@keyframes rwdcur74043 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 6 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 1, auto;}
}
div.testarea{
animation:rwdcur74043 1.3333333333333s linear infinite forwards;
}
