@keyframes rwdcur121501 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 12 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 12 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 12 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 6, auto;}
}
div.testarea{
animation:rwdcur121501 2.6666666666667s linear infinite forwards;
}
