@keyframes rwdcur61072 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 10 11, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 10 11, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 10 11, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 10 11, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 10 11, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 10 11, auto;}
}
div.testarea{
animation:rwdcur61072 0.5s linear infinite forwards;
}
