@keyframes rwdcur51246 {
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:rwdcur51246 2.8s linear infinite forwards;
}
