@keyframes rwdcur105194 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKklEQVRYhe2Wz2tcVRTHP+e+l8cYaxgG1HbQ1lbIeO2A0EiKEkRdJAip1oK40I1IN/4BuhAEERfixo2Luqk/ECNB6iKoCErFQK3aKjV6O6G2Ucpga5wGnU6Hybx7XEycZuKb9KXTVIR+d++ec8/5vMM55z34jyVrcVZHHmQ34EE/FMtvVw1AHcOw4QCBnQEgdkWo7hLL0asDUMr+QjD+KXJDvXXwZ4b441EpVLasAL0fBt6B6gD0V6H6tFg+6RbXpEruALxpJweQgTq+aVb4jUM0STgyTd/etwkfOAjX7VfHkz0BiAUwHq1GF7P9lcGEvtMzfIvw4SnMlnnEgLmlQt/ujyB4vVvsMA0AAH7hcfyBDwi2HwM1xD8VofpIm8fR33qlG6ud9NkaRDV1FzYmNW1qALF8pa66k/ibPYAH/5RYysvsNXU+RJsGWVYZ9UCjH5hPjLv8QR05TPYluP5B/NlXYfFNsfiki0lSF+zDbB4mGJ1GDKhC/Pkw/tSvYhcfuzRAadOXmJ1zyM0LxIeL+Jl9YpsT6QGIoG8SuBdz0zz+jxwwA/VdYqmtCqCOEHPrd4TjB1sHMcRT90mhfFdagGWx8sAdwKxYTq/m2+4BsTS15A26aJA+jz+1EX/uvbUmX4pVhlZ/qCMHPAPRGDTnwL8vlqm2byd5sAOzaT9oBI3j+N+f6Fa6NFLH3SBfYPJzSP40Ws/gXRH0W4jHxHbZhOr+mf3LV6sfgjMEQ18TDM1eNDQMixN74PwrYnktcRH1mnxJIxDVO5IDSOQJ7pmG6HlIuQkvU4OYXCXRYvIVaGTXG2AWX8klWnw5B9HCegNMQyNDfGSw41QbhvjQCDRehoQmVCd56B+F8xNiqa+0r0X/noILGfzx7lOgTrZhBt/F2BP4H+6Uws9DvQAsQWRp7YGHoHkS/GT3PVDKPUswVkCyNZqHivjvHxXLQq8Qq6nza+grb8Dhz5DcPJw7u97JE6Wuvcv/39LSbTvS+K3LGKrDIJufU5fZcOWDlwovaqnwwpWKt6YKqDPbMLcPYrZub+2L3pX+pxQQ609q6cSPgBer5UteuKZrSqG/AWW1MJu+EFinAAAAAElFTkSuQmCC) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSElEQVRYhe2Xz29UVRTHP+e+V1K0KaUpI7QF2makXNrFmIA/UppYq0njghg3RlFjhBUGEzf+AyzYYoiuTNQYFpIICzXBhBRkYU1NjGjo7WuwKYiFtHUyaYZKyrvvsng47QxvmBlhamL87u45553v95x77s19UCOcodEZGmv9rhykBuI0NJ+DpabY0piD/LBopusuwBmawbuCN3geT18DwF7ahv1+L4TbRZMvjuVFoA8wwBnRZMvlVlUKPYhKTxbIAby+q6juaeDNVeTPgvyBajuKSo+gUkdAfneGkXKJ/er4GweQ1Nw9ZknNwZUBWP7IGVIg3+ANnsXru1qIsVPt2NHTzrjHRXOtNEWVHbg1hptL3WN2822wPHZ3dRDVOV1EDuDtmEV1TQLvJWWudgs+Jrq8Exu0FyzWdBJN7wA+jQ0NQ5C6kfi1bJ6F9c8nuYq2wBkAMsAu4LxoZgFEk3PGPoUdP4e9cPcIPrIE4Z6VAQwnIb87UYDLN8HyRJKr0AFn8FHNP6K6PkFlDqBax5zxDxWK0EyJzndAuB3CraIXt4rm8iqWL4im+nE31xWT3/KJJjJgP0sSUDiGzsghVP8r+Ht/iQ0W7MmXiHJPiGYhsbLSQo36EOQ1vD0/II8t4BZaseNPQ3RGtN1/3w6gNu5H9a5cKuIBHTPAk9WQA4iO3gF7AHuxk/Drfdife+D24XLksHoGosWzyPXdsCm/4s62AYl7V14Ep+CvU/HqZsX4VUMYfoC9+Cvc9pFNWaIgTbQ4IZqZWgTUiqKr2BlaQL0FTYOweCKu5j8CZ9S6JHu1F9GDwxs47gL93JrxlaJcB8oE11FJCUqG0MugtnwOTsHyJNH8G6JZqqeA4hlQW07gjVzA3zeKZCJY/249yYsEOIMPEiENUezpvoHa+OqaCRBNCGGO6HoLLgI73k80d7TeAorgDK0uaDnugo5LzjS87cwaHtOHCRdsG3FTz3zpgu6XK8XWXKEzknZG0veP2vACXmYWNgxXylf1fwGAC1LvIz1D8eK3b6V3/liyyEfbUZtfhz9PSm9u5iEK2Pkd/lD8YAlHd0lvULHCSqjyWf43sl9hfxqOL6rs6Qcl/0dwRnqcka5/hfx/1AN3AOKHHxPT0jJtAAAAAElFTkSuQmCC) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur105194 1.8666666666667s linear infinite forwards;
}
