@keyframes rwdcur121339 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
15%,18.65% {cursor:url(data:image/png;base64,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) 5 3, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 5 3, auto;}
21.875%,24.275% {cursor:url(data:image/png;base64,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) 5 3, auto;}
24.375%,26.15% {cursor:url(data:image/png;base64,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) 5 3, auto;}
26.25%,28.025% {cursor:url(data:image/png;base64,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) 5 3, auto;}
28.125%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,31.775% {cursor:url(data:image/png;base64,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) 5 3, auto;}
31.875%,33.65% {cursor:url(data:image/png;base64,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) 5 3, auto;}
33.75%,35.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdklEQVRYhe3UT0iUQRjH8e/MO7vrqquuubJoaG6djCiMjglGUB364zGQCLoH3iK82K2Dlzp3KSKILh2FiKQgskCSZO1QmSIqmW77N999Z6bD+idos2Bfs8P+4D28w8M8H56Z94Vq/tPY9WfHI8s1f6QO0oragPxzAA/tMqcCsZ3u/XvAtMgzIFp3DzCsuoi6zu4BTugGxNbrjl7IsoBgUZAJGgAuOXGu0v4zxFdMWQDAGGkA+vWezbUeUU9taTa+IcoClms0970FAAQQlKWyY7KRK7Jto8yXaZQFjNoUF2Rss8u8KAJwXEeImyAAtznATRIbJRUBfjnbW3qOXpoAWFUes7YAlKbRKWoAmJcuBVn5SUiAPhVlcOuicVpEiXuK1/QwwxoDTpznHCEhw7xVeeqQPCHFA7vkD6CHCEEk15wOAM6LGIeoY1+wlnEynDPNtBNi2lkjqXPcU93cMJ0MiQ5fAGLEmyWCQ0aUPr39XgiASbKcFTFqtCDgSO6YeYZlFwkvRACBMmKbrf8eACCGmOEdOQadvQQMIGCUVfpEA2EcJlSOy04bbZ4CQGO5SJJSZeUAACb0Nw5TzwcKvFcFkjZPhw6BgMf2K700UsCQl5oxla6kb1mASFtDo3YoYpkizxmacTQsKo8wghZX4mIYlzlGvM++AwBEP1OsYXlBmm5qsUCSHCeJ4mJJO5q7ZhF3vd5vAABLqshTs0LYSBZweUaKFqtYxOUNWUKV990e8InvHBUR0rrIguPy0mYwxvKFIhMiS69o8g2gyqyJ695HO+R0ksJjTrjEbYAVXcSVllcmzaTJgg/j/9Mm2/1n/TuDaqqpZrfzAxIu2KRJ6ECWAAAAAElFTkSuQmCC) 5 3, auto;}
35.625%,38.025% {cursor:url(data:image/png;base64,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) 5 3, auto;}
38.125%,41.15% {cursor:url(data:image/png;base64,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) 5 3, auto;}
41.25%,44.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnElEQVRYhe2WT0hUQRzHPzPzdld0XWVXKUVMKQojoyxJKoIMijoEFQRFlwLp0rVLp4JOeahDoIfAbkV08dbNkuhgJJG00MGL4n9bddc035s300FXLJ9C7Sod9gOPgWH4/b7v+5v5zUCB/xS78m05Iij5R5oAaKZ/ozV5QwZNHqCEn6FtMSAQ21m039bIyLaVYZ2Ai06lfa4atkWAEzTZIfYwopdWBa2MW7IXAvdA3HNWs90W1bSJqqyQvLsS6ADAtKNBwws7TkQoAG6onVT7IR4xbMmTI4EOpEOGdjsMQIfaRxtVACSEQ5/MZJflxY1AAa/Fd06KcgBKfEm1DQPQrKO0iBgAD2U9D+SurJCcBKyrbY+f4qwtA8AKQZFcLkFaGhr9YgAG5AKuzL0KArAnZBnNJsoTRgB4EzlEfEliJHSrFE+9IQ6rMhas5oiM0UIp0sBbmaZLj2bj/BMSoFFEiSC5q2oBOOZHaaSEMUfzzV+g12miy9/LKxq4TAXvmGNO+Zw2sZwdkIDo9EcoRTGPBsBoQ8YxPDZD3Jd11OowCRziJsRBXcwdW8UUHkm5mLOAtdbZCyrBeRHnmq7kQ2SeSetx3a1YrhOgHZg1mpRxmcDlHAN/xvhrfjsF08KjxoQZZJGXZpLjlALgK0t3OMUpv59W+5lnziRjyssl7yprG5Ho02krgHFHE0aww13uiO/VPLe8r9xT9dSZIgbtIh2M5kVA4HugXe0mKhWXvARFjuIKSW6KKs54MSbIn/2wQSP6In4Qtw7juPQwR9gKjvolTOCSQrOIyTXv5gKSdgFlBFN49DJLqyhnxnhM4ZFB4+bxPgoSID75aYyxzEhNj5khbkNM4DKLJiMNV0lCni6jzYJs9ptb+k4sUKDAtvIL5jrx0isSgOcAAAAASUVORK5CYII=) 5 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnElEQVRYhe2WT0hUQRzHPzPzdld0XWVXKUVMKQojoyxJKoIMijoEFQRFlwLp0rVLp4JOeahDoIfAbkV08dbNkuhgJJG00MGL4n9bddc035s300FXLJ9C7Sod9gOPgWH4/b7v+5v5zUCB/xS78m05Iij5R5oAaKZ/ozV5QwZNHqCEn6FtMSAQ21m039bIyLaVYZ2Ai06lfa4atkWAEzTZIfYwopdWBa2MW7IXAvdA3HNWs90W1bSJqqyQvLsS6ADAtKNBwws7TkQoAG6onVT7IR4xbMmTI4EOpEOGdjsMQIfaRxtVACSEQ5/MZJflxY1AAa/Fd06KcgBKfEm1DQPQrKO0iBgAD2U9D+SurJCcBKyrbY+f4qwtA8AKQZFcLkFaGhr9YgAG5AKuzL0KArAnZBnNJsoTRgB4EzlEfEliJHSrFE+9IQ6rMhas5oiM0UIp0sBbmaZLj2bj/BMSoFFEiSC5q2oBOOZHaaSEMUfzzV+g12miy9/LKxq4TAXvmGNO+Zw2sZwdkIDo9EcoRTGPBsBoQ8YxPDZD3Jd11OowCRziJsRBXcwdW8UUHkm5mLOAtdbZCyrBeRHnmq7kQ2SeSetx3a1YrhOgHZg1mpRxmcDlHAN/xvhrfjsF08KjxoQZZJGXZpLjlALgK0t3OMUpv59W+5lnziRjyssl7yprG5Ho02krgHFHE0aww13uiO/VPLe8r9xT9dSZIgbtIh2M5kVA4HugXe0mKhWXvARFjuIKSW6KKs54MSbIn/2wQSP6In4Qtw7juPQwR9gKjvolTOCSQrOIyTXv5gKSdgFlBFN49DJLqyhnxnhM4ZFB4+bxPgoSID75aYyxzEhNj5khbkNM4DKLJiMNV0lCni6jzYJs9ptb+k4sUKDAtvIL5jrx0isSgOcAAAAASUVORK5CYII=) 5 3, auto;}
65%,68.65% {cursor:url(data:image/png;base64,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) 5 3, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACi0lEQVRYhe2VTUhUURiGn/MzP9aoQ0yDkzWmEkViRhREmJugoqAochG0KWgZuWllmyJoF0GLoIWraOGqNiEUSNoiiiBKRomCwoVmTjb+z8y957TQGVxcrZjrz2JeuHAPnPO9z32/c8+Bsjao7OKz6pJe5teDdbzWBwogaw7AbZMk5Ky29QoAQQdyah0BHC14IsfWD6BPZ0i5M4Xhmm3IouFhHbXdgSYL2A5q7TVqCxC+w3gmcF7G2JkPAdCiIvSJDABxEaBZRvATwhPggo0hFt8f2RGSIgzAPRo5SnVhmi9peALU5APFygdFNcdNFABhodYEAbij6zmlYgWQkgA8ezuuFw6CVlvJDhbakZYuUi1kU+0o2mxVKd5FAG6S5IzaSgFCAG+Y5GFgN/UmTI0McSNQR6f5Sg8TNMsI/XoSLcQKpf9NGkApScrMcEUl6HJHmA5a3ttpHtvtGAwv1CRD7gw9ej9xRzMmcwzYOZ6LdMkAEhC33G+AZZepAOCtneSciBN2BFPK8MAMc1c20uRUEEGx2Sga3BDtJuYLAID4YueIWU03e3nJBEeIYIGPepbLahsNTpDQ4nRHQVZaLpkhgJL6oJcOIiiy2vLBzhB2BXO4PLNpOkUSgKw0PFVp7jvDzGJK8S1q6W8oLjLId7K0UoUxllHtUIEgkdMI4JWaoiP/mWNyC1dFwhcAr/hsl97DISfCoJ4jKCUnclGy2nLWDnBaxNjnVHCST8ut/y95HkSVRjFOnn6RIWY1o+ToJUMAQYvZxLxP8S8LgLFMSId3ZgpjLD/I0cdv2ogyb1zyPt5HXgCinRQ/pUOCIL/cPCMyR6+ZIE6ALJZ2UuBD/H8rstJn+mJeVlllbQj9Aeyc40g2jCLNAAAAAElFTkSuQmCC) 5 3, auto;}
71.875%,74.275% {cursor:url(data:image/png;base64,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) 5 3, auto;}
74.375%,76.15% {cursor:url(data:image/png;base64,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) 5 3, auto;}
76.25%,78.025% {cursor:url(data:image/png;base64,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) 5 3, auto;}
78.125%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,81.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeUlEQVRYhe2Wy0tUURzHP+fch+UMM+ajbEyhzE0WmRC0MwMXQW10EWIQrdy0kKDaBO2DNi36D9pECtkuoqAn0dOFCoISvdSxcnzM6Nw755wWzkiPqy3mai3mC3fx+3E43w/nnPv7/aCk/1Qm/224RJD5S1oBOMybtdaEJhmU3E9kIz3/DrCZWhNg0vb/HYCW0G+ShXDTHuSq4WP3kHHyxn3UmV4rUYAIHSbwBG6oL/Q4CQCOUsEEywBcoJ5L1BMmRCDAoE5yQlYBMO9ohvQCAC1EyEhdWBbKaQQCnC/bTYPnAPDaLNImt606fhQeANfZy1X2FNJFAfxxt6dMDSIf3dFf6WAFIGUrpkwWWKlOUhRfoyTAZRrolQkKEI2eC8A1t4l2GadFRXhCC9P49Fi19NNMhbR5a6XDAXCEZMRkiAprJWugyY3wQKc4LXbSyBbijstz5jmm4yRwmZAeE3opFABxxbznqUlxPP/wMijeyTRZo2hWWwH4xDJdYjuVykZbMGCS9IgdoQAACA20EeMW+1AW3DRJzspa4tqiXFg8FHO0iRgAQzJNh6jknBqDIpvVL39BlXIoQ3DfSjHgTdJqogB8cxRjLJHIuSyhuWdmOSDCaVg/A4huRlESBvnOGStBTc4GYJgMJ6lCa81n28cGon44Xdr+LRadetjYPty2mslhMAIeMUcn1WQxDLPIQaJ0MQIhzAqBhahDVhNTNlN4jNvL3FUzlCvJFB6vWKQWt1jf9QHaibNgcszg88LMc0TESCmPactnyKSJ6vDGiKCdxEU1ThbDLDmesUCdKWMajw8iyy5cuvUohDSqrbfJejV+Q+fEkkoqaVP1A5oX2cwhLHkcAAAAAElFTkSuQmCC) 5 3, auto;}
81.875%,83.65% {cursor:url(data:image/png;base64,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) 5 3, auto;}
83.75%,85.525% {cursor:url(data:image/png;base64,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) 5 3, auto;}
85.625%,88.025% {cursor:url(data:image/png;base64,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) 5 3, auto;}
88.125%,91.15% {cursor:url(data:image/png;base64,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) 5 3, auto;}
91.25%,94.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
95%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeklEQVRYhe2WT0gUURzHP/NnZ1Z3bDVNLTbSFJNtS0EkEsJI6BYYWXTyGNQlOhV26BAeDLp1jaC6BXXpFBgEUScJSQ0iI4MwzQpdU2d23nsddLes0ZCd1Q77hXd4f3jfz/vN8H0PivpPpVZawaUFmQ/RBkAbQ2utCU160GAKp5Ce/wYAEOYWA4zoi1sHMG8J7sjJbHfTfsic4S2rWdm6pgB1iYS6SCILETpMYAX6/LecMxIAHKU8N75fj3HYLCdMiECAVj3OSapy/TIMAMZZJKmVZodDqUYgQL/RQDzza6rSiABwwqymQUQB6I3sotvYkQXJC+Cvb9suYqsWfdZ8ADrYRp1cBngqv3FAyz8vTABb03CVIgux4scQbXyNCB7Jac7buzmSKSODos+uZ0zMkxBW3gA6QFJzOK1X06fvyU2kcEhGHJ4xRxpBr15LjbSosC2ei1m6tO2UKSMUAO2VTNMqY1TI5fhbQADwUktzw3/P1chekktR4piM60sIJE0yunaKbUC/XzTqNvvYhkkXFcxZijNyhCrd5p7WhOMaCAsu6OOkRAkH/VKOq+E/99iwVh0ihoGNzrD5gyvyHW9kmmtmHY67XOrXxgKPM1MkKcVTMh/fQADtLGNMmC4DfOSBmGLAbqbFKwFAWHCfKXqNnTi+jlfAdFaGhrps16tPkQ7l0qlcOtWLWLuyDU09jKTUE1pCi+TAS7c/0sgh4TDjZ8ggWYrCdX+Cbr2WcmmSxg/DG1gjCRs9m7QvmMFj0vC4yzSD3heOEWdeCDIhlj8IQOthFBfJd91n0JzlpveBU0YNlcLARdLDKIT0VFtvk/WOWdB3YlFFFbWp+gneUNBmV8XCzwAAAABJRU5ErkJggg==) 5 3, auto;}
}
div.testarea{
animation:rwdcur121339 2.6666666666667s linear infinite forwards;
}
