@keyframes rwdcur171717 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 4 16, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 4 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 4 16, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 16, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 16, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 4 16, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 16, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 16, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 4 16, auto;}
}
div.testarea{
animation:rwdcur171717 1.4s linear infinite forwards;
}