@keyframes rwdcur183387 {
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:rwdcur183387 1s linear infinite forwards;
}
