@keyframes rwdcur60710 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur60710 2.6666666666667s linear infinite forwards;
}
