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11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5ElEQVRYhaWWTWicRRjHf+/mzWbz5qObTSih1GKgqXUrpClVQ0WJCtbqQWkrCB5aE0E8efIgCNZTD14E75UeSpFSpAfB+kHpoVJQVBAiqYVYm7ZpE9Z8btN0dx8PM8/MvNs02egDw+47M888/+frPxPx3yUORtb+ZoL1GlABVuyvjv8tMdAObAakwbEVyFugKcnUT6wjWWt8Abgt3TDVZcZCN0geJDYWqwU40eH0tlnAnauB2IjxHkAEZKmAfN+xtucSRXLK73kJeMKe4UDEDRqPgQSYFuBqHvpLqfW3gUVMvlesgSQSOS3lJmZaq7x/l/PAfnxN1IDKRgD8I0lCKVumfxaAD63Rkh3zweFaJ0TVKnIXfsnByWXOA88AZWAZqDRaAwbogQN0G+MfWOMzwN92TAI3gSn7Owk8DRABR33mOzHRjP3B64tR/+5b/VbPJ4G/rPfLpNssC8wCTwI/DUep+QTIAYsbAlCOF/S7hPF0ChOFlVV0ViywOwDMufmMPS8LxI2kQMmGiaqbm8d7rfnWkcNHVkEQARdNW35FQF6NRCAGrktTE9FcFeAQpojU66Vg72MW1HywZxnoAyb2Nrt9OWwaNAIZ0tQaRsaAjGoEe/XjhvT3I63wcQLAOHANw3paaErHJL51NVqJGq4C9/EhVG73AAb2hAAybv74caK7cCwLh32lb7EgchasidbgIJ+1AXDOAkywxmShO8XbBV20B4lMTMinidvzArAb2E7AfGP5FBPuwdCv1kgRkJ873frLQFG9of21EUXfE6DXEO6K+vp43XuokQLoB14EeHzweT5K3J6w32t2UEi3Y1Zz/Uh04oRW6a91yi6H23t3qnKC5/NFbKtFFy7wXNPaAGbdskmlFlQGoNjmXAzbqYKpaDh7lm8MyNOY8G62e51M+7+u1+3549LczG+ulg0oBVAB6Bl6JVTO4YuoDAxEu3axv7df95wBLgF/Ar+DuYqveK5QVlTigfv3GTFc9q5dX8kQhJhDh+rRZ+0B2tswPY20wGTevAMkC9LSgmThh1b4xMTqPauzbM9LAK51OXDKD45B24EdgFz09/cQ8Cg+FZsx9/l6r593gIPAXnxHiRSLcrLN7XkT2Ads0V53Udjb1QYLS4paLw1lthIwgOkUBaYFpv81WjNWxxT62BhHcOEvY4q3/ACA5NjnMDKiUWm3IBaDcFbstxJWKApADVTsGdzKoy0wi38/LD8AgJs3OdUBby1wDtPf2nKaU+2K+pdw/Su4ZvfckhgiY/xI6D11r2RXBzI0FOZ0HyaX7TT+fgBfNzK+KZX7YQyDtkP60nH9Hl2+jAwP6/wlzKu2F1NQjQLJArelr48fvZ9lTOjDlKYQ59EoFIsio6PydWeqwp+y6JWAHgYkqzpLBad7FPMy3olhyYcq9hK0m2zaJNLbLGc61gSinJGzh1vdlPGDVm8r/h5ZVRILYjfmxjKHxbHcKyBftKWA6I24jTo+kIQweocxud+BibKLnL+bvMSBJwXrZQ/wJfa0q3m4UoNX59OK0g3XanC9Cs/6tTcwbXcHww0lAgZcDUAIIgmAFCz6085gRwe0tsLcHGTu8UcLFP11dwRTcKXAsBKak4cBWAuIklOMeWDWyyimwmftmCFd+aneXw/AakDCEV5aSkrKlIsWgL6elaBS8i/duNAsTqV1OQAAAABJRU5ErkJggg==) 16 15, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 15, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 16 15, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 16 15, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur215185 1.5s linear infinite forwards;
}
