@keyframes rwdcur188135 {
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:rwdcur188135 2.1333333333333s linear infinite forwards;
}
