@keyframes rwdcur17359 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 6, auto;}
10%,18.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
19%,26.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
27%,34.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
35%,42.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
43%,50.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
51%,58.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
59%,66.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
67%,74.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
75%,82.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
83%,90.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
91%,99.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
}
div.testarea{
animation:rwdcur17359 1.6666666666667s linear infinite forwards;
}
