAkKhEQ+EBMgE4KRSLR+0BATPxhUPhDdJgajkmAIBIxVggWyhheBSmgtLSlLX5ZhOt0dptNhdt73mXv88DzbbrelWT3JTebJ3Hte/ud/zzlXWCa3znfia+MmBaSBMWAISACxGpqIIRWgDcwDRSDX3bL1U3A0GTYlwAPspMhy1RcVZ+lHRpWTNRsHhibvKL5FuH/ZdoEUEAJyRTLP9T8NvN8Im4O0bAqoAjZY/5sDGVUAJyTEgTSbevnhncrhpK8r0SO4dSh1lOqcMPVcBODawFgxGTb5QJ8BTEZ1RSiYpcYDByJAdPuO0N5nfyekioaEgU0WNriwdd4w9VKHmx+IAQwEKw64gT5ncQV6L43ArfOdeK5q4yNx437asInV3SYORNZfTz4cI//UbzW97T5heBRm88L7fxB23t/FmjEA3Hk0MQ9Xd0E51FSvo7RXd5vy6aat90VMNaN6SU5IRnUUn2hDSyJJAeuBa3OH2LxnN9GvPGh587ECOx8ZYs3E2fP5GWzpDDQ3IM9EkQJQB0pA4UxLC71hKXMJYjpAevKO4lvYBbY/MvzS+uvJA83gUHZkM9HbMozvqUjku78fInzubAXIjWJmmu+Q+OOfa4+RWCDzs+Tuz9BqFU4K+lovUg/2e1yEnA4wRrifbQ9bXvll4xvhWHdu9GryQBYoA9Mjm2hmkBEgbsGawDgwO32Qsan9C1sefCjKb34qKGxtQNVDp7vDkgv0ePj8uMABE0BP95Cy7ZEwf9/dGPnkMJuBjUEqCsAB4A3gtSI63YZ3gelj75CamvO2fPnuECdWWegGgXU9kIoh0SRigQjnbscFYoAEa6AegeG0su3RMH/7VyuaO8Q4MBoc/gh4FdgzgDzpwutAae/zrRs33CC8nTT0icCtyhFstICmY+C4vvHIxQwvdaCbOQi34cqwcH8MfnSjy54nyxFgBEg2UNuB6QCFfUB28qH57++4q4vRz2DXZ5bbXeBZIYUQQ5wm9M+hV+KT2sGvDRd1wOBBb5CoyinDU/8U7n58FR7Ea+jAHLrhlLUbgbzjaQmob7ur5y//eLKFnhbmgKcD5X0ICsYBiuhESNVZAGcvne1/onML6p2HiF8Jr1PiSXBmhft/1eSWH0RQwEMhIE5J1SQXNNHwNLraEbPhBo47fd3ZvS1vlFUhP5aQX6Ut0IXYATjaZxk7FNJyBwZqvs0kMLsUgTaHhY8/FHY9usDO70VYsx56EOZQC9SHMR9fGQoV4l0ysbrbrAOSHWinJzR3fTrUBGFr0ULHV9oLbUW9ENTnDIUeaEZhZhCOs+wmGGCeM0X2v2jYuctlzYQPSxdUepGsg1Q76GW7Hy48c+R17rOwQ+GLb9K55yQaXT/IzFdPavuNnxdBinjAKdS2oJ1CjolIpQ0mjmQtHAUc1DvrgGRU77WwQ+Aa8a+kg9/VckDuyEHSU/uqW3Z+LcZfpzxu2ubkL/+CHP8EGw9DaQBTDfu3Je1BxEJTISvwtuvfnENA4Qg2+gFq56CKOIvFCaeGlkqoF0byq5Gs+KjUgfqxfYxMvWi37LwnRnefcufXQzy710t3WSexbr05aqHiwGwJdetg+pFKGY2ugg9CyIeB4ZFeSzJl5NC3MM3l5dipQbEG2Q5atciJkI9AbPpNrnn1icbWe3dFaPQqLaP09gi33+TwwhNe/LYHujaObAKg0oJyA/UUDhhIOsj+Lj/fhRPo3f8xrIqgkbw/wBw5z4GuFtOhEMZVIjVVL+FKFBh/9denbrn5x4NsHlVeQjkag5SjDDnKN+8NsecnpyKZ54fTQG4YectDZgRmY6jZj715GKbXYkoTyO4D6MaOT74k6pmAeynAOr1hqfQiB4LcuzV0vIRezreHePlx4WWAqxSugxkL/BvICSRcLEQMRAFbQKOHsd+5GvOLMjofQSproXkZxjtOZ/qIP+IVEMeiXhK/QCFLhhEDuCfRLU30tigykUJGBUbfx0bbKFdhOI2SQnARgKKB9xx42cK+T9HiIJLDr2mL6/w2rF4c6F8sASb4c7FVequR41HkcA+89xHWbaJ5F5qDSDuM1B3Esz5J8wpZC/kFqNRRejnb+z/PuItfiBbvYfE8SmZUndNNm2h1WJeOmSGFKwTWNtAxC4k8OjaIFHqQ0gLULVpQODaLUofZMOwbx2QBb1LkwsHUd2Ag+PIQZ9ZZtsXri5jqmZZmgYr4k810N5KooKMWvtSCmQSccKEOUppF4yXor6ORLiQ5DjOADaCOAnXEqQIgThv1ykH+q4u5Xy5eMEYtjlaRDkTqMLsWeWUB3A+x40kkO4jkDLgNdKIJJALjk3ScAGrfhnp1xLGBE9Wlxs5zYFKEjKpdkiMPaL6L3VhDR7qgHkbKNdTMocko5mAKaV+ByX2ATc+gQx1sCX8GSLCCd8IFCCxzwgDWQ8sN8FrQFrRch/4eyB3CJi14IaSchc01II+2A/Sagf48cjGgfVnR+ymjyh46iZYfFQAdcErnkCoD1+Dn/D3OTUFtxClcSvfKHnDqDeG/E1P4zcXiw5vCj3T2bI79TpfEj76COO1Lqf58bM6XxcgXyVkOjC8icC7HPtzlFepdsQM5fD5UEacY1HM3MLz4+5KRfp6sLAUXE7+eR/HzXPx/1fwXEilknScLZbAAAAAASUVORK5CYII=) 10 10, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 10 10, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 10 10, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 10 10, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 10 10, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 10 10, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 10 10, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 10 10, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH/UlEQVRYhZWXbWxbZxXHf+fx9bXjOG7ipY7J3DRT06xbmy6bpqkbHYyte6F00xgDNLbBhBgoH9BgiGmIISEEDA0k+ICoBPuAhASCvQmK1Ah1ZVu6dYytVC1kaZolIcvSxHGc1HHsa+f6OXy4zpa2WWmPdOR7r+9zzv8553/Oc65wluxZrMU3xE0SaAc6gTSQABpXvVYFFoEcMNlQsaVTMNIcMXnAB+xekbNNrynO6ps+Vd5bsnEgvffe3GEireeu2AgocDJH37OtvweOlyPmGBWbBIqArevFAehTBXBCQhxoZ2sLj31W+U9zYGtjWChZGI4p3iIc+UkE4BrAWsg3R8xU3Z4BTJ/qBUXBrHZeBxAFYrtuD/3tmd8IyZwhYaDTgW4XdmcNR35puauvCSA1jW7fT+3JWTRTt+esaN3u+SOwZ7EWnyzaeCZu3NmyTaxvMHEguvkGpiKNTP3uV9p+88PCdAeMFoSTzwl3fTHMpVcC4NbAMeDXIJ33bGdNqa5vMAtzni1dEjXFPtXzckL6VDsIiJYG4oALJIHNwDVjw2zvz2r0xmZlgDK7EjG6OoS6uSkLb5bR0RhyQqBEoHkgO1/RbEtEFjgPMR2gfe+9ucO01bjlwbb+7h1MAV590USmm/jOBF0DfzTufY/EmEV5F6UDUwAmDZTee1W6Xnxm6RuUqjzw6+Y/KYw3IQM1VUBKdV8+a5DTATqJtNL7RI0X/+zd4TZGJ9t7yLowCiyEYagnLaWeR8hYJD6GRhNIYQhbLUMmfELcgRf83se+EuOpkRiz6E1NyIhFaY2aPBCtOzcfBiAN0F6D5LUu+39Uztz5REMysw1XYVggC+QX0IIHycuQogechs7piianxm373V91GGmy0CqUIdkEmSYkVkQ7T6CZRXThekIvrcUBQ9BkEOAj7coXHo+y74fl2PgQXf/F7hjDbl9Cs4voUAEddGFfAxy6HHlp6mAtdlOP4LVZmh2BU5BGnFbEzaNXnkDvt5CqQmoUG/8wAA0rNz0R4d5Nyne+H2X//tPREiRPor1voztTmBe6MU/GkAPrkLf+8PXiAzd3OBQTsDEMuxqAnxkuCegZW48Ur8bsa4XxFDKYQbyN6sdR35wBoAIxgIQJEjU3bXh6Dj79zQQbEJsAbwHNzFvb+S9solLTIlDa+eV4/8F9VarLYCtCfxVIBuydRqMFtNWA06Uy0YMZH0HTJWheSfn7AEydGFsjwrwPDw9UuGpD0PgjiG1BFiJQHBL96BT68FHsTsD0XC2Du++Ijh/7aY2ZOaFWz+NplBn0/Y7YUSNVRR3zQdc1q6PghIP+zaFx6B+rcdvNLumOoN27sBCF/AZkWIXpZbBtIfEJdlLa2Mvopxy39S9PL8c/c78DyxAGUki1EgDwJ0PkGxC/CS2uA2ahiDjvV4MBFonM8cY/DHt6wrR1Bn/EkYKFqTZkPI0U++/PPq4D5sp1yNXAFfUKmuzYxsidD4a9534wA1cscBqlgPpab0rLIt4pNH4aoluQKcQprE6BfE31oQL6+RBsWYZWDQx765BRC9Mjg5p6+dWla++5sZHnf7zM7kfd8Y29jCpM+eCFgyrqLqMd42h8HjVL4G9AjtTgWBXemkZjFnJlODQrzsRqAA6BoREFIpCw4CiUBHJv5O0Nx8e0/a5PNNLYrDz07TC//fly555Hw60t23TShykHsnHkWAVKUUjPQ2Yb8noevHfQe8KQiUK+DIedICpniPSpdldgi492NyDGgFODppHX2H5wrrL77u1hGmOgBqIWCjPCs7/wufW7jpe6jAlgKIEcqwInsTsAvw0ZeA9tmUMTwD8LQAxeeUec4bMBOPMVzSsMGTRbE6K4tM+jtxw8Pr/7+ttauCIJg0WlIoBCfL3yyb4Q+5+aid66N5W5DDMKlBUmPEhdjrwQR7ItyIKFQj+1zxVgs4VhAj0TQEtECoAHkgXcCWyyDC6XJjn8PeGwAm3A7QpphX6BqsC3munC+EGxYIG8wvGj2MxmzFAbkg+Bn4ADi1CYgcGzna9woFo3YCrgl8GEIXffHp5ft4fuSWz3EdQNhkJh01UQQXmdMFWouh+cnJ6H2gIk82i1DfEA/+OEhveKnLPzFTH1M9oHbBW1VaiG4R2FiSqMA7lNiJdC/HmUEFQtlK7DZMvo9N+pXTeEvSoCCwaKVXBH0N6XqSW4gOHUAVgB0aeK69ujY0KvE9ItmzCjGzAjGUgtoWkXOucDkGYdMuVDPgJeCN4GCn6gnoXSILiDQX/8/wBWiX+5E5qet7VXHKSQRt4AkgKJOBKPw9YauJciJ3PoeoH5DJLvwBwCCjcQOvBXagungnE+jzhTFwsAwN9hQq8BbxIME1EgmkPTR7BfqkBrDzLQiBwroIkGmASyY1h3CO0twK3AKYJ2Deqb1a33vAD2itCnagk4Qf3XA0gguWUYLULHu2i8E15PIqVmpHiA2rUF6PLALAXrEsAw6ieBGOp7iJNbC8CaDKmP02aVApi3sO0z6M4YDMeRXA38UNDxPpYPBlmXoKreBI5y5tGbRZzqBQE4W7aq7+ag2YCfhGIWUgCz4CPONOpvrwP9N8F8EZx46qfqoIL3LjQC54j6rQRcAFgZs6NA6ZxdqQ9BChygAJi1dr4ia5FwLVlNIh9xPNT3gda6w/wqJ7E6AOrO18z9xQJYIMht4DyQ+Kr1CYIv5YuWCwMQlFHxrKerw+qtui7xwTfi2WvOkf8BS0puCan4jWIAAAAASUVORK5CYII=) 10 10, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 10 10, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 10 10, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
}
div.testarea{
animation:rwdcur209145 2.6666666666667s linear infinite forwards;
}
