@keyframes rwdcur193146 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur193146 2.6666666666667s linear infinite forwards;
}
