@keyframes rwdcur103663 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 1 7, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 7, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 7, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 7, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 1 7, auto;}
}
div.testarea{
animation:rwdcur103663 1s linear infinite forwards;
}
