@keyframes rwdcur178411 {
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:rwdcur178411 0.93333333333333s linear infinite forwards;
}
