@keyframes rwdcur190063 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, 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:rwdcur190063 2.1333333333333s linear infinite forwards;
}
