@keyframes rwdcur215370 {
0%,20.589655172414%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20.689655172414%,41.279310344828% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.379310344828%,61.968965517241% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.068965517241%,82.658620689655% {cursor:url(data:image/png;base64,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) 1 1, auto;}
82.758620689655%,91.279310344828% {cursor:url(data:image/png;base64,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) 1 1, auto;}
91.379310344828%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur215370 1.9333333333333s linear infinite forwards;
}
