@keyframes rwdcur47826 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur47826 2.6666666666667s linear infinite forwards;
}
