@keyframes rwdcur172976 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 26, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 26, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABd0lEQVRYhe3TvUpcURQF4C+TYWIS/EGGUSYmBIkSW7GKBCJikyaphuAD+Ao+QJ4ghXV6n8DKUkhrqRAIgogKUwT/NZPi7IHLMJO5EbFI7oLNuefes/Zae599KVCgQIECBQoU+IdRyXPowR2LllHDKM4jDnHZi/DwDsVLeI5nYaCCs/h2eh8GBvE01kcYCQOjUmdauOhn4CUmcI1hVIN8iQHcRKJuaGEo4i1eRHwP4Sf4iV+9DNQwg2msoomjSDgWFc1I7TzpYaCGWTwOsVnUsRNFXOiYh3JHkhLmMYeP8W4Bk5jCXiRcl7pUDmPL2MQ4FvEpuFtRwA9s6DILpczzIQ6wIl0DLOG1dBXTWAvRK7yLdQhfwsiHjDi8wXaY3dfR/m4YkVr5p/gchlrRmbkcnFe9BEsd+2Y/h/iG48y+noOzm+MM0hD1q6aNlvTXTP4FJxeyCSekmWhI3Wony66VzL4a57/eVjyLdoKGNEx5UMb7DDcv7z/Gb+XxaQU6Q0E8AAAAAElFTkSuQmCC) 14 26, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 26, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 26, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 26, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 26, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 26, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 26, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABh0lEQVRYhe3UMWsVQRAH8J/nMyT6DPGRkCAWKoKJRIsUaWJrJYhYWtkJfgzBym9i5TewsbcQJSmCgkJATQiBhBjUZ7Fz3MtyF85AbHJ/GHZ39mbmP7MzR4cOHTp06NDhtONsja6POVyK8/5JEihqdNPoxd0g9v+NwFiD7sSQP8FvTKiy/oUfI0SGISX6qiodZHetcKZB35cqsR/7q9iL83bIealXShS4HusqPrchUNeEpGx+YjaCTAeRXZwLArOYkbIexwqu4S6WsRkJLklVPKgLdFSDPQqjcioWsI634XBqRHqhu407UhW+4AKuSM/0Gn+OqsB8MP8egT/gsVTK57gp9chafCPOvVgnsYj7uIx7+BRV+BaykxMY7fhbeIqX4RBeqd70Ix6Eow2pB97hK95EJd5n/p9gK3zUjfwhDPBC1elNUkTWwyA018LmYROBfArajFFpM8z2be0OIWd1sYWj46Bp3GsxUJVukN0Na9Yi1me4EfpS988/pjxYWweF1JTHsT3l+AvqzFzGjVJjDAAAAABJRU5ErkJggg==) 14 26, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABdUlEQVRYhe3Uv0pcURAG8F82l7BIWFSMiAliYMUlRYqtUlhaiHa2NilTpEihhU+QOo+QJ9FSLK0trCxCqsV/yLo3xZ2F482VvaJVcj8YhjNzZr5vzjkcGjRo0KBBgwYN/jG0kD2m4MUzks+iEyIu8KtO0ctnIs/wJsg7eIs7DPEeMxhgVFX4EHqYwnkUZ2hH00H4FK3IzyVCPsR6HD8ui8gS38NrnOIWOxH/Gbl2xH+HnSd9hkHaxwquI74UcZiO/oMqAQthS1jDIS4V99hW3O+YaFpxx1lyCllMdhGTZ1hOBI9wpjjRSgE3QbQavo/vkdvCFbp4h5OEeD5EzmMPn3CEb5HfD/KTEHOPvIxFfMFX5GEH+BGnshmxXviN8N1k/9jSHttYj+knolPRrGy92JvjMz7WqOnWIR83nWSZ4jHlUdOvWVeJVmld52Mauj/RVY2aR394D6nO8SrJ5YqHl2NX8VY6E3o8WQR/n9xcKfZk8v8HfwDdMnVNVj/NVAAAAABJRU5ErkJggg==) 14 26, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 26, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 26, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 26, auto;}
}
div.testarea{
animation:rwdcur172976 2.6666666666667s linear infinite forwards;
}
