@keyframes rwdcur78225 {
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:rwdcur78225 1s linear infinite forwards;
}