@keyframes rwdcur215204 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 15 10, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 10, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 10, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 10, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
}
div.testarea{
animation:rwdcur215204 1s linear infinite forwards;
}
