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21.296296296296%,23.974074074074% {cursor:url(data:image/png;base64,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) 3 3, auto;}
24.074074074074%,26.751851851852% {cursor:url(data:image/png;base64,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) 3 3, auto;}
26.851851851852%,29.52962962963% {cursor:url(data:image/png;base64,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) 3 3, auto;}
29.62962962963%,32.307407407407% {cursor:url(data:image/png;base64,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) 3 3, auto;}
32.407407407407%,35.085185185185% {cursor:url(data:image/png;base64,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) 3 3, auto;}
35.185185185185%,37.862962962963% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.962962962963%,40.640740740741% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40.740740740741%,77.677777777778% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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97.222222222222%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur101085 3.6s linear infinite forwards;
}
