@keyframes rwdcur109901 {
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:rwdcur109901 2.1333333333333s linear infinite forwards;
}
