@keyframes rwdcur171733 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur171733 1.4s linear infinite forwards;
}