@keyframes rwdcur118834 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 14, auto;}
}
div.testarea{
animation:rwdcur118834 1.3333333333333s linear infinite forwards;
}
