@keyframes rwdcur67145 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur67145 1.7333333333333s linear infinite forwards;
}
