@keyframes rwdcur98655 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98655 1.0666666666667s linear infinite forwards;
}
