@keyframes rwdcur11134 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur11134 1.3333333333333s linear infinite forwards;
}
