@keyframes rwdcur78236 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur78236 2.6666666666667s linear infinite forwards;
}
