@keyframes rwdcur21476 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur21476 1s linear infinite forwards;
}
