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11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur81115 0.6s linear infinite forwards;
}
