@keyframes rwdcur228851 {
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:rwdcur228851 2.6666666666667s linear infinite forwards;
}
