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21.551724137931%,32.658620689655% {cursor:url(data:image/png;base64,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) 21 24, auto;}
32.758620689655%,36.106896551724% {cursor:url(data:image/png;base64,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) 21 24, auto;}
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39.655172413793%,43.003448275862% {cursor:url(data:image/png;base64,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) 21 24, auto;}
43.103448275862%,46.451724137931% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGQUlEQVRoge2YXWxa5xnH/2DAdjiBA/gQjLELGU4cYjC4AX/NlKVpa5JablI7rVRVVatNlbqP21600zRV01RNU2+2bN2HtNYXUZNVldtUsRPHTmcHGzCOjY1jcE1swBgTG4O/8CF87IJcblLAJLsYP+lI5+ac5/md932f57wvUKRIkSJFihQp8v8L4ynG4gAgHl2HAHD4fD5BkmQiFAp5aZqOAkjn+tInLcABIARQIZfLVUqlsl1SWaklBQIZT0AKDwuFh6LhB+u3Bwfft1qtVwDs5xqAVfCUs5QBqKAoqt5gMLxZp1KdrapVkjXHj0Mqk4FLkigpL0dJJpPu+/vfxNFoNO88noQAweVy68xm86/rGxvPqFtbOCfUapSUlmJ9bQ2+QACxGSfKuFy0txuZ8a0dLC0teQEk8glWaAFSoVCYOszmT1rMHfJ2kwm78X1Yx8bgttqwHgolNyORHTabzer88TvEw3gc27FomqbpLeQx/wstQEil0tZXe3p6X3jtIqHTaGB3OnH7yy+xOO+OeDyefy4vL3+7vb2d7urq+u3hw7z6na0YNjciQQB7+QYtlAALgKzDbP69wfwSYdDqcGvcgttXrqYnrLYhu93+q1Qq9T2ALQB1FRQlqZJI4PP5EF5bmwewk29gZoEEeEaj8e2G1pY6Y2sb5gN+2K/3w2oZs4yPj/8mlUrNA1gHwJLL5YbKmuoKEUVhyePB2traxEEEDjoCZQDEIpHIcPTo0e6jDRqUsjm4a7MilXgIZW2tRCqV/jwQCHzhcDhuABBrGhp+UmcwIEnTWFlYSC8uLg7/LwSYAHh8Pl919uzZj05oNKYa9UlmXe0xRPd20dLSitZ2I3bjceWKz6e8+sdLYofDsaTRaM6pddpGg16Paec0vJ6F2c3NTS+A5NMW4KnV6ld+9Pzpj5vMZnFTUxOO8PhgMIBYIgEuQYABBmRCEUoYDBAEoVQqlW+dfuHMO6bz55llpaWYHrkDt9t9GUA43+QBoCSPZ8pIkmy80N39l5feeEN8uq0NOzQNm2sGAlKIu/P3cL23F/ecTqgadXiYSmJx1nWooVF3ytT9Kltfr0H/zQHYh4aDw8PDHwIIAsjkK5DrCDAByDo7O3/X1vmyWK/V4s70FGzX+0GKxdDrnkUymUR4JZiWVFeDwWAwWSUlUJuMTI1WCwV1BCOTE5i4MZgYHR19P5PJBJBn/c9XgNDr9d2nTM8ZmppbMGy5gztf9cFht891XuxR0amHqJRW4eIvfsZksljgckpRxuHg/Isd2KZpXBsahGPgZtpmtf7B7/cPIltWD0SuAuKTJ0/26Nra4PUvw9L3DSyjo9fsdvtl45kzn8Z2dwkFRYElkQCZDIgSFu5HN3HPPY+FybtYmJresY6Pf+x0Ov+BbFk9MLkIlMlksvoTjbpGSiZD32efYXZ6es5ut38AYN/v9Qa/uvRnZTnBZZYRBFTNTWhW1eP2rUFMDNzc8y0v26ampj4Jh8MWABEccOrkI0BoNJrzP9BqEVpdxf1ZF1wu158ALAFI9n7++Tk+n29Uq9XvnrtwwXDsGTn8G+sIuOYwZrFccrlcnyK7YPP+bfhP5NKJeRRFqY5UV2N58XuEgsHw6urqv5BtQgkACYqiSH1Tk0bf8SJ45eWwjY3B772/7vV6Lz8SLWjyQI4jUCmrUpYLSKx4PAiHw3PIfoAaDocjbW5u/mlzW9vrP3yli6k7XofvrOOYujWUHhkZ+WU8Hj9QsyqEAEuhUCgpmYzMMJnYi8ZA0zRHq9W+K5PJNNU1Ndrjp549ZDCZUF1ZiYGhIdj6B5I2q/WS1+v9GgWoNgcV4IhEIjkhEiJBJ8Bms9F1saeVKxC0Vh2rhUKugFgiQdDnw9XeXsyMjUctFstHbrf7CrKdtiAL9kACPB6P4goEEBAEet57D2wOB5lMGjsbG/D7/Bjq68N919yWx+O5NjMz89dIJOIEkNdGPRceV4ApEAor1oOrW/OTDl4sEkHswTo2AisIBQLhB+GwNxgMjk5OTl5NJpM+ZMtkXlvEXHlcgf3NSOQ7a/+A/EYstrW/v78XjUbvBYPB2VAo5EV2jm8hW5GeyGL9bzzusQoT2bMc4tF9AtkjkH085YSLFClSpEiRIkUKyL8Bz0l9o8Vz7XgAAAAASUVORK5CYII=) 21 24, auto;}
46.551724137931%,49.9% {cursor:url(data:image/png;base64,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) 21 24, auto;}
50%,61.106896551724% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFVklEQVRoge2X3U9TdxjHvz0t7emLh9pCbY8VGeVNLC+ulUqRYRSxikNMXOIu3EuWxSw6l/0Fy643Ei92IfEC9crFxQ11skSHCkp5EVwoMigFOiiUHtrSnlao5UB3AdncJW3VLDmfq3Nx8jzf7+95znOeH8DDw8PDw8PDw/O/RfAGc4kByACQG88EgCUAIQDxZIO+TgMEAAUAJQDljh078vPz86spisqRKxSqLRSlikYirh+vX/+K47i5ZJOI0ib3vzGVBEHQFoul0WAwHNVu316iL8hX6vLyoFSpoKAohEOh+N0rV/QcxylSTZZOFCRJ5tXU1JwtKtnVtNtioctNJqi1WiQIApFwGJFoFGK5HBqhUBxh2SDWK5U06TSgpGnaarPZvrPUHy6prq2FIjMTo6Oj6PvlZ3hdE3gRZpGRkYHTX55HlA1jeTkWRwr9D6TPAFVYWFh/4uTJyzUnGimL2YxhpxM3rl3D1PMRbnx83OX1eh8Gg0H2o08/uUDJZORfbjciLDsJIJZK4pTKt4FCIpEYD9XVNe9vaqT2Wyzo6uvFYFcXqK1KFFeUi2oOHdTvrawsEwgEPqU6i5QqFJidnMTCwsIIgGgqyVOtgFKn01ltNluz+XCdvtq8F/5IBJVlFajdV4WEQIA4x8EfjSpuXrpkHRsdZekCAxJrq5gbH1+bmprqwvoofSsGqIKCgvoTTU2XLQ3HqPeqrMgQroebXQwg6A4jkUhgm2Yb9Go1pHI5TCbTwaKS3WC882DmvP5AIOAGwL0NAyRJksX19fXNhz88TVWWV2BlbRVPXU48uvETQgt+sOFwlJRIRB9cOE9mZGdDLJOhsLxMXFRQgNttbZiZmekGEExFPJD8N5B1/Pjxb/cds+krSkvRPeKAQEBgbnoaY45h/9XW1s+utLaeiUSjc0KhCEgAQoJAtc0GNhzGaH8/NzQ0dBXrf+E3boDUaDTGUpOprrr2AHqfDSLgY7BKCBDy+bDAMK5wODwMILpVrcpSUluw9DKG/Hf3YFeeAQ8fPIDLOd7n9/v/QIoTCEiuhZRWq/WL0mqriI1GYb/9K8wNR7GSAOLLMQBQVFVVndPpdGVavZ5SUZkQZYhRU74HHfZuPHvwcGlwYKAZAJOq+KQMCIVCTX5R0f5C427YH3UiyDB4GYshAUCp1eDU2c+NYpI0qrRabNfpoJHJ8YJbwX37E3TfurPW09PzvdfrfYwUp0+yBkiDwVCRU1ykWiOEcPb1Y2JiwlMZDuslBIFTDY0QYGNDTCRACAQIxJZx61YbHJ2P4329vRcdDsdlAP50iE/GgCI3N7eaNhjgZ3wIMAw3NjZ2k5l0X2hvvwtSJoVYKkV8eRnanTtRnpOLjs5ODNzvYH9rb//a4/Hc3RC/9tYM6GjavE2vh3tyEsFAIDg/P//n1ZaWH2iarisuLi7U0DRhfb8BRn0Ongw8xbN799Z6e3ouejyeO0hT36diQLZVpaIlFIXIYhAZYrHsyJEj57KyszX6d3I1hWYTzHsrIZNK0fbrbQz+3hHv6banvW1SMSCWUxQllIghkUlx7OMzCipTaaR1OmRrNFjlODwfdmDo8RM4HcNzdrv9m6mpqTtIc9u8ymYNiJRZaplcQuJAXT24WAxRlsWsZwb9XV2YHXdhYmxs2Ol03nA4HDcTicQ0APZ1CP9H0CbeJcrKyrTB+fn5tpYWzXIkSkRCoXh4cZFdYBiX1+vtdrvdjxiGGcH6ibN4Taf+Kpu5ExNqtVprNBpPMQyzFIlEWJ/PN72yshLF+kocwvpsT+mCslk2e6kX4d+qcUhxk+Th4eHh4eHh4UmNvwEAaxSJL0p48wAAAABJRU5ErkJggg==) 21 24, auto;}
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71.551724137931%,74.9% {cursor:url(data:image/png;base64,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) 21 24, auto;}
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78.448275862069%,89.555172413793% {cursor:url(data:image/png;base64,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) 21 24, auto;}
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93.103448275862%,96.451724137931% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHcElEQVRoge2Ye0xb1x3Hvxg/ri9+QcA2Nji8Yxybh014CbqsJUBb2OiWdeuiToumSKuqqd1f+6ObqmqaoirTVKlSJ62atj+6f9JszbSWPCAtNBAMwQ7gBIwxD+MHxoSLfXH8Al/vD4O6aaI8FsM08ZHuf/ee8/uc8zvn/M4FjjnmmGOO+T+DtZ+X01MVxR4gAEgASAHIAeQByCsvLz8FIBoKhcIAmN0aYac0xP+EACBJT0+XlpSUVBUWFjZIZbKqbGlOASkUEpnZ2RLK5/MNfNH3m/7+/j8A2NytwcMS4AKQSqVSbUNjw8VT5eUtqnJ1lrywCCeUShAiIdLYHAj4BG796c9Sj8fj32vDhyEgIghC3dnZ+U5FjaFF09jALtRoEAewsrSEualJrK+uIkMiRnNrO9YpigkGg37sYfSB1AtklZaWtra2tV6pbWvLqz/7TfhpP4x3Pod91ATK52P8fn+Qw+Fw23/0KrEZieBJgI4tLS15/hcEyNzc3Ppvv9T1x+e+/zJZoavAiNmEwet/x8yU9bHdbr/ucrluBQKBzY7OjssCkUgdWl+Hf23NDyC4105SJcAGoGpvb3/3THs7eaaqGn1GI/qvXsWIcfj2/fv332YYZg4ADUAjzZEqchW58Lpc8C0v2wCE9trRvvbcfSBobm6+WNFQp/1GUxPsbhdGb9zE/eGRT4eHh99gGMYMwAeApVAotPL8PFG2VAbHzAy8Xu/IltiRCmSdLChoLdbrwWdzMDE6ijmbzWs0Gt8BMAcgttW3Qq/XXyo1GACGgWfGjvn5+bs46hkQCARSVWGhpqyoGD46ANfkFGZmZq4BWPiX4KWnT59+WVtV1aivq4Nt8hHsVutDn883ufXOkQmwCYIQCcQirpAksRoIwP94dXN+fr4HycVJAijQ6XQ/PtfW9tYz33mJJSRJjA8MYnp6+mMAj/fVWSoEhEKhgicQgM/hYI0OgA4EQn6/HwDUJ0+e1FZXV79aYdC31L7wPMug06G7uxvT4xOLFovlGvaR/6kSgEgkykrnsAGkIR5nwOPx2D+8cOFKdk5OllSRm52v06KyWg9VTg4GTKMw9d6JDQwMvJVIJFzYQ/2TaoFNl8s1GV4PIhLfRK5CgVfefINksVhlYqEQWWIRJHwS/nAYn/X2wny7hzEODb23uLjYi32OfsoEKIry0mtrQSr0RKDKzER61gkkkMCTaBT+YBAjY2OwjZowa3kYGjYaf2uxWD7EPnN/m4MKEAAEWw+B5GbAILl7hBKJRMxhn7Vf/eD3VURGBngkH8xmHCGaRng9CK/bHXQ5nQMTExPv+3y+EQAU9pk626QdIHCpUqms1Wg0nTK5XEOSZB6XxwOTYED7Ax6apufm5+b6LRbLAJfLFRUUFGgzMzPL4/E4KxwOU8FgcNbhcIwheZBRACIHCXy/AiwAIj6fX9bV1XWlVKNpKqjUsfKLiiEWCpGRQSIejyMSicKx6MBffvfeveuffPIKANeWNHerjc2tgPe8z+/GXlNIpNVqu84+++zluufb5Wdqa6HMzEIiDXgSjSKysYE0APlZJ5BIJCCWSFRIpheD5Km655M1FQKkTCarPdfW9u7Z752XNtacAbVOo2fECJfNBtq3gmg4DD5J4sKlS+DyeBAKhdlIjnrK2U2ABUDR1t5+uaHjRaneYMDQmBnmnl54Fhwx5+KieXl52ehyuYKv//zNX6axWEhPZ4GVnr79bcrZTUBgMBg6DM1N+oq6WvT392G0+wbGH4zde/DgwRW/3z8BIJKbm9tCZGSAy+GADgYRi0YPI3YAuwtIq6qrf6J7phn2GTtGu2/ibv+Xn5pMpl8gWZiFAGSr1epmiVwOgsPFKkUhGg4De7xR/bd83TQTarW6tkyn1QilMph7e2EZH7ebTKZfAbBvBc8GoCgsKmpRFhchnkjAMzeHlZUVK/Zxq0qVgKC0tPRckb6a5XEswDltg9Vq/RD/Xs9n19XVXSwuVxecKi3Dgs8L56NJOByO20ju8UcqIJHJ5fqsvDw4p6aw5PH43G73bSRHlgtAUVZW9oOm5uaf6lvPgeTzYR4ywjm/QFmt1r/ikGZgxzXA4XAkcqWyhE2S8M0vbKcFC4CKz+erampqXq9vbDxf1/Ei63S5BncHBzHe1785dO/e2xsbGzYc0hrYSYCtUCjycpQKMs7EEVlfRzQa5VZWVv5MoVAU5atU+mKdVmBoeQ75+Src7fsCpls9zOjIyAd2u/1vOEBV+bQFCKVSqeaLxYhFIuASBL51/rv1fJGoXlZUCFVJCWR5+Vj1ePCPjz7Co+ERanBg4Nc2m+0akjXOgQqzpynAFQgEMr5YBLFYgs7XXgOHx0MagAhNY9nlhLn3DmYfPqJn7fbPzWbz+xRFjQHwH2bwwNesAUlmpiiw8jjosVoFwbU1rK9SoDweeJ0uetnrtbrd7i/NZvPHsVjMhadQVR6UnQRidCBgGrpxsyAUCjGBQGAuFApRTqfT5Ha77UiO9PYftENZrDuxUznNwlcXFha+KoGfail8zDHHHHPMkfNPNWAJMz5ITmcAAAAASUVORK5CYII=) 21 24, auto;}
96.551724137931%,99.9% {cursor:url(data:image/png;base64,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) 21 24, auto;}
}
div.testarea{
animation:rwdcur54431 1.9333333333333s linear infinite forwards;
}
