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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;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur31203 0.6s linear infinite forwards;
}
