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10.526315789474%,20.952631578947% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.052631578947%,31.478947368421% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.578947368421%,42.005263157895% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.105263157895%,44.636842105263% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44.736842105263%,47.268421052632% {cursor:url(data:image/png;base64,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) 0 0, auto;}
47.368421052632%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,60.426315789474% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60.526315789474%,70.952631578947% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.052631578947%,81.478947368421% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.578947368421%,92.005263157895% {cursor:url(data:image/png;base64,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) 0 0, auto;}
92.105263157895%,94.636842105263% {cursor:url(data:image/png;base64,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) 0 0, auto;}
94.736842105263%,97.268421052632% {cursor:url(data:image/png;base64,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) 0 0, auto;}
97.368421052632%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur257398 6.3333333333333s linear infinite forwards;
}
