@keyframes rwdcur240665 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur240665 1.4s linear infinite forwards;
}
