@keyframes rwdcur50114 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur50114 2.6666666666667s linear infinite forwards;
}
