@keyframes rwdcur249204 {
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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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur249204 2.1333333333333s linear infinite forwards;
}
