@keyframes rwdcur125387 {
0%,15.525%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,71.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFtElEQVRYhe1XXYhdVxX+1v47+5z7M/cmtzPTmyZKasUWjBL8gWhEkbwoVQkifdBHfYhi+1ZCKVLEhyKi6IOKPhWFWqRUii9VBEUsiMb+WEptGkszNSbO3Lkz99x7ztk/a/swd2RIe5sJIQ9CP1ich7PW+r699tprs4H/Q9hciK9nRN8BUNxoMrUfQgDHAHQB4JY8O3mo3b3PxzB7YbT5LIBHbqqATIh7esZ8VUo5VEJgYG3Ry7NuFaRaaeWnLk8rAeBxANs3Q4Ag4ECm1LAwZtg1BrmSCCkhgAprstPtRJ+qmubOGOPGPOYCgKf2K0he438KKb205dxlAkqr1GEjpSUibHqPrchaSZkrKT9ijTlljTmVKfV+ABuR+TwAd6MCAKACcG4WwjPEnJGg91ipbK4kPDMaTpBC/M/6Njt4pF2820raHjfuJQD+RgXsYnMawosxBB053SVJmJkPW6PZbOS8n2ilWgCoqzVWi/wWq9SdxJhsOfcPvEUlrkcAAGxVzH+rY4wbVXV06twPK++/GWJ81IfwCedciiGGttG6n9uBkepDgXlSev8cgHCdXG8JAcDMv7swc/vM4U7nnx87fFv67B23pxOHbt1oKfW1RYmutwK7WAJwGMBBAIO59QHkAJ5HSq8pEu81Sg3amckLrY9t103lmP+Oqyqxn0G0i1XsDKRCa31SAPeA6Gqff4UYH9r2/rdrZXmUib61XBSib+3w1l73/ldGY8HMP8WennhDhkXkVqmvCKW+REBbSlkopboEYK8IQxT6Uvxls549fKmsZsNW68GlPP9oYTQ2neeL4/EFH8IHAYx3Y/azBb2BtWf6ef5lUuqIVKojhcgIABGB5qsgAIVW4kinNbRK314F99eNWf3rhuhoyfwOnxIJIaxzTgL43X4FFD1j7l1ptc50rR1KIahJCZiThxhdiDFJKQUAJI7oG0Ntow/lSh1dK6e/jzFOpVIfl0IIKaWeNc1JAA/tEog3591Z+ZLW96+02/fmWq8qIlghQACYGbO6Xp9V1WNlVf2ZmUNKCZOqxtp2icoHgOgDAD4J5j/GGP/Ac+FXY5GAXi/Lzi632/e1tB4IIeBSwiRGKCFQCOF0in9yIfyYiL7rvV93ISARYTslXKxqXKoaAEAAzhPzBZUSrKA3NN2iU/DAQWvPFEoVABCYsdE0cERYtRlW8ra6MjUnXtgY/UQQCaX1ASEESGuACNPI8CECADIhPt9X6nQ/y9DJDP69OcbeaiwSMJRCFEQEEOHSZIIYI5ZbLeQkgASRGT3odTqDBfFI8/OuiFas1gc6WqNQEgTU+6nA+RDjtra2u+49glKovB9dnExePehctw75u5oFgcyMwLzeNM0PANQr7fY3+rmFkgIvj8YjMH94r/+iU/AMAzRN6X0OsGkn8Ssz77+fUnrCM9/hUxqGPTMgxIgY47jx/inn3CON908P8vzT/Tw/3jYKzLF+fVL+pgzhZ9gziBYJqJsYz/kYnZDymBSiRUL0nHODKoRp7f0VFiIxcJiZwcyom+ZHtfdPNs79KjIv51n2udWiuLtnrZEEXCqno/WqfiCm9OJeomtNQqOkfHqp0zneNxoDY1gg8dT75569/J9tACcAPAbgZQDfA1DYLDubKfVFqVTvkLWirzWaGMvXJ5NfrpXlgwDW9hJc6y4ISOnnIYRVY7PhktFCCyk6xhxv3aYRmd2VaWVG9SyfBT4rpVzOjTmtlOoBQMUMy4xxXY/WyvLJq8n3I4AD8+Ps3N3e6eURkTJSwgiJltaQRCbX+gsrocCr5QxNSlByZ1cTgHEIaLxfjyE8AeDcmxHs5y6oRUpNFeI7N6tKrM+qcr2qZjFyYsAQETIpsRUCeN6UIcZ6VlWj2rnJzPtHx3X9bQCv7YNrIRSAAwCW53ZEEz2shUhaiGSkTFJQErRjRPQLAHfNfW/48fI23sZNxX8BpAajRZUkL3AAAAAASUVORK5CYII=) 15 15, auto;}
71.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur125387 0.53333333333333s linear infinite forwards;
}
