@keyframes rwdcur9790 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
}
div.testarea{
animation:rwdcur9790 0.53333333333333s linear infinite forwards;
}
