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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur143306 2s linear infinite forwards;
}
