@keyframes rwdcur109902 {
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:rwdcur109902 2.1333333333333s linear infinite forwards;
}
