@keyframes rwdcur176912 {
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:rwdcur176912 1.8666666666667s linear infinite forwards;
}
