@keyframes rwdcur171718 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur171718 1.4s linear infinite forwards;
}