@keyframes rwdcur71162 {
0%,0.23333333333333%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
0.33333333333333%,0.56666666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
0.66666666666667%,0.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
1%,1.2333333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
1.3333333333333%,1.5666666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
1.6666666666667%,1.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
2%,2.2333333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
2.3333333333333%,2.5666666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
2.6666666666667%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENElEQVRYhb2WXWxUVRDHf+fcvduFunRLu11IW1u6saUNFqMs+EX5iIjRSoLEoECtfIiaCKgYowgCCeAHCkSeFAXUFhUSaKrRQKKNCYlCsQkFgQeIgUJrS1NgS1vY7r3jA6H2+tR7E3eS8zLJzPwy8z/njMKDLV+m5cxJTcEYITvHpqMDvtgpyksu7TZgw1otiT6I99qEMqAwTxMKaqZXaEkJwLnzQs8N4Vq3zeatFg/H4O9LEM331ADXJuFRSGERAv+e0lIli+crTx3wuQ3I6PKR7EwHrg342i6YNJkWYLkGcD2CVfarrJQqgIGeF/dF4HSW6+JeTI6bNXLcrBncbjnl+0YOGh+lZgQv+T6gyF82eAIcUc2clbNe6rs28T/1uvjX7nF0IFixUIpyJ6XmGupAgkDecCdVaRYtu+u91HcPUNJbz6bRixy+FZP2EmnYkhqANxbEGdPwpMP3YMcDbJ9W5x2gJGDKa0pJn1onfcYBeVNXSvawiOjHl4iv2ZacJdWyec8dsnN3DvkbNnGxZ7YjySW9gsSWan5tKpOS99bLsKq3ZVrWFKk11sgMc6zMnafl+BVDTvUYMnmKIYHszAG96GgoTWwNLUrxh5zlJGcIqhH0RnIhMoq09VU8U36Q9B7FiG0v822FTd+8qw6Auyae5K+5FVx+fxzPF/2AWvACo/NjTFITCKtMoiWKznbFqUZF11XAVqjiybcgioN+uUdHZKnWjud1COe2uYqL5GkxM0eIkR0VAG32jmQs6Xxm225G5/nnab9ooyyNGCYAWtt+4lgcZd7txEM5/4UZckw4N41kThnqobm3gst1gaRJkjt9rSQCmtM3FS3BXPpnVWHG25io65hfeR3j3RdpnHkvhZVNzDixmNg74weSnv/uqHwf7efuL4/xU/khdnQv4tHNe1l2+RE+Kd/I+IUtJJPw1afChXaTpJ2DFMewG/cr3Wyfp5zRrOyfw5ruBVRb9+NXNqqwFOuJhbR2ZhGNWci4JiqPpfFneiXGfbWDOyCH/P2U1VymdXIDv4efJfJzA6u7nuZr2UdnsJWpsxXTZituJsAmgGBgN+53dHLIIpq/ZIdUH9jlEOHhz1dLbf0sLwIe+IyGKiqZuf8ch6xih3NrRgEnuqYD9a7F6folPDOyiQkHjjiT1HTwyluH3abyBhBY+gtXnvvR4Ztz8AbmzbbUAITyDaxwq8NXN2M7mbW7PAG4XkjWbRxFiHYG73/jpsQJRVK0FevYYxJYvsFxCyLRNMktG+5pIXEN4PuwTnzNtgNA5ZWKb8WW1GxEZGSDlXS4VHQ8TK30Ut+9Bvh4FZIddvqSNpLs9wTgVjmSEcjhhlLYpo/++CWMwhgq0YcUlGL9ts+1El0DjDFCXLctlPKRCCgSPhAES4Ikui/87wAAUq5zCat02qSbOD1YSmizuj3dw38A2IO8aQgYANwAAAAASUVORK5CYII=) 14 15, auto;}
3%,3.2333333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
3.3333333333333%,3.5666666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
3.6666666666667%,3.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
4%,4.2333333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
4.3333333333333%,4.5666666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
4.6666666666667%,4.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
5%,5.2333333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
5.3333333333333%,5.5666666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
5.6666666666667%,5.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
6%,6.2333333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
6.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
6.6666666666667%,6.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
7%,7.2333333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
7.3333333333333%,7.5666666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
7.6666666666667%,7.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
8%,8.2333333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
8.3333333333333%,8.5666666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
8.6666666666667%,8.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
9%,9.2333333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
9.3333333333333%,9.5666666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
9.6666666666667%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEKElEQVRYhb2VbUyVZRjHf/fzPJwDx8MhTgqogLyIoMEMtcAXAm0lhdaWc36InNUyWeV01Fq6ac0vzeYyP+jWqqm4Nmk0N82K8ug0o6QNNaxmEqYmL0eRDnA471cfTOdTX3ieD/y3+8N9bdf/f93/676vW2EDydkFEukP/rtzoVImEf/7R2WHy3KSO98pKIWEFcQVJBlIzE10IE403GeZT7OaUFYepWZZhKycMCO9QUrnD+NK68fhHrRKZQuy8XtNtsZ1Ae6up7bpUlipiR1Cyw5cP/d/l7UUYWGjrSuAYTXhu90JbnUruH1/BOCyDxa+Z0vfugOO6w78H+l3tgogeDGZnlZ7BViFrHdqEjJeubff0qRXy/IM5/jcgf4kjb2ua6ZYuZ7LA4GoHX3LkHTvUkl+5qTJAW9uvayZtXp8HAhXrWRaUbcpNmHBTFpKn7WjbxlSs3OWbPy60OTApuMVUrPlEVsOGACl1brcvBlHBgy8EVg/BMSh2ZHgrLOKwPxG7k+0sOj5E6xxFBH/IMr7dN0lWXygnpInT5K2b7mc8G1h7bfbCN86QltxKqlVQ3hy4dgug+CNHFTuSvAsI3ZmkQLQ5i3XJRQWRgMakVENZ1RYkXiOtWwgX80h4JyA0+FnRm0b1fFMhj/Mob3uDdMpLr1cSdGZeurSJ1BW0o1v2mK2RxqoSE9n7mZF2WsK90TQcpbAo29jZE9HK9kvAGrpek2ULnR8KfT9Zsm9O6PPkvVG7mpwTUf3txO+eVhpN/6AzuO2xS0jdmU/iWQXIuHbBYWHITSiSE3XGLoVt0M81hwB0F8X9NAoclTBQCuG7gCUoCnFrHRDFkQSZEXgsK5zwVONNrmAvPKjPF6kU3FkCh0b3+HVjMsU1Ky9K/z72WPS2zkZZ3ETb7U+jNfXyhOnPubnTVMYffoqvkbFnz+lEfVUI5dOg3IhwQsAaOdaE+TM0EhN0ciSBLvCL7KNRhpiFRgZD5JYvBNPchl67Q3uCwXo8/1FS8pV08nkdB4p7q/4tCsNf6efhvZBBrM9dHT1EOqFwYBG3MhEuSbBL83IqTeJ9X6i/mvPmNbBuS/IqnUHTXNgxxcvyYZDTWPmuFf4ziRUY1wM1Q5Qd2KrqbmfNT9E/94eSzx2ISt2OGXz9hKTA3vyMsXn9Y7PX/Br11SullwyxdqWJHHo84gdfesFXLm2Ad+7ZaZYt9ZL0LBXgFWImr1ZjFU/mL/j8jnifWzd+LRA+Tsge54pNhiqJDB7tx196wVMDJ6HplpzcHQARoZtFWAVsrVQl0xXkqkFevJUcXhKx6cFc9Pi5GeYtTKNHua5L9rRt15ARIespAQXK29Ptao8nZmTFNuLx+kZ7rmskxZRDDvhfA14I5Adg8CwZSrA3liUGrdGbQbEYvDNoCLPmWCfX2yN2H8AtnGe+ju4G/kAAAAASUVORK5CYII=) 14 15, auto;}
10%,10.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
10.333333333333%,10.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
10.666666666667%,10.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
11%,11.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
11.333333333333%,11.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
11.666666666667%,11.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12%,12.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPElEQVRYhb2XW2wUZRTHf9/MbHe3sGSXlt5ou2xLrTatXNrYCISKRIyAEAqIGIgJKkRBJZqgGE0wEX0wTZCEYBShiiiJJjUYoxQkkUS0lCjXGBpiua5dLi3bFtzt7MzxoWnD+NSZh57kezmZc84v/3PmzDcKD1ZUp0nGtgkGNArrhZ5zivOttvKSy3VQYZkhqRQgCiNg459o0ZdQ6H6h+6z7fIbbgJCpka0rMhZc6jSZeNfPQNokY4jbVABoLp+XJTkmRZkMl+JpAK4l0uShyLN8ngDcmtgxQ3ZFNQGGzyuFmnxUqnuSwK0CJNKKK4PzNtzvZZbG+pSnGXQ/A0/2+eiXMBAfgpAWS/hV91TftYlR9bHoxa/eK7f4IwukeHzZ6LSA8VPRi2c6XJnoUyRKtnqp7x5gct6blE/70OGrnNRMcGLEE4Bbkxkf+GXpoZCjBSvOjZHqDQWj04LZPTWsfa/I4XtiSw3vzq/zUn8QYFu9JifXIMdWIw+VGJLlKxEtb40YDWcl99FNUrEsII0nArL5+Vpm/Zzhq9L3HUnOlG/F+KyG/T8tlGlvl8m42o0SiG6RlyLZ0j/BkA0FhlTPN2T5DV2eFp+8HNeG1dIeL9Gl/YZie7vGpnaDi30RrPxGVHQpvsvvECrdTe3nJuN2xJhxvJ9dDW8xZWWbA2Dtigscb1yIr1kxtcEir6oUO1iArapp1aHDskle1LjcJFzfa3GmSZFTNQihlk/SpdeE62n486blRr2hzeOq97N36vQeg842IdlhK21yrs38fM/FXdvRFy2izykM/2AKbcCEiyloKNaHEo/k/B9mxDGL2nRuttqk0oOrU80r0iR5V0iIoncgh9v+elRsHar7EOHol8xoSjLlhyksaL7Axvpmliw/wGOJ15m+vmY46ZW9R+RI3QSKth9kX93XnDjxAp0tp9hiNbOKDKtCBpcqUuTPUfSehKunFGbPWPq7kkprjdsEfQodBbaNSiWQOwnEiGD0FtJ9DE77rtCNTVXmDn3hhZj3HbhXAWkpG0flvqv0zv2LW+EKrrXf4LVYDuVi8iwW8bCiZqdOyRs6BYsVaVPR35V0KCkjPQ8u/U5W7VnpWEQ/blsn+39bPeIc9xYeWkQj7uPDJ5v44/v1jiFojpl8cniB63nwYvJ3UZasK8l3KJD7yGGJPbDZ253MLcC8OcWyuyzbAfBF/lhpyfePzrcg+9Mudky3Hb7+kM03sZCX+u5vRP/GQUXTDt/u2RmCtT3wu3sA1wr88ozBrQ5nWGSxhR4ZlRFAdH+ljCmf6ZiBnKma5FR7/DFwC2BUfyv69IMOgKxQWHyBwlG6E1Y0osbXOKnSMdBneanvHkDriKOunscILxJAgnP/QfPdD3qVJwDXb4HduRFNbmOIjZ17lNTpLgI2KEliegDwshbF0CuxjCwMyUXXglj2LcyBNk8r9j/uWLHGozXZ5wAAAABJRU5ErkJggg==) 14 15, auto;}
12.333333333333%,12.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.666666666667%,12.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENElEQVRYhb2Xa2wUZRSGn++b6W673XZ329LlTpdeuDaYilwkoQmQEkVNjYjRYFCxBEkgaNCIGBMl/oFEbglE0UQSEWNEQaJCNahcVBSkSCM3uYptuZW67V7K7s7xR8NlTEg682NPcn7MSc573nnnnfPNKFxEeZlXALRlEjdTtCfTJFos5QbLcdOYsCFJU2Ni4fFATAwSSUVGKVpak47xtNOG+ZMsyoIWj40UDp/NMDGcoVhnKNFpp1CuQuLPIa/NQOB2vjjakO9qtbgBdKxAPA1Hzxm22viEYupfriyA6bThqb25HO1QQELRowBfJYRir6v5jkPMfi+J4Zt0p9wS8ldIma/U1SNwTMCYJmJEVtkIGNXfiA7UZ8cD/s4VBEubbLV8cxfm8CVu5jv3wMCHl6O7M1w7cLsWnv4RgXQhBw/cve9u4ViBkoTByPw+ttpDk4vwlrzjfLobAnW/Bpm73d42fH2IV1StKwImwKJqLZdjsPuin/bMAKy8CIRn4vOfI1ixhr41XUzsV07ZhzGKPHNYVTUCfn7yFsixaW8TPn6erWs9subGXq41PcCJ5rlELq1hR94OhnULsww4MtDg/tVpCgKKdcMyCkDXDdLy/QVhd5smpoPIgPkY1e+ikn/jl8+oeDlG6YRc/JtjFObM5tvaycxZcNB2F4sfPEPzzFH4DtxHTXE/PEP+wZQzdCa6Wd9t8aahaO6C1pNpGhcKPywVKqcbAqCmDNRyMQ6Xu3LpuBF3ot7N1efo9at8VFE1Q5E4r9i9PKP0oHwh31RuhzuOU18IvjmKyvqea90ShavdUOCN3ATuTf6fTK97xi03SB8SWg/3CGdeTylSaUGwMIsWiEQa4MoeAv6NjF55DNOneWZZCHUlwPoJK1jasB/rxOPUN4y/Bdr28SHZWXGaEdv9fD14JT/Fh/LjumHUpnbxnt6DmQNTEwbtfZLEz1icXqu4fKqHgD541UJEMFQKiR/BOvsp0rGfZDTJhQ1C5x8W+/oXYqQu8W9rgs/jUXxtW+5UQBqrYvj39Oe4/oDfh7fR9IkHr5VHTeoXNkqGJ6IZrDDcu8lg8Pua8qWKtt/EpqT0NqtnbpXFX9r2vmx+4WnZ17ik1xh3Dr65intrKtEntrFzy6vAtlvFbY+cRC6GnOC4Dmke6pNpNbNsChRO+VOCo1Zn5zh+NpIjx4eaNgJvjF0k80pLskNg3MI8qR9bZCPQWpYjy4YY2fke6PPWDZpLO2y1eX0L2RkucDPfOYG2tRCabvday6zrUBfNDoEjGxTt9rOI4DiNlZ3fAsQwy8U/uMrmgeJ7tBRUuvOAYwJ5JZskx9dgI5AbDIg3FMqOCZPRyah0JdocKYCYnufJRENItNDNfOcElHc/GB0YKh/T9zriHYNlFJPWoawQUFbnbMicxGMESGsPGWIoI4KVanK1hv8DhqSuc1GA/jIAAAAASUVORK5CYII=) 14 15, auto;}
13%,13.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
13.333333333333%,13.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
13.666666666667%,13.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
14%,14.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
14.333333333333%,14.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
14.666666666667%,14.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
15%,15.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
15.333333333333%,15.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
15.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
16%,16.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
16.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
16.666666666667%,16.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
17%,17.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
17.333333333333%,17.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
17.666666666667%,17.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
18%,18.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhb2WW2xUVRSGv73PmUtP2+nM0IFyqbZDazsjRgtaLoo1BiIhEEgMQsQSX7iISkyK+kAUSR80+EJ48Um5GFBISCSEEKqkahQlSJQSkootiFw6UIrtdLjMzJlZPpg2HnzpOQ/9k/1wVrL/f63/7L3WVnhAMBwXlb4LgImFVjGGCqeUFy7XmwK1IVFKo7KCKiiUz49kTFSmwJ38Ddd82u2GsqYMkSVpVPUwd1OD+ObeIjepHzuUdkvlCRI7qaWkYAgwuqLthlhztHghdO2Affb/LhdKBF+bpyPgGuJ/TEn4ndFqBZDQYi3B88b4ODA17af2sDHyqQDKe4IEO7zIe0hg6dQ8P7U4i/2oPsv8L83xSeBmVrP7d8sRayo3eDSY95SAW0gi8oLEgt+LIxZ9RV5NLhyfM3A5u4Jo8yVHLBNLcPTKZi/6riHJHQskeXy6w4F5nbPl2fdXe3LABAi3GJIZKFBy26S6DDY1AAU4eLHI9RvzSQ23EYgfIth+hjVWKY3fNbCc3lGSbSdmcKIpTcWeNjm9aRWt05eTtfo4ni0nNXcYHoJ7O4P4rk2mTK1gIks4Zz+jAHRkqSH5rCBpDfc1ARFenKxYVwW1uoQbw6XkA/1UbPyLloLFw9/mOKvedlTR07yBZV1x4pFr1C24xBW1me1JzcKmCLktitybCiqL+PTz3OcD8mYdjXqvAKjKTVowhMFjgt3tyr2R1ufK+pi5hgB1YJzmavaI0vZFSHd6FneNfnsv2aKFLVkATMlA4Y7CH9Hk/i54IR7rHgEoMQTbuMcEUaTowMQPogStFMnppsybWKTKB0cuGlxOtZDXcSIv/0JN/QDrr0/h1+ptbHzpT+ri60aFu/84IcVTMc40fMHuD5upG+pgdumn7J85hR+WXYE2hZyswJ9rwZAfCWKRkfMA6KGOImWPaEotTVVpkZ1NmvZ6g9eSQsB8AinuoCr4ON2LbhH2p7HPXWNP/31HZb4OxZ3GbzjTm2C4p5+VkX0MhkKc6+3DTEExHUDZk9AqhuIgeXmXq/Zn6kF7xrQOrJ0lb6w84OgD64+ulbd2fTVmjv8Kj3RCNcbF4Oxqmq2tjp/b3f4UvsMXXPGMwPUI2zJ0jLmJWkdsVd17NATyfOyWDA+zINT7JJ2NPY7Yfr+P1a05D/IeHLi5byXh00KGk6OxLp3CNl3X4glSprZIufmz4xBG4zMlOm2Dp2HkPgG9WCzTFmdso1hmcXzeAxWhLvwseiB6Gx8ZL/quIVtbDZk0wedwwDKmStg/Y3wcmJUoUFPv1ApX9pGcccGLvvsEcsDkaJELu/7tavOfNkg0Kra/7u0auk7gk0MGFSgyCro+h6gB00ogPeDtGnoZv/JcQrNoDtg5+Po3Rc3EIns6xdMb4R8Nl43cWIGCpAAAAABJRU5ErkJggg==) 14 15, auto;}
18.333333333333%,18.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
18.666666666667%,18.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
19%,19.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
19.333333333333%,19.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
19.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
20%,20.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
20.333333333333%,20.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
20.666666666667%,20.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
21%,21.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
21.333333333333%,21.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
21.666666666667%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhb2XW2xUVRSGv73nzJmZMnbaaTstLbaWWzSh3EXAINZUIgRKogUihkDQmBDgAdSkxkiCYgiIeHkg4psJ0ERt0EQQFbDe8IGrgFqRpk1rb/QmvU3ndpYPlYbDiz3nYf5kP5w/2f/691or6+ytcIE505UEgxDOgZY2xVBK82d9UrnRcrypepuWS9dhxVMweSp8cxquXVPclyV8ecJyrKedbih9UEDDjLkWlVUWU2ZYLCpPcWi/5VTKlQGJeaCtX1OxbJTYsQ1MU5Pnd1UBx5CZs3wSDpkCjK0Fiw05d1JLWgyUeFZJjiq7E0wAyQ8WSnGR35UBxz1QomrJUY/e+VQAhdG3GW6f7ia+cwNJ1cOA2XGPSIR89Xx6DLSufJbo7Ks2rmfeW4xMSEsLIMbNMjEPRO6OJt5PJ0n27jnp6YHKQx42dRXZuP3RhfgSrW7iOzdQbrUwo9N+2Nh3I9QU5rgyYAAU55uS6JtEQKbgtaaiRdFn3CT2ZDO3nxnE/H2QvaUlxC63M/z3Hi6m8oHVYyLxJdU0nG/lk3f3yc6BDlKx6RQc3EFGKkRRWSXHtgwzkoCnj8JPfymii0GOJxSAnlyiZWQojEmYEvaQzyGCajn9/mb6izvRFWGWeotI/NpI8tYu2haWUrnriu0Ua5acp2dtmGDLZtZkzmXE7KQro4426whXGrNYVyO8eNyiqdWCuIWcF9QjxmgaJxZ4Jc9fKPcb823TbRzrDhztC+X5RJVp0S/8Nznzsn1SaEx1G9yxAUD0WS26zhQArRIZaBVglXkKRifbeNbdcLTHm6uRfYI6kwLA8IiPlChiqo2l3lYZss5y3buPxOvdsHMiJW90cKmoi5rvD/K1J8KaHY1YFxayYWv5mGj357/IZwVXmV03jbOZB3k/NEDGlnIC8esse/wkByrj1PfDysOKplgK3eNBfh79fRvtQx1EPCEa1VFi8ZNg9OK1uknWDJDqHiTe5GVvsyLa9x6DTfs50nGDV4ZabCWozbnFcG0xLQXv8OHcLnIPlxKILiIrt4Ehb4yXTsONdoh6TfRWD8yOY1XYLy/jrl/Fyo9k47n1tiY8tXubnDiz0VUPGXfVcTyQwUvdNLxaBRwbI197op7Yb4YTnTE4noTPLfiYZP1FG6c2bSdZvcKplDsDsdwGtq/+wMZN6OsiEvjKlQGnkHkPB+Tbao+tB66+acrLa430/A0vrwuy4Qu/jYuKcLk5TfcBXVcqenPAloHI/AzJfMiXnkupXu8XXVdqM+A58YDoKjM9JeAHhfrxto1SszLBcC7lBuIzwxIoyrFnYLlfPGWB9GRgWrISf6cP08wSQIK5uZgX/Bhtppv4Y5Nw3MhmJp3WFULWMHjyoNfLCL2ICDFu/7/APXDzoJNi4zHiMoDHiuBTIf6RP+iVa64eh/8C5/fZXAqA4sMAAAAASUVORK5CYII=) 14 15, auto;}
22%,22.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
22.333333333333%,22.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
22.666666666667%,22.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
23%,23.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
23.333333333333%,23.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
23.666666666667%,23.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
24%,24.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
24.333333333333%,24.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
24.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEKklEQVRYhb2XX2xTdRTHP7/7a7uu61bWlW7ANtbxZ8vY3NwwKCDIMIMgkxiNyQZqNBlgJMSFGILRQIL4oA+oqIuSGMQZjMoDMRIgYsSgRJGBCYKyjDCdVCndgG3turU9PixMbnzZvYk9ye/hfpNzfp97zsnJ+Sls2ALWi4GDsNHFKDGcyklv6oyyE8th1aEhe7nMTFSRJbm4nAOgUkxPLKNCL5Fjqd2WIQyrDklJ4NKaEHWcSByggFLq1UPMU0uthrJlMs0ol7scDwgwcTbmdclS5wbJCEC2L1/yAkETQIWrSUoclbYALJdgdHaa4Wd9ABP17ik/QzQwYOd+6wDplQHUU/NufyqAdFMOie3TMgOgBseQrd+bxdgYbKzPDED9r0O0T+03aWvEIHfXycwAdLQMUuRxm7Q9ayKs//tKZgCOdt7Ht/tfMWmbtj5NpczNDMDZrm04WwZNmn9VM0ePt9kCcADkeAtkZJpAowu15V4ApOMsVSf+pPVBQQ/n8GXno/jy1vH7pv3UVidhz79BFq4+zQ+L57D21feksWEfntoLtOly4tFRCvZqgr01uNNurhnnGFa9GPlRIhFRAIYne5akgh5kRgqme0ntPEX6yeMED/fz2UswP2Rw7OBCitPP09e2j5ULstj42xzTX9RfeowVJZcp2hDgxOmHSQ4nqft5BJpmEq8Bp+GnTu+kWC1HGy5Qirsb9PjgyikOiaOyQHTHTNN0m8S5bZb8gq4iqagyZNvLajyGZ3qxGJX5di+3DABIsFBJTfU4gKG0E1wpjFYPjE+2yZw7zZJPwOND52ic7nHJkXSPwVyN2lWK/rBW1HdhvFtOsXnRGI3V0LFnBpHudqLPXaR5/i1W9D1O96rrPDOvbSLo+a8uSTL5Oe/H/NxzMJ9Yw2a2l4a4MaLIa48zp38ZfqnlkupAh86xrCVNWaHQ9RMYie4+RASSY6jIIHKoh6ybmiI/5OYoBkbG8CXLcEY1h+N/cNW7nyudZaYSpEqPcEAX4v+gjGslOwj75nLzlyjZH9+gMtZCiFYu8ylR1c2t4RSpJGxrE1MmJ12/F3Y/Il+8ucbUhDvfOSWvrfvEVg/dXskmu0rJu6s1PR9FTOKUqy+StSAMnZOO8x+ASdvUxly+2Wt2ezvvL/pj2moowMYobgp34G0dNWnXrwQwYrNtAVg1qXesk2Z9yNQDi7xvyWLPG7ZWMssl0BUHiYdH4I6VIHfEg5cMZSByxClta7UpA5WBYpnlC2VmKc3PFYr8Zu31HWFanui1c79lk0X3a1my1JyBoa8dcuu4IzM9cP6iwptn1noGBV+Braeh5cEh+N1onWaK00H0aozCEs3UQoXDgHM/Ji1TWAeo8mJUZcHJOIymgDTZboUhisFw4n9/nCouDEGVi3SpJh10kg64iZd6bF0O8A9DjLSyarNJoQAAAABJRU5ErkJggg==) 14 15, auto;}
25%,25.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25.333333333333%,25.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEL0lEQVRYhb2WW2wUZRTHf983s223e4NuYQuLLWttoWmhUkqIVISAFmhQE0EEjAaqxEoaNfiiaAySaMDAg4YENEBSL4khIcSQiIaLyFUMtBQtFhGaBmtDt4Dl0st2d44P1YbxqTMP+0/Ow/yT7/zP/M+Z843CBebwhlgk6cu8jJEajS85gSNsUW5yaacHHjQrJMldlBrgVipOyrhBvipkgedVSUsBd60u2vUJ4rRyJdnI9cF2evVN/lTNbvQdQzLDIfGOyxVgOCKZBZKj89LjwGCpQeLdAhsXj/VwO6fPjb7zAqQqAmurAIaHTi2KIKvHp6cA1RRHvjg7/Ahg/X0PNj3uqgCnkPGTg1Jc6b+/35I9yyfmscWuZsBxAWtqDek47LEVcGxPhsxcEErPED4czWLrh5Ns3IVzfl58tN+NvmPI0pwtstp/1ObA4ryN8sm8relxoCcc5sIHe21c7u7pHIlbbvQxAagIiq4woWYU9I9Ff3eN0ktdzChLUTxOc2nfEq62TULPLeLGygMsGxXk3H1JFmYe4qv1WTzX8LnMHhygdFU99d9EaC0JwKnreM8FifYUElNz6NCnuCeXuZq6rIYcmBoU/VAWyudBfdqNtaGF4NFbvP+SsG2tpvG0n84rpWRMmEz7U/tYEwkwr3Wp7S3klyWsL0rBCx00dwZoaQ1R91gfxvwYqqEG31gf0/Q6phjvUMFaRBlEfL6hlunqHNE7i8W4Ms22XkcQw/pOokrXywRPTMIhrww5kLRQ1/pIFTY5aZ2rqxfgpLWNfukDIwmAlkELOX0bPTf0X+KRxP+LGfGZGnMLHm2ijKFnk2I/qiwbGZ1ET82U0P47VJUlWDEfvv/RQ9uBpdzM8nNjXRtvFSQZ2/ImufVdVOevGk7afKZRMtoOsjl4iwc2zSIwt5YTUsK3ayZC3XECB71Mt5aTq6Zw0dqJZPWSF03RHQctu/6CbA3FfpShURoWPQIrZ2sqyy3GqHKKBp8A/2g6+0dh+b+m+WDJ/Q4Idw6zOzqAb/tMUrm7mVYuHL/ZgexqIjeexwyrjjCVnLd20EEjA6qHX89byp5khLHts0rZ8/bLtiHceOiUvPbsXjcD/O8eGPlQyYayKK90n7WR/i93kF1y3kmeYTjehHrnPbY+U2zjfou1cCEUdprKFeTpwH4pXLHc1oKMjWViXrRxI4ZjB7y9JrG9FTYu0hAlvzrLjb5jSIFZJrXmMZsDi4yP5XXzbnocmL7wd04Gam1cp5yhi0Nu9B1DEk2mVC/UNgcKxvhkYjiYHge0gljU/rXV1vXz0eZeN/qOIcueN2Rejd2Bn37WMthppMeBH84YdHQqNmxXQ9frkwZXExbtoZQbfcebS7LzMvD6FL5sC48SUhaMnyQUlQsN71mON6Gbe110vpeIR5OwEgigDUX3HwlX/wj/ACehriI6UAu2AAAAAElFTkSuQmCC) 14 15, auto;}
25.666666666667%,25.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
26%,26.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
26.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
26.666666666667%,26.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
27%,27.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
27.333333333333%,27.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERElEQVRYhb2WbWiVZRzGf/fzPDs723Hn7LjjOVvb3NwLattsGzopS8MkFLTIoahgKBgtGBQuPwipDC1LbPYhotAwoeiFkRmj8oNW6MCVWLScOrY5X3J2tjb3cqbbzp5/H8KxR7B2P4QX3F8u+P/vi/913S8KF1CVucL1GCrJgnAS9tUhOBNVbnpZugXGvnLBFhi8DRUhKEjBbO7HFhFp6tYWYegWqIAH5VPQK9h7mmHZdMgCY45Ht5UrAWLXX4bOYeyzUQDsrAbk516oyHMlQNuCpN9uYVzoZ2gSZ5+5jRmJuRKgbUFJ0RgVpaMAE36njcVI+LHVlQBdyOkTllxrSZDJ3OEjplRvteS+Vf8CbQsOfQ6LSp2DW1CsiLlzQBuyPLBKNnn3OCZQWbhEKkpSXU1AOwMJw/PIYa2DG72+lKWtR93sry/gfPYlPnz/Awd3bbdwIaX5wQjorUukKOOSg4uUtHLhXXenwACIFPok8rAlO+sNiY9Y8u1xU2YXmZJvzZED1i1Z4X9Dwm9ukdSv1lHnuUL15aCjSW17AVWqi5LGXbI+/ZA8E3xB1qxNltrXTYkU+8WoWyZm3w4xdz8uyZF0mWnkTeTFMHJT5I4dRynFn50QjUIwRRFJ8pHJfBqMnXRVDTOYPcC2wT8YOzWX5p4XHQIuFi9lUXQTq27cYOBAMo+ObGdB7jQ2PqdIC09DPZEHtiC34zBuM11lssGs+UeEp8ArwQKP5C00BdBZd6FVlxAISthIl2JrvgAYfgx8XpuOpnEd61w9vQBj/X34VYCQFQLAiMs4HiWsqFF3G09l3StmyjUFiUVsll2sHn0VAEtEoUToaFbM3yIy1mHQ9auXmf1PEZYiWsvP0lmdwkvRduZ1lXG9YgMrM8+xYPH2iabnrxyVtoYw0dIGGn8qJPkt8KzeysIlMapO5jO0shz7i7Oo4z0M9PzFD1Y9JbIEbDD6O+6QGBTWvGKzdz+89rZQUCakksUiowp/Zy4qJ8TvIT+zFp9C6uGzRO/kCcjI90F8877k6zYT/8cZJJYdpKY6xv6PvMR8PniyECM9De8IeFQiN7lK3djLjklOOUQHq9dLzZqjjhBua9wuz366102AJx6jqYZKpOIEc5pGHeRw7SOUXU3lmItwat+EnzRn0j7ztINLC79D+Y51uq0AF89x46x0zpkR4LsJTpW2cexyCLilLUB7Ar7zMNzS7eD2tWdw5PlK7c3BxQSCh/tIzrDpmsSNjNhw8tJ9a/5PyHKjSmqti45TkJKaL3n+px/MhyTfWEZQzXZwOQM5bIwdcLO/vgUt9jcow6k7RDpBle1KgC4kwzdDHjKzHRYUGY/JZus9VxboXhySlmUggzaMW/QOxZlhhRElBCRAe7xN+yLStiAyQxjymUSyhOBNk77uHrBhUPVB93/X3wvdEKqWX4S0EBSW2syaK0wPQyAM0e64qz/C3+n/sqRhDR12AAAAAElFTkSuQmCC) 14 15, auto;}
27.666666666667%,27.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
28%,28.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
28.333333333333%,28.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
28.666666666667%,28.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
29%,29.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
29.333333333333%,29.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
29.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
30%,30.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
30.333333333333%,30.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEM0lEQVRYhb2XXWwUVRTHf3dndrcLu5SlrduWbltSSqGUpq5FLJYuShQwYGMkUYMJRR/4NDGiECoQ48eDGCLFqEEJpBpAxGCiQhCEEAHLR42CClhrGmBpoVhKt7TdLt05PjQg89aZxP0n92H+yT3nN/fcnJyrsKHixx2SVQy6T+g4r4hGoOmEoezEcljdMH2RJgCBCcLoKQpfUOHJhnmfKkkKAAmhv0sRuabYOseg9Zqg5cD42bbyW5YUVuriy3YIcHdlzNBkfTtJIZCgO0sCznQTQGpmipQ+qycHoFbfIpVq5p1kAkiFFpbMlPuScwfC1BBUeXc+FcBrjh2MjYfs5LcOcNj1Bae8Z03efudOHlJzbQFYlXjX1Ihnduje4xb/tAqZlr88OSWILa3CUZ5l8npXhjn1up30NgAeq3uXJ4zfTV5NxxHGXmhIDsCk9BtUxItMXv7JAlbO7rQFoAMEPZmSlyggRJieeIwmxzkuDL9M16pSBnL8eA//xIqZV7h5xseYvbVcHu0HDtwN4gwtIaV+Lht3vSWbG71cKQjz/KoC5vQs4M1R97Pi22ZCk4T6HfDBO4rOfi+0dioAPcuXLiN6/czU5jJFvYTowmdGLT+nNZPI8KBNDBJqjNITiZF//G0i84LkTjsD2//7i9KpDRzNKqXiyGIezNnOnr42jvkjdN9qoqtLqF0m5BYJ19uEgT4gFkMVZov81arITcmUEn2iLHDVmLrbENYdWdrnD2pC+jChbPRgjDHObCl3PWA3uWUAQLQZBaJtfkoAHC7DR3miitPOv2Gwsw1l3StLe1xpGok/2kns+g0AXUSjX/WCEedz52nZI3UcCJ6k/+Ar4PUwecN71K9rYn+4jl9LR1C8+AJjGmfx9PLKu0E7ju+V3cO7Kd6j8XVgE9uK5lD+3CXSbhi0TvqSjw5GCaTDomXC97s14roON2ODAE3GOUa5fKzVl5BQBhf72jC6oxgvf4gEhvHPxS7e32gwkFFPxrEXOTQ/g9U5X5lKsPN2HE99KleqPuE7bwUjD1ylIlpF3HWJ88O6WbvOIBBQnPgRBoI+1COFyIYG00kOuX7zF34sCxveMF3CQ9tWSd0PT9q6Q/o9dRyKxL/vFj03Ck3mmnw37ZES4BvLc6HlTpgV3sfII1dN3vh1hZS9qlkNZQ+g7+FjuJeuN3lTTuehd7fYArAqmVqtyZ9R0/glm7aOkHC1Ozkjmbt6ggRKXCaAiKHLrBccyZkHbldX0p5qngceneHk1FG3nfw23gWR6zhWPmOymidPp3NURpIA9p+FcbkmS62eD+MCyQHQWnqQ1VvMAL+cQ3VEbQFYbRySqWfTm2oQ0xLE26/jLMpDNIG4YqD54v/fiCYbVaRG3aR2gd+ThqvVIKVtgJRrPVZDAdZPAEDK9BB9RgwdB7pyEuUmLYkWW8/zfwEfuc8yqWtJmQAAAABJRU5ErkJggg==) 14 15, auto;}
30.666666666667%,30.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
31%,31.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
31.333333333333%,31.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
31.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
32%,32.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
32.333333333333%,32.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
32.666666666667%,32.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.333333333333%,33.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
33.666666666667%,33.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
34%,34.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
34.333333333333%,34.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
34.666666666667%,34.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
35%,35.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOklEQVRYhb2XbUyVZRjHf8/9POeFcyCOdBAI0BNKIqnHF3qRCsISbWWhZr6UMtfmlMTlzOamq6R0qzG3tjat1lyYNeZbQ8u21MpsSXzwpXzJEER8wyNKoRzkcM7VB4N81heep8l/uz88/+2+/tf1v6/d1/1o2EBcyhDRu26iSRTEibsrRijcrNmJZXmTKgiKRAX5sxOUhjJ09KsRjLY2wm0hW0lYgr5jjeh1H4k2t0AA0Q9tEVVWIio3W+64OCD6kW2i3zwvQO9SVe+LKptlKwFlOYN3P4TDh8zkL3Uwa44dfcsQR5pPnCNSe6q95cCobNG3fNI/DqTc185jU0I9nxqAN3IW16aP7ehbhkytNKSq27i9WnmvwZCC1wxbDhhWN5zc6mbfqXjgUi9Xv9tF+EanHX3LkFJXiVwxWkwOvOp5WRYHpvVPDwTc41leVGPiruWkM7F1vh196wlsWOvjwAqXift93Wgqyo//jwTyckVlpEncvQkyrkzJ6kMOKX5Tl7ThDilzlsouo0bGBGfLgB3VTMms45Xr20xBVqt9BMdeJn/D5/JzYq3MeyFHilbqkpwfL/qMiaLv3Cz6iyVyl8cvjzpHykZ9Ve9xKVX8gNARQXWEicU68Wdq5ASFCXM1MlQSXd1RahNPcKZsAuPb9zD06mWya5eaEmhvLGWh38vQe5rZVdjEEz8sYXqZwSMzBfXSHHhmKjIuiFuPY742myLtYXbr6wVA00qfFe3YGVwX6wmf77DiXs/gsdR8QUcWASOVRPFS1fmtpjjZgLRcsStuGUciDYyJPMgA8f3DjBomWnKyuIZ47vQ0E0BaHBekw9kuv+rVAmCgFBADhNRCXbLyIFQPkdoECkOTaPV0c3DuYAYNbOTptDbSm1biKT3BvGHlvS7safhG/AcuUZP7F663k2lt3MulJVUcrr+f40+uQn7cj/5BNYOuOdgYXc9kYxIXuQyA4vAJDI9CebrJLRcWVcLyTzV82VFmaDNZ0/UWSnNyunAmMrIZ929NHLsw1lTZ4HPNfJ1zjjPfDSTzjxixpTvxpug0HZFbpUU0vGGDJHwc045S0V3BU9Fy0zFKX9faqnz5rGST6SZc8P1WKa/Y1ucYtwv3zIK+NpXsvxkh77lK+PJfsuD1MCG90Uqc/yTQZxxoyed651ETVzNtGaOfvw5DrUazcRXT4eLg5GUm6vipAOv2rbCubgMyJ3mRJI3IM/WAWrFA9BsX+2caZrXG80b9PBPn/eInMvJm2dG3DFmiFkq3LiYHJmpF0ug43T8O1Gm1bNc2m7gAGWTGsuzoW4bcneuRVLfP5MAYfbhUGu/0z4+Jf7ESR4b5UZrkdkpagrd/jiDOD+50IWOdEkBcQ3Ru+GMYj9t7lFpOwHEW4lNh4AgIblckpAi+9CiBYlv6tua6BKZrxD+kYRgQ+upWiPN7o7beCH8DZMGzQbJclUMAAAAASUVORK5CYII=) 14 15, auto;}
35.333333333333%,35.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
35.666666666667%,35.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
36%,36.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
36.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
36.666666666667%,36.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37%,37.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37.333333333333%,37.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37.666666666667%,37.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
38%,38.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
38.333333333333%,38.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
38.666666666667%,38.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
39%,39.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
39.333333333333%,39.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
39.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
40%,40.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
40.333333333333%,40.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
40.666666666667%,40.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
41%,41.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
41.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
41.666666666667%,41.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
42%,42.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
42.333333333333%,42.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
42.666666666667%,42.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEO0lEQVRYhb2XWWxUVRjHf+fc2RjaaYGBTpcUwVa2WjYLVIstiwSJWBSIipLggiLgAzE8NBiJGI2JJPZB0RgRjEgUNdKAEoQEjWAJjVBaaKWsLSC0MKXrtJ0Z7+cDlvSqib33oV9yHu4/+f7f7+znKhzEQypT2nSULonhVQa5ZgpbpVo58bKdNCIhJG5RxLpaERE8rigZZpB2uUGNadr2c9lNCPsGYbjc4HETvdWALyGT7ngMs9sPZoddO9sh+vG1YmzcL8CdZkwsFB1IEyeG2m6CGjULPXKeleq+haiihU7q2wcwj+/EbD4FfdfP9TrU7JKBAfBcOIr/s8d6PxWAqj+BdIcdAdgNMea4JXu/0Xe+xb/SLaEFBQOzBgZPMklIMSxabim0jyl3Ut8+wPS6DF4onG/R7np6HCPjyQMDsPxAESnuMRZtyq9T2PRF8cAAlBXdy4ZVBRZt78vP8Ev+SEcALgA9Y56ICETaGNR1iZ7sZoILTFqOQXptIq9Wz+S81+DI3GLCTw0jS3/ImT4m0/J2UJf2CBtSt8us3SdYv+lzTh+OYDTk0x2ahqqvJlhdweTYYFZRwCV9hXWxnxSAVsUrRUQh168hDReJRiIEF5iMW6vJXKJJq4+TJCM4mzeT1ge8BNwf89rpaZZePHluNYXjyzkzJcCN9KEs75nO+Pf+JGnqZPT8t1Fz1hD0hnhHP8EiXcBiNZUir0cAlH7udcHvg+YmzJ2ldkav9yCytf22qWLOGk3s1RVUReNK09mMVFc4LW47npUyrkkH0b8dtL5ahzReRieFeo370/4J0+8ccX/Eah7Eq25LLnNYBjquMcM38YUCEh3bSfBRoeOkYsLBBAobJ3IoezgX5+eTk7eLkvJXaFyfzYrMGXdMD9WWS0hX8VE4l7klhykdu52qcfX0NG2hU6fi+uBFRre0s0rnU2le4KCupUfdnjltln2KTJgKoQyU10NwmWL8OoOxGxWBUIC3ZBFzWocQCRYRiSsaUyv44yvLM0I8nmN83ZpG7rYGajqqCa+5SOB8DpFzVUjDb6SKlwI9GoA35Dt28DO/d8UtIyn9bYXfTJJvN7xkuQvWvvuj7H5+T789+hbu7Up/F5X0dK/hzazNFvGeA7s4PrvJjs+/APodlQfCJN9dAqy4o20u3oce7OgytH8UL6tspK2uxaK1HVvK1ZYjjgBsj8Ci2gjhKz9Q1keLnazF17GLmAMA2yOwJ3ac99tmWrSC8y1s3XfZQXkHAIfdldSY1mIzIkksjeU4ArAb4lvikfRgomUb3q/TZYtrsbNVaBcg5ahLjIl+C0BCsk+GpiYOzJuwaXgiZpbfonXlDeFWqc9Jffu7gE8GwVADOoYICbfQy9KRHAN52HQEYP/P6PtG1LVOOJUMR0eh2nvAFYUa//8n/5efgxwxcjWS6YW4CTdjkOXB/LLb0RvhL1UjoG+0YWEgAAAAAElFTkSuQmCC) 14 15, auto;}
43%,43.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
43.333333333333%,43.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
43.666666666667%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENElEQVRYhb2WW2xUVRSGv30uPTNM22kLnUGoBYbaEpJWUCpYaBGqMRFbUo1BMbyAUQmIidEH4UHAGGMI6pM8mEiMKCmoXFS0NARFatJI09CQApKG21CCU5RepzPTOcsHBHv0hX1M+JOdnPw5e61/r7X2WlvhB6VVguve/BYXpz9Dauic8mPK0t1grNwoAHLqZ1RRFDXzfjJdbZjnkWyfvghtAdQ2opwg6vpZsi1fYqz7CIlOgSPN0HdO25yh+b/IpU7ETZJt+QoA95kIKtGPVDZpO/cDYXKZGEueFeD2UnPqxXxxr/gxqBsBbCeBGf8B4Ha+7cRZiB/3418bMmGzJZFj1vjTivm8Lbl1U+9OBMQRAiVeLvY+GCuv+fGvL6DyYIT6p6IeLvxWmPRBbVO+IG/Y82TQ3uxJwZbgYvkwf+ndScFowQwefzji4c7ULqFYxfz41xfw+ZPLSa2p8HCXVtTyTsNDvgTc7ITRMpkQGiUV7Sf0WZKwC72bFCW/htgWX8qIZbO1fCLX65exaMlRpqkDdIwzsnb2YY7kTiQQPSRbP/2OXTNa2F93kfQVwex+EHfhRpQTgi9eJjJwgUU5BnsG0grAUOXVYmVHcN00SinsMQhOhvACKE0kaZdeTpfP5Oq8Wh6paieWuMyK9hc8p8g/38TqGQbVi3rpbKpj3ZnFxOqDTFqjcGbNh9hSyJ+OYVpElWLZWJZPcgwBUMyqESd5EXEypH/7XSd6txqRVvEVK0VJ0KK40OHwlSFl8GcfhmX4da6NhAhTLUXlSOYmYeRPkUBsiphz831dIw0IINudGunOXSWnQ0oALFdAVBYwMVZOFbEHMTtSVPS4NKSqOVlo82PdE8yfG6cycpkFiXVcW36G16peuR2FAxePyj0/naO1opSCHX0MH9vDtpdaSWUDjPa8S9aOIgfeJPzHNb5xTpCXOcEsQwGCwWAvYrpIdRGyw2D6xyM4m8YwAzavmgtZnrkXwyrg/IQ62qq6cDraudI1x3Oy8htx9pfdoHN3HyUdJ2ldc5pAQ4ZQ63TGCMCkGFYqTdAdJO3C1wGDumFX/Sc8d7LW7nxMmpve83TC9S3H5bn1zXdsY7zjWy+iOy0q+V7FSTZ+C/v+IWvePsTYQILdPopT+0k22t7EL4Xe2f9BbTPXV12F2brWfLTivv4SLqQ2erhEJkzevg363n1AHqh4WgJzGz01YDW+Lub2pK9rrJ2COT09VITy2T2OU91tOIn1DPsQoJ2CiGuxc/hRD3ffpThbTmp1Uv8CbJWD9a9tVWNBNqT/zzjWwK5AB8cy7R5ugBQJ1e9LgC7EnlkoeQU5niIstQ2p+Xu86kI7BdlpJskiB3N+rgBiFyoSuYpTYduPf30B5IyQDQ8j9QpjdQgpziVdFGBoYY4vAX7mupgNecjiAAwJHB5EKUW2bdTXG+EvVm+adE0ZYVcAAAAASUVORK5CYII=) 14 15, auto;}
44%,44.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
44.333333333333%,44.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
44.666666666667%,44.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
45%,45.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
45.333333333333%,45.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
45.666666666667%,45.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
46%,46.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
46.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
46.666666666667%,46.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEI0lEQVRYhb2WW2wUZRTHf9/M7HTvXbfbli292Ba5BMpdTQk0BktIDQoRkIiJmogNRrzzgMGABAySFI0aKxeND7poNCrGSxDlkioXg0KxrYpcFSk0liqXZbtld44PDaTji5152H/yPczJnHN+c875vm8ULqQm+IWgB6Je1OkU2hWTzK/dylUspw7asuHCwYtwRylURWB7J6qtBwl5sT4/5TyeUwepjAEa1phirLu+wRo5hOy0Cqzm8U5DuQIQLD9ajwn1X/RbluxEMw1UYcYVgFNJ3ri4mFGvANeXMaVCtL23S04A7gzpUuNV15IJICWxoHjLw7kB6DMMWRzWBiaTRECXsT7NFYDjITyvFOf6TJutKAMPKVe70DnA1JJZ7A7bJ/65+DTEmO4KwKnEWHhMzBlNthZ4Zn8oN0xalZsWjBnyMqMnttlss+cew1N51U1+5wCnK7fjHXrYZjM791DwaIsrAAPALPdJaTJLNcKwjIXShGO9BgcKZnBh5FzMzM+MmP8XZy+1sObMOIqPTGA2rdeDPNK3jM6DCdZ9EJBzW2uRw2k2nHiJfDPL3JleLmzJQC9wdwB1SCNTPAVp/0QBaFpVSKJJnaiCNUDzZWjoU/yh4lwsLEeL11M92cPJ5E5WdNdQmVpE64qZtq/44d6/uZi5h6eDo5h4i4feiMlufy3vZizyWw1kgR+r0Yd1KoWVSSO/H0CV39o/M554SEoiXpkcNWyn2yDWNTnyyyssEFVSI9rURf0x8gp9Msx9cscAgGhP7RTtsd0CoAWVjg/FtmoT+q/nwayBcuSj5ceQr9ahTuzofzaVoLJCJ3DG75F3wrqM8ZaJPuUF0R9OSfy+Z8X4xy9vrJ8v789pkrXf75NdG1+3VaGje6ts+Gy/7P/2RZnVvFyKpyfk+XCdzBviFf+TQTEyhhjtYTyVUSzLRF06jxzfA4BxtitJOKyTuKz4kj56NINu1YU6+h5Zq5te3ynU2jDNqR9Z2X6IlsRNJOd02Frw3ccFVPz5EatrTtLWvpTKro3UXt3H8dIY6WQfPGPCbxamJ0r2tsVQNR7rlXpbJQfdv031K2Xh23ttQ7h62xJ5YMd6VzNkDOjjYCTdRzcz7y2dLQOMW3ctIH2kw0kc15K610bI8huLbRX4tLpRXo3U5+Z/wGiKSSgRsgG8WRGVhknx3AD4bi4T/eugDcD8KSDG0lhubsN04Am8j5fZqVI6cshyk985AAWTSQVqbSZP43CMk8U5Aji+CSrut5nSFau4GhztCsD4/1f+o6MtqPxRNpOKjEOU81BuJFEzJD7fUNsQ6iMaRC+qyc0ueLBIk5KgIREzIIDkB2Pi8xWKN6/AFYDjuo01oTVpcSUvRWGejsfqoUdAEHpdALg5OqUuYnApKxRZFvm64pe00JYWV8fwvzoT0o1y2c4NAAAAAElFTkSuQmCC) 14 15, auto;}
47%,47.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
47.333333333333%,47.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
47.666666666667%,47.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
48%,48.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
48.333333333333%,48.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
48.666666666667%,48.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
49%,49.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
49.333333333333%,49.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELElEQVRYhb2XW2wUdRTGf/Ofmd1ut7vtbrctpdvShW4vArVyMVCRhKJStUERYtCoGFCCEdEYE028RYxiJCEmCDGQqPiAFIuJoALWG6aEoBGjxIQotTSScikU6HXb3Z3jQ9PKPJh0Jma/5P+wX3K+8+WckzNnNVzg1jKv6Ok0l6+lRwkNTvaJ5kbLcBqwMJ4tt3kTFHiEA6ZJTxIiPvBlW/LjhZRjE8ppgMerWDAJGqcovjwzwqJ8YUuFYnXMqZI7SH15lrx6k1eA8WdVGfJRjSEZMRANKomH7AYOTzelqUhlxoDpKxEj54axZALItNypUuz3ujLgeAbSU5ZD7Y6xnxpAR6iObv8tbvI7N4CvFulttVHijyPVrf8R8D8biIS/Jie238YVTW7HwyFXBpxCjLZq8e6svL7fYnbWSt7aOZmZgeiJBM98MGzjHnozH++dA27yOzfw3s5ewt4mG3f/pUaee8fxUv3XQFlAScifLyq3VlT9IdEXJ8Wob5PQzBpR68vF+11cGudF5VhliO1FGzi+aIlN5JtV8/HPfp1ti2fL1A+nS/StJvEsaBNf+RpZkReUt6NKlhfqUpqjiQojRsWk8Xap2ws1kaTJYDqIhGJw+XOsjpVoZ5+kb5WF/rif2MZBNvVdYWv5U+SsbGBeY5vNwOppfzGwopSSqmd58Psi+gsvEdD3MVJwH+3ZlRSbGuvywKdrKMsD2Vmo1TeOmogHdCkIlIgemW3bbhN4Y3AUZ5aGRNu2TPRPlo5qlARM8fsK3CZ3bAAQo3aKqKYqAVCS0lBkoUoWwuhmm8i7Ho5ijGg+Vo4fLTlKGT41me60CTWPok87IhiDyMU30GIfo17xEWzp4YWWK5yPbuDUPbN4ZP5p+s83smbZ3HHR9p8PS7PZQfbuKPkzD/JSVzsXWzeh/7mLuu5PWZp3ljMp2Kfl0r1+DtZdMUiYcPgUqn3gDGmlwchF8F6CoW9RV78CLCQtDHcKWSb0n++g81gfzRd6iBxvsbWgNRRG21vNTNnFxqt/UOFfTqqrhRnqVzZHzlGTpXGwX7g8nIDf+iClw81bbZWccP8WvrZD7j74sG0Ijzy/W/a8u87VDI1tj4meUvL7gRqKO3ts5IvxvVwb8jjRGYfjTbi+4156j0Zs3OnP7qBjT71TKVeQ3umGPBHx21owq2Kt1E19LDMX0dx4QN6v9NgM7C/zSHO5mZmv4S9LwrxcHbRxR5VwMp2RAiBGqkqM7fZ7wPfAJMmqDmamAtJsYZ0YsXGpLWGSmye7ye8YopUERK/Kt1XASMwQ81ydqwo4viKkx8RICOnruacTWMPuZsD5GaMFSQZmoA39JDJ4ATM3hP7FAFgWiUwYUHllUNqADF0Fy0dy2CJlFiO9f7tI73wINavrB7BG0EIxtHApWmEVlDbASJerv+f/ACH2ysoofAIHAAAAAElFTkSuQmCC) 14 15, auto;}
49.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,50.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50.333333333333%,50.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50.666666666667%,50.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
51%,51.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
51.333333333333%,51.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhb2XW2hURxjHfzNnr4nJupukG9No3CU1l8ZW0aRRlGgJJAWthSKCLW0RlAptiNhCpRRvaMGHPuTBUig0hiIoWsQQhIRqsdpWW6q2NGouagkxt5pNNpvd7OXs9MEmzWlfcs7DfjAP5w/z/37znTnfzBFYiKArT0UdIQCynFDgENwY1IUVL9OTsp0BJYUAEUcIHYew41BRdEeYkYmkaT9pdkKsYDXTy7Yw7VxKODrMuGcdo3oBk7Fcs1aWQsmqH5S2QlfA3NACR5VcXKusGJqugIje+T9V2o3I228lv3mA9MhJVOwAzN8/scuQrswMgOOZEFr+udlHAeBy9QGdmQFIbvWifiwzaPFjPmxVrZkBkKM6Wa2DBk1b7SL5vGkrS6Eaarzq6mbX/B2v3lzvU7XvVGbmK9gejfPwrxKDVhHO5vCDASv5sZmd8GX6OGO+CqBhTru4rI1fI1eAI9YANH+d0sNPsDnHocgFTUVAivTZYTZOTrLfMcX5R3l8527BvzcL39IO+q/9a1K17yLhnzaw13NK7Yo18drqJQzFXeRctjMVWge2ZdiHWijOGWR7iWBLOWw4nRIAUivaqlQijtTDSDWDcuqI1z2wJwd3ALJDU4xFnHTnHMD/ik4iv4MP/8wxrOLdvgZK628SWunlYXIlH8xkI08swbupHOH+GOF8H6Xl83K+5JAfSqWNtq1SAQgZaFIKDTV8CWL3zFRvthGZ2nxvVdoo9cDPEY323+NCMvMANXrFanLT0dadIktPE0885bahRxCpaaTLiz4TsmK80DkKQNVrxBwawqfovA82hAOlBEIT2CpLVHq9BwolWvsQdRNPCErJteROpqueo+iN+xy+tYZH7zWwJ1g+l/jb3l7lTt6g/W4ZNa0f0V4MX1fHKbpYz8DtbYiJ/Xji16nzJ7keV2TZ4I/RfyqQHulE+rcgVZRUoRPZshzhnkEV21n1xSRHfCl2T7q4MNDIosV9DC66ycRXtYaVTchO7kRXEfy+nzE5xrntPnJvexm60w9iGBkN48/WKXAIzo4r7j5WdPWnxH/Ls6Cx5swOdebQDkMn3N3coS40n16wx/zEs51QLHCwdKqOg8GU4eVWPz5Kj++sKZ/ZMN0JL30aI1D9EnB+TvtkcwHJMktHgfmzoEr103ej3KDZvykg0bwvMwBvO9qoSR43aMPdksSU6WJaAxgR03xW8otBeyF2lV3JVzMDcCsiWOs2arW+Pk5WhDMDcFvl0thr1MZTEMnMhQilHdym7P7Fhj7wrEdTVUscmbkR6WuCqEDQoA1le+kJrLCS3zwACUgX5kLPsad/RRvXIipKSZzYmRkA7fMuhAeIaPDbCfAJKLYjw+OWAKwcv0puCkLji5BKILrukV6ehzp109Id4W98rIyePhR/DAAAAABJRU5ErkJggg==) 14 15, auto;}
51.666666666667%,51.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
52%,52.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
52.333333333333%,52.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
52.666666666667%,52.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
53%,53.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
53.333333333333%,53.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
53.666666666667%,53.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
54%,54.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
54.333333333333%,54.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELUlEQVRYhb2WW2wUdRTGf/+ZYbfd3W6vQFGp1IUC2lpKNsWAtomVIlaljYSoaUMMYMAEI4qKRogEeYAEg2gk0BB80UQiEQVNMYq10hCwDeUSLkVbbla6Bbq07qW73Tk+EAjjU2ce+iXn5STnO9985+T8R+EA7okBATBcGsn+FKlwnJTZo5xw2S7SS6eIFtcwDQ1cbvRwFJWIoZIp4iH7IjS7BebyxZiT7kNemEvqeAepilJSY70M52fapXIEIbpfeP8tAe6GvqpOtJ/XihNC2w4QHUI/1WFJqVlpqKpbTvpj2C1Ie3kT6tQlYrf3RwDkh27IHeNIgF3Im7MNmRPQ77VbJhf6xDMpY3RGsCUoLHzImvt0ZoxqT8RJf/sCNrf56OjKsuQOXvCyutj2NB1B8nwfiS99rXUEeWtkXbB+dEaQzIqRU+y1kpRU8HFXsZP+9gVkrbiOtvGqJZf94o9U7g44EmAAaK/XCaGbGIeOEUhLUOi9vWgXr3toPDePUGImgccnEHm6leKcEPUH47x0D8nGPoNvx/9C3Z698vvKbubnNbOkpIlPBseyf8sCZKoLFv2B3qwYTt+KSssk1TlVAWhadVDk13a0QyfIN4Tlj8COSp0rUcW+Sw8SjrxNmusxIsHDTPNfY1V7Om35H1q+oqvmDRpOV+DJ+I0JwVxMVyldYYOhSAzz87Oo9efhdA/DA51I30rkxnvo/nkCoLQny4SrNzBCIRLhuB337jw8tpZPeepQ/hqUdolUzwaFWlwtelmR5baPIO6F3VrR9aTok9sFQKOnF64PUFjgvvNVI4n/OzHiGt23AcloR+LHATBUfwRJJjENeG2OIcsCQksfNB4t4Oytz9A0D9m7viZT/cPmlhCtwU0smHGeJ2Ytu0v61bVvJKepgKPTv6N5RwGzr0TJlHfZpcbTtXM+GG70qibi3V5MulBqG9J34bYAs+1P1PhsEqbiRK+wx23y1w1FPD6IGNsxZS7+ZpPep3RicovMI1H2FlpMkKKfJhKa3MLJcw8QPTKNm8ZC8qe7uVpYQKrxIjRfRg9noJu78cWK+VedwRwqsZKMNPY2lEht7feWS9jw5XpZfeCwox26c4hGPMd9g7Am7x3LEvRsKyfni07b++AE4jm9VGoXzbQ4cGaJX7Y+m+XoLbAtYMwrlWKcW24RMGddUPJeLRudx8g48Cj+NRctuWMryukfO85Jf9uQdL1fNN8zFgdyn6uRrKLy0XEg4dqGSsyz5Pqbqhj4u9pJf/sC3MntIG1WEikHGXYkwC4kkK9Lkc9nGYFmzBBDnzI6I1j3vIvK8iFLzm90k2H0OulvX0BFSZwpBYqH79cEkKVVBlnZg/hzRumvuPWkIjwAXq/OB7UGpflCbpoie4yzO2RXgKpvNOnshUy/jmt4mEgkReE4Rcdl09GJ/Q9WYrxwSzHMOwAAAABJRU5ErkJggg==) 14 15, auto;}
54.666666666667%,54.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
55%,55.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
55.333333333333%,55.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
55.666666666667%,55.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
56%,56.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
56.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
56.666666666667%,56.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
57%,57.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
57.333333333333%,57.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
57.666666666667%,57.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
58%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELUlEQVRYhb2XXWwUVRTHf3dmdtud7Xa7pXRrWxpKaVm2NJDwrQi2JA0RpBoiEWggJi5oMCghwURDeECM0USEB2tUCAiIMcFQTVSiQTEaIwqCUJSPEhTsmixS1sJud7s7x4emJKMvnUnck9yH+Sf3nN+cc+6ZOwoXtrYDMXQ4dUkjlQZPkeJkT1658WU43bCw1SfRSIaAKfTjIS+K1ikZ5s/UZcde5xCa0w2ZrKB7daa1wKEPM9RVw+KFigX3ukqAY5MJ9Zo8MM8Q4O469UaprFvukYIAhHxlUlk61gbQPssrkUajMACmPl3C+paRYAJI0IjIWLPKFYDjHvBbixiv1ow8KgDNasfMbHUT3zlATg3QI8/ZtDwpGnmyMABqzq8Mbiy2aYHHhHOB7YUBGNjZSnGVHSDxykxurr1cGIB5Rz/lxavdNu3xF3bSFHF3CBwDbE6dZSC+xqY95JlL7OcTrgAUwJgSvwylq7FoI6o2AdArXSSnfoU8OhO/nmbZ9x/RWV/Km8efxjt3Cgd3LR4ZfbJ1/5fUfn0LK/ASe5sncd6cTCg2llz6L8rH7KGl+QrFpsXpKxpXEopbqhRJ3Bw+QQ1lPinKhclKDT6qOZ/fxhlrNdl7PoH3nkCbUcP0Y5/z7GyLrmMxQstm07j6tO0tFk+7SPzhcVSoDSzt+YVc7g6+2WcI085gOkq5T2PbUp2FzYpir4ZSGvr0qcM1q/fXSdCISEDvsk23UawRc7SvssorWnSyqC2bhn3UmrUS0CJugzsGAESFK0W1TBIAzaMMcnjRjJUjPTGa9e8+GvWeQIWJ7i1BFfkAMAZzHoQmQrKdqL5P+tW39IY2MfRUC7RNpKZrPxv9v/HTyfVkl89g0fzrZH9/kNiq5rtOL1z8Qg6nbmO+ZRFacJjNNyYS3NoCtwYxyzfQel+SqeOEruOK00P1WEtWIA1h+DGGFs9cQkTIkiOtEsSlG92ThKpSVMDHUH+G8eEcfs9tLhxJc6RPY/yfB2wlOCp1BA/5iUzZw8tXy2kaqCOZ7CHnO8iKtgwrZ8EHJ+DiNUU+eQfyOWRdzJbJUdfvkS07pOPj7bYm/G7bbnn/nU5XPTRyJRvtdUYSry2Bjv028fmyc8StqBM//wEYtTU2tnH9s7dtWt/uKlJ/OPU0bI5HcdczcQI1K21aybWrNGkpdwQOTTrbDenerNt6YNeqEnm903T1NXJcgsP9ExjsvQHcvKuZoUEmVrgJ79zEk9gteqzDloFwpEJqG4KFuRNKyISqMpt249X19K3ocBPfsYl+/xzRF8y1ZcC4/a4Yf+8rTA+os5chWGqn6k2jgiE38R0PDvFSjqXreMs9pBJ96NXjUOEwGBq5H044HkSOAYqIomtR8nyDRRYBNH8xShMyyfj//nOqMpxHEUWsOnSrEsOqwLhT5yo4wD+iwbzJJW57BwAAAABJRU5ErkJggg==) 14 15, auto;}
58.333333333333%,58.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
58.666666666667%,58.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
59%,59.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEKUlEQVRYhb2WW2xUZRSFv/9cZuZ0BtqOpSO9Uiy0NK0tRQIYAtNoUwQDAWKA2EQhQdNIMASFYBoShUQJBOSBoi/SRKMiQRJiNNX4ICClGpE7BiJIWwqVa9tpKZ2Zs32oYI9PPedhVvK/rOTfe521d876FR6waikyMKTR3WPiN4Xy/CF2NKO81NLcXiiZrMvla4qOLuF6V5zOrgR6QPFCVBcvAlyrDofCoqs4tgxyJxbniUyT8ZEkvf3Q3mF7csENJKiVSUiLCvD4ZAXyJCMQ8uSA6xFkqGXMVi0Ozo7XEI/ne+nvXkDCjgE2jBhfwM6jTH3sSYBbiF+vlLC+cqTdEtLmS53el5oRJCcl6Vk75OB8E29zwb/dS3/XEH39K2Lc3e9wwIgdFGP54tQ4EB64QcO29xxcTuNH+KqzvfR3L+D90HFe9Lc7uDWDp9kpP6ZGwIMLU2k+1OTg9Oufcv+MNwcMAEuvE03yEYmgtL8wnzxL3/xSSAtg3L/FG1YrwbtxiuytfNlZSMZGDer/K3JpzQMe7l7LvpW54is7xeqKV7G2ncA+mokuQTTje8I5V1kwS1GSq/jsKBw5kVAAWkgtEh8TsLmELQd5qLfQl2uh9tSjbagl+8oZSqx+xvdVsu9kJpkbLRomn3N8xap7fxJutDjZswgVM5nwx3kGGueRHZjDbJpIkxnMKTHYskix+lmhulSjqNgYXtpMtU6y9D0S0Q86fq+jOI/g6t7+Rl3mzDQkt8gUAC2hekjIDbqTS92MznPoLNua5H4M4gMGwwK0TgY5ToCyR4VHc/4vZtR3hg4bjA8L6t/0Nky7GE2ZJLQsdAaEQhNZEUWNC5Lx1desKLzJrXPjuHhzPdbuIJsenidWtYH66rzHRX8+dVraAm1c3VVC7aRNvH6nBF3PoWD7Em7EW1Bpu6icdpvX6jQOtArdPYpYUh92oNduQpNCfKoCzQqiMtLR3pmHaoiSLCpg+SyITouRFc9lTIfODyaUHrs80gE5YV3i9qGnqQnvoe2un54VUczv2ulMfEtCb6ViSi8LntE5dtFmxzfQ2aXo7+53ODnqJar+fK9sPfC2YwkPvXVEDm+u97LAj39Eo56jbM7li78jjiU4m9PEBwHT9T6MFDBqyK2fCG2qcnDNQ+UMxqe6LeUJsm1JRJ6LOEeQb70rzxtdqUnDWTPvMKV6r4PLCLZg5TV66e8aUjtDybVm0+HAmwv9cuUTIzUO/NadTuMBJ2elxSlI99LePURv+VB8EwscDkwo8Mn0qWZqHFBzJ5MoneLg2rOrOFXqKku8C7B/SSCm8/EhL71MYueO1AhQ67ag9fVC7z0BRC1ejZRXIunelsBtrIovu5hk1hhk+lzE1FFnf4e6hdg1Uaipch3TXnJd/JGnSI61hh90to2MHUPy1zZPb4R/AIrfptygNL/QAAAAAElFTkSuQmCC) 14 15, auto;}
59.333333333333%,59.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
59.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
60%,60.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
60.333333333333%,60.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEL0lEQVRYhb2Xa2xURRTHfzP3bnfL7sK2Xbq0S4tFWqRgGx+FgojG8lBIKwQSI1GJkCAIiCGG8NBIjJ8UVBIjogGi+AgkJRoFtRoUBALWgjwESmN4GIq0CCx0od3tvccPCHL1C/cm7knmw/wzc/7/OefMmXsVHixMhYD998wmx5/mVFeL8uLLdLshrpcIQEJ+xKdi9FCVXE7vJNdAzlveRLiygXq3lBv7JWhMFkDu0W0SV2skrMeKF3/a5Xq5IPvokqskrXoAmux8AipBsUzywu9aAB2yggRvObDzspk8Hc2MgHQsTaKwCeBGvpNZzfzOjswIkNlTkE+WXZ8qAGvKSNor92VIgD8L+uY5nbwxg86Z4zwJcM1fMDwuE5+O31zxEp1VI1njR2fkFvBERRvrn2xzYPP8u3it+icv/O4FdJ6IsPrFlQ5MjjxD75S3HuS6Ex5vfJPmkgIHdjBZy8lN5cBMbwKCDBDJsekqiaE2Lgf7ArJ0LeHGrbw3r4MrCZOGj6Zz8c8J6GUWvUqOQu0/TgYsP0rb1ijz6rfIuKlP8c7PEb6Nj8U63U52/Smq7CX4VJBGZhHIP8F9IzX1G6+FTIdVldjmFWxto5SC7k7o0xNdXcaQoqvsOSAc21FG25n78c1sIzu4l/lnzzhOMen4IAaPaSVV20WyeSmLJ5wlu6YMY8Z48vzDKOIhItyGoU1iMUXdIxZr39UCoHoxQjrDp5Ggn9Qfx9xE73rSXVV/76iioMgk1NvProYOpW3OoU3TK7lraz8nFMYVVXemrwEhXSiB3P5iDLrL0z12YQLIilf8cnhbSI4cUgJgig2iFVigx04VyfFh/NpEmTRTV22xf08OF39biH9iF5EHksxpL+Vg3VAWVFbciMLnh09KtOMbfvilkn6Nq2jts52XQ5PxWWFKl+UTtmLsk8XowHE2bRXCeSnuGKwAQSdpRXwGUlqFrFmFsf55ZOmziOFj/mMGj45L01NHuLJrEAcqhpKIfIl8mHCcLK22s/niEOyGFsKDm3g/MIp07UiCH3+P0R0gRH98ZorsiEV3CjZ8oRn1oK3+E55bGWPWLZQNr09ytOIFc3fIysc33LKPm4mvN6JbLSppoZy3o87l98YX0d3/Enzqvjhdt2Jz8THO7jYc2EuXypj18KtuXXkTED3Xl/i6UQ7MOp9L6ZyDngS4NZk8cLyUBOocNTDAfEGmGVcz8xz3Km+gunqbA7usdrI/MNcLv2uTRbO1dG4zHREoL86S5fN7ZCYCPqUw//WIV1R289yUlBd+998DH3xlsv1QtwO7lIT25P//UwQgvoLbJSsScKSgqFjL8BE6Mymw4v2wg4UYdw8TQFROiNbLAfa2BL3wuxdAJAsrP4yMrkFPm47RsxBCBaSrajIiQNnffY3OL4ZgLsSKsQui0LcP9pbPPBXBXwAklNfedHilAAAAAElFTkSuQmCC) 14 15, auto;}
60.666666666667%,60.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
61%,61.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
61.333333333333%,61.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
61.666666666667%,61.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOklEQVRYhb2WXWwUVRTHf3Nndttt15W21G4ptIVSxIZSqyBCgQgoGiKggiJKQXxQQ0IqllhAVHwAJQGSQhMxqRKgkAAhRkwMCMGAkCgVaPioiuWrhWrXDav9oLvtzhwfSEnHp8487Enuw5zknv/vnnvmnqPhwjL1Z0WI45EH8UshXeoareYBzU0s5XRDlvaMmOZt4mYLUesaFgbdVisZ+hRxA2A43RBJugxmL4o40d4IIhaWChM3/W70HZsYw8eIZ0ihAPdXkj9NvL6HXGXA8RWwuxqzfJ7NFR+Wj5mb40bfsYkRbxL9m919pxVA9CP7xbjyY2JqgFU1aHcifV8aIFpHJzSH3Og7Npn7QrLMnuPtf1rJLsuT5NEjXWXAMcDJfYYc32vYAGo3GfLxKk9iAF6emCXvziiyAbz0eFBaTiQlBmCKf6UsSj5nA3gzcEYWFCxJzG/YkZlK445bNl9odRNdWeVu9O8BqOXrhJ2NwvlO0Sq2SUp6mpSUatJ41JCvt6bK+Mwpssh7QYpLq4jVjWex75gtyNKyS+iVLbxY9oOsnlglHy1LkXnlaeKpXi+e899LytAxMkltkTW6yBpdpFj/5H62lFZSKvx6AfXzd6itNXhOfEtu9l2Wv67zxT6hpvoRJvx7kHMZO4luKaOyvpbshlk2gLbrr7LCuEp3RYh/Qs8xakgKpQUxdJ8X+aMZ0UwiNHGeQ9Szn7+skwR92QKgqSenipaZB20hzDNHnGSvr/s5uvvReiVhjhEzmumIRTTFyLFYT0x3K+7YfjM3oyQNn8cDgJJoNyrajlr6WV/ggaz/wwx4z3S1C1Fh8HQCYGg3f0duXUdrj6BnZEvQH+KdhTDID3W16WTcrqEt/QpNhyaw/epGLh9eQvoq4b2iJfeD7rneKI/Wn6Y6ECS+to0Zcz5k9wWNY298iqZ58b6yiYejzyMiNLAVTfsbTY/ey4BVfwpGFsGIIkgPEjc9tHdCTlBjaF4PIc4wuKsQoznCYcljWuFZes+O6Z8Byf/lKF8N89Czy2TW2C6udfXQOGkedMaQFRsZHp3KTNYyWatEaSaW0UM4bNkyKQNde2onSN2yz20P0fvbj8uKBacHHKO/cN9DNOB7XNlSRuDpL21FUHbxKk+NW+a4HvoDDNjap05jccM0my9SvJ5d4UFOQ7kDCMyvI6X9AZvvrfz1HJr+tisApyYVepcUe6psNZBVXiHDCpYmphn9pNYRs+7YfDl70xl34zU3+s5HstZADd67I6C7v9fiTznrCsCpyfy5SjZ/YJt+JNMblFz/0MQMJDdOGRI+Zx/J8kcoWbTQSEwN5A6GJK9d67ESmDnZcqPvHGDDQZ0NdYrZcwwBpONSEhkZQlJAdwXgtK1K3igDsPB5FSXjFP4AXGxQ5BUIB3bEHLdpN31dfJmppPpMUpPj6ApMy+LmFctNLP4D9JDBY082LZMAAAAASUVORK5CYII=) 14 15, auto;}
62%,62.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62.666666666667%,62.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
63%,63.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
63.333333333333%,63.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
63.666666666667%,63.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
64%,64.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMUlEQVRYhb2Xa2wUZRSG35lvZne229uWLdDaFLpQC4WWi12yAYxKAuHWpLGiJIRaAgpUoRZKTZQYG28BCcgfWxQJEkVCIJIUEElogoVogpQopZQugVADlS3FtnS3bndnXn8gjfOvM4l7ku/HvMk558mZb96ckWAj5NmLyPxZkBxOSPfvgA+6YbSelWzVspwwdzklfQhyfBiSdxwY7oekuSBq9tEOgGI5o7sLCD+CFIkhfnwPxMQiUEmBoRbY6W85qHlT6fQkEcDIUTJ8lMs+tjUBywAlzwoWFAkTQEa2RlfGmMQAtP2u8LXN8pNmBMDGLxROKpRtAVi+hCnJEh6GRh4lAFhRRsyfZ28AlgHeq0lG8LzXpNVscCMnw5EYgNTTx6CGyk3a1dOL0PP9ysQAOKVMDKVFTdp0+WUM3VqSGIBvtjUjtMZn0lo+jOO3Ja2JAdD0u1iefc2klQ0dx0DlfPsA054RrKxzsO4TlcteklkwXeGUpGLWiStcJvYwN7+MSWeaGXhrBd6Z1IxlA+mmIuXxVfggdgjTDxzirBc28g3HGW6vzCUjgus3qVQ3baXS1k5x6TLlwHJq7uyRT0aZMEWmN1dB6ao4FucpaA8aWFMhoy8q0MceOJM86FtQCPe5k1g/8xqyWutxaepEAA0jABdLJyPzcAU2LjiBz+fNQvByG1JapqFqSzfaOnXIwcOIX+0Exo+H1HMXOoaQJo9lvxGS4Jsqsfg5F7ftVU3uNorzJCzlidLV1NxjmY5/p1BQLDOwVLPb3DIAADpdmfTJSwkAcnYOUFoeRdMNCXjsbKM5/w1LOSIrD/HhOP4y2gAAsmEANIDBfglbPnJxsk+jX6xlgyDfVC4w/d3ddN24zgMHs7m/cgerv/6Zl5oaTFP4sfcsv9x/nd8219L/6VesTv2Ja+fOYO02wSlzkqkcPUGVESidNwHZAaFLkPHYOZXzZwxEhBux74jwg2E87JMxwBYcZC1CcieMkzHoGMSpB2mYn3sYSUdLcKzOZLu8f8SD/HH70Ph3ABOPqIhov6Bo8W3MfF5g/ykPjMaDkP+4B6O9A45wFE6kohc3TZMc9ftrLPuMVZsvmC5h/bldXHTktK079GQjGu0+x0jJTviDr5vE2ztnILejz0qdkbDshB1iDKIlu01awPMDtJlvWy1lK+h6v55Pr5xregV3bqncUONMzEYk1lVTDQ+YALJqVjN9TnFiADzZfiovVpgABCMU66oTAzBbrGeyw2cG2LGXSmEgMTthBvPg1181ad7tx6Dd6LbT3zrAHfyKhagyaa8Yu+DltMQADOIW7qHLpE3FHKQhxxaAVePgU64sIDYGpIp7+hX4xVYkMxPX2YQ/edGyEVkGyJuggr0ehGlApQJNT0FUlyAkoisW/N8BAIC+fIHwoAJJl+AaFoDuxu1HIVu/5/8A+oXyXygbFCcAAAAASUVORK5CYII=) 14 15, auto;}
64.333333333333%,64.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
64.666666666667%,64.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
65%,65.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
65.333333333333%,65.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
65.666666666667%,65.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
66%,66.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
66.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
66.666666666667%,66.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
67%,67.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
67.333333333333%,67.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
67.666666666667%,67.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
68%,68.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
68.333333333333%,68.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERUlEQVRYhb2WbUxVdRzHP/9zzn3gXh7kgnlBhOvAujKMSJsGTVKU2BC1DLNZMZu1RLDa0rXZyq1XMjNrrdaLpmmP86EHMt1aamoDbZroUFPwcQqEmBgP93K599cLBvOsN5zzgu92Xpzv2e/7/Z7v/7/zPwobyI5Ll7AeJqoEpxYh5hnkelu/sqNleSiozRaRKAPSjUJD0wyUfpc7xm06+29b1tOsDpSp11mubcGnCrjEaV5Vn5EVLcUb9luVsgX5SG+SRj0swMj1trZdyrVqsSNouYFvZCPNnDJxTRznSZbZ8bcMSXCkSYozb/htBZCA9qBs1HeOTQN9Wfdzp7xi+FYBtCVF+Nq1w46/ZYixYpMYBwfFxO24JEb5G7YaMKwOuE/sIt5xjvZ7ONeZfYT6eu34W4YUVbmk/pZhaqD8NY88XhMYmz1QlOumvW6OiZuugix8osuOv/Ul8G+uozcxB/hlhAs0bKbz8FHgLcsBNIBsZsh9WoZ44iaLVlwtjk//FL3yHXFMmipl1U7Z+JMhzxblyyfJ33F2aRoH1/WYRE7WKa7lB/mq8EvZdixJgi8sEn3ReolPL5QivVK26PUyX18uqckemfyYU5Zt1UeWS5umlUqUPkJaHxEthvJPQqbloyqex+ePER0YpLs5ielnazj66L/8PeU2q6ccMwWo6rlCyiteLuQk4GkspqKkEaOqGil9hsXac5SxgFyZTlycztwViuAcRe2+oRCqRFXJDdXMVXcb/X03rLQ3fPBY2nz+fAe+gIEzSTi1PaS065znH+mwa24Z7U0RphZESEgeym0MSj8RFcLlyiYcbrUjPNoZAfihw4EnQXGgdZAjH4Ch0IaeKNCzioWpM+BmCwl3G3i4uAt3j4cpv73EX5mJhCvTWB+4yjm9itqlD4wY7z90STrHHebmj3lkZrzLrvOXqR9YQ/BIC6ua5nFMjrBf/5hoZhe7t0aZWWZwp21o1mjlFD4ji5jTg8ysRa1egurtJrqhgpLKBiZnDXC6xMGC1mK2uF2cDO9l1rlbpje7PrGVjvpccq40cDnnIkcT16KHU4m07IbYPDQiGEm9xPmgpVnRfHyQE3tipuZktFfhh9vl/S8Wm76En798SHbX1o1a417j4Q/RqNcxcjjMtkcWAd+PkO2z13GjU7ei878Ao0be/g4udoZM3HuHnqKn8Gkgx6qc9bPATR8v/l5m4tIbL7Bq3QHL5nYgK1eNlxm+h0x7YJn2phzXe8fmNOxJ6aJ4w3kTd8a7k7UZs+z4W4YsXKNJg+imBgrmK/n2smNsGjj7h+LnnebNnhqAzEDMjr9liGdCrsT73aYGMgt0WbnJsNWA5QBaoEYMd4YpgNPnEm+ad2yWgPhUxDsRbdpmAUT3ZhMLjSeUMNeOv40A6hok+iE9D61kDzJuAtGUiRAstRXAzvErKncJyjcTHAbq2l4Aoq2/2vpH+A+UGq1iRrVpbwAAAABJRU5ErkJggg==) 14 15, auto;}
68.666666666667%,68.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
69%,69.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
69.333333333333%,69.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
69.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
70%,70.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
70.333333333333%,70.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
70.666666666667%,70.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
71%,71.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
71.333333333333%,71.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
71.666666666667%,71.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
72%,72.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
72.333333333333%,72.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
72.666666666667%,72.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
73%,73.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
73.333333333333%,73.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
73.666666666667%,73.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
74%,74.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
74.333333333333%,74.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
74.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,75.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75.333333333333%,75.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75.666666666667%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPUlEQVRYhb2WW2wVdRDGf//dPTd6as+hpRfaQqHF2lZFqhULhotIEBpRLKQ0QDQYvMVECWik4cFEX1QSQ0xREtTEKAk0wRSNpiRGqVwsYLhYgci9XEop1bb09LTdszs+YKHrU3cfzpf8H/ZLZubLN5OZVXjAuNWI1a+R6PChAkL4/iGubkJ5yaW5DfAX6zJ4RjF0WRi4ajJ4JUFCV0QW6uJFgGvVY+8Jix5QDNgD3OoyCab7UDkWiV4w22xPLriBlGqFMkerFODOywtGJZIW9OSA6xbUqMU0qQ8c3FxzHjl9uV7quxfQZ8ewERjRvjw7na1qgycBhtuAPdpBbtIz/KkAOa7OUSc1yRFwSgmteePh4l3udKSXjwa+h35PGlxB9Px1YtT8PXLgxKjtEyOyPDlDOLagn+KCJxzc+NhG/EXlXuq7hjy+LSzPNaU6HJj9YabM+KwoOQ4sjk9jyfq1Dq7u19co7870Uv/2EC7Q50u+5JElOVzUznMw9SSXgtNBG4MR7Cbn2UZyUkzWJBYS+aaaXSUh+ONukl33VTK3OYuyL3PlW/8x9n31CdEj9czrGUOKBNhj/Mj1SV1kVynSihVnv4be5oQCMJ5RCyWbbE7xF/ukmRuqh55YIaqqHjXYSUbHUjKLY1RbFWibKmmoiFC2rhV23hVQtbSVX7IqKf8uTvrSPymYeJoLsTeZdewIL8YfY4W0c2zWXires9FDQudJnf5rfkmcHVJqrXpFirQissmi2lrlxr3hReSq9zN26LTWK+KXfZgX4krrUX20S4fX4q5xoMbC7Abjv52hXdE6OMBhSpkynHg07/9iRh2zYsggkCOIfpsyiuyJ+JSPDC1KDFOuKR9W7jJU6jgi/p2kzvyd0s5xPPnTC+yoKOXpl1so73ubRSvz7iTdv/+4tKQEePjT62yvqmP3+7PRu3Qar5TQZB5i24TP6Z8W496XNM41CPEOhWGFgX60LfY2Jko+D6gyDD0FUWloM+tQU1/F0iYxZTn45vSRaxrkmnHabz1CZnjXSAfkt6EgJTu7ObpgC+dbAvREaymzL/FD4jAH9cMYU00mVOlc32dzYhPYVxWxjhsOJ2W0r/yp7fJWw1bHImp+Z73U71456hwjCw8fo9EOlbx7NsCGj/9xkFsyu2hrLHWT5w5cb8K9nQ1sbg06uENfFKMfDbtN5U1AW93PNIUaHdzz526y48RkTwLcQhY0G1LxetgxAzMyCmV1QaWnY+RaQPp8JdWXfA4BD74RkCXnjeRcQ+tMPi0bnZwZMolO8FLePUSf3iT+lMkOB0IFfglX+JLTAmPZgGihRQ4Bmv6o+FJqkyNAy2+WMWqVQ4BSm0VF25MzA6p9HZrWC9FeASRNrUFkKkKal/quN5eM9RcRs1LxyWws0VHqKBqLGbTnYPKQ603o5a5LNFDIgBUiAYCNTSpWosXTP8K/ViGrfajNZscAAAAASUVORK5CYII=) 14 15, auto;}
76%,76.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEO0lEQVRYhb2XW2wVVRSGv9kz50bPKaXQG5RTwBYoIi2QSgtIiygGArVGIKRBAjEVlCZKjLHERCMJRp/ERFGMIMaKSjQqYghiYogQKqUBC7TQUpCbpRdK6eVQzmWWDw3QUR86E9OV7Jc/s/71z5q19/5Hw0HEP66J2aWI3haUR8M/zaR1h2hOuGwnpaT6RXThZuQ2IgJuhTsdYt3CnTrTNp9hN2FYmx+XbuDFx+VwO0FvApFwmM5oH2DapbMdUq5WywH9AwHurUL9YRmtRogTQmU3Yb6WzUI1yYItlXks1RY5qW9fwG7zN06bLTBgfhq4wiatxJEAuyFpngwZF3hoYLslT58hNfouR5/AtgDdt0D0OQcsAlxJZTIrdfHQzACJuejxKVascCvHmfTfz//fAtJzGsheUmjBso0VJIyNDpGAlQeZkOKyYMkzqnnw1S+GRsBTh4pY81qFBavYV8GCEwWOBBgAC1WRiAhd9NLk6+QmWRBcDK3HCIyqJ/3FU/ibPKw7UoK/aRkf5Ubg3H2SyqKJLDmZzK530uTLmd9TvWUzPTWHKYg0k983nlNaI0dHVSPTI2Suh7Y/FZc2RjQAVaaViibQLNe4KE2EwiEILkbllaMmLyOa3EjicGH5jTw8t+bx2WiTOS/VWt5iVfF5ji7KIL56LsG2Mcwq7kIeeZepw6fzllrJBq2E1BQP+W8rsksU457WiCtyC4D2utooXobRSjtbze12unf3ILK1/aZ8qtHdqNO6D+7URjWjgy6uyVm+k/1OituOurVCylrBDPdTqAZ1iSvyF6kq8S7xYNY/xQw65xlxkfUCKE8/ZKSbySgVo91sJeBNlV4mQ7AYreMP/OP3k1TYQc7vWRScWcGegkmsKj9KTssrFK4J3iM98mu9nB4dI2tbN3sfq+Dgh5O51JjNtpYIab0enjM20zLhBuPXK1pOmlz/RRG705+rdpq7mSm5pDMGQ/OgMkrRZ21Ey3+D+Pg0crcIkYJbFIXGYnZHOd8ykriuyoEdkOPD3SR+HaJ59k7O1fVwMbaBB8wmakNnqZFGPBlRkub27/iaN4XLlSbRsxFLJ2WwK3fpN7Lu25ctd8HP5e/L5z8+O2iOgYXvOqLBDpWsbutj+3tTLeD2iXuJ1D5qh+dfAgYd4ZPH2JSQyZoBWNXHTyJGnF0qwMFRfP35Q3R2NViw5VfPcOSMz5EA2x04Mb+eqgtX4Yf7WH2khj3ePog40mArZGyZJsVXXJYhnPJEQBbuGebIkNjuQNthgxt1Vvst+SFSltv3Nk5C3COWSWBMoqUD8bOVTN9mDI0nNKZViUvPsQjwBhIkMDJtaDxh7EISbjPTgvlCefR0bHVS376AuN5PcJMI/h4BJEGVEpP5iGuIfkxCrp/o05rx9ZzGRxVRrZswBr5wnSMBTu51Ud5pEA2CFgW9HcxMzPBXjjzC3xvApVUFyeT+AAAAAElFTkSuQmCC) 14 15, auto;}
76.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
76.666666666667%,76.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
77%,77.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
77.333333333333%,77.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
77.666666666667%,77.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
78%,78.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
78.333333333333%,78.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEH0lEQVRYhb1XbUyVZRi+3uf9OJwPD3D4FtAEDxA7DAgWMYLxIyX5wSxr2iayNrY2ZbWy2YeF2g+jZW5FS5uVs8nmaM2BC3MzXc7aclPRESsyaJiocIDtcPg4h/O+Vz8Y5PuP9/1xru358d7bfV/Xez33nt23BBtokKsZg45EuuDnWgyLh/hO/0myU0tYTdgkVfCe/i/u6qMYNkahQMOYMYFauYx2BChWE26p90EuIoYophcfwKCBoJiGR/fY4bcMepQAvaqfAFaO25FMn5ZuywHLV7DgO46wvM0U02OPIaJn2+G3DCoVMco5Pct/SwCUcy9QKRyKTw/gztuQjKnlLwkAJc4A86N2+C2D7q0JdDZpj/4ts6pqmOAtsuWAZQFFVxQWXlJMAnK/UphyQI1PEyZ2pqCyt8AUy+1LRX6r5VK2wDc9W3gj4bDJgWveQ2wpyY+PA+60AF4pDphiJ+r8aF5z1A7/kgCvOMgiDDIDYeZInXR5fBTlEgODCp8462ZtVhpvax18reQtdOdtRXX7H6YiafvuofPxGC7X9PCdpmr6211Mbk6nmvUp1YKbzHQFeFTsIuVjpHyMh+SWFbeEJMqp4zbCog9u8Tli6jno6+eQvUfGwy+J5COZ+H7yfZxKGUGf91lUvfQxGm/NmQRsGWhAffNNfJQawebfG5FZ4IJaGIbscIJzfyFGHXcwgV6MoBt/4ooxgCyPc0mEKurolZuZJDeYntdVnGVYytsrv8hSeQOTHZ6lGh7RxlTppF1yywIAsF6UMj1xSYAwOI+YCCFPdABLL9tqzqOwlPOtaENQTCHiMJaSNfE0BTRQmoaEB1jMmYSvVYeWBKSc9mH/jR0Y8gFHfDtR0/4udpzfhODuJrzxVPFK0a6eEW7ceBFfn8jFk1cv4szrXRg868T49c8g6RICk+1oWvCDJPrQj7vKMIJeHXrQkETUuAoFxdBQDBWZUHUNRghQsyVEcqK4hmH4Z11QZkeRZrwMd8t9bPh53nQFztRedP8WQOP4PJJapjA6HIUSagOiYWhj+1G/kI33UIu9Uh10aRFRVYEeNExOrvr+GrqqeLpjt6kJj++7xF+299rtIUtgVuAA63srTQJ6vtjD5p7S+LyEoXAd+l9tNMXaXT9g9NdyO/yWwe3J21iw9gOTA1r+j1TzL8THgW9Cz+C5iQFTLDd8Hs9Hz9jhty7goDiHKSNkiu0KjqN1LMOWAMsj2cnMy8iYAjD7f8wAcZ1xGsk8Lwiu/8Q0/TAzQeO6VE98RrKSfxSWBc0jmcgT9OxU4tOEnnUAHGYurQxYs9mww29dwMCHMv4+LJDQpBAAK2YcQAoRc8i2BFjdaKkUOGHAgNAIUakAXgmiX4D5QOTkjOUN2c5KTWdqGuhaRCwhAgjCMAhjKGJrPf8P0fLjnMw2tTEAAAAASUVORK5CYII=) 14 15, auto;}
78.666666666667%,78.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
79%,79.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEKElEQVRYhb2WWWxUZRTHf9+9d5Z2utB2WrtIKS1dSKGgFEyhmgohFMUID2oqwUgJRhO2B9yIhmAsAYNREo3R1qjBCEYSBMFG1FrT0oQqYoxhiZgqHWakpALjdLrMnXt8kcp9670Pc5Lv5STn/H/fOedbFC5sup4vuvKQbvkIWgGijPAzA8pNLsdBRb5KESwANKUgOU7CvIFHFGGijvNpTgOSZiETyTTGzWmExy4xIdmMGRmM+tOdpnJlUsZlKdE2CTC5/PoSCejLJCUAen5CgtqrNgAjeEiM6jFXAI5bQPQYMfUV3D4/Vgxl3HSj79gkszoo/lmB23cr6Xl3i+F7IDUtqL3mkYJ9mg0gd6cuxhxvalpg9ujkjtknPjvgoazDcqOP4TSg8ZlsAslKLtA76Vvank84XbhEyDGA4wrMijYznwabr/XGJha+tNCxuCuA3qpi2kpX2XzbKgooW73eFYACyFX7JaEB6nvMvO+YKI6St07IqfBQ+9FMyo9V0ZS1gOeyNaYtrqBk1ad81nL01jGU5zu3cqV/OXUDFuOdH3K8+RRXmv9mrG05N+QQKn6RomvreC2+gsdUDVelkEJrjQLQAvpKiasTJHkPU+8hMX2Esv0Kz3RFYq+PezvnskVrYE9eGP+8mSx5/Aibf9hg20VLeBtrVvbTn25RnTaPZeU16CL4ggqGPsGKdPCPGWOvHGerfMPb8jVLtXoBUAF9hSTkJhohxixHQzRZASdBu7UWclQBX8gZvrR6laasOrwscivu2HZYB2mllkbmA2CgDSGE8HrymUhcc5N4qjEC0KU9y2mJ8BPn/gMghEmYpDLRajwS3C54i4TE6x4e6WtgQ2IxL87O5Ed9Dot2vcKWky8T2Rhk/V0Nk8Ifd4elTu/mgwszqG3vJrK2izeGeuFIC1H1JoQ7KB95l3qzhE75jTPqMhGJAKDFkt8iohBLoU3oxHqE+Hlh1DLpti5yVoYojYeIxwyiUQO9povrh03bziqzj3JCq6C0/zLF2iAHr54l31hA7GYj1sXtZMbbaTUXckCtZo/WRInkcl4itsrJVNfyY3PkwMM7bG/BxicPy8mn+6ac43bhWxeRmuJi+P06Duw6bGvuqsEewo1vOcrj1sRb+5eU3/OorQLzzmVJaVteap7jWTkPilHSZwO4o75NMmbuS81zvHukgvrRF2y+4cj9jId+d6PvHOCh5AzmXrf/B5piO1mr/5kagCbeoVjLtPk2x2Zz30SJKwDHH5JfM0NExwdh9H/faRnkD4ZdATg18T9hyLSnDNsQFngMKUh39yd0DFAV9krh53YArVAXfYYvNadgICFcT9PJWFosgOidAYw7/RilXjf6zmfA7DPx/pIFXtC6vEiGiVGVhWW6+xW7uRZFX2Cg+3yYzaPgB9+pHEaPDru6Yv8F5vyxICVBZ9YAAAAASUVORK5CYII=) 14 15, auto;}
79.333333333333%,79.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
79.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
80%,80.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
80.333333333333%,80.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
80.666666666667%,80.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
81%,81.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhb2WW0wcZRTH/3Pb+8KygAsU7C5obZVCgVSQirZEoJq+GEpsYrVqgg3xAUEeeLDFl5pqH1rrQ70kJk1tYhuNtomt1NYgvcQqkXprIzVeyqVysWWBwuzs7Px9QChjYrIzMXuS72FOcs755Zz/950RYMOCYj1dCMPJEKbFSxCgYTzRLdjJJVoN8IlrqGIItzAADcAsh3HLuIGw+ArtAMhWA+LiEAwY0DGGqN4Dt5gLh+CBiqid+paNSsRHqcBFAIvH5Q/SJ91jqwOWR8CnVHCdYfLppRpiecN26lsH8DYKEFYDABZFl3FKRaI0lhqA2G+EcCKx8CkAgHqVQKGt+paNlatyWep1L503S6pzmNfot6UBywBR6SV2inUmgA55A7v861JzDb/wTOFyhh+4dtsXTovAMzNtp75lY5bvOLPTXzN1oOCO47x/+Z7UXMOCB8+gZGe/yVfUvg+T/mw79ecBpG1pVPbmU2nJoaMqi4E8FzvFh3lTame7XMvq/Ofp8J5jTdsWYPMZbM/MNyXpUiqwducnKKt6k4+s7GSP4zm2PlHG7FmZrqMy00LFdEoHKcu9LBR3MyQXL3ZLdDwUZGK1CH2jBGerAaEmDp8m4zrncAGjcOeuwPdjKxApP4zJ8n68/nMFJq48bgL4St6KJy/Uo3BHH6II43QwgZmLI5C2uhDrTkBzjkA09sHJjzAp/AQNOvzOzHkIpTJA57Y8KgcKTM9rEmfBLMW55V8YlCqY7ckhAIh0GxDHgHjLoJXR2Vq9ADCn3wUIcxDUOQCAqJdoUDepkI8uW0iczPk3TNIxaWItDEahG/F5AACAAWDCgFwbYDjg4UWpmZQ6uNvXREXpZjDyIZcdy+SBLY+yc/tZ9nz3runKfTYxzG/eG2DryQ6uX3uYn2a+wLYHiuhpVSg/5qTb20Q5oEEJEYZQB0kS/ikKyNivQq7zguNRGBPEnG5gL7/F3czA6dgI3DwEbTwAZ68Hl8pjaOobRs/VoqX1WXDkBs6WHcLkyQY84x/Cn9ogTlVNwbuLkDZkguo1QN0DbboEMs9DEg2MQTV1MmkRvV1fw/c7e00i3PX5x2xoOGZHwIsPUdJz/KBhDOrIqyYR3PuOA08PfGlZD0sBkrYfvNPYuf6cyTc4swM9NeetprJlzAg9y1DjfaYRZP+h0NWlpGYde+SX6Qj8aAJY1byJ+dVVqQHwyZspy2+ZAOT0KfqlltT8D0SEfoxKX2NMv+0T4jdhMG6nvnURrtGzUBpzm3y5wka4HCdSA+CCgv1incnXrC5HSLMnAcsAs2ICK+Ey+V5EMSpZ9B8R/zPAZQziIK/jDamRAHhFaoMIHxyiZTkBsL5WGcn1QpmIAQkfJCq4EyGkC178aoyiD79bXtN29jqLwn7ENUISCHlahzDjw4Dxl61/hL8Bo8DNkAp02gIAAAAASUVORK5CYII=) 14 15, auto;}
81.333333333333%,81.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
81.666666666667%,81.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
82%,82.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
82.333333333333%,82.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
82.666666666667%,82.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83.333333333333%,83.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
83.666666666667%,83.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
84%,84.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
84.333333333333%,84.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
84.666666666667%,84.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
85%,85.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
85.333333333333%,85.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
85.666666666667%,85.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
86%,86.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
86.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
86.666666666667%,86.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJ0lEQVRYhb2XW2xUZRCAv/8/5+xul9620BtdoLUXCLYElFApoSQYIRBDJJpguEhQ4gMYoxQoRiQYEyUajAVi8EUilxcIgVSD0RBNVIw2UWojoIillEuxLJQtbbft7jnjA6n08NRzEneS/+FMMjNfZub/Z47Chyy2DEkBOUqoNIR2R3NsyFZ+fGmvBk8FlVzXNle1TTsOpgM3bIf5AUP8AJheDc7JeJIyTIoEPckkjiXELE1m0vYT33MGxHKKCFFITzIJQFsSBpwc7uq8tABQw34K7WdduuxUKWF7ii8AzyVweIKQug2gAAEoYxcBVUYHVf8/wDW2MaTujHwqQFLqHppOz8H9iISeqZLAsorRHS/FU+dJJDTN1y3w3AOpTRNwXst36W5tSdDXGPIT3ztAwd6/mdMcd+lKTt1Ar8/1BeBVZHNFpvxaE3KVoGVOtqxdUp6eEoyz53PIOurS/ViwnzXx5X7i3wdYonfKbs7L+/TJOrVXMsN5omYViHl+gYw78ZjMr86XtuqANNas5mJoO/aOhMtJ99Ygx/Ln8u28BnnjlbkS3lEpkTV18rjVJE9aZ2VauFo+LNYi9YZIvSFv5zx4tnWBmiU3aaNVn+KC3sc563OSZUGMjVHkk+vM2hfneDjOZ7druTL4EomGAyyNXXABPP97EfmvX+JkVi2L/ugmXBVmaKqDNjIYlL9Iis2lQWjuhKMd8F3CoXhChgCoMl0vhWoKg3TTan/lJXsj089T7RuyDU4noVOZ9AwMKT2JGVQ5C/0G9yy7e20iIlhhCwA9LAn6dS/r9K4Rx2M5D8OM2eZgVBMzNX3aAcD8R/3JHblMQvWQZxRLPDoM6ydCrqbk8A0+uH2XiwN5/NzfTGL/QdaeuUesbhubVk7/z+kXRy7L8MzTnGuaRPG17by1KoU6kUXpyUYspegLvMrT4Q5EhD234FZQMXg/Pvqy8wNFTGci08mlCMs2oDeFKskgHtW0DEBlqB/T7CTaXkfX8ggLrvaPzoB0ljZz5mA1NX1nCbw4g+F2i0jLcqCPK/Im9aEOtk+DhjKFrRXDysSJDbgyKWM9tUdWyeFDG1wP0ddbv5EzK1aM2cfowCMP0ZjrKJsr+ChnyNUE8XnH2bCyy3M/jAYYs0zorYcXSly6LT2d5H4/16srfwBZgS2Uh91rRPTljdhNC9MD8Gnlb5QOvuPSRSJfUlm0xxeA541oZ5fmru24dLOdfdRlwIF0AHyMSWkmEH8wkBzgl15f09iziH5uili7H3Vdw6JIQCZHM9NCIGbHQjFji1wA+pGImKsr07OQMNlAgg+Ng5kRnEVp+jEx3kug341hLisXQIL3liLjgxjBTF8AXseqmFXFOAg6oNCzo5AdRLd2I+V5DB34yfOY9jPXJSM7H8kNkAo5oMFxBOfiTV87wr9TP6Ei2JuW6QAAAABJRU5ErkJggg==) 14 15, auto;}
87%,87.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.333333333333%,87.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.666666666667%,87.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
88%,88.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
88.333333333333%,88.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhb2XXWwUZRSGn+/bmeku3Xbb7faHtjRSEGootiggPwE1VhIM1B8wCDGCiBgjFwTUYIwkGFRA9MIIUWJMTFSiSNBEkUggjUpjhEJDEYgWWiil9G9rC+12t+0cLzYUxpjYmYu+yXexJznveeacM99mFB5UoKZJgCAhwnSoJrTuo2HwvPLi5TrpMb1JGjnJTB6hkGJq+ImLqo40SaPa/t61n3abcIeMRwMldimb7Uom2yXMHJrHWnu3WytPABLARnSUDVQAsIN1mNrCp7I9AbiVTE4pk6AVFmD43GPMkW26WkYFwLe4RNTUvJvFBJBg/ljJ9hd5AnC9A2r/vai5+cM/AWLvTqFz0oCX+h4AOhNY17qcwRwD9dyE0QFYtPJ3ys85AcreOk+qxDwBuJXULzBk5yTr9nnLvnJTtszPHJ0d2N32DO2p6x2x2MRPGLhseqnvHqCxaRqnpdAR+66/hVjgK08ABkCmVSS9hTYyIQ174hhEaYz6dh5u7WaJdHM2ahHKeo/qluvorTb+3Fp49JbJQ5sS1DU3s3H71xLqWU+8RHj/+SkMhYIUVlrc3/clQ/RzkidoV78xJ3CdAz2iAHSeLpaBcALCfthaBrvvQi2MYFxuoyjaQ0W+xgw9zrGGXszNJmXjL7K59knHU8w6vpylOc3IiiDpJS9gtfUzpqoJ+/ML/J1WyylZxhl7LZ12IwlbOB4X7hujkjsTMceKPz9XjOnFjtttBOemXOVlp4RlaoqSNek66ZGeki3GxCKvxV0DAHI0T0vVuCSAtgMKFdBYh1ZD8mYbybldrnIiOsD2buHIjWTIEMuHKBt1tQ+zebnYR6OY24/xxmCMDZPgzZocrrSeo//tvQwUHea1htWcmHWDlx58atj026oOyWv4hqq8ctJ2nSTD2MKL5bkkzpiUHJxHaWInA5znV7UYUQ10Ks2xeLKRRm9bC77MAtQXZ0gcHMSI2tgdPvbGFB3dQzT2h+lS79DzUYyeHZprLbu4tO8Vxwiy+vazP89GfdjEA7KNj9MjxGYXELngw4r3Us9GuvmTVGuItSFNuUDFNdvRyRHPr2LPAqlevcKxhOvXHZIDK4942iHjtjmORHK2Q3h1USd8eiu4pPV1/iDuxmdYrm/Cws8q+atmyBFb9XQmm+YF3Vp5A0i/EKf0g2cdsa72IIEfvQG4lZQGZshi32HHDiyxTstc4+XR+TdcNa6Gev+af2HFiMopL/XdA0wPw+xAkyN2yVwGRp0nALeSFVlaqmZpxwh+mOGTpRl6dEbwcxx+aXW+bWURheHayZvECvulIDvg6MDCDJ9MTfeNTgcGK8toNVOxMvwCSFYkyAltcVUb/5v7X3KfdXcudu0V7D4LX7bQZSqI9iFiQ/I2dCUvn9RizL8Tud6PnZOCCvmRc+1IXasXL/4BmVXQ21CiDocAAAAASUVORK5CYII=) 14 15, auto;}
88.666666666667%,88.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
89%,89.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
89.333333333333%,89.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
89.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
90%,90.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
90.333333333333%,90.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
90.666666666667%,90.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
91%,91.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
91.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
91.666666666667%,91.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
92%,92.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
92.333333333333%,92.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
92.666666666667%,92.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJ0lEQVRYhb2WW2xUVRSGv73PTGcoLdDaOi0daNSSpgy0kBYqYIDaglIuwYCXkJBIoEJCMfKAQkwwhEAwgYBBCZqAPhiixEsMPlglGgwIIghCLzgIlJbQTm+UXqZz4ywfGhrOW895mJXslz9n/es7+7oUDkItKhPdN4QMxVCeFMziScixn5QjL7sJaTlpIoaLobhGRNApHvBnI/1hzMZbtv1cdhOyHw3h1gYRBS0dMfJyvfS3DDIQEUy7Zg5Caku01K01BBgZCyYbMjFTixNDbTehYppi8Sxr2vIpwvI8R1vAPsCJ8yb1t0x4Yv8Eu2DHCmcAdkPyvR6Znu5/crplVrYhl2sNR0tgG2COUSnvGXUWgJXuGqnOKU7OHvAzg7GGz6K9zCHSOiud1LcPcNEf5MDB4xbtyJz19E5IJAcgtDsXty9i0dqXPeLSp6nJAdjS0cKxP89YtBOeEC821DsCcAEs9msREfqi0B2eyMRoMYVUc4+LXE9vonNPGZ5bQT4qGOSpcxHaevYCq0ZMGq68yxsZnxH4YoN84s9j2Ws+ugfOMpDxPbOfjXC9U/FrXyrxmVNh03x0c5T41sMKQNcUKVFKaIsJd4aEcCxGIdWU6lqK9Gp6A15kfJxNeQrPmYd0PHyH+zszLH8htSEe6G2U/NdLXmcnocooS+QgM7PGs/d1zeZ5Co/Pjd63FL2yALWqhJSF5QKgdpZp8QIdQ3CowdZt/vjmsXX81OdbMG52w49XSFxrUronDH91i9PitkPWHUbaeiA2fGpcwV5NTzxBznhN+0PTifFocwTALUcxLz1A/d06DOBPM9ERTVfCJMebJfmxaQRYwX31D+enNzJYlcv8Ozep7g1h9n9M6652toXKmfzmvJHCTb9dl99bUyi+fYTtpWm4t3cRuFtEadVOcjMHeavORfO4p9GbqjCvtqNP30WiwzOgjwdNSjMEvxc8ykW5XsNsYysV6gPGGeOQPUu58VwWC0vCeMwEKphJ6zTLMZRz11KZ2XyZ40VhBhr7WXRnM6avgWv3w1xuEfrSx6BfKBz+eNcvmF+eI3HjX8vMyWjHvhnfyMYT31regp+/rpX1p94etceThR93RKNeR3/mfqK7NlrE/aFsvKc9dnxGwvZNeM99lfzCHRat/MMsyi7l2LVyBnByaiG93j6L1u97n7XrapIDUF+xkN3RSRatKR7n5G2vIwC7IaqmUtytByybMP2lQkk9uSE5DYnrbDNmY4dFCz8fIP5qmZP6tkOqUlZLui/PMgN6bkBcR9Ylpyc87LogxUaJBWCsd4JkpucmZwlKH2Uzxcy3aHPjAQ4MHHJS3z7AKY6SSRpBBgSQNfoVKmQxC2RJcgC+U3W0qQd0Uc8fXKBfRdCMoZ1GRwBOnl+Zoot5hsnESdBBFwUU8IP5laMe4X/7urCrrINirgAAAABJRU5ErkJggg==) 14 15, auto;}
93%,93.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
93.333333333333%,93.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
93.666666666667%,93.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
94%,94.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
94.333333333333%,94.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
94.666666666667%,94.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
95%,95.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
95.333333333333%,95.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
95.666666666667%,95.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
96%,96.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
96.333333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
96.666666666667%,96.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
97%,97.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
97.333333333333%,97.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
97.666666666667%,97.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
98%,98.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
98.333333333333%,98.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
98.666666666667%,98.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
99%,99.233333333333% {cursor:url(data:image/png;base64,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) 14 15, auto;}
99.333333333333%,99.566666666667% {cursor:url(data:image/png;base64,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) 14 15, auto;}
99.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur71162 10s linear infinite forwards;
}
