@keyframes rwdcur164341 {
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16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 0, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 8 0, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 8 0, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 8 0, auto;}
}
div.testarea{
animation:rwdcur164341 0.5s linear infinite forwards;
}
