@keyframes rwdcur224389 {
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:rwdcur224389 2.1333333333333s linear infinite forwards;
}
