@keyframes rwdcur121368 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur121368 2.6666666666667s linear infinite forwards;
}