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2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+klEQVRYhcWX32oTURDGf7PEUNogtGqKhKrYgjdahEKu1F76AL0ueYLis/QRSq/7EGpBKBQkVkERVKSIrf2DpCGEkOPFzCYnp9vN2ar0g2X37O6Z75vzZ86MEAnnXBVYBOrADaAEJEAf6AFHwA7QFJGDWLsSQbwIrBphCzgDukAZqAH7XnsKqJigTRFpXlqAefzCDB8ZuY9Z4BnwCvhpAnv2rYKOUgdYF5FfhQQ45x4DDeAEuAu0gY/Bb4mJ61r7OfAGOAUeAJPAN2Aa2BCRt1lcpQzyJ8AKOrQd4JGRhejbd0xkxftWsevYxDeccxUR2c4VYJ6vAN89z14bWR4W7N62+64numP2VpxzrXAkBp7ZnDcYLirf0zzM2NXL6dc1uw3n3M1MAcAaOucdimHe7u3cv9TuCbqwRwXYVptA53KZ7DnPQhm4Y8/hLgl5ls3+hPENBaD7/Aj1osX4YU8x79nIG4G+2W0bz2r6oWRznwaZcKvlIQHue+1xU7DrPc8656oicpCg4TVv+C7CbXSvpyhiowU8BPWijobXolgI2kVsnBkvCRoyu7m/n8d1oBq8GzcFPrrArVRACV3Ns8Sv/vmgHcaAi5AYT9l4SeyqoQdLOVJAGMJj579sPDXjpYRukR/oIRI7FcfAPa/9ObJfFz09z9BFPDhCuxRbxSfe8wfgS2S/Pnp0l42XBA0MsUOf4tSMfQXeF+yL8R2mAnbQTKYI+sAnRoNLEUwZLwnQZPQsj8U74kN2iAqwB1ASkQPnXM9e1ux+Wc/ysISus32glyau6b7fRAPSpAmIjQexSMzupPFsph9KACLSdM510Bzu+B+Tg07VSzRxueZny76n62gCOfEfBGB2p41ngIEAS5030HVQzvqnIPx+aQ2xEaboI8YtYdwC5hiOxFN0ARXBkvXD7MwBW1mp+bm0XES2nXMthnXBb7JPOr8uCLdjmlXNMKYuGFcZrZkHMZWRj7+rjAIhV1MbZgipomlUHU0mwur4EA2ve0Wq4yvHH1vB78mY7sTtAAAAAElFTkSuQmCC) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC50lEQVRYhcWX3WoTURDHf7OsobSL2A9TpJQiCL3RIhZ6IVofwuuSJyh9lj5C6XVfoaj0RkGR2Au9EpUgTT8USUpYQo4XM9ucbk6abNOPPywhe/bM/3/mzMyZIwwJ51wZWAJWgGkgBiKgA7SBY+ADUBWR+rB2ZQjiJWDNCBtAE0iBEjAH1Lz/E0BigrZFpHppAbbiDTN8bOQ+ZoFV4B1wkBtLUC+1gE0ROSokwDn3FKgAf4AF4BT4lvssMnEpug0+FoFx4AcwCWyJyOcQVxwgfwG8Rl3bAp4YWR4dGw8hsefExFecc4mI7OU/POcBb+W/bGXQDbSi8OeVgHkCnjhbme15hW5QZbgMeX5eanYrzrmZoABgHd3zfm4dFS2zv9EjwFJtDA24V4T3fBREZncBGDO+rgA0z4/RgGlwebf3Q8fsnhrPWjYQ295nRSafaqMiQutBGc2KI+OZdc6VRaQeo+U1X2RGwT20SJWBGbqpXqdbsBrAY2A3Rmt7cwTCxCMsoynnowFU0SzI0DTe3Rh1UY3iWAQeoRUvhDbwFd3WfEyl6DlCbE8JLZmHgY9DeIhuXT/8BL6gQecjAu6jHoizF5GpWaXXfSHMAs/6jP0F3gDvA+SY/VXjizAVHeC3TU4Dk3zcBZ7TWydSYB/4zsUeTNHTswk8yAS0bWCYTIiBT7aS7Gmj+zxIPCbuwJtHjBaG7FgdhBN7RkUJjTcitI2auAKjRTBhvERojiY3LCBBY4ZYROrOuba9nLPfj9dAuozGWQ1oZ41rFs3baEEaNwHXcRomZn/a+AArBiJSdc610B7uKoIsjw7wFpgC7vjdsr/STbQajl2DAMzupPGc4UyAtc5baByUQt8UhD8vu0Ns5Vv0c8atYdxBG8jMEy/RACqCZZuH2ZkHdkKteU9bLiJ7zrkG3XvBP8J1/aJ7QdZVTTHgXjDoZrRuK7jZm1FOyO3cDQNCymgbtYKe6fnb8SFaXveL3I5vHf8BkZXtB2Yja8UAAAAASUVORK5CYII=) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+0lEQVRYhcXXzYqcRRQG4KeathlmGiGJxkUboquIP0EMZCH+XITrMFcQsvcK3OYShqxzAS4UlWwUIjIJSCAuVBqZSSaKjEPTNF0u6nzdna+/trvnx7xQDD1fnfO+derUqVPJisg5X8RVXMcFtNHCGCMc4AfsppT2V/WbViC+ihtBeIh/MEQHPfRnfm+hG4LupJR2jy0gVnwrHB8E+Sxewyf4Dnu1b10lSgPcTik9XUtAzvl9bONPXMYRHtWmtULcUNmGWVzBJn7FOeyklH5q4mo3kH+Ez5TQDvBekNUxju9N6MZ4FuK3c87dlNK9+sTnIjCz8t9jZUwTbV3M2nVwSUMkJiuLPd82TaoKxyGv2w3D73bO+ZVGAbip7PmisJ4Ug/B/a05AHLUNJeE+1bznJ0Er/F7GRvBNBSjn/EBJmEPHD/sijMPvUfDcmAiIva+KzEDJ3nfwqtONxH3lKB+iHbzaSnmtiswe3sDbMUZ4iv349tcpiTnEu/g65Zw/Nw1RhV4I69YMhyGmElSvjquiCymlL9pKyezXJvTxh1LR3jItWB28HoOyp4/NV8llGCqL1ArnHaW2z+75GD/jS/y2wNGmEqk3VyRuBU8neLVi9JSLpdNgdITv8Y3FOfBBOF6GTvD0gndSLvvKrTZcaMoTfIUfG+a18CFeXiJgGDz94NVWMn1otYQa4xflrrgS9sOZMXe5NdjvKZEYVQIOTK/VVTHEgzXm19FRIqqltFFbJ3B2HGwFrxZ2zZ/3s0YXD6GdUtrPOY/in734e/8MSK8pedbHqGpcq3N/RylImyHgLG7Dbvi/EHyIrE0p7eacB0oP9+yUySnZ/y3O46XZbnl2pbeVBnLjDAQIv+eCZ4KJgGidd5Q86DTNWROzdtUbYqfeoj/nPBrGu0oDWUXiYyWB1sG1sBN+LuFuU2s+V7lSSvdyzoem74K/lfugjv96F1Rd1XlL3gXLXkY3YwX/78uoJuTFvA0bhFxU2qjrSr9Yfx0/Ucrrw3Vexy8c/wLOsPdGcBl0OgAAAABJRU5ErkJggg==) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBElEQVRYhcWX30sUURTHP3eYFtEh0Eqr1Sx66KUksoToFxH9BT3L/gXi3+KfID77RxRCoGyE+CIRIaWhpkWssgzD3h7OuTvXcdidGSu/sCxzZ875fu+59557jqEgrLWjwBQwA1wCQiAAOkACHACrwLoxZq+oX1OAeAqYVcIWcATEQA2oA9ve8xAQqaAlY8x6ZQE643l1fKDkPsaA58A7YDfzLkKi1AYWjDE/Sgmw1t4HGsBPYBI4BjYznwUqLkaWwccdYBDYAoaBRWPMxzyuMIf8KfAGCW0buKdkWXT0fR4i/R2q+Ia1NjLGrGQ/PBEBb+ZfdWaQbrSy8O1qwAQ5kejOTNe8QbqpppFQViEnYxer34a19nKuAGAOWXMX1hZy7J7oDM6KtvqfPyVAj9oAsuFe6PgmsANcB14BI2cgD9TvJDCgfKkA5JwfIBumRRq+NR2LgJfA7YoCOur3WHlmuwJ07V2S2QSanmEMvFcHAfAAeEzO6SmApvpvAaHyEiDrnE0yPg4BP6ONA6+BixVEOLSAu07ADJJee+ET8M17jlTErYoCjpSXAEmZcc/PBWucjFQAPAQekZ+oeiEGrjgnIXLMxvo4Skj3g4+bSJIpgkB5aspLoL86crH0O++/gA854+MFBdSUp668hMiMvqvzIkvxBRgFbnhjV9VX0sc2Rm7PI+AaqiLRF7sUT7trSPGxQ3pE6wXsOsoTO7EhkhjctVoUHeSq3VIfdcrlhhqwD6J8FalkqiJRIZ9L2AwpLwGSZKIzCKiCCNgACI0xe9baRAfr+t/sYVwV00ge2QYSV7i6c7+EJKRBFVA2sfRDoH4HlWfJvQgBjDHr1to2spaHf5kcZNO+Ra70C3617M90ASkgB/6BANTvsPJ00RWgpfMisg9qed+UhG/neojFbIl+wrkWjMtIbneReIZsoDKYVjvUzwSwnFean0oexpgVa22LtC/4jVQyWfTqC1xVNUKfvqBfZzSnM/i/nVFGyPn0hjlCRpEyagYpJrLd8T6SXjfKdMfnjj+gh/Gn34B2owAAAABJRU5ErkJggg==) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/ElEQVRYhcWX32oTQRTGf7OsS2iLaK0tEmqvREEplUJE/PcAPkPpE5Q+Sx4h5LoPoXijIErsTUELpQaxtbWUtIQlZLw4Z5LpZtvMVLEfhLC7M+f75sw5Z84YAmGtnQUWgRpwC0iBBOgDPeAA+AC0jDF7oXZNAPEisKKEHeAEyIEMqAJt73kSmFJBTWNM69ICdMXravhAyX3MAS+Bt8DPwrcpxEtdoG6M+RUlwFq7BKwCv4EF4BTYKgxLVFyObIOP+8AEsAPcBBrGmM9lXEkJ+XMlbwOHwAywhGyBjz6ywiI5iAeu6/w2sKp2R3DGA97Kd3VlABXgNfAdeF9m5By4AAXx1Dwlnhh4QPfcrTz3xnSV/C5wL0KA75mcoSdmSgUAa8ied0uMbev/IjAdIcJHV+2vjwjQVKsgAfeK0djYB471/TMdG4NE7S4AFeUbCkDy/ACJ9g7lgeW8UAGelIi8CH21e6o8KwMBuveuyGwBH88xsoMUGIBZ4GGEANTulvKkykuC7GuxyJQhR4LR4QFSCS+DDvDICagh5TUE3wrPNSTnY3Gic0mQkplfOHyIQ+DIe06Bp4wWqXHIgdtOQIoUijnCAmu78HyD8PqQKE+mvCT6qyIHSxZgxA9Gh9C0zJSnqrykSIr8QFwbshU94CsShL7hEOTI6XkC3HECevohJBMcviCCl5DVh8ZAHzm6M+UlRQqDO1ZjsKvGHiNHbwwypLqSIG3UZKQBhxw5IT9FzptUXhKgxeVy2cfR+CFnMAVsAqTGmD1rbU9fVvX/vHL8N1hG4qwN9Fzj6vK+iRSkCRUQc9CEIFG7E8rTdB9SAGNMy1rbRXL88B+Tg0T/G6SXuOZ3y/5K60gDGXvWh6Ki9uv+y4EAbZ0bSBxkZWMi4c9zd4hGsUU/Y1wbxg2kgXSeeIEEUAyWdR5qZx7YKGvNRyqYMeadtbbD8F5wjHQyRVx0L3Bd1TRj7gXjbkZruoL/ezMqCLmau2GJkFmkjaohzUTxdryPlNfNmNvxleMP1efqqFUWTkEAAAAASUVORK5CYII=) 15 15, auto;}
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}
div.testarea{
animation:rwdcur173043 2.4s linear infinite forwards;
}
