@keyframes rwdcur119662 {
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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 1 2, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 1 2, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 1 2, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 1 2, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 1 2, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 1 2, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 1 2, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 1 2, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 1 2, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 1 2, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 1 2, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
}
div.testarea{
animation:rwdcur119662 1.1666666666667s linear infinite forwards;
}