@keyframes rwdcur176672 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 5, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 5, auto;}
14.285714285714%,19.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
20%,25.614285714286% {cursor:url(data:image/png;base64,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) 15 5, auto;}
25.714285714286%,29.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
30%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 5, auto;}
35.714285714286%,41.328571428571% {cursor:url(data:image/png;base64,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) 15 5, auto;}
41.428571428571%,48.471428571429% {cursor:url(data:image/png;base64,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) 15 5, auto;}
48.571428571429%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 5, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 5, auto;}
64.285714285714%,69.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
70%,74.185714285714% {cursor:url(data:image/png;base64,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) 15 5, auto;}
74.285714285714%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 5, auto;}
78.571428571429%,84.185714285714% {cursor:url(data:image/png;base64,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) 15 5, auto;}
84.285714285714%,91.328571428571% {cursor:url(data:image/png;base64,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) 15 5, auto;}
91.428571428571%,99.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
}
div.testarea{
animation:rwdcur176672 1.1666666666667s linear infinite forwards;
}
