@keyframes rwdcur109893 {
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:rwdcur109893 2.1333333333333s linear infinite forwards;
}
