@keyframes rwdcur258106 {
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:rwdcur258106 1.8666666666667s linear infinite forwards;
}
