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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur171669 1.4s linear infinite forwards;
}