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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 3 6, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 3 6, auto;}
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16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 3 6, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 3 6, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 6, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 3 6, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 6, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 3 6, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 3 6, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 6, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 3 6, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 6, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 3 6, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 3 6, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 6, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGlElEQVRYhe2Xf1DT9xnHXwmCCYSQAAFCIPwUMCCggAIiToc6pZ5rr6V2p51by/mrrm5znd7Eeut52s6bRXva1srZtbPKWKsWKkwoChT5ISKiREAOBLrkDKAkgRBiYH84mXUguNvdbnd9//k8z/d5v+/58bnnC9/jfwyHKcSkAOsAG9A1QcxPgGeBNsD4X1H2CLZnFlePZhw61QaEjeMPy8yr7H3h09xRIPlpkwunELOvs7hsJGpFRvCvKzqbU9b/9gAgeuiMX52Z7Oardpd4+zwt95QFjMFN6U9S5utbPX+W9Lt/mnYt3LzzqNRb9R+RA0x73BCRtqp13trNoQC3Oy9VXsh6MyvNA1LlUHQXXOVKXtl4eqf+Bw07fTSxuLgrHv08NCRl6cqUzG3bAXpvt5K/a/NLwMkpC5D6qK75RsWFimXuKC1zkjcuX1xiaO0b81v6+7ANWfAICsNmGcRk0OGqUCIWy3nh3RMfq+NTcFP6M2K3IxAK9cCdJ1VAMI4tMOPgyfao9BcBWC6HziHwE0HOxVoi+tvwHe0fCzYLplMmUBE8Pw2B4F/prGYje2LccoBXniRgvBnoyP3F6pW97S3DFVWHMN65hu7iWexNFWxVWchICmdGdAzl+mGu3dDSVFfNviQv0NaMJbANDdJS+lXFZOQTCQDIz04LP3jl/AlcFZG4hccyKyIUu9yPoVEbexraCcrYxE/Xb0Li4gJAnI8Aq9nIiP0+zSVfNv1l60uvT0YO4z9Ec4GQzQUNUpHQeVlqpIbBUbhc8AWnB+U0CZXERcWj6zdRsn8Hdrsdla8PGm8PxLrrXLULCIpdqFCEzlx/41zeXKAYGJhMgHD1sc+X9UT0HV23+8uslMw3Mj0CQ5epNcmEONpobjwNBhMHcnZgul7LqsVLmO/QB0NGDG5Wrna0IBe4cKVnFFHEAgBcvXyZu2bTDOsc0m1KgXGwvvvakwSEhC5Ydix9zdsSV3cfpUgqQyB40B31SA+N+mHm+HqzKDGd63ordv1t7pv0nDE4gU8Cw24RpHo70W60YVfPBMBRJEYklRHil6oYvnFH0l51IRewTySg7+b5MwUyH7Wl7/YtmauX0s9RJAbAz9ZNvFqBJiiU8AA/RvQdlBmG6fXWEO0pZVNiCM76WwQqPblpGBgTMGK3o9Ne1beWFhQW7f3NzwHTeBUYbw1lK7Le/SRhzaZnHKY5kmj+hrDAIEZ6rSgUCkpLv6btZhO/fGMHjY2NREVFAZD3yUe04c7w/OcAMLRpjYeWatYCZyfqP4zzEM17+bWwsEXpf7bc6+seGu3fYJYHU1V3g8R4DdruVvJOncTZ+UF1SgrzUSgUdBv1DCjESIyOdBh1iCVyum7VGCcjh39fwxWRP3r+nHtA6GdOLpINNX86QoJdBx23CJSq+GDvfjxkrrx/NAcAh2lOFBacJT4slnXL11BnkyCVKrH1m3Fz8X1rMnL47hpK07OPFGlSf+wlEAox1/+VJSEilBJ3Sm7XU1ZQzvHDB5AHeLLkmcVk795N14CeLyzDHNz1Fv0JMYi6qrh7JRepwyhmiWzhc3uOOw2ozJHfFl+qnYoAa2thwVm5f9DzSs1sV7vIm5RRI+0dncTMjiQmOIzS8koM3QZuNjRTXXeFlNg4ViWk0uwcgiQ4GU83NcONVayKnIn2vud025Bl0fXzp8p6G25+M5GA8YbQB/jsV2XtyT1325wSWmpIXD4PPycPAMRSD0bsNoo76/mhfywiFylGw7fkNffT1dSAv8cwlx2j8ZoROfSHZNWbwDtTbcFDmIGPB+/23otOe3FFo8GMY6eWuLhEHKeLaWpuwWQ0cuHzIi5VVVNeXobaT8XcAA+6tA1U+UTh5a+h5tPD73Rerph0DiY8SGS+AVlSpR+mOzpmzI2grKGWD87kUdZYR1ldLXv2Z3NM2MQfv8pl9oKlvPdhDuGRMzDp/o5MFYB6TvLLk5HDOGv4EDptfWXliQOyr4//vmPD4iPraoqqUPurmBM9C4Da0nPkO2ipSIwgqVXMqMGKxWih9v3DOcIBYbBe2/DEO+AhxpuBx5Hy3qF9FxUSmTBudjQuzs5jjharDsuIjRixmvLKaowm061Xt2xbC1RNhRymdhNWvLZle9yQ1drp5Oj4HUfYdCUxYjUA9wSWe69u2fbs05DD1P4LAPSn8wuvxcyKXOIqcXF9eAMADAwOUlVTx7692Rt7evv+9jTkMLUWPIpkYM9jtpU82Jzv8f+JfwAPE3PiXG9TKgAAAABJRU5ErkJggg==) 3 6, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 3 6, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGGUlEQVRYhe2We1BU5xnGf7ssu8vCXtiFXdhdkJuLODSIxhA3StTYizGaSa0x7XTa2EiSRquxTZtoEjuJmbZirpaZtjbGqYxomVKtTTQ1iSiClKCsCMFICFs2XGRlWVhYLgtnT/+gbpECxcz0j874zHwz5/3e732f57zfeb/vwG38H+C5e1/fJdpfePYDIG4Sf9zyV3/x2cLtW0TA/j8R8JOGNnGHwyt+ffuetyY6733q+dKdDYPihg/KvpQA6UwXKjU6Mlet37L4iWffAJRA3PKtL5Uu3bJzqUyhvFXeEGQT7KeBB//13Aw8Nt6pjU9gUd7Wp+s737fbspbr7ln3jC0sXD4xpwp4b5y9Czg9lQDJBPs322u6n4zQRhMY9OOsLuXkL7eVbTh2NlerMDPQ46GjvuamgOS7lyGVyXA2n8NR9E5Z9le/n5ucsxSA9k9q+O2aBd8GjsxUgPGh3e84sr+1wXxjorfdhUKvI7ypnpRAJ3NjIm4KKG/tx21MR2KdheAfItJgBGBkcIDyffknSve+9BAQmEpA2ATbHxVjjIpJSV+mijYAoFRrkVx1sEbnY15aAhqN+qaRaTWg7rzKp6IetckSStTtavL9cfPDzwMNU5FPVoEbeODHZc4SnSVJ7qws5al5Ila5Ybo8nHPWUhW5DI3JgutihXv/I7mPAe9OG8R/foQAmx/ee0Tv/cIZWKgS5NkJEWgn1mkSuPwaRKVAU/mpocINKzfNhBz+XYF5S57cvkep0a7I+e4m5JFR+D1uVnsrUSoUiCJotRrUUZGhwNHRUUprLtHe2sX8jFSO9OpIumcFgjBCZeGbBAdH3R++umMd8Cngnk7AD354/OIb+qTZGkWkOuTw91xndV8VBTUdmO/8GuFNDrLEDpYtsXO1xUlNaxN5ax9HqZDj7nSz82wjs+wrQvFBQcB3rZWy2l+XXfjRa2uBrskEhAGOC4f3/crf1VkXrlSt15gsSGUy5MpInFob9q5LZId5SYqOol+pZ1/LAJeGFIz421htv4/LdfXMTk8nUHsa3xf/QEjMGHszqZTRwDDyrvCIur8eLp5OAAAdDY7Pao8VfmS0ZZo0RvPscOVYuxlcDqThSr6x6gFi1SoWxkVSfbmGXmcj6eYktFotV65cwdfViVeiCgnwe9xDl48XFRz92aPPAZen2oLxn1cQaGl4v+SExmTOjM9cYJNKwzC4HOi1asIUKgRBQBBGSJUPYUu0MtA/isfjIRAIEK/X4PSNICRmMODt4pOTfyo+8fKWx4H2qchhki7IXvvoXaaMLJsoCXLNeYo0YYRkazxN9TX0DwZQq2SYLLEkyyJoaGxmWAC9OgKrJYGB6nfp9ziIjEzHmJZhA2xA43QCJjbY/fe/+Oah5Jyl1v4LZ3kiXoHH001KUiKxeh0WkwGVTsWpynIkMilfSZuNxWRAr9MCMOztIUcppdorEjcnyxyblrGk4W9/rmCaLhh/G2q+WVT008QF9sbBnm6kch9CtBUR6OvvHxcgxZwYz4fnK2ht6yAYDIZ80VYDOrUKtbcWYXSEO9Z8Z96DxQc/AubMpALDV0pK/nCmYNchQDWiiFnknZNLS5sb18dnyMqcC4BMEkaCzsSs2HjEoIhaHYVEMnacGLV6Kv5ejbsvDGnSXHraXbSVVl5vrjz9FjAwmYCpjmKAlI3FFVUJ8xfFNB0uILH3c86Unyc96w78YQH8wiCKLpHU1FTy8/OpOv0eiLC36C+k7/gdfZ3tQ3vslp8D+dNwzOyHJDNBx+JFd027Jmf5Khx19azMvXsmKUOY7C4AmA/kCZLAkPL80WBbXYV0bd5WDhw4QFAQsJrjue5uoXqwmb2ucwBs3raRz30d3bqBXtnJV7ZpFqzf6AJ6/puAqbYgjrEWqt9f8FpFbIxhTuKsJMxxJhCDIJHQO+yjsLeKlYoMuq52oFAo+PiiY98Lu3bvBqyMtd+1LytgPBYDeSWFb3/PnnPnpAvePljEi6/kvwz8HmidQc4QZnDR4gKOFR893qbVqFNMsbFGX18/N8amZ3aU7z94eB1wCPDdCjnMrALjYQMemTCXDwzdKvFt3MYN/BMsnDewiIQQ2gAAAABJRU5ErkJggg==) 3 6, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
}
div.testarea{
animation:rwdcur118839 2.4s linear infinite forwards;
}
