@keyframes rwdcur8022 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur8022 1.3333333333333s linear infinite forwards;
}
