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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 7 5, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 5, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 7 5, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 7 5, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 7 5, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 7 5, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 7 5, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 7 5, auto;}
}
div.testarea{
animation:rwdcur59628 1.2s linear infinite forwards;
}
