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2.7777777777778%,4.0666666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
4.1666666666667%,5.4555555555556% {cursor:url(data:image/png;base64,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) 2 2, auto;}
5.5555555555556%,6.8444444444444% {cursor:url(data:image/png;base64,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) 2 2, auto;}
6.9444444444444%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjElEQVRYhe2WXWhbZRjHf+9Jmq/TNjStTVaTNiT9mEO6jzqH06FF0bFNL0T0YogXih8gTBzopXglgkMGXgy82IVDFCcIkymbtFDnpmVznV3rGvs122Y19itJ0540yXm9yEk5lSbEXdSb/OHh8LznPe/zO8/7nPc88D9LGFfFMADdsC2TFXBJQ0C1MbYlKry5A4BugZQyCbi2CqIAYFsfyUPEtwrCagBsDGRACCHcwAqQLbXILtu+4La2nc/afXvvE061WsuOjV8eHfkuPnrmUjkAm6tMiFdqXnzz6KHXjnuf2BuMbrMhrWDxwIXx2be+Or391NjFT46jzxYNoxS9Y4KgyHa8VHfw1RMH3jn5WPvDwdrbWSLXJ7h8Jc7NcWgI+1wHnj72ttrc/XqpEKUBSkCErXWNzzd3vu8IJBR9dQbvvAXl9wQTU3NMJmFoOE5sdBDX7v3v4Qk23D1AEYgOq/OIY3rQN3jlS8ZufoOmDdO25CAdzxBdm2O4/0f+SN4gGdB9hELPFVu6/CrfWBNal7vqsGafQiRi5OQYmZVbBGy7cYR20jPzK3HrbdItVQi3iuJ48AX9as+puwPolRtcA0L1KKkm6bbgvj9IY0cIKRLEq84Q23WelO7HKVuotdbitLmZtiebUv8pA70SusW6K4Q4Rv5LSAAaQES1zD1+6AFczfeQVVOMTPSxumOF2XSCDH7q/U+iWsIIKXDeGUmUD9ArEUK8K6X8kG5RSP1JIUSHGWBI0X9Tg/qRrDrDcKSfSRnFH2glsOri2qUI2twdar3t1DftIX31l4FiCd5YhPngbwA/bDJ3xWRrA1ML524lZ5fS1mmiehTZArqnhq7tftQ2O2klyULuBn9FLi6nfh79uhSADqwZqT4KfA8sCSFeXt//fBamjGeyQDaxmhv46OzQ2fncrGZvUch6rFBjJ1Tv46lH91C9o4b61kY980XivD6fLnoirgMIIQ4DF4Alw3o2mW8zZU3ru7b48Qen//58MWebtHhVPaMoqLKKfXVhHqnpXNA/zX2b6omfAJaLAQjydWCuBd0IUg0clFJ+tj5ZCK8Bt1YYs1hob+u0PhPe73qotetev2qvdUUmsn9e74sNTPw0c05P6f2U6C/MDcm/AVwFCMNfMTK0bAYw1AA0OV3CZ7dbHEuL2SgwDcRKBTcDbCYb+T6hcPppJiv2dzR3VRVVVFFFFVVUlv4B3BNvVDclR9cAAAAASUVORK5CYII=) 2 2, auto;}
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9.7222222222222%,11.011111111111% {cursor:url(data:image/png;base64,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) 2 2, auto;}
11.111111111111%,12.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,13.788888888889% {cursor:url(data:image/png;base64,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) 2 2, auto;}
13.888888888889%,15.177777777778% {cursor:url(data:image/png;base64,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) 2 2, auto;}
15.277777777778%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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18.055555555556%,19.344444444444% {cursor:url(data:image/png;base64,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) 2 2, auto;}
19.444444444444%,20.733333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20.833333333333%,22.122222222222% {cursor:url(data:image/png;base64,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) 2 2, auto;}
22.222222222222%,23.511111111111% {cursor:url(data:image/png;base64,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) 2 2, auto;}
23.611111111111%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,26.288888888889% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADh0lEQVRYhe2W309bZRjHP29buva0FAastR1Iyw+nIEIwmiUGfywxirrMCxMvNN54o1eLmck0MSEkxsV4YeY/YKLxRsHEbDFo1Jipc7CBk7FCKCudINCu0NKfZ+W0xwvOwTLbhuwCb/pNnpy873nP+3ze7/vkfQ/8zxLa06AFQEGLfZMJkFRNgF3r2xfpK7cADCNQVTUJSPsFoQOY9Q4NYnO/IEwawK5EOoQQog7IAEqlSQYtJx413+c7hrOnM60Kw0YiEJiPLIylbn41tReAktoLRBtuw4tNL733xvGTp9wD7Y5LLpDzkNiCiUTo1OgX7WeXL332PqmVskVtKPeiGIIy2/F0Td/bZwbeGu70tjvsaxC5usHEZJhAMEtLt7dh8J0zw5aOgdcq5agIUAmii3rvE2bp3RuJc0Tmr0BERVpUmJ/9m8VkhuC6QjKzjqXtkdPUuqRy8++pyEptR4/F8aqrJlEfCY5zazWI7I1xj6WXaFTB8WSecGKR0PQUWbehg3tbj3E9fP6uAUpAyN31hkHhlHE0FbDa86Tj32KVw0j93cyaZ4jM+UkqMbbqFBNHmp/h+sTdAQyh7mprELYj3S2eQ329NLZ6sNWaiQbGiddNsdHvIrAQA6MN0ejCanOSs7R25b8uPX9JgCFUhndOaRBCnGTb+gQgA4SkQrzfmSexFWBucpINsUD+qSZubo7T0v8wFvV+DDknRvMhlkZ/keNlFvifIhxCRQhxWl+5Zv1Z4EJRcHE5NC1sq/hnxri2PI2xz4Sl08Xa+m3Wg37MtiUOumUaPVtw+c+Zcg7vAtCSvwn8UGJspihy46Ho6LUlfyp9IIzpQWjqdWJtsOFrdpBMxVm48SOxwmXis7/FU38Ev6kEUABymtWvAGNAXAjx+h0uLGnfKICyFrv980fn/vrS9oAk29oN2D12HLV1HO3xYfIZKTQqRJMzyvwH340om9myJ+IOgBDieeB7IK7FTyXGm4tcS1z0yx9+OiaPpIV1RT1QgxETj3vaONrTQQMH1+RPsiOZX+Mfo9VNKQm2C7G4GAtaEjvwrKqqn+8MFsKlweX+7aPrsM/4wnMvH36s4yF3862UUC4EIitzv69Obo5nz5PjarnkOoDuxJ0Akg6htTOaQ6liAE0NBgNeyWbypNOKrBaIAitApFLyYoBSMrP9n6AfwXJRlLsd9S2tqqqqqqqqqj3rHwVyd6CVHcM9AAAAAElFTkSuQmCC) 2 2, auto;}
26.388888888889%,27.677777777778% {cursor:url(data:image/png;base64,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) 2 2, auto;}
27.777777777778%,29.066666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
29.166666666667%,30.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgUlEQVRYhe2WX0xbVRzHP6f/uC2lsKVrASkwrbQyjONPtqibcZEs6jQu0ewB9mJMTDazGPXBN998xGSPJr6Z7E1j0EW3B0mWbYkMNtj4N9xKgfJvUNYW2kJ7uccH7p0FoeBM8KXf5Jebc+455/c5v9/9nXvgf5bQnybdADTd9kwWwCF1AU69b09k7FwBOIFASrkEOPYKwgCwGR06RHyvICw6wAZHBoQQohRIAWq+RZqLjvkPB461BWqPNkZLLJbr4e5bfX1//JRMXr27GwgHUCWllK9LNpj+Tbg2A+bqdOnJth/OXh6f/E5KeU3KxyNSdl6R8vz54Xlf9bnPd3Juyvdyp3S8T9PZC4G3vz3k9VSHQ39ypz9NOAQjo2nKXC73K62fdSiH2j5+aoB8EPXO8upPjp/uaH4x6EyHQyQGRwj1TjE+BSP3wtztv0OiZB5ve/vX1AarnhpgO4hGX82Zhtd8HnuTnWBLDT6hIh7OMDy4zMDQfWZccZZbzDiaK9ymQODMfwLYAsL28sGKd6OJYWbHukit3abKP8/zlgEGM0NEjptRP/STDiiopgSWl154Y7t1dyyzLuSGtl4dxdaJof2jD7oxZdPYXRbK/G6K3vER8V8hVfQMUWsA84JCMpYky1zZvwLoQnLiySkNQohPWS/HBLAC0DM3Od1attqQsWuUHH2OktZKbln6KC0TxHrniCVtCGsF0lEHU7HYdgD/SEEXEiHEl8bO9dBfBK7lGL3q2g0qFMrfqqPmg3ri7lluRh9xwOOlrrkW834VWTSOzRvBGo4M7CoCuvNzQPcWY1O6rQDa/aVs53Kw8sKrp2rdJs8C4XCEkADH6gpHmusorfWxGEuzOqolpodDl/NFQAMyeqjbgd+AmBDio01RmNTnqICaVOXQpf54p9m9qCoHksRsKmv7YEaLs69Y4dnqCprqW1Tt0tIv2uJqz44AQohTwFUgptvvW4y38XfaMjf64he/+ib04+jUyiOzpxhvTQmiWONxaomiB9mFe19c75z9daxDj9yWEqynITcVmu7ECbwppfz+yWAhvDpcxtiAoojDTUfs73kbrQ1K0FGZdlmd02NyYrYr2xO5Gf1ZS2dvk+d+kXsh2QzgMCD0dkqP0HIOgDHXDZQLGx6HXTiTcRkBJoCFfM5zAbaSjfV7gnH6reRYvr+jkdaCCiqooIIK2pX+AhgRd2rg12mXAAAAAElFTkSuQmCC) 2 2, auto;}
30.555555555556%,31.844444444444% {cursor:url(data:image/png;base64,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) 2 2, auto;}
31.944444444444%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADi0lEQVRYhe2WXWhbZRjHf+9Jmq/TJDStTVbTNiT9mEO6jzqH06FF0bHNXYjoxRAvFD9AmDjQS/FKBIcMvBh4sQuHKE4QJlM2aaHOTcvmOrt2a+zXbJvF2I98NGnSJOf1oiclHU2Mu6g3+cPD4X3Pe97nd573Oc954H+W0K+KbgCabpsmI2CTuoBafW5TVHhzC0APAillArBtFkQBwFSY0CFimwVh1AHWOSpACCGcQArIldtkh2mPb0v79ufMnt0PCKtam86NT1waG/0+Nnb6YiUAG6pSiFftL7115MDrx9xP7faFtpiQRjC44PxE+O2vT209OX7h02No4ZIASsk7/PtxvFy3/7Xj+9498UTHoz7H7RzBa5NcuhzjxgQ0BDy2fc8efUdt6XmjnI+yAOUgAsa6xhdauj6wNMcVbXkW97wB5Wacyek5phIwPBIjMjaEbefe93H5Gu4ZoBREp9F6yDIz5Bm6/BXjN74lnR6hPWohE8sSWpljZOAn/khcJ9GsefD7ny+1d8VZfldOpLudNQfT5mlEPEJejpNN3aLZtBOLfzu9s78RM94m01qDcKoolodf1K70nrwngD7kurEOobqUZJN0GnA+6KOx048UcWI1p4nsOEdS82KVrTiMDqwmJzPmRFPyv0SgD0nPWpUGIcRRVr+EOJAGCKqGuScPPISt5T5yapLRyX6Wt6UIZ+Jk8VLvfRrVEEBIgfXOaLxigD4kQoj3pJQf9SAKoT8hhOgsBhhWtN9Vn3Yop84yEhxgSobwNrfRvGzj6sUg6bk7ONwd1DftInPl18FSEV6XhLrzN4EfN1ibKrKVwemFs7cS4WjGOENICyFbQXPZ6d7qRW03k1ESLOSv81fwwlLyl7FvygFowIoe6iPAD0BUCPFK4fz1KEzrz+SAXHw5P/jxmeEz8/lw2tyqkHMZwW7GX+/hmcd3UbvNTn1bo5b9Mn5Om8+UrIhrAEKIg8B5IKpb7wbrTUVRS/dfXfzkw1N/f7GYN00Z3KqWVRRUWcOeugCP2bsWtM/y3yV7Y8eBpVIAgtU8KM4FTXdSC+yXUn6+tlgItw63UpgzGOho7zIeDuy1PdLWfb9XNTtswcncn9f6I4OTP8+e1ZLaAGX6i+KG5G4AWwFCH6f0CC0VA+hqAJqsNuExmw2W6GIuBMwAkXLOiwE2konVPqFQ/dJFVurvWNxVVVVVVVVVVVVF+gfi2m9UG9M6BgAAAABJRU5ErkJggg==) 2 2, auto;}
33.333333333333%,34.622222222222% {cursor:url(data:image/png;base64,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) 2 2, auto;}
34.722222222222%,36.011111111111% {cursor:url(data:image/png;base64,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) 2 2, auto;}
36.111111111111%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,38.788888888889% {cursor:url(data:image/png;base64,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) 2 2, auto;}
38.888888888889%,40.177777777778% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40.277777777778%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
41.666666666667%,42.955555555556% {cursor:url(data:image/png;base64,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) 2 2, auto;}
43.055555555556%,44.344444444444% {cursor:url(data:image/png;base64,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) 2 2, auto;}
44.444444444444%,45.733333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
45.833333333333%,47.122222222222% {cursor:url(data:image/png;base64,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) 2 2, auto;}
47.222222222222%,48.511111111111% {cursor:url(data:image/png;base64,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) 2 2, auto;}
48.611111111111%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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51.388888888889%,52.677777777778% {cursor:url(data:image/png;base64,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) 2 2, auto;}
52.777777777778%,54.066666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
54.166666666667%,55.455555555556% {cursor:url(data:image/png;base64,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) 2 2, auto;}
55.555555555556%,56.844444444444% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56.944444444444%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADi0lEQVRYhe2WXWibVRjHf+dNmq+3aWham6ymbUj6MYd0H3UOp6OKomObXojoxRAvFD9AmDjQS/FKBIcMvBh4sQuHKE4QJlM2KazOTcvmOrvWNbZNZ9ssxn7ko0mTJnmPF3lTstLEuIt6kz88vJzznvc8v/Oc55z3gf9ZQn8qugFoum2ajIBN6gLq9b5NUXHlFgBxAaSUCcC2WRBFAFOxQ4eIbRaEUQe4w1ERQgjhAFJArtIkO0x7vFu6tj9rdu++T1jV+nRucurSxPh3sYlTF6sB2FDVQrxif/HNwwdeO+p6Yrc3tMWENILBCeemwm99dXLricnznxxFC5cFUMq+4d+346XG/a8e2/fO8Ue7H/Y23MoRuBbk0uUYN6ag2e+27Xv6yNtq+2OvV/JREaAShN/Y2PJ8e+/7lra4oq3M4VowoPweJzgzz3QCRsdiRCZGsO3c+x5Ob/NdA5SD6DFaD1lmR9wjl79k8sY3pNNjdEUtZGJZQqvzjA39yB+J6yTaNDc+33Pl5q46y9flRLrPUXcwbZ5BxCPk5STZ1E3aTDux+LYzMPcrMeMtMh11CIeKYnnwBe3KwIm7ApD969oFCNWpJFulw4Djfi8tPT6kiBOrO0Vkx1mSmger7KDB2IDV5GDWnGhN/pcIyP7CitdWL8QRCichDqQBAqph/vEDD2Brv4ecmmQ8OMjKthThTJwsHpo8T6Ia/AgpsN4ej1cNIPtBCPGulPJDcWEt9MeFED2lAKOK9pvq1Q7l1DnGAkNMyxCetk7aVmxcvRggPX+bBlc3Ta27yFz5ZbhchO9IQt35G8APG4xNldjq8MzimZuJcDRjnCWkhZAdoDnt9G31oHaZySgJFvPX+Stwfjn588TXlQA0YFUP9WHgeyAqhHi5uP96FGb0b3JALr6SH/7o9OjphXw4be5QyDmNYDfja3LzVP8u6rfZaeps0bJfxM9qC5myN+IagBDiIHAOiOo2sMF4U0nU0oNXlz7+4OTfny/lTdMGl6plFQVV1rGn0c8j9t5F7dP8t8mB2DFguRyAoJAHpbmg6U7qgf1Sys/WBgvh0uFWi30GA91dvcZn/HttD3X23etRzQ22QDD357XByHDwp7kzWlIbokJ9UVqQrAewFSH0dkqP0HIpgK5moNVqE26z2WCJLuVCwCwQqeS8FGAjmSjUCcXbL11i5f6OpVVVTTXVVFNNNVWlfwDP03LUVnW6uQAAAABJRU5ErkJggg==) 2 2, auto;}
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61.111111111111%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,63.788888888889% {cursor:url(data:image/png;base64,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) 2 2, auto;}
63.888888888889%,65.177777777778% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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69.444444444444%,70.733333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70.833333333333%,72.122222222222% {cursor:url(data:image/png;base64,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) 2 2, auto;}
72.222222222222%,73.511111111111% {cursor:url(data:image/png;base64,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) 2 2, auto;}
73.611111111111%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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87.5%,88.788888888889% {cursor:url(data:image/png;base64,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) 2 2, auto;}
88.888888888889%,90.177777777778% {cursor:url(data:image/png;base64,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) 2 2, auto;}
90.277777777778%,91.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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94.444444444444%,95.733333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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98.611111111111%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur204659 4.8s linear infinite forwards;
}
