@keyframes rwdcur230433 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur230433 1s linear infinite forwards;
}
