@keyframes rwdcur53103 {
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:rwdcur53103 2.1333333333333s linear infinite forwards;
}
