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0%,4.9%,100% {cursor:url(data:image/png;base64,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) 23 26, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
85%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGb0lEQVRoge2WXW8cVxnHf3PmdV+8XnvjzXrrpomTmJAEFFDeqoQoSFSNKiTEBXBVKr4BFR+AS6644GtwU3GNhESAFqGo0CRqjRPHcRon9q73bWZ25sycMzNc2GlLtEmolFwg7U86F6PnvPz/Z55H54EpU6ZMmTJlypQpU6ZM+T/FfEFcAPb+yIHilSvawwKc/fOz5018kYHZCydaP2rNlc897o9DQALpy9E4EQHMAcevfnvp57Yl0n4ge4B61gLrOZtZFdc6dmKp/juEM7/YqG9/vPbwJ4/60T8A/ZKFP6F85tjiT5cWar9pzrr1uapz/c7W8D3g/rMWiOdsVj+70ny36tkHZBKJb5yqtA4erLwtDFaAA+z94peFB7SqJfuMl6m3zSiqqzRhYbZ08cjBmbP78Yk8K4XKjiW+dflU+9e2Zc5cuNrm0vnXjLbrfe9w7l0+debA6d44HSuVl7TOn+Qq/G91IoASMAMslB3zyBv16pV3f3bylz98a/n9kzPV80vCY3ecUKp6pmOZ9bWt4d8Bnwn1YEw6QBgsXz3d/uCbhxdOZ2bOe784Sa8Ts/6HR1ASLF9rESda3vjgQX8njP/Fa87NzU3/zocfP/60MIiUztN9M/lXRFuea3oH5kv1tuUuH3qjduHUueYhJ+E8a7LqHi1Zb147xPrdIfHfRmwMQroemKbQH91+8PtbD0a/ArafFjupBrxG1bmy1KydNgzB4eNVPNejc7+DJ0ys5RKtVoW1T3a9Q26pfezMfPvY2YV3/n2jw9VqI2xemsu1Tef+X7q5Mgu9fHFBDh/F88Nbvj7xVqtdP1gSW3/tOXE/FRe+00bqjIe7OwSbCSrJabYqrFd9WlmNB4Nd5uar1tH2/LXPHo5+q3M6X7mUZxpw5mfcS8L2GIxTvn/8dWKZEWxKSm6F2qKLYQjCbYllGDSWqpRLNsYoZ77iVI8en8MwjZr4JEZ5cPG7i6x7fUaPwTNMDr8+S7AY4QUQDBMOLlV5OGdRjgp2HoUcWWlyt9GlllVwd7r4MqdcLs03KtbKTqBvPm1gchEbxsY4HIGtqNdsth8PyIc5cRZTX6iSpAZpR5E7HtVZF60LsiCjEAalsk1RgFUYCGFg2ya2a2IJgYo0jm1ilkxsy8LflZRKHmLWpDJTZ2czxLZN3KZLGo2Yc2z80RAZR1GQFttPi3+WAVHxnAWA2bpLqjK6jyMKrclmcmzHoNf1QVqkKMozZWJZYBVlMmHgui5agTBdCgyEsMEA0y2TjDWm5WGWBXa5ht+VCGHh1B2UjBhsjomiCLtkIguNiQEUWKbhlV3Lm6R3kgGn5IglAK9sMfJThrsxUmfkJQOlNP3dCJ3EZKWMAoU/HKOTlMIpKAyDJFEUhklWFOS5AcIgxyAJNUprrJJFEgWEXUkcjzE9QaIk8TAlDFN0ViDNnKIoIAfDMERjxjs8KeUnGnAdqw2gs4JuP2bUTwhTRWYZBOOUYV+S6AztQJJo/FFCKmO0DUkiiWNFEgUonSFlhM5zZOSTjDVxHJNRkKiEyFdEkSJVOZKcNM3oDyRKZUirQGX5F0kzW7GPMOHtmVTEqes4vuOU2dgYRSrPhkagW1msRYmc3kDiDxPSVOMJhyBM8YcJsc7IgChWBGFKojNiDbHUjGNNonPCTBHFe9+yyAkDhR+kxIkmFjlpltPbjYh0xlApvT4ItxOPZs2btVxXjZhQA5MMDK/f2nq/3ahc/rwbrMrrmXzzRPMHdlycM3acK8qkPvZTIeOURuHRG0p8PyVOFKIwGPkpQZAyTjPitMAPU4IwJdKaMFV7sVgR5xlSZfQGMeFYEWSakVT56vrgwVZv/OH62uCPN+/1b89V3eZ8J5zf2Pb/xF4v9kIDcizV6p2t4d0njj9a7XwK1FfDsF2fdZdXFmd/nPaSQ3rXOplXjLIMlOVHCVVlsrMb4QcpYZKiHIPeQBKM0z3xkaLbjwnClIFMCZXSq3cHne4gure5Mbxx9+Hoz6O1z++Fse4AQyAdhIkYhAn898P4BZNe4uch2MvDKlBr1L2m44j6yuv189G2bLSWqidq7bLjGkazc3uUl+fcWmOlKjNViK1/9oe5QM4crTwaj1Xnwdros+1htBZmWSeWegiE++Nrdbtf18AkLPaaLW/f3JPeyBKGQV4U8OXt6X2BKV+25q+qs50yZcqUKVOmTJky5RXzHwksUmuO2uYTAAAAAElFTkSuQmCC) 23 26, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 23 26, auto;}
}
div.testarea{
animation:rwdcur62968 2s linear infinite forwards;
}
