@keyframes rwdcur56266 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuklEQVRYha2X4VLbOBDHf5JdRbgmBOhlGF6jL9CXuKfss/QJ7mvLMUzpFUiNURXpPuw6dkwcAnc749FYcXZ//mt3JRsmLMtg9ba8AbcE9wvce5kLQPgLwjdInyAByUw5nLDJ5wcAJeAA30JtwAPMoH2A1SO0S4GJCMS00x1md012wb8MAFqYF3BmYWlhGeDsGOoluCt5xk7522flRHAA5grQQFXCfC3BF0BK8DNAjBAu5e03CmQOV+EZgJoFrFcAC85AbeHMwAd9oDTQFtA8QHiAeKkA9OObAfgCfFQQIwDVGuYWzgGbgQyrCPcFNJfQKvjBwbs33WkfB88YKNfgDdTAHFHiPEtO1L/B30midnlg806vrwAAuOkdlnp5I5VQJ1gYUaT24Is+EV9lk0sAWPVmTQ8xQ8qwKiTp5klLs96uhIOXYYt4LJvZVsBp4jl6JY51rFoBG0IctAz7FOBcISOURR/YaTNKWXrDPEuFeOSZcEDcje1as80b3OnavwNXiAKOPlCFLMHCwMJJgvqf8tsmH15SYW/S2FEr1rHMOmegMnCaYBFh/gTVAsrr3u+LSbnvAXusAKUqkWRMiPwkcFnefIFURNWAv3hFRewF0KuMvcOYoM2wyjIC+AwnSSBqC/7+Fcn4DOCzzn8HGrAB7FqDyxQ/gO/ADyP3oFWRBMDNX6HApgo6yj91/KDRHPAkm08L3BpokvQIlyQHumBeQTa5wmCDehFgbLdgj4AAqYCQYGXUowJ7A6eaAyA9okJ6gvOjLTpPHFYmZTpXcidj0HW/MXBl4GsJXw38beAfRJ2uVVcW/K9BOX5+iwIAlbxwyNAUMpWyBEsZqgTRytud6e7oswBU72Gl/uMfe1SYAkh6xUdoj+A+SODoIDxBmkGTBaTMsl9URscocD5Acwz20yEKGDaJ2CVNBMKR5GJy/SYTZsAjhAI5mKz7/mBz36C8tu+954QtBQYQHUjX1+Md2BNV5Rbsuz4fSyMqoEmIARcFpNvGYwcxPq49WwKFGNIGIJ4MwM7B3sh6NkY7ZJbSTMh9d4rqDimdPVNiZw6MINLISQLsUn9fiRp23Qf2QIpgddnsNdiLXYGmACaUGNomT35DW4N96gFq/X/sAKeC7wUYQAwDji2eAneiwqoQJaKR80NIEOu3dsIhxNjG1XIiedI0QAFxBuWTJNzbW/FLUGOIa2gvtEqAcibz3SdbHPsY+nqzjT9gr6C83N4DItvfjc++Hf8TwA4IO7o6RXYG/18ABhBDgKFNBgf4F2rHN4FnjWLnAAAAAElFTkSuQmCC) 13 2, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 13 2, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 13 2, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0UlEQVRYhe3Xv3LbRhAG8B+OIMSBqT/ROB6VaVylzAvo0fw+eQm/QEpXblR5PI4LioFpCgQPKe4IUpQUjygplXdmB8cj7r5vd7/bIwv3WJ8eAeEz1QU1TnC2SuNuzEzy5iPtWzrE4r4N/8PCA+DD90eUqFCvmBaJQCXNB4S3D69/PIGd+fCZsqS62YJP19QFVfvw2sMJ9HiX564oLyiPmRQJ/CRyUjCxjf7Jdqtku7WX037DeeBNwUVMOuh6vhR8qviKOVpZA3c2/YENUWzA36e5ckb1nTqk6M9iykCNcpTejd8y4IeHInoMAfgTl3m+pArUa84Kzvv0rGNaExFf5efvmcghFtgq91fCVVb9iEngpOQ8cj7iNKT5gNhncPjrUHS3MxAuMcklCEnt0yJF/ktM4/EO8OB/PBMBCBeUi6T8WlZ+SFooC9Yj2j75ILr3ae1BZSj3lB9Q1umo1WtOeqYxfRaJgXacfEMgXj5VAzvjoet1WfkFr0KajyFH3ybwIQNPsbDnJSabrheYoooJqMUy++65H0g89ghuCAzjJrfdXP86E+oCi57rUWo6iz4RiJ8OANy3codIOaLKrXYSUym6wHUGnHfMepqjlIWuvX0aDiYQUP5DdUy1SgSqkFLcRNrAomDe8zWmLCzRfnsGDQxX6jFlm5pPFQkj2jWLQNMn8CYyP9oS6P7eif6Q+kPRM7lmcpoumtdLXpdJfKR6z8bMlywmLNwjwkPBhwyc5uO3ShoIefNlBp+hmdwGfhZwKL8QasKYENDTdXSRJqu+uWZxevfoPRkcyjfEBkfEFe0opbktktrnboN3ed2zgJNvtjXdd5Yx1zwyW2dwtB9eCJwkwkr2xbbnd9MU9YtFvrHNj4sWyxuamma6p/Z3LwROysBwF1zl1vzb3Tv/4HP+Iyttu1ncI+ClwYe9d/5MbC6nJ91wjyawR+J/Af5pP21j/wI6fx1QDAjugQAAAABJRU5ErkJggg==) 13 2, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 13 2, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 13 2, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
}
div.testarea{
animation:rwdcur56266 1.1666666666667s linear infinite forwards;
}
