@keyframes rwdcur98892 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 1 7, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDElEQVRYhe2VbWhbVRjHfzdbXxbbZRtrjV0wxYZmsURKhexLhLoWqSKyDoqzRaKzroyhKI5pdWj9MBRkoEVhYtnwpS34pZSCBKal6IR1trp2SUrM2rrY9KapXXRZkzVvxw83STtLa5uW+cH94XBfn/P/nec897lwV3f1v5fT6dwdDAYPALn/hb9KluXtGo2me2Ji4gCQf8cBwuFwriRJ+aWlpec8Hs+TdxpiqxACgFAopC4rK/vc7XY3GY3Gb4DoilHN4iGgGtgD+IABOqTRrADSJwevavhUc1VtMBi+HBsbazKZTPZlEM2ihC30kMCybKYWcYkE9XRI0+sBUC29aL3+HF6vt6C8vLzT5XI9xtLCbBYlFOJDhYUa4A3gVOpYA4CFQnw0i5KsAYrvvcCJ2WeZmpoqMBqNnQ6HY38GYgs9hIEWoBbQpILuQdmMF4Fw6r1sAdIQx2ea8Pl8200mU/fo6Gg1tptVJLBkdj0OLCwZs8DvgBZIYEnVSHYAaYjX/I3IsryjoqKi+yUTzwNQtcT0FvAL0Al8nLr3eGaK6g0BpCFenT6E3+/f9WiV+jAA21DKMgr8BPShpP0QUA7kZML3bBggDfGK72m2qm6qAZhjcfUa4CmUVeelQP7IhPo2BSAN8Zl0WrkYRln9ArAjNaJAJDXGMmEDmwYAcL/hXR4slZW0+1jMQto4DEwDLkDFxfU0pTUBAFgbjiup7gWGgGDKeA64AvyI0taS1K91TljSCVdSYMYKSICX+oaj/Pr92zgd94HjHy9KXCRKPR2Sf8MA/sA+tMWDAOSIfDot5xcfWiEwB+Ne8AXEjZ4L4TNd0zndnM27vB7jFQECM1be33mOtwKHKSr+gZ3ab/F4POj1+hv9/f1n8vLy/pIkKSlJEiWFOdEjtbHLXdXVrmzMlwEEZqx8UPwVer2e13/+kLM8DMA7waN0Gs5v1+l082az+QuU3U/rFkpvzEq3FeFpbRc6nS46OTk5UFlZyWzgEQB2ab/D5XJhNBpfaGxsVAF/AtdTIwwkswWgt7d3rxBChMNhEY/HI3a7/aTZbN4fiUTGHQ6HOHYNcewaouGSVSQSCeH1ek8C6qwNVwJImb+J0lR3j4yMvJxMJsUzgzUZiOHhYRGLxeTW1tYHWMcnvKr6+vrKE4lExG63n0iZ5wOqsrKy0vn5+Ssej+e2LMTjcSHL8ntsUhZUsVgsPDQ01FJXV/c18BtKUSXHx8cDDofjI4PBQNBfiz+wj20UEovFKCoqOtLe3l7CJmUhFyhg+SepAnShUGjQ7/cLWZaFEEIsLCwEnU7nJzabzbBZAKtJPTAw0CiESMTj8Xm3291ts9meAAxsZiGuIhWgdbvdp9ra2g4Ce1H+gf/awteqvwGaJ7HRALs/YwAAAABJRU5ErkJggg==) 1 7, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDklEQVRYhe2VbUxbVRjHf7fjbRXoNgciayyRSteRGoJJ96UmOIghxpixBF8gpjpxZFk0Gpcpuih+WDQxS5RoMiPZ4gsQ/eBCSEwTlDQ6kzHBDNaW1A5wDeWWTlZdRzvoy/HDbRlIQCjN/OD+ycm9J/c+5/+7z3mec+GO7uh/L6fTuTMYDO4Hcv4Lf5Usy4UajaZnYmJiP5B32wHC4XCOJEl5ZWVlZzwez+O3GyJLCAFAKBRSl5eXf+52u5sNBsN3wMKqUS3iQaAG2AX4ADud0mhaAKmbA5c1fKq5rNbr9V+OjY01G41G2wqIFlHKFs4Sx7xipVZxgTgNdErTGwFQLZ20XXsOr9ebX1FR0eVyuR5laWG2iFIK8KHCTC3wBnAiea0FwEwBPlpEadoAxfec49jVZ5mamso3GAxdDodj3yLEFs4SBlqBOkCTDLoLZTNeBMLJ99IFSEEcnWnG5/MVGo3GntHR0RqsN6qJY17c9Rgwv2TcBO4GHgLimJM1kh5ACuI1fxOyLG+rrKzsecnI8wBU/8PYAdiBr4GPly1RsymAFMSr00/j9/t3PFKtPgjAVpSyXAD6gW+BYaAEaETJgKJdmwZIQbzie4os1Q01ALMoXx4B9gBPAE8CD6Bsyx+Lob6MAKQgPpNOKpNhbmUgC9gGRJNAEWBsMcyeMQCA+/TvsqdMhl9Qvi1VeCnjMDANuAAV5zdyKK0LAMDSeBRygV5gCAgmjWeBS8DPKFlJ0LDeNWHJSbiaAjMWQAK8NDQe5rcf38bpuFfpgKWSOM8CDXRK/k0D+AN7KSkeBCBb5NFl7r/10AKBWRj3gi8grp89Fz7VPZ3dw+ncixsxXhUgMGPh/e1neCtwkKLin9he8j0ejwedTnd9YGDgVG5u7l+SJCUkSaK0IHvhUF30YndNjSsd8xUAgRkLHxR/hU6n4/VfP+R0srHfCR6mS99fqNVq50wm0xcou5/STZQmTEvLivBkSTdarXZhcnLSXlVVxdXAwwDsKPkBl8uFwWB4oampSQX8CVxLjjCQSBeA3t7e3UIIEQ6HRSwWi9hstuMmk2lfJBIZdzgc4sgVxJEriMYLFhGPx4XX6z0OqNM2XA0gaf4mUAHsHBkZeTmRSIhnBmsXIYaHh0U0GpXb2truZwMtvKb6+voq4vF4xGazHUua5wGq8vLysrm5uUsej2dZFmKxmJBl+T0ylAVVNBoNDw0NtdbX138D/I5SVInx8fGAw+H4SK/XE/TX4Q/sZSsFRKNRioqKDnV0dJSSoSzkAPmsbEkVoA2FQoN+v1/IsiyEEGJ+fj7odDo/sVqt+kwBrCW13W5vEkLEY7HYnNvt7rFarY8BejJZiGtIBZS43e4T7e3tB4DdKP/Afz3C16u/AVEhsNHdpK91AAAAAElFTkSuQmCC) 1 7, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDElEQVRYhe2UbWhbVRzGfzdbX1b7stW1dl0wxYRmsUZKhQwxQl2LFPHDOqgvLRKddWUMRXFMq0Prh6EgAy0IE8uGL23BL7UrSHBaik5YSytrl6TE9MWFpjfN7KJLe7M2L8cPeVlnaWnTMD+4Bw73Hu79n+fH/zznwF3d1f9edrt9t9/vPwhk/hf+KlmW8wsKCrqnpqYOAtl3HEBRlExJkrLLysrOuVyup+80xHYhBACBQCBHq9V+6XQ6m/R6/ffA8ppVzeJhoBrYC3iAATqksZQAEi+HJgr4vGAiR6fTfT0+Pt5kMBisqyCaRSnb6CGCadVKLWKICPV0SLObAVCtnLRefxG3251bXl7e6XA4nmRlMJtFKXl4UGGiBngbOBV/1gBgIg8PzaI0ZYDi+y5y4toLzMzM5Or1+k6bzXYgCbGNHhSgBagFCuJF9xDbjFcAJf5fqgAJiONzTXg8nnyDwdA9NjZWjWWhigim5K6HgaUV4yZwL/AoEMEUz0hqAAmIN72NyLK8s6KiovtVAy8BULXCVAEmAEccIAgYkktUbwkgAfHG7HN4vd7CJ6pyDgOwg1gsFaAX6IobB+MQyUizd8sACYjXPc+yXbWQA8A8sAB8B0wDjwF74gAK8Gey1JMWgATEF9Lp2GQIOA8UAs8AWm61PwiMJ8sG0gYAcL/uAx4sk2GE2D4/BERXGCvALLE8qLi0mUtpQwAA5objsUv6B2AY8MeN54ErwK/EMhClfqNrwsrYrCHfnBmQADf1DUf5/ef3sNv2gO1fP0pcYpl6OiTvlgG8vv2UFA8CkCGy6TRduPXRDL55mHSDxydu9FxUznTNZnRzNuvyZozXBPDNmflo1zne9R2mqPgXdpX8iMvlQqPR3Ojv7z+TlZX1tyRJUUmSKM3LWD5SG7rcVV3tSMV8FYBvzszHxd+g0Wh467dPOMsjALzvP0qn7kK+Wq1eNBqNXxHb/YRuErsbU9JtITxd0oVarV6enp4eqKys5JrvcQAKS37C4XCg1+tfbmxsVAF/AdfjQyF2JlJTb2/vPiGEUBRFhMPhoNVqPWk0Gg8Eg8FJm80mjl1FHLuKaBgyi0gkItxu90kgJ2XDtQDi5u8A5cDu0dHR16LRqHh+sCYJMTIyIkKhkNza2voAmzjC66qvr688EokErVbribh5NqDSarVli4uLV1wu121dCIfDQpblD0lTF1ShUEgZHh5uqaur+xb4g1ioopOTkz6bzfapTqfD763F69vPDvIIhUIUFRUdaW9vLyVNXcgEcll9JFWAOhAIDHq9XiHLshBCiKWlJb/dbv/MYrHo0gWwnnIGBgYahRCRcDi86HQ6uy0Wy1OAjnQGcR2pgBKn03mqra3tELAP2MkGrvCN6h+D4LHRculH8wAAAABJRU5ErkJggg==) 1 7, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDklEQVRYhe2VbWhbVRzGfzdbX1b7ss21dlmwxYRksURKhQ4hQtymFPHDOihqy4jOujGGojim1aH1w1CQgRaEiWXDl7bgB0spSGCzBJ2wzlbWLkmJWVsXmt40s4su603bvBw/5KbtLC1tGuYH98Dl3sO95zy/8z/PORfu677+93K73TvC4fABIPe/8NfIslxcUlLSNTY2dgDIv+cAiqLkSpKUX1lZed7n8z13ryE2CyEAiEQiBXq9/iuv19tkMpl+AOZX7NUsHgNswC4gADhpl4YzAkg/HLxewhcl1wsMBsM3IyMjTWaz2bEMollo2UQ3CWqXjXRUXCFBPe3S5HoANEsbLbdewu/3FxqNxg6Px/MMS4PZLLQUEUCiFhvwDnBave8DoJYiAjQLbcYAZQ9d4uTNQ0xMTBSaTKYOl8u1dwFiE90owCEgBBSonR4gtRivAor6XaYAaYgTU00EAoFis9ncNTw8bMN+p4aEOnMjoAW6VMM5YBZ4EHgCSFCrZiQzgDTEW8FGZFneWlVV1fWamZcBqFENq4Ex4HsVYhaIAuaFIWwbAkhDvDn5AsFgcPtTNQWHAdhCKpYawAqMAH+o5rMsiTS7NgyQhngj8DybNXdSKz7NYsmNwNNARAVQgD8XugayApCG+FI6k2oMkqrAnHrtBEpVgCipiqTkzBoAwMOGD3m0UoZfSc0tXYW0sQJMAh5Aw+X1HEprAgCwNpyAPKAHGADCqvE0cA34hVQGktSvdUxYGpsVFJqyAhLgp77hGL//9D5u105w/etDicvMU0+7FNwwQDC0h/KyfgByRD4dtRcWX1ohNA2jfgiExO3uS8rZzsmcLs7lXV2P8YoAoSkrH287z3uhw5SW/cy28ov4fD4qKipu9/X1nc3Ly/tbkqSkJEloi3Lmj+yPXe202TyZmC8DCE1Z+aTsWyoqKnj7t085x+MAfBA+RofhQrFOp5uxWCxfk1r9tGaBeKYAd4XwTHknOp1ufnx83FldXc3N0JMAbC//EY/Hg8lkeqWxsVED/AXcUi8FSGYKQE9Pz24hhFAURcTj8ajD4ThlsVj2RqPRUZfLJY7fQBy/gWi4YhWJREL4/f5TLP6KNq40gGr+LqkzbsfQ0NDryWRSvNi/bwFicHBQxGIxuaWl5RHWsYVXVW9vrzGRSEQdDsdJ1Twf0Oj1+sqZmZlrPp/vrirE43Ehy/JHZKkKmlgspgwMDBytq6v7jtSvZRZIjo6Ohlwu12cGg4FwcD/B0B62UEQsFqO0tPRIW1ublixVIRcoZPmW1AC6SCTSHwwGhSzLQggh5ubmwm63+3O73W7IFsBqKnA6nY1CiEQ8Hp/xer1ddrv9WcBANoO4ijRAudfrPd3a2noQ2A1sZQ1H+Fr1D2jvsdF2FJxnAAAAAElFTkSuQmCC) 1 7, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 1 7, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
}
div.testarea{
animation:rwdcur98892 2s linear infinite forwards;
}
