@keyframes rwdcur123317 {
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14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 23 22, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 23 22, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 23 22, auto;}
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78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 23 22, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 23 22, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 23 22, auto;}
}
div.testarea{
animation:rwdcur123317 0.23333333333333s linear infinite forwards;
}
