@keyframes rwdcur34217 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 10 9, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 10 9, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 10 9, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 10 9, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 10 9, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 10 8, auto;}
}
div.testarea{
animation:rwdcur34217 1s linear infinite forwards;
}
