@keyframes rwdcur238331 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2ElEQVRYhe2Uz0sbQRTHPzFWRYI0gkEsRiqhhyLNComCCP2BBEkK/gUFL96aXAtie7EIPRUSbwURPHpRRJEqRKFINQEjLYJiIyquIUIVCYUIOj2MGxtJ1vUmdD6XnYH33vc77+0MKP53bHcJ/vB+Vhhrr9bDE62KtlYg/k+Zdz5ZOJG0VLvSSlDfWym8YYhbyEnQIQD8rJkaqbAqDsDJLcFXp08mKshoeTJanrAnIsxSTN0N9IaLku11TwE4crnBCR/7g0UjSL7qIKPl+Zp7XshZapbfH/FoSS1LIzC4ONuUC5cbTpDiNzDEd/U0AC36lYEyNU07MNj9pmz7fjd1ceRyMxULQtzGs+EILatp1v8slIw/JF9Sy9TAI6oFgE4AgFCt9LPXKY8+Fv9Oza9VJsfnyG7tA1Cvr5SsNfJt4u4j0AkQqhW0U9yIFwcQda6AH2gF+oMMfZ4DrsfUkDvl2PGQhtypmYS5AcGM7XFTRCw1S1GAgGOZ1w8ycvMpCch/weuU1zTr6QXAnt3HDhyzyZf5WNlOW3oswp6ICDiWaUxV4/NfFonzUvAzDdupczZSi4W3wriy06MhUw1LtyC2E7XFAOH3iYJwGbzITtwmrFAoFAqFQnFv+AuEIo209xWERAAAAABJRU5ErkJggg==) 16 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 9, auto;}
}
div.testarea{
animation:rwdcur238331 1.6s linear infinite forwards;
}
