@keyframes rwdcur100205 {
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:rwdcur100205 1s linear infinite forwards;
}
