@keyframes rwdcur143320 {
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:rwdcur143320 1.3333333333333s linear infinite forwards;
}
