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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur124508 1.2s linear infinite forwards;
}