@keyframes rwdcur192854 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur192854 1.3333333333333s linear infinite forwards;
}
