@keyframes rwdcur25254 {
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:rwdcur25254 1s linear infinite forwards;
}
