@keyframes rwdcur16771 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 16 17, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 17, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 17, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 17, auto;}
}
div.testarea{
animation:rwdcur16771 1s linear infinite forwards;
}
