@keyframes rwdcur123534 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 9 5, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 9 5, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 9 5, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 9 5, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 9 5, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 9 5, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 9 5, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 9 5, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 9 5, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 9 5, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 9 5, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 9 5, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 9 5, auto;}
}
div.testarea{
animation:rwdcur123534 1.8666666666667s linear infinite forwards;
}
