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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 30 30, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 30 30, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 30 30, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 30 30, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 30 30, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 30 30, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 30 30, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 30 30, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGuUlEQVR4nO2aTWxUVRTHf2+YftrWFkgZoJgGiQJBIokLRUXjAhcSV8b4EcPGEDWYuFFUwsIYly6MMYoJMZpgwPiFsiBuFE1YANEIFYLFhhSopCIfbRk6nY/r4rzDu/P6pp37Zqaa+P7Jzf14d94953/PPffeMw8SJEiQIEGCBAkSJPhfwpuLQXYbs3EBrG2FB9pgbQG6U9CVAkowVoIzeRjOwbGLcPBpz/tuLuSCBhKw1JjMTnixB7amoEvbS0AqVLZzgCIMF+DHw/Dmq573e6NkhAYQsNSYzC7Y0QkvaFsRmGf1qabeBLQCWfj0J3ijUUTUlYA9xrySge32jM+GSlaQAlqAZsQiLsBbmzzvw3rKC3Uk4DVj3l8Ez6WRmesBOhAlZoKtdFT9Zqt8GT54yPOer4e8itoJMGbJNtjbAvfZsweQB5YBy5GZjINuyoWchIF74GE8byTmK8tQMwEvGXO8DdZEzaKd34oQ4YqbmE7eOBza4Hn3xpE3jNTsXSpjszE7W2BNHnFcCq3b+SDwi1/Gb68mFSLG7YT1B4zZWYvsitgEbDRmaw9sySNCFhDltF6y8hKQA84DvyKKqcWUZkk2jJ8AFsGWPca8Hld+RTwCjFl7O2yDciFtocMKqtIjwGlEkSKBUuE0bUhkvXpWnxWwDWP6Y+ngIxYBT8B2oC+HKJGLSEUrV1PWtlPANet9akF2OY8oqQLaiisRKej6SmSJDXcCjLmrGx6313d45gzBWs9bfTSfBP5AFJ3y+4WXDH69yXpnmRh+3g/PYswKZz18OBOwCV6+TqBgyS9rPhUq50PPtTyEWIO+A+ud2taEnBArKa/ljyH22cCNAGN6O2A9yOyouResPFyeCrUBKIGXCHYK3UXyVlsbomCJ6fu17XtWihX0Ouniw9UCNqShz3Zs6txKFcqE2nKIUjlgLPTcVqoNOUmqkEWrb1jwedC1GTY46jLtPbNiNdwP5dtdePvTdW632z6gYKWrlPsL9SMp5CgNATEqqH1UtklbB3e46KJIV93TmMwCWH3d+qGadA4YAC4gDg7IAu36037gNqAzNLAuizQBCWmgF1n79mzbJERhOazHmAyed6FqnXAhANIt/taXJtjaDgLj0/u225UzfmoF7kbO90W/DgGRaWAxcoEKz3T4khQRQ1jpqM+NMavu2wR9KvB55GjrgkngB2ApsA5Z5yBm3wpkEM9fjPht+FRot00AQ3IFbywBQEcRMfezriNZOI+Q8RhiDZ3IrKvi8yr8zn5uB1FOAFkhwHlbdyEglUeOsbUor/gbme2FVltYcVWyEjFF4Bjie3xraJAFGLMQSI3AxJlgd6oZA4jzW+XXbWWjYBNSAA4Do/6zvKwEZzgxdkK27roQsBiZtZOIRa1Cgicw3cRt5IBhZObzVt8JuWc1aAl43kWMmY+sgCWug0Shh2DruwwcQphdhpDTjgRDrvlb6lVk2QxSfihSR/iXEBDlK2eEiwWUgJ+JeeIKY5zp0o4Bv/nJQjtV4JhMTsMJOOU6QCWcpfJ6V9MvhtrCu4CNQThCdABpRrgQMAUcRZxNXfyASqt3fEXequuzQoXnAOOyERwlBgEuTqOAbN+fuw5SCRMEV1s7DmhftMLP7OcaVTolS1Mvnk6ongA5Y08Be10HqYSvCa7GUVGlHOXXZU0aabrul4/ALmDS9R4A7tvGJHAR+NJ1oCiMI1agQZTwlbjkPwsnO3p0GA4gV40pYiAOAVmE8WycAcP4gvKwms54jvIwWjgvApdh9CR85MsyBwR43qg/2CjwSZwBo3CQ6NjhTHke2C8yDBHT/CFeVDjrp93AN3EGDeNP4HvKQ2yzhdy+FReyz5InFtwJECuY8NM7yJG+ZowiGqmCet7XOgRLYwSGsvDuDTlEpliI/9+gMcuRy9wS4G3i/fVXEZuIPgidhoFB2AGcAy7heUO1jFMLAb3Idb4bmI+Eph+tRZhKaEdOXqOwH3gPuIIEla/UMvtQ67/DxmSQQIQS8QjwFOXX/HpgAvgMOYOMIcqPxXV8NurxfUAGmaBuhIx+4BngwZrfLdiPONxRRHlJdVAe6vWFiCyHDoSADj/dAjwJrMHdIrKI4vuQg1cWUbxmpxdGfT+SMqaPgIB2PzUDdyJx+36EjF6Ca24WUWwYCe8NIvGOSYKDlyp+rq7y0ojP5GRJtCOBXs2b/ZRGtl5NGt3Wk61eaGzlJa/jrNto3IeSQkQz5QQ0U04ABFcA++/EKZSEBimumJMvRX0y0lYK/9NlE1Col4P770OizQkSJEiQIEGCBAn+DfwDqaLG6tFTjWsAAAAASUVORK5CYII=) 30 30, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 30 30, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 30 30, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGsElEQVR4nO2a329URRTHP7e7FNgsTYu0VkQkJjyACCUKIgb1CTT2AWPij0DSmGjjD0h8UROJj/wBJhLFyAOKAeKvoEQTntAYTUSNUUQQxNoEaMqPwrpsuu12x4czw517d+925+4umni/yeTOnZl755zvPTNz5syFBAkSJEiQIEGCBAn+l/CuRyeblVo/D5an4f4MLAc650JHHzATcmUYmoThPPx8Bb7c5HmHrodc0EoClOp9EbbOhi0p6KjWJAusAWYAbUBZl0/BcBG+2gPbd3ve8ZbJSCsIUGr+VtiWhefBVwqCSrbpaxa4B5hptZsCUvpahD2tJKKpBAwo9XI3bCPii0ehC1hXo74Mw3/B9gHPe7shAaugaQQMKPXmDfCsXRb+2mGUrbolwGKCVmLqTZvz8Najnvdcs2SGZhCg1PxB+CADaxt5TRvwEGL6UfVlYBKOboANeN7ZRvozaJiAQaV+mQnLpmtnxnStujXATXX0eQW+ecTz7q1fymhEWWdd2KjUzhQsmwQmgZJO9r3JFyPa2HVnrHdHkQWQhbW7ldrZiOwGsQlYrdSWHhic4pppMqVTWSdbiSmrzOTRz03o+1HrPRB85xQ+YWWgFwbfUOrVuPIbxBsCSvVths9GYMFZ4BwwpqsyQA+wCLhVl6WRr57W9yWrzEYH0A8oSzCTt8us8twGWIHnDcXSg/gE7Aceq6fpcmAlQX8AgrO9jU36ahMWhXagAO/0e94z9chSDe4EKHUXcMT1sX7E6bG/fFjBrG4H1S2EUF0G8SFWwmI875SrTBBvDnglTkcHgR+QMQxiwuGJchb+/GHmBayycJ3xHvdCbN/AjQClepDVKhZOAqeBcX1vlDf5boKTnj1xUqVuti5fDE9r2ZzhagH3AQvidGRwBCgAV5Hlz6Qp68X217ZXBFMHMlzM+E1Bx4DI5gxXAmq57HUjvNctIg5QlsqJ0SbB1KWQsa+sdqvgjjiy1E+AUr3U4fHVizwylo1ya5CvrPDnB3OPVa6AToQEewZfBGu1jE5wsYA0DZq/jcP6OgXowAjge4rp0L1Jc4E51nsMKV2wlOlXzgq4PJAG5rt2UAsTiN2uCJUrKpfANOJgZQk6R1Z9B9eBgKxrB7XQB9yt87YyYeW6dJphldn1AO2+m+EElwca2jiFsRrYiEyAZj6wMQvRqMvqPEyMDRVTxvoIUGqefnmeJljBOuBBZJLr1skOjoRRrlFvyidFNme4MpaL04mNW4D1yBe/GBLEXgKj9g5h79DkL8NZYlhAfQ943gXdTyx/28ZT+MvbSYJKEJFvo9ICwoJfghEqeZsWLoyVgR9dO7DRTzAQUkAYraZ8td1iNbIMfoPfI6pqwoWAEnDCtQMbt1Op7DEqB29YqGpaWWcIAOyQvVbLLeB7Yk42c/AjPEUrX0Akh6DLW0sTO9KUAnIwchG+o3IxmRYuBEwgG7kPXTsBuJOgYiXr/gzwtS6zd35RCEeOj8nQnCA6hBCJ+gnwvBHdyX7XTgCMkx6evU2MbwiJGVylkoQoMsy2eAvsAia0jE5wXTbGgQvAx64d2Xv9opUvWfnLwCfAtwgREB0LQLffK5vLYfwwgxNcXcdxZNjuQnyZTL0P/om/k/Lw9/eE8kXguE43IpbTjZh9CvgbCcCeB07A6D6RpUCM8Q+uBHjeKEplkAj2u4SOwmrhCtV3UvZBqBnbkzp/Tie7jUEK2CcyDAGFOOYP8fz7ArISvA98Wu9DR/FN344CofMlq9zOF0Nt0NePpO8DWpZCDD2AOAR43ig+Ca8juk2LMYIBTZO37TYc/LTbmfoicA5OX5S+80BeyxQL8XZ4njeM7AtywGtIrHNajBH0BO2jsSLBKFC4jTkZ+hWOHoKXrvUvssRG/MNRicJ2IkGaTuAF/LB+JB53ECy89T0AB8dhB7IAXAIuN/L1TT/xITG4Tp06gIeBJ5DgTVUswY9dVTsisydDc1+EwhewD/FBcojyubgTn41m/B/Qiyhv0m3ICdcDUY+sQpY4CMb+quEgfA68h6w8OXzTb1h5aNYfIjIcsvgkZICFwJNIJHle+JGVwM0Rr8tD4bA4hgeQr53XKUeDk14Yzf1JSqmFiPKGhFnIGWYfEv9chJDRA2S6gKVQmID8KRgek83hH8BPyORfwF9xCo1OeNXQir/EevGVt0loRyy+zUoQXPFK+KtjAd/zHG+WyYfRyv8EexDlbQLaqSQAfOVLiNJm5zneTHOvhtb/KSoB1XQoVbMA//yjRV/7vwchJ0GCBAkSJEiQIMG/gX8AkWdkRRyd7+8AAAAASUVORK5CYII=) 30 30, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 30 30, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 30 30, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 30 30, auto;}
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73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 30 30, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 30 30, auto;}
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}
div.testarea{
animation:rwdcur170480 0.5s linear infinite forwards;
}
