@keyframes rwdcur144409 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur144409 1s linear infinite forwards;
}
