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5.8823529411765%,11.664705882353% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.764705882353%,17.547058823529% {cursor:url(data:image/png;base64,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) 16 16, auto;}
17.647058823529%,23.429411764706% {cursor:url(data:image/png;base64,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) 16 16, auto;}
23.529411764706%,29.311764705882% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur243052 2.8333333333333s linear infinite forwards;
}
