@keyframes rwdcur207659 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur207659 1.6s linear infinite forwards;
}
