@keyframes rwdcur249202 {
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:rwdcur249202 2.1333333333333s linear infinite forwards;
}
