@keyframes rwdcur114208 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF+UlEQVRYhc2XbWxTVRjHf7stfdnKhqNrS4drsxHdlm0Q2I2DgSEuClGQGkHZUJEEo2iiCU7RD0AWjEZDEF8SP5CoHyyCH6RGP+ALCTKChs5agW2MvV6n3Wx0zFG2dVt7/dDb7fbuLllMfPkn/XB7nvP8/+c55zzPc7KYJwJBjw3YCNQBKwAvsEgZHgb6gDBwBjjtE6XYfPxmzYPYC7wMNAC2eeqNAceB13yi1Pe3BASCHhPQBOwFTPMk1mICOAIc9InSxLwFKKs+RSrUeogAbcDvyrcdKAfcc9iHgQf0ojFLQCDoqQC+Blw6pO8BJ3yi1DWH8GXAdmCPjpjBjlDZ3fuePH1F/aegceDVIZ8A9t8cce7ov1a5BIjqkQPEhpe4B3rLcoAyYL8yF4DOcKnr0rnFXz/yyA6vrgBlz09pyCNArU+UXunv8Lze2lz4tNS+/Jge+SfNVRWtF27/8vK3RS9dj3q3+kTpFaAWiHSGSwmftQO4ZJlTO3fVT58pdQSayNzzCLDOJ0otgaAnNzZsqQaQ2uwPnTy3vEYroP9aSdP1AYslmcjij8jiDQA+UWq5+kPZuvBZe0RluiIxKTRlCFBCv1dlNAFs8YlSj/JdHBsyCWvW1LKz/jkWGXY/oyYPBD35NVW7Nz366GMUFXmYnDBMR/Glp073AFtQbYcss/exnfXF6gi8TOZVO+QTpRbV9/iux59EFEUMBgO3upbfoxYwFrPfWVW6ziRJEo2NjVSVrx9Xj/v9/hbgkOovUzIh7AMQlAzXoBqMAIfJRJfVloxZrVbC4TBm40JHIOjJTQ8mRqtuSySS9PX1YjQaWWCJX2I2Diu+01Fo2LV7u00glV7VGe49nyhlrMAnSlOdP5//1OVyEYlEuDEygdP0xpdt3c2/tfec/83r3PRCKBTijjtqiAz28mfi/Y+17H6/f5zUNU7DNhUXNhpJ5XY1TuioZ3zBsYOXOyo3rV5dk1/sKcNmE2cOohfi8Tjd3d0E2/2BbXVXQno+FN/TWyHLWXUCmpM/V5IhK5k0Go1TtbVrsdlmlwSz2Ux5eTmVJVvuPXF27axbAuD3+7tQbQOwQkjpn0ab3sRA0CO4zE0nq0rXO/QXNoPiokpTqfPASeVs6WGaQ5bxCsyUVJjJ7Rm4MVSyvdy7oWZwcJBodM5EyNDQEP39/dzmWVs0OrR29xxmao5Fxjm9qeDM2fZgXt4tXLz4FVZrNg6HfiCuXr3K5OQkTqeTwvwNG8B/VGuz9dnvkFXfAqlmIg27nuNcm9MNEAqFePfddwCQZZlYLMbk5CTxeByA1tZWDh44gCAILDBm5+r5yhISdkFIoPyGjaQ6mXTmKtebdGM0+jNQU1/fwH33bQIgmUwyMjJCMpkkOzsbs9nM5s2bWblyJQaDgej1dr1coOXoE0jV6jTcSknNQHTsw2MDUYmioiIqKioAMBgMuN1uli5dSn5+PgAul4tVq1bRJYVHpyzH39T6UXyry3RYINXDqbFdO3FH3fffXOx4e98vA53JOVYFpLalS/oxFu57ddvWNe3XdEy0vs9kKddlgJlsGAFKtNkQ4OS55dV2057nCx2V9xrlxbnIRiwWC2NjYwzf/HVqJN720XDyrUMPru7o0c4NBD0WoJuZCMSAJYLSvR5X2bqBRr0VPnznTy11NU/VX+rxH11oW4TdbicU+oG8vDwci93G6OgHH+iRK2gkM/zHfaIUS1fD11CVS2B/IOip1vMSCHocpYUNLxYUOIjH49x1Vx1Wq5VbC5dhN+/aM8ecalIdUhoTCmeqHCvN4hGVgQn4LBD0FGudTYzn1RQ6yiwABQUFZGdnk5OTA8DCHOdSHfJi4DMyy/2RdIOq7ogOorkRQLM2EjdHblnW29eJLKvTCUiSRLjti4xzo8xtRnPyFS5A0xUrndF3zG5KDwGHfaI0/v7n6++Pj1nKXfbqnPyFJcVJOcmfN3t7fh+58KssZ1me8J05qhy4RlJhV698EFitbs//1bYcuNsnShlt+f/vYaIS8d89zTRCvPwXj1MdIf/I8/wvOo9MDKsCiPQAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur114208 0.8s linear infinite forwards;
}
