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7.3529411764706%,14.605882352941% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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22.058823529412%,29.311764705882% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.411764705882%,36.664705882353% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36.764705882353%,44.017647058824% {cursor:url(data:image/png;base64,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) 0 0, auto;}
44.117647058824%,51.370588235294% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur49399 2.2666666666667s linear infinite forwards;
}
