@keyframes rwdcur157743 {
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;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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:rwdcur157743 1.8666666666667s linear infinite forwards;
}