@keyframes rwdcur150700 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur150700 1.3333333333333s linear infinite forwards;
}
