@keyframes rwdcur76155 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur76155 2.4s linear infinite forwards;
}
