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38.775510204082%,48.879591836735% {cursor:url(data:image/png;base64,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) 0 0, auto;}
48.979591836735%,59.083673469388% {cursor:url(data:image/png;base64,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) 0 0, auto;}
59.183673469388%,69.287755102041% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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89.795918367347%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur50157 4.9s linear infinite forwards;
}