@keyframes rwdcur192864 {
0%,6.15% {cursor:url(data:image/png;base64,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) 11 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdklEQVRYhe3Xz2tcVRQH8E+m02aMNY0K8UdjCfiriyr+CJK6EXXXlYjgSvwDZDb+A/4PfRtX4sq9K1FcCC76A0GRULUGkZjGEGMa4nQcYjLj4pzXeRmnoZNm4aIHHve+e9+953vO+Z5z7+Ou3JVDkIJ6Qf0ga8cOQfmjeCJfrzZZzfEaGgJYF9tNtgfX1+4UAE7lPrXsK2L8OI7leB0TRQDaI6O6rYexVDCDHbT0N25l2zDcuEZBp1kZGMUDvfOYDRBPYQ7z2MBSPotD9i1DMZFto6hMjuSBsQBAuLeUdpOVgU+7lf0nKiCO5bNVBCfaI3Ggh6+i+x2+Fy6fHvJpJ0FMJoCp7G9XwRQ0RsmCXpFan+UVvIsHcAmfYK0ZikERimf1vdBNwG197nRHzt3Honk5nx0Rjl+xXrDU5GrGuJ5Kaqm8Lty/rZKOIwO4N5r3RL4viPhPCmt3ihgvXb0t3N2tbFGvABjqgd6gwht4PN83woyZVWauMXcSJ3PuBB/l5pOpeC2XtCvGliHooj3Igd75gYHyg17267l6mCzhFB/jQuC0hi38mG29AqDTNLwU9+BNHMUfotY+KOrtNP7ELtbzm78FCeZ5Jy3fESHoCB4s4xe0mgP4h4VgDF7ljD5x3h7n/ScT3a5+bm1y+QTLDwcHZvEIfsp1K2lxS9SL/zhvPxK2UkcdL90j6H4jn24obwugc2nxYoI4Iwg6IVL1ijgxd5p7CblvKV4WcetiYU3mGjosX4+5BrbGY58FQYNOKt3IfhunRSRnipi7KbdViArmf+DCM7iGh/hAkH82MZ3GRfyM51Pxt4KE04KEawkGNpphwG3Xgctfp5bfA8AW7k+lv+Hz3LyWgLqS6al4015vN4wCoBq3o9GU1W1KUOOSiPeiqAObOb6h7/Jq7G+ScZRKOHaR3lk+DEzaIrWO4TXB+E/FcTGdc50EO6l/TpRnwsgAnOXp7JZV7jpeP8Jzu+GNb0QIVoVH2vm+qX8126qm44HuhEXQoYEX8CLewJepuCvIuKhyR7yVHDkIgHNh2X2CSCuC5ePiyFjPub/wzzlanw25jJZyoKt0MwBcKag34wScwlsJiAhNeU88rhLzQwFQAVLGsi28UNM/6Uqrb3V24XCu5fK+vyjSrqwBK4L5W/ssvTMPDMgqvhAll/DK6rCfkf+V/As4zQ0MwscfOgAAAABJRU5ErkJggg==) 11 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCElEQVRYhe3WTW9bVRAG4Adj3JBEVohApaFFEFAU8dWsKj6EWMAGAWIDbPjYwc78CTbttv4NrPgBzRYWSEAlKCBACEwJKCpRWqJgGRMZm8XM1b21ExSXRYWUkaw5nnvumXdm3pl7OJIjOZKbLLdMuX900Dttai2GbWbQSPMQvVbo/wxgdB7vjr3Xpo5H0EQXnX3e7acetBhUH9SnAHCQPIeXsY2rIgPddHoNs2nrJ+BBK57fGIA5nGU5D+7iDNYSQEek/wvsYQmXUascUW/TaMXzwwNYE3l/Kv6+hlP4DLfmlm/wezqeF9EvJNB6/oYiE43cdx2yf5UTqedC3ZPRncQqruTjy6mLmtfS8aCynq/6PTSAj0QL7MTfX0T0t+MxEdkSFkXku2nbyPW41CcWFRkdy9B+TMMJrChL0OHcNo6nvcPqHu4Ppx/iB8GJ+fxV/fRlJ7SpjQMYnXd9b45SF7bjqZdT/yXqAZd46zSfp9OtdNQVma4JgENlKzYm5sAco5fwN/7AOp7BXam/w08i10v4DX/iZ7zBE4JgfVGtX5VDqZBGBdBEBpzlNsHyr9FZp/sKJy9F3dXxPG9iE6unwtnm04HtTtHzi5kFuU/F6bxyMk5m4CB5lNE7osHXeEFU4VnRTp8k4DN4IJ108UEC6LTYbUdbLlTPPfQc+ErwIdtmBacF0XbwMO4QI/nJtH2JBwUXFtv09jv30G1IEPHeWL4t+r8hMrGYwXRTN0Waa0rHM/YBMfUoTsSbuZwVvb4imP1tbltOZ1fSx0zunxElW8j9u1NlYIRPY3lRGflVXBAdeUzMgffFoNpQkq8A0csAtnBtqvvAAqP3eB2v4j7ByQvKdmtmxH3Bj62MuAAxPhUHUwHIb/+LgUUTH+ehdytn/l4636682kw9DmA47Y1Im4cEuzcF2x9Xculi2sdvQLMiA90x+2AqDkArPrvr4stXpLyQeoIaB9Az2QFD9KYGkCD2RDQbytvPNr7P+19hK0qym8AKWx/d1o2UYFzaQb4F7BS3nCP5X8k/yczUwepOiPcAAAAASUVORK5CYII=) 11 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 15, auto;}
}
div.testarea{
animation:rwdcur192864 1.3333333333333s linear infinite forwards;
}
