@keyframes rwdcur19706 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPElEQVRYhbWXT2gcVRzHP/Nmsk03q2xrqgFzMBhbSili2kMky9KgIF0FU9KbLDQRFenR5NDAu+Qd4qF/TgVLW0WD5OAh+Ke5tLgJMWj/4CEq0pYGU+PBttgmbpLddXaeh2S222R2Zje7+4WBYX7v9/t93u/9mfdgTeOA9nn+llJeIkBSyktDQ0NTwL8B8QZcHxEUdD1wL/CBH4RrM00zDUQ8mpz28rPKAVFKTUspJ4oTVSnHfSmrApVIKZUoYSrOVReAXIDdF6AWICGf3gcClCMHOAugTS36ZlPxvl9Th9Tw98fX7XellB/XDUAp9RZwHBjpn/khbu8kYkcJz71p/Q6cAm4HhKhuCKSULwF3gRNkTctYFY6RFQ5ZUwAfAfuAL7cKEJR8DzCSDzsvJBdSCfvFbEhvd4Te5oj8rry7lFsAJaV8pRIAy6Ohl04k5yePYmpGW7snig3J+clEciGVAFzbYCUA5ZT+beBZIysczwam3vglKqV8JwBg00dvEN11YLlt9TCADucFgNvbje/Fyjc53Z7xHiu4An+8EXt065hx/cPL195ffT4bKraVSgxw7OrM632z0/13emMrAHM9sfRcTyzNu8+FKwLQISwEQoe0yO7MNRqZzUOwcT4A6Kb1yfk0YXTXsL2DiL2DCEefafUD2ATS9o1+ueEBafO+lYv+8tSSbnQKbbwSuzrVv/+GsWzauz/VJ4FvRYacyJDj5sqSF0DpVWDM3GkDpJTvAUcKxIuWTVFfXBh3WJqvRf/5Yk98EEOdAQba3YZjPPKrQEkppc4DdsFz++NK/PXa/ZbkQiqxYU44wHceoXz3gSCQ0dHW7kK1Cgk/9xyOcaWU17a89Z1QKfUVMOY6XujoumKkTcfICOfeqw+bi5p+rZS6WCJM1T+jUdZ2uR8X25fDOpIXutERg5/81gH8DESUUud8QlS1FbsaAUK7foouWQ+NFW0hGh7YaaADSAf4ena23DngKgRgOIbz2f5DkwDsLdPzSdXvTOijup8JqwKoyZnQPbpvBaAWqupUXKskWwaoaBXUA6BWOlgpgKsp/G+zhSfggvqnlHJ3Cd/iHPGKATo7O/8r94oOLAfEKwD8DxxOYGqt0aqyAAAAAElFTkSuQmCC) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur19706 1.3333333333333s linear infinite forwards;
}
