@keyframes rwdcur7168 {
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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 7 2, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 7 2, auto;}
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57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 7 2, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 7 2, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
}
div.testarea{
animation:rwdcur7168 0.81666666666667s linear infinite forwards;
}
