@keyframes rwdcur253391 {
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;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur253391 1.3333333333333s linear infinite forwards;
}