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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 0 1, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
}
div.testarea{
animation:rwdcur171809 1.4s linear infinite forwards;
}