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O4dOlS9gf7H6Ou4TscgANw4M10PpA8LPl4UIJO8NJL38t7Jxh+JcDGlmSF88L9iy+91Fq87d27lD1/+lvJnx3DB3AADoyRA8+d+vM8D9eJzgg6gQw1ra5+Jl8o8SfHn8u3b5A9uVI7HsMHdXLgb/72Vzm3hePC9QOrq40Ps7rY3NzMtmzdmv3Hv/6v8Bt+wwE4AAfebM8Hkne3bt2a5+HBCjqFrPB7+umn87243ve+HfmyXgwfDIUDwmnh9peffrrR1axl2NjYyO644/2IOhpzGnM4AAfebE/Mvf/9d2br6xu15/ROCjoAQDs4ffpM/qb43CmGX2nUadThABy43qAPnjv9rTzfSt5tAgg6AEYO6fZfWnoon6D7/OkX8qX07FNHw4a4gQNw4K25fCB5VPKp5NVP/8E/yfNs3cOsFgg6AEAOWW116Mkn832RZLPL1EPTGD6AA3CgzxzYtm1bnk8PHTpU62pWBB0AAAAAwEBBDx0AAAAAQM+BoAMAAAAA6DkQdAAAAAAAPQeCDgAAAACg50DQAQAAAAD0HAg6AAAAAICeA0EHAAAAANBzIOgAAAAAAHoOBB0AAAAAQM+BoAMAAAAA6DkQdAAAAAAAPQeCDgAAAACg50DQAQAAAAD0HAg6AAAAAICeA0EHAAAAANBzIOgAAAAAAHoOBB0AAAAAQM/RKUF39erV7Ny5c9lTh9ayPffuzhYWFjB8MDgOCLeF48J14XxqXLp0KTt8aC3bvevubPu225L7B8MHcAAO9JkD27fdlufTJ9cO5vl1dIJuY2Mj27plS3bk4IHsB9/8avbLS9/OppsTDB8MjgPCbeG4cF04v7G+niTmNjc3s+WlxWx1ZW924dgz2Ruvns9uXnkluX8wfAAH4ECfOXDzyit5PpW8KvlV8qzk28ELuhs3bmQrDy9lq/seyq6/djF5RWD4oE0OCOdX9y1ljy4v5bHQFjZOn8zF5IsnnoXzcB4OwAE4sNmcD84ff/btl/fTp4Yt6FYeeTh7/NOLkImEMmoOPL7vwWzlkeXWesPv2rkju3aZF6jU9Y7hAzgwDg5cu3wxu3PnjkZHZJIKuo0zp/KeudSOxvBBFzhwYN9S3nPWJKTbX94UEXPp6xvDB3BgXBy4dvlinn+bGn5NJuhkMrg8GMOs6UmGdcMHEgsSE00ulFhefIBh1g7UNYYP4MA4OXD++NHsocX7hyXozp09mx099NnkzsXwQZc4IDEhsdEEZLWVTNBN/YwYPoADcGDMHFhd2dvI6tdkgu6pQwfzlX6pHYvhgy5xQGJCYqMJHD74RHbh2JHkz4jhAzgAB8bMgQvHjuT5eDCCTvbiYmuS9MTCuuUDiQmJjSYg+yLJUvrUz4jhAzgAB8bMgTdePZ/n48EIOtl8L7VTMXzQRQ5IbDQB2eySfebS1y+GD+DAuDlw88oreT6uGwi6DlQuhg/aEHS8RMEzcg0cgAOTweZ5BF0HKhbDBwg6OEAegANwYDwcWEDQpa8EDB/0MdDztzemORC/xC8cgANZF3yAoOtAJWD4oI+BjqCDt+QuOAAHJp3xAYKuA5WA4YM+BjqCDt6Su+AAHJh0xgcIugHY/sVPvmvo69c//3H2i5fP5P+tej33vFmvg5X7YP1rX8zrTnzct0BH0A2T41/5/GOdHEqXMknZqpzzk/WvtxJfGD6YdsAHCLqKDrvx+kt5UrnnQx/InScm/5bf5G9dEXRP7F/KfxPBUOVaF4498xuJU/+/6nWwOB8g6OBKnbEiOUjzklpVMYOgq7eBlfzs+72Lohnrtw8WWBRR/W1PbMft2/JAFZN/6+9yTBcE3Te+9DlveVRAhDZgfv07J35DwOn/i7Bzjy27FlbuAwQdPKkrTkS4ub1YKvCqXAdB16yg03xNryGxP63ZBwi6SEepsCkTNykEjk/QtSEg2hIjQzYEXfo6GIrVJcQQdMX+kREZX69bjKDTeG9ixEPuI2VLzUNskswHCLpIR+kQq0/Mub1iMtzZZiUi6PqbRBB06etgKFYlDxQZgq4ZQefrQa27/hF047YFhlzLnSQ9bjpXLnb+iruoIPRWpnPUXKEo58vxdq6eCEVf758vkbtCQcvgM3tNnSOow8jyX/l/3/OUXUuGez+1Z9etv8m/pafTJaA8l9xX5/3pb3pPOUf9IP8NDWtLuew15Fifz7X84nP5t/pPk61vAYj8Zv3imlum2LIg6NInwaGYcilGMKhos7x3/yb/tvnHva7mO+G+vZ4b30VxomV27xWad2bLoHFclJftoghbxtA5Nhe497OjMEXP5JZZrqm+CglBnb5jc6u9rltf9jp2KpA1zTe+v/mev2zupc4dt+0cc6snyePercPaF77VfsXYGzc0yVQDWXrgyo5VAWODoUjQ+brgJWBUOEgQyd80oOV3d/FFjKCTc+Q3PVavK2aFk95DntUeL89ly1d2LRWqKmTE5BquD/QYuacea++pzy3/lTKpX1xhqL2j9n7aQLj1pvWhdSX3s/f1JV09Vp9Vj9X7uULW9aOWxW0UEXTpk+CQzIqi0FQIX76Q8/R4Kx401/hymG3YXV7r8fY3va4tlxVJNlf5rml/KxNIbiy6Asl3rls2PdfNWbP00Gm9hI6zQtJXp7bsoZ6+mB66onq019NnD4nKVAsAsUkp32rXVbVfsSOCLuZtxDfhtaqgE3EgAsINGj3W7c2LEXRlv4vJdX09VHp9t3ew6Fp6Ttl2J6EGwTZMvmTmJlTpDfP1coqoEvMlNd/btd7XPqsK3VAZbT2pGJe/xfgRQUeSrjtfub05vlxU1Kuk5/teHK1gUCEQO8ynx9tcF+K/b9hXYzBWzIWEib1vmTDxibeqgq6oV8zNDbHzkX3iLUbQ+dqK0Hnu71onKRb+YZNovtWuq2q/YmJBp0HQlqALWeg6dQm6kM1yrZAI9BHQl0yKekVDb7JF9eHzo29oSu9rk1aV5w8NoYfe+BF0JOumGitf71eMkAnNoQsJuthhN19PUKg8IUEXegGsug9dFUHn5qdZeui0HKFyV53/VkWYub5wBVmoXG4ddHVuJTb5jbqsXVfVfsXYGzdENh3Oa1vQSQ+P9A7pEKIGVNOCTpKcBL3eN/T2WHQtO3wrx4USZ+hNu8gvRYJOBKSIKXfY1R5TtT6q+FLnzdlh6KL6Q9CRkJtskNyXl5hGuUjQ2d/LBF1orm0VQWd/13Or9AqWCTr3d1956xB0ZT1cZWLMjlhYq3KNUK71Xdd3DwTdpPOGoKt5Dp1vyG4WQaci0mdNCToRkO6kYGtVxaFdzKDJ2B2GrEvQib9DSW9eQefuzefWtX2mIv+p2d47BF36JDh084mKWXvoYgWdrzd6lh46n6ALTbuYR9CFhnHr6qGz5/qet0iM+URl1R66onoP9dDF8gKbdMYHCLoIJ2mDbhcG+EyTQmjOVqyA0CQk94sRhnUJOrsAwQb+vMO3diWpbyJyHYLObivjE1jz1Idcz4pS22vpinztoYsd0kbQpU+CQzZXdIWG3eoWdL5r1CXo7HOUjZrECrrQcXULutDK3JAYC815rCLoynpSY4d7EXST5PEcw7faRz5rv2LsjRt6e9DJ9WUNtR1u8wWl7y3IN5wbGuJsWtD5hNKs1/KZb/izDkFX9MZeh6DTOpL/2u1Tis4v2q9wHh92KdCbjDlstjoOLfIp+023zKhL0Pl47VvpPaugs8cUidNYQefLCaHh3Sr7/fnyki/HlImx0PYpZT6LKW+ofdJpIu71ic1JZ32AoIt0lAaRCDs3OegeZfp3d1jRrgazf7NL6m1wqzC0W3PYe9Qh6HxJUEWrLaOU3bcVS9m12hR0uk+g24Mq5dVnmkfQqX9jluqH6trWuf0dQZc+CQ75O66hniR3eoJPyMw7h85dbSvc1+9e1yHo7HOEYrPKHDp3Pze5l+695l7XHlf0Mlb2oqnnFvWSuXMRdZslXx25uwP4OKHmrs53/+76GkE36bwh6Co4y92YUjeDtEHgDpO6Is3da80n0nz7welebfMKOk0OulhB7q/ldfdy033fQr2TRdeS3+SZdUGAikJ3iLIOQSfm7ilnBfa8gk4Fo2u6T57bmKgfdVNm9aVvfiWCLn0SxPABHIADQ+DAAkOu1Rwmbz0iVOwXA6Rh1z3c7NuNbejdLw3IOSIs7FcL7H1E1NmvLOjXFOYVdPo3LYfu/G3/psJDBaUKzCrXkvLat0XfpsJFgq5o+w/f3nKuf+Xeutq1iqDz3VevoWLRFam+XlnxmRX7Ku7q2EamK4HOkGv6BI7hAzgAB6YIumZIIA25FXtlG+ti3faBLogoWz3WtCCb1xB06esAwwdwAA5Me5bnB7cooqrZ3iI+kdJvC83Pq7qBcmpD0KWvAwwfwAE4MO1Znh+9oCNohxW0OrSqw8bunLjYXetTGoIufR1g+AAOwIFpz/I8gg7SDipxSY+rnTNnV5v15buGCLr0dYDhAzgAB6Y9y/MIOkhL4uoYBxB06esAwwdwAA5Me5bnEXSQlsTVMQ4g6NLXAYYP4AAcmPYszyPoIC2Jq2McQNClrwMMH8ABODDtWZ5H0EFaElfHOICgS18HGD6AA3Bg2rM8j6CDtCSujnEAQZe+DjB8AAfgwLRneR5BB2lJXB3jAIIufR1g+AAOwIFpz/I8gg7Skrg6xgEEXfo6wPABHIAD057leQQdpCVxdYwDCLr0dYDhAzgAB6Y9y/MIOkhL4uoYBxB06esAwwdwAA5Me5bnEXSQlsTVMQ4g6NLXAYYP4AAcmPYszycTdPfdu7vzH0nH8EHbHJCYkNhoApJA4DSchgNwAA5MkvtgUILuqbUvZD/45leTOxXDB13igMSExEYTQNClr18MH8ABODAdmqA7d/ZsdmTtM5AbcsMBwwGJCYmNJoCgg2vkGzgAByad8MGgBN3Vq1ezrVu2ZNdfu5jcsRg+6AIHJBYkJiQ2msD2bbdlN6+8kvw5MXwAB+DAmDlw88oreT4ejKATrJ86ma3uW0ruXAwfdIEDB1aWso3TJxuLt4/tuid749XzyZ8TwwdwAA6MmQNvvHo+273r7mEJOsHKI8vZ4/seTO5gDB+k5IDEwMrDy43G2uGDT2QXTxyF63AdDsABOLCZzgcXjh/N8/HgBN2NGzeyleWl7MC+JYZfSTKjHGaVnrlHl/fmsdAkLl26lK2u7E3+zBg+gANwYMwcWF3Zm+fjwQk6xcb6ej5/6MjBA/lKP7Y0SU86rBkfCLeF48J14bxwvy08tHh/dv74s9Qt/IYDcAAObLbvg+8eO5ItLz7QSH7vjKATyGTwc+fOZU8dWsv23Ls7XwWC4YOhcUC4LRwXrje1ACKEzc3NXEReu8xiJBp0GnQ4AAemLfpA8q7kX8nDgxd0AIDmIT2Cd+7cgaijMUPQwAE4sNmemLvrjh3ZxvqZxnI7gg6AEUJWmMub4vnjLJKgUadRhwNwYNqgDyTP5tNrTj3faF5H0AEwUki3//LSYj5B98KxZ/Kl9OxTR8OGuIEDcGAylw8kj0o+lbwq+VXybFPDrBYIOgBGDlltdfjQWr4vkmx2mXqOIYYP4AAc6DMHtm+7Lc+nT64dbGQ1awgIOgAAAACAngNBBwAAAADQcyDoAAAAAAB6jk4JOvahSz/2jw17HzoAAADDRGcE3cbGBl+KYHXVKFZXpfxSBAAAgGGiG99yfXgpW933EN9y7YDYwNr/luvqPvmW61Lj33IFAAAwXCQXdCuPPJw9/ulFhARiatQceHzfg9nKI8upwxEAAEBPkVTQbZw5lffMpW5MMXzQBQ4c2LeUbZw+mTIkAQAA9BTJBJ1MBpf5QzLklLohxfBBFzggsSAxkWqhBBsMsyiIRVFwAA4s9HaD4WSC7tzZs9nRQ59N3ohi+KBLHJCYkNhoE3wCLH29Y/gADgz7E2AHHl3Mlvc+2OgnwJIJuqcOHcxX+qV2OIYPusQBiQmJjbYgQ7zSK/jiiWeTPzuGD+AAHBgyB84fP/r2zgYNTa1JJuhkLy7ZviG1gzF80CUOSExIbLS1VdBdO3dk1y4z7SF1vWP4AA6MgwPXLl/M7ty5o5HtqpIJOhlfTu1YDB90kQMSG01Duv3lTRExl76+MXwAB8bFgWuX354vXffwK4KuA5WL4YO2Bd3y4gMMs8I7cg8cgAOb6YZfH1q8v9a8jqAjoAnokQk6WW21urI3+XNi+AAOwIExc2B1ZW+tq18RdB2oVAwftCnoDh98Irtw7Ai8g3dwAA7Agc10PpA8LPm4LiDoCGgCemSCTvZFkokwTpEAACAASURBVKX0qZ8TwwdwAA6MmQNvvHo+z8d1AUHXgUrF8EGbgk42u5T9keAdvIMDcAAOTJL5QPKw5OO6gKAjoAnoEnG1f/GTgxJ0rDCH8+Q9OAAHJp3wQZ35fhSCbsft2/L7yX9j9r57/Tsnbn264yuffyx5hWNpgw1BBweJQTgAB+DAFEGXXtCpmJP/PrF/qfT4ez70gVuCru3GHOuWDxB06esAwwdwAA4MlQML9NDN1iirULvx+kulvXNyPIIuPdlTG4IufR1g+AAOwIGhcmABQTdboywfyJV/y39Dx0oPnhzzk/WvI+g6QPbUhqBLXwcYPoADcGCoHFhA0M3WKEvPnPxbeup8x+nfRdT94uUzwcb81z//cbb+tS/+xtCsnOObnyfny3CvnqNDv3Ku9Ab6yiG/f2rPrlvXtuaWvUpZ9G/ynDI30A4rl5X9G1/63K2yS9n0ePmv9mbK3+U43zP12WfMoUuf9LC0PtAXXMmL1MV4+Cg5kmlHk0Z9jKCbwWFKSu2B8yUmaeTlbyIOQoJOxIAKB/mbnKPiyLfoQsWOnKOCx4ojtxw65CuBJNe2x8p9bO9i1bLodeVven17vFyvrOz2ePWX3lsFkivqREDaZ3Dv6w6Bd81nCLr0DUsXzb4QWPMtpFJBZC3mHvqSaa2KqNI8pmXS2CqadjJ2Qad+DvmoSp24x4kfY8pgX7hnyUG2nl0OVDEE3aQVvtW22LS2K3V8UYQGhCYmH7mFvNqbExJ0IhZ8w7Z6vLvowooTK5i0HO7xKjZsMgmVuWpZQg2OJg/3OqGy22RjryXHqJCy1xGRJNdwE6QKwtj7pvIZgq6dOO2bxXJDeW4bfRWDRef5GmIVE7FlRNDF16fmnSJBp/6UOnXzoa1frSdbd8qDMlHnE936Ilz1WRB0k17kkdp0VW1X6omgE1PRYcWC9vJo0IQEnZwr5ruPL0kXvRH7hgNDjUQdZfHdzz6rK35CZdfjRUiFEknMm7wvOXbRZwi69EmvixbLDV9saYNf1EirUCi7fuxx81hTPXQqcqr2GLo5xCeSqlzbiu6i83RxXVlPVqhOQudX4UXZc9dp9NBNGjcE3QwO8wWbDQZXRPgEnfQ02aE914oEXahcsQKijrKErh0Sr6GyF80vLBJ0IqBFOGsZtR5Cgq7LPutLgKd+mRqyxXCjSAjZEQGfFcWBNQTd/IIu5rwisaV1oOeERoF8vbUxL7mh4xB0w8gjdWGUPXTasGsPk10M4QaMPU9/KzK396eqONF5Y76hRjs3bZaypBR0OtTps3kFXQqf9SXAU8fekC2GG2W9PUV1oeeG5j6F+KzHh8RDqEzuPD8rNn3CNPRC5vOTmvrLNw/N9WfZXLXQHMaYa89SZzG9gXJMkfBTPxYJMfscvr+HnruMlyEulfk4VCep428otoCgq+4wl+A670rEnYoNu4KyqIeuSgNfVZxoWdwJ/u7igVnKkkrQaRKzq2PtdeYVdCl81pcAR9A1W08hMRXTexbTs2Yb71CvTug6VQSd71g7b8sVdLHzwVyfyL/tOUXi0u299E3FqGvINea8ot5W+7eiMsX0rFlhHco9RdeJFXS+eX5yXet3V9C5Qh+b1JJHasvttbYUPemhE9M96YTMuurTFzDueb5enCKrIk50Naico6txy7bUqFKWVIIu1GtXh6BL5bOm+TqU2BuT+faunFfQ2eNCwq4OQRfqvXGfzc4xKxNzKhiKjqsiunwiZoiCzvouJOzqEHSxLxR6LcTcpLZc4dZLbbm9tiv1TNDJ8JwNGFdUhERLaEWoBqG7T1oVcVJ1eXnVsqQSdCq0bHnE/3XMoUvls6b5OpTYG5u5IqoOQede29eTNo+gq9prVNRbGOphDF17FkFn88VQBZ01n6irQ9DFLHjgM5iTWvJCWf3Wlttru1LPBJ2Y7dEJzZdwz7N7qskQok6o12uFti0pCtRQmdS0B8oN3qplSSXodAWx7imnCxC07PMOuabwWV8CPHXsjc3chtadLF9lxWPR9WN6WmIFXcwKVrsNkC9mZxUFRaLLt3dfFwRd2b2KFjbMulo4tGhvHkEX8yKsoi9mmx1sMpMPEHQzOKyKkLHzrdwG3vYu2UQl4kB6fUKb8/rK5W6hofu4WeGjq0FD4qdKWao+a6jsRb5RYeQOd7pfctAvVlQVdF3xWZOGoOtv4+A2+kWrGmfdEsLlZEjQhcRDSNDF9NDJtXy7BMSYb5FHSDz5hnVT99AVCTVbB765aXWVSeuy6LlDvPIJupgeupivLGGTmX2AoBsogXRyvy9INaDaFhddtyH6DEHXX3N75EIvLbNuO+G7XlVB5/b2FAmQ0LWK9oosMldshASOr/cytaDzld/GrPVf7H51VXkV89y+e/h6dmO2xbHXmueLE9gk6AME3UAJ4ptr5gakr1dszDZEnyHoum/aC+wTPa54831JoGwPOuWB22D7hr6KegHdFxptxF3B4iuj9nbbZ7N/1+vE+sgnRkO9g76hat+Qa5EYjel5DJW7bBjYJ6h9q299vZFFw606HaXsnjG9gG5vnnt86EskRatc9dpVhtyxSWmc1zadprYrVb0x4/Hvqlg710y3DLDzu3zfGh27DdFnCLr+1JNrod6gWb7N6dtPLXSeFWq+ht/+TQWCW9aiMvoEXdGUFV+5QgIk9ClB99zQkKeda+eKodC1ixaclPk89ru8vn0CY3oL3XoIicDY59byyTGuD8rK6OvtK9o8HpvMlEdq01W1XanqjRF0wSQgYkTnf2mwSiDO+nmcodvQfIagS18HGD6AA3Bg2rN8j6CDtCSujnEAQZe+DjB8AAfgwLRn+R5BB2lJXB3jAIIufR1g+AAOwIFpz/I9gg7Skrg6xgEEXfo6wPABHIAD057lewQdpCVxdYwDCLr0dYDhAzgAB6Y9y/cIOkhL4uoYBxB06esAwwdwAA5Me5bvEXSQlsTVMQ4g6NLXAYYP4AAcmPYs3yPoIC2Jq2McQNClrwMMH8ABODDtWb5H0EFaElfHOICgS18HGD6AA3Bg2rN8j6CDtCSujnEAQZe+DjB8AAfgwLRn+R5BB2lJXB3jAIIufR1g+AAOwIFpz/J9MkF33727e/eNTQwfNM0BiQmJjSbBZ/fgMbkMDsCBSSd8MAhB99TaF7IffPOryZ2J4YMucUBiQmKjSSDo0tczhg/gAByYDkXQnTt7Njuy9hlIDanhgOGAxITERpNA0ME58g4cgAOTTvhgEILu6tWr2dYtW7Lrr11M7lAMH3SBAxILEhMSG00CQZe+rjF8AAfgwHQogk6wfupktrpvCWJDbDiwOckOrCxlG6dPNh53CDr4Rs6BA3Bg0gkfDEbQCVYeWc4e3/dgcqdi+CAlByQGVh5ebiXmEHRwnXwHB+DApBM+GJSgu3HjRrayvJQd2LfE8GsHyIW1P8wqPXOPLu/NY6ENIOjgOXEOB+DApBM+GJSgU2ysr+fzh44cPJCv9GNLk/REw5rxgXBbOC5cF84L99sEgg5uE9twAA5MOuGDQQo6gUwGP3fuXPbUobVsz7278wfF8MHQOCDcFo4L15teAOHD9m23ZTevvJI8kWH4AA7AgTFz4OaVV/J8PEhBBwBoHh/bdU/2xqvnkyczDB/AATgwZg688er5bPeuu2vL7Qg6AEaGwwefyC6eOJo8mWH4AA7AgTFz4MLxo3k+rgsIOgBGhkuXLmWrK3uTJzMMH8ABODBmDqyu7M3zcV1A0AEwQjy0eH92/vizyRMahg/gABwYIwe+e+xItrz4QK15HUEHwAixubmZr7C9dpkvtaRO7Bg+gAPj4sC1y29/FUjycJ1A0AEwUsh2KXfu3IGo60CCx/ABHBiPmLvrjh3ZxvqZ2nN6JwQd25Wk30oDG/52JaHP78mb4vnjLJJInegxfAAHhs2BF48fybZu3ZKtn3q+kXyeXNBtbGywoXAHiIYNf0PhEKTbf3lpMZ+ge+HYM/lSevapIybICXAADkzm8oHkUcmnklcPPLqYLe99sPZh1k4IuvyTXw8vZav7HuKTXySOUX7ya3WffPJrqbVPfpVBVlsdPrSW74skm13Sa0vPNRyAA3BgYWYfSB6VfPrk2sFaV7N2TtCtPPJw9vinF5M3rBg+SMmBx/c9mK08spwqDAEAAAwESQTdxplTec8cYgoxBQcm2YF9S9nG6ZMpQhEAAMBA0Lqgk8ngMn9IhpxozBF0cODt4VeJia4slAAAANA/tC7ozp09mx099FkacsQcHDAckJiQ2AAAAAB6IeieOnQwX+mHoEHQwIF3OCAxIbEBAAAA9ELQyV5csn0DjTmCDg68wwGJCYkNAAAAoBeCTpby0pAj5uDAuzkgsZEKbFnC9hRsTwEH4MBCb7csESDoEFeIqxELOjYVTl/vGD6AA8PjwM2WNxUWIOg6UPEYPkgh6GSrFFld++KJZ+EgHIQDcAAObDbnA/m8Yv6FoAa3qELQEcQE8QgFnXxy766dO/IPRad+bgwfwAE4MAYOXLt8Mbtz547GPvuIoOtAJWP4oE1BJ93+8qaImIN35B44AAcmrYs6yb9NDL8i6AhoAnpkgm558QGGWTtQ3xg+gAPjHX59aPH+2nM7gq7BStu/+MlGV/X+4uUz+fXXv/bF5ATF+iHoZLXV6spe6gvOwgE4AAc20/lA8nDdq18RdP9rD7Ci5ccinBB07wjIJ/YvBf1xz4c+UOgz9bWIXRJq+4Lu8MEnsgvHjuB7GnM4AAfgwGY6H0gelnxcJxB0RqiIGBGh4dqsGyEPrYfu1z//8S2R6/v7jddfuvX3b3zpcwESP0OvYkJBJ/siyVJ6GjMaMzgAB+DAJJkPJA9LPq4TCLoGhdHQBJ19pte/c+Jdf/vJ+tdvCbpP7dnlPV969+TvfC0kjaCTzS5lfyQSOY05HIADcGCSzAeShyUf1wkEHYKuEgm1h83XA/eVzz92S8zJf6VHzz1mx+3bciORpBF0fKmFRpzYgwNwYDLInI+gm0HQSU+UihYVML4eq1APXez5Uh6dk6Zz1+xxttzS46W9X2IirnyCSs+zx8o9Yp9d58D5euDkOvK7iD05Rp7Tva+WbdYy6TVEWMr1RRyG7jXrMw4luL0Bz6f3ktczhg/gAByYIujSCzoVYiLW5HgRLyoqXFHmE3Taw6UCQ0yu6d5bz7X3UXHnllvOlzLosfbc0LCoHC/XtKLRJ7R8psdbwajz5+SaIeEm9/KJLxWA1id6D7cn0D6znuP6r45nTGEIuvR1gOEDOAAHpj3N+fTQGZGggsg1V8y4KzhDqz99gk5/C/WeWUHiXk/OsWJI7+sTSSpg7Fw1EV0icuRv7v21XDFz23Ro1QpYLbP+pmLLdw8ph/1dnlOErvusvuFZ+8w+cVbXM6YwBF36OsDwARyAA9Oe5nwEnSMSfBZbMW6PWJGgKxIVscKjaAjT1xumvYOueLKCLKaXUo+191WRpyLKJ96KFksU+cH3zKHr1PWMKQxBl74OMHwAB+DAtKc5H0E346IIOcf24sUKOunB0uFAOc/trdJKjhGSReXWMtm/6ZwyEV9uL6QKshgf6PYltgdOhz5DwkrLGtrOREwErBzvDrvGPnOdz5jCEHTt+VrF/ax7TGL4AA7AgWnHcj6CrqKgsxPxXYsRdCrq7GIHdwFDU4JOy1Nkvp4tn+kcNhGkdv6cu3hCh421PL4GVI61/ijqIS2rqzqfsW1D0MX7yuVLVZGOoCveR7LI3OkdY7ay0R0dxSgaTcHG64MFBF1zQVnWKGjCE0HnLoCoIujsfX0LGJruoaujV8IO6brz59TsHDh5vtB2Jdo4i9CywrZoyLWsh66PPS8Iung/ufMzfXNbiwxBV19exIrzo/Ulgg6+TBvM+fTQVUhcPpE0j6BzBc2sc+hiBZ3+VkcPlU1Q7vw5Nf296JNhdkGK+7dZBF2dz9i2IejaE2IIuv4LujrqMCSy5r2276Uj1EHQVf/OawjYSZSPEHSJEldoU139vS5Bp9fzCSArVKoKOk0gvhWgmsSKVt+6pqtJ3flz9npyPx2e9Q3VhPa1k2fToe0qdVX3M7ZpCLpyHxUN3VcxBF19eTGVdVXQ2RfZouMQdOk5NE1sCLrEQ64qMnTSvYo23QeuTNDJcSLU7B50rkgUweHb7y60D12soLN7vkk59Bnstats6WE37vUtdnDn5PgWgIi5z6oJcRZBV/cz9jm4h7ixsP3uctmxGgNqNj5tg618Cw3lur8pr10hoGWzLy5uGXzlVj7bY+Ue7rmhOWy2/EXlslM8YvwXE2tFPp7luLI5sdZnrvnqzv7dPofrM7XQnLgYf1luuM/nirfQXF/NkXI/KaP9nKIViPb3EC/0GLmmvV/oWdxr+o7Tcrl+svcu8q3rj7L2wVcfbeWaaQuGoEv8Jup+kUHEiCbKGEEn59pE49tUWEWdBIaKGhWCoS9FVNm+Q65hA1yFT9W3UV2xW/Q2qmKtaLsS91nFP7radRZBV+cz9jm4hyjo3AYjxAM9xjYSwgdteGzjZRsjtzFWDtrr6Llug+ceqy8oZY19rMgp2gbJvZ69lm0Uq67kr+pjnwCOPc73vPYY8bsVq6FeNPWzvV9oU3OfAC66dpmF9tr09cYV9dBpG+Hzka+X2rclUyzHQ9f0cctXrlCveci3Pl4VPZNPLIY6B6Y9MwRdByoBwwd9CO6hCjpfb0JsQ+me7zbwrijz9bpJo6KNndsAlokybZDcei+rF18jGBId7u9F81Sr3tP9W+jzfu5igLLjfKa9QWV1GCu6fAKjTkFXtPBhVkEXIwxD3IrleOiavt9DQryKb+V8Hxfd30Pnh36f9tAQdB2oBAwf9CG4hyzoinqfYhrj0DG+Hjm3odEVte73gWN6wHw9DDENVFHPV8gnZaIq1rdFUzrKBEfscUW+CvlmFkHn6x2tS9D59s2cR9AVfbrRVy73b7EcL7qm659QuWIFXdEz2x7ZIs6GyjDtoSHoOlAJGD7oQ3CPQdBZ32ljEBIR1soaO/u7HfrXBsn21NnrufcsmysVI+hCQ1qhuUruMFuTgi5krqArOy5k7jPG1KGtJ9eaEnShId26BV0Rt6sKOve4kMUKuhjflu116Aq6kCHo/GDbkg40Rhg+0ATYNIYq6Ox8n5iVsFUEnV1UIOdpY6K/u+LONn6uv6v20IUWYNhrlfmmzR66WY+LLYs7p85Xh6GhzyYFnVu2pgVdHT10Zcf5rC5BVybkZ+XstGdGD10HKgHDB30I7jEJOtvQxCycqSLo9Pq6AtsdZpVrucOvoYarqqArEm2xDXETgi72mnU2zKE5YjHD5k0KuphtSuoSdEV14i5iiOV4le1T5hV0RdcY8ly5acEz1prfa73aiBsUDB90LbiHGH/SELhJ3teg+lYb6jYQswg6OVfnsfkWQsQICDu0FSPoYoSprxfQDgs3JehCPtbncVcXxxzn3tu3DYlv9a5bPt9iAN8XefSavp61KltZxQwBhkRT6Nwi0eNbkOMb8q3C8ZAodfleRdCFfOtbkatl8K18dXlrV6v33RYQdOkrAcMHfQjuIQo6Md93f33HufPXYra8CAk6O6fH/h7awsQ3X0iO8c21KxtSdc091jdPz1f2ugVdqIw+kRZ7nK8urP+KjvFtN6Ome4aG9ofzlSl0bV/9F5m9j+tLd66Y5XiRSPTNTXT9WZXjvmv6BF6soCvyrW+OnI9nMfvt9dkWEHTpKwHDB30I7qEKOgwfwAE4MAQOLCDo0lcChg/6ENwIOnhKroIDcGDSWR8g6DpQCRg+6ENwI+jgKbkKDsCBSWd9gKDrQCVg+KAPwY2gg6fkKjgAByad9QGCrgOVgOGDPgQ3gg6ekqvgAByYdNYHCLoOVAKGD/oQ3Ag6eEquggNwYNJZHyDoOlAJGD7oQ3Aj6OApuQoOwIFJZ33Qe0F33727s19e+nZyR2L4oEsckJiQ2GgabFuSvq4xfAAH4MB0CILuqbUvZD/45lchNISGA4YDEhMSG00DQQfvyD1wAA5MOuGD3gu6c2fPZkfWPpPckRg+6BIHJCYkNpoGgi59XWP4AA7AgekQBN3Vq1ezrVu2ZNdfuwipITUc2JzksSAxIbHRNBB0cI68AwfgwKQTPui9oBOsnzqZre5bSu5MDB90gQMHVpayjdMnW4k9BF36+sbwARyAA9OhCDrByiPL2eP7HoTYEHvUHJAYWHl4ubW4Q9Clr3MMH8ABODAdkqC7ceNGtrK8lB3Yt8TwK+Qe5TCr9Mw9urw3j4W2gKBLX/cYPoADcGA6JEGn2Fhfz+cPHTl4IF/px5YmEH2oyU64LRwXrgvnhfttA0GXngcYPoADcGA6REEnkMng586dy546tJbtuXd3/pAYPhgaB4TbwnHhehsLIHxA0NGQICbgAByYdMIHgxR0AIB2gKBLn8QxfAAH4MAUQQcAQNDRGCAI4AAc6D8HFuihAwDQQ5c+GWP4AA7AgSmCDgCQAtu33ZbdvPIKDRENERyAA3BgM50PJA9LPq4TzKEDYET42K57sjdePU8ipzGHA3AADmym84Hk4d277h6XoLt27Vr2wgsvZI/t/3T2iY/fl92x87eTr1bE8EEMB4Srv//x+3LuCod/9atfpQ6n7PDBJ7KLJ46SyGnM4QAcgAOb6Xxw4fjRPB+PQtBdunQp+/h9e7IPf/AD2ZGDq9mfPXMw++9/9RfZ//zZjyAhiagXHBCuCmf/7Jm17Jkv/GH24Q/+Ts5p4XbKuFpd2ZvcNxg+gANwYMwcWF3ZW3tb0DlBd+XKleyRpcVs8R//fvbauRPJnY7hgzo5cPnssZzbDy89mHM9BR5avD87f/xZuA234QAcgAOb7fvgu8eOZMuLD9Se2zsl6P7yRz/Kfuu3/kH2w5P/JyQj0QyaAz88+X/kXP/LH77cepxtbm7mX6q4dvlicj9g+AAOwIExceDa5Yt5/pU8PFhB980//dPsY/d8JPsvP/5Wcodj+KANDgjXP3b3h7Nv/umJ1uNNPjt2584diDq4Tr6DA3Bgsz0xd9cdO7KN9TON5PVOCLq//NEPczH3P/7NixCL5DIqDgjnhfs/evlftR5366dO5m+K54+zSCI1DzB8AAeGzYEXjx/Jtm7dkq2fer6xnJ5c0Mk8Ihl6omcuPeGwND4Q7ksMpJhTJ93+y0uL+QTdC8eeyZfSs08dsUAugANwYDKXDySPSj6VvHrg0cVsee+DjQyzdkrQyQII5syRPMaePH548o/zWEgFWW11+NBavi+SbHbJ1jxszQMH4AAcWJjZB5JHJZ8+uXawtZ0Nkgo6eUhZ8Ze6McXwQRc4ILGQcksTAAAA/UVSQSd7csk2DqkbUgwfdIEDEgsSEwAAAEBvBJ3smi8braZuRDF80CUOSEzI11EAAACAXgi6F/78z7Mjhz6bvAHF8EGXOCAxIbEBAAAA9ELQyfct5ZNIqRtQDB90iQPyiTuJDQAAAKAXgu4TH78v/85l6gYUwwdd4oDEhMQGAAAA0AtBd8fO384/Xp66AcXwQZc4IDEhsQEAAAD0QtDJPi2pG08MH3SRAxIbAAAAQBUg6DrQgGP4AEEHAABgHiDoEBMIyo5xgB46AAAAVYGgG7Ao2L/4ycauv/61L+b3+MXLZ5I/69AMQQcAAKAqEHSJG2/5cG/R9+DmEQUIuvTiDEEHAACgDSDoEjfe2tP1qT27cgHmGoIuvcBC0AEAAOg6EHQdEXR1D13SQ5demM1TdwAAAEAVIOgQdJ0SohiCDgAAQHUg6Hok6H798x/nx9/zoQ/cmmP3xP6l7JeXvh3VQ+c7X4658fpL7zruK59/LNtx+7b8GPmv/L+9jy336985kQ8Z67Hyt9Az/GT967eO1aFmOT91PXTJutBDd+nSpezwobVs9667s+3bbiuc54nhAzgAB+DAQqEPJI9KPn1y7WCeX5sAgq4ngk5ElwosEVdynvxXRZQrynyCTsSf/i7nf+NLn8vFnb23iDnffeQ3ez0tt/xmj1Wx6BN1Wl45Ru+v9xKhl7ouumIpBd3m5ma2vLSYra7szRfsvPHq+ezmlVeS+wTDB3AADvSZAzevvJLnU8mrkl8lz0q+rRMIusSVrMJIBZE1K3Kkd0x6s1zhpucLScoEnfaIFZVHRZd7Pbmv7UnT+4ogsz13cpz+bs+Xc7VH0f6uAtI9fsyWStBtnD6Zbd2yJXvxxLPJfYDhAzgAB4bMgfPHn83z7cbpU7XlcARd4kpVYeSzmFWu0rvm6xELCTrpHRMRFbqeT4wVldvXs6a9dlZ8au+gb3hYRSTz8d6pg7axsbGR3bVzR3bt8sXkiQ7DB3AADoyBA9cuX8zu3Lkj21hfryWPI+gSV2jVxQUixqS3S3vxVAzFCDoZ4lRRJ0LMFXYqDmOEZFG5VdDZv+nQqtsLKeY7fszWtqCTbn95U0TMpa97DB/AgXFx4Nrli3n+rWP4FUHXI0GngsxnMYJO72cXO9jzmhR0MRNmfb13Y7S2Bd3y4gMMs3ag3jF8AAfGyYHzx49mDy3eP3cuR9D1RNBJj5rOgbPCp8qQq3s9dwFDGz10qf3dB2tT0MlqK5mgm/qZMXwAB+DAmDmwurJ37tWvCLqeCLrQsOSsgs4uYLDHVZ1DFyvo9Dd64bol6A4ffCK7cOxI8mSG4QM4AAfGzIELx47k+XgeIOh6Iuh0UYFdaar7xdUp6PQ+7ipXuZddAFFV0GkPo7vK1XftsVubgk72RZKl9KmfGcMHcAAOjJkDb7x6Ps/H8wBB1xNBp9t+SO+ZzKXTPd/sYgN7vCvU5PpyvG6PonvQuSJRetCq7EMXK+jEdENhua8+g16bbUt+s+7agmx2yT5z6ZM5hg/gwLg5cPPKK3k+ngcIuh4tirBfZNDeLu1lKxN0cpz8v4o1/bvvKw0i6rSnTgVY0Zci3POLtiiR8+wzqLhz99cbs7Up6JjXmL6+MXwAB+DA2rEU2QAAIABJREFUtIbcj6CDSCSTjnEAQZe+DjB8AAfgwLRnuR9BB2lJXB3jAIIufR1g+AAOwIFpz3I/gg7Skrg6xgEEXfo6wPABHIAD057lfgQdpCVxdYwDCLr0dYDhAzgAB6Y9y/0IOkhL4uoYBxB06esAC/tAF0T1bSFTX8uNjccHCwi69JWA4YMuBXWlN7oRfr1D9250rQvfEtYtf7osOvoqjNoot3KrC1wKmfKdvT8nnaybufJ5bS1D1RuPsCHB8EEbQU0cxokmX0OcupFD0DXnWwTdO598FJ7FfOIRm7TqAwQdpCPoBsYBBF37gk79TiPXDWHUhPW13HVzXzeMr8MXcj0RiKmfayi2QA9d+krA8EGXgpoeutkEnfZcEM/DFEZ9LXddppvQSy+dfgN83h5pBN2k1jpC0HUgUDB80KWgRtDN3kMnvRchIWC/sOI7V47TbxaH5uX55u7ZHg4d+q16bT3PJ1Z8z1U2f1Cf2R6r17DCSH2pFvKL9aEto1sOV2CEnsvnJ/u7W+aiclcR8bF+c58xhhux97AcDvndZ27ZQs8eig8r3txnUXO/WKSfl/Rx3RWavjobmy3QQ5e+EjB80KWgRtDNPocuJBzs79IouQ2TTxwUiSwx7SWxjWBI0JVdO9Tjog2vigJtPG2jqcfYc60AC4kW9xxtvMvKbsvr83WMUPX5yVevUia9nu+ZfP7wWVW/+URrGTdi7+H2isnfYkSQe17ItzGCrug3+9xuvbsc8X26Us7p8qKSaYOGoOtAJWD4oEtBjaAr9q/bu1EmOlyR5Pvdd37oO8tuOexvIUEXc23fkLFczza4oQbY/V2Fia/s+reQeHT9EtuD5HumWEEXM4QY+v50qLevyD9lfnMFXUz9xd5Dv61dJacUiUW3jusQdCGfus+t9TZWATd1DEHXgUrA8EGXghpBN/uQq/09NOfK1xj7enmKBJ1P/BQJuphrFw33FV3Ld9+i+WZlfrHXrzKE5js/VtDFzI8LHRMj6ObxW2z9xd5D/7+KqPOJWS2DT6TNK+iK5qO6fwv1BI/REHQdqAQMH3QpqBF0xf4NNVjuEKg7d861WEHna3h9vTazCDr7u530bp+naM6aa/MIOl9Zi4SHls+1WQRdjCgrE3RFYnAev8XWX+w9bJlje0B9w+H2d1veOgRdUb37xF6o/sdmC8yhG5755tZg4/EBgq5Z/4YaLLeRrbIqsoqgKxIQ8wg6fTZtLOVvvoYzpsGcp4cuptfJN9zne6bYXrUYUTavoJvVb1UEXVUxo21F0dYh7qKDspeTkDiuKuhie+h8dTHWtm8BQTdbMv/lpW97/66Jpmjl0xP7lxrtIkbQpQ+sPgc1PXRxOaAs7qps7VC1Fy3UYM0r6DR/acPplj12m4kYQVe2ACNU9tBzVhF0bo9TaAi7LkE3j99i62/WLUDKeidDcwdtOcpWWutzxAq62Bjz2Zh76RYQdNUc9o0vfS4qoYr9+uc/9h6z4/ZtUd3csxqCLn1g9TmoEXSz70Pn/h76csM8jXZR7phX0NnjixpU9zzJhzFCyv7NFVC+Bj9URp/IUP/7BLD9zW6FEVN/7irXWQTdPH6Lrb+Ye8gxro/L9k/0rcr2Pb/6ydf+qL/d64R8p9fw9RC74tHep6798aY9NQRdRYcpYT61Z1eQ/Ere179z4l1/l549+Zv00jVVqQi69IHV56BG0M32LdeyYSBrPoFX1mgXDX3p9eoQdGWT5n3l8ImIMkGnZSvyX1E5XL/qZ6nc4925dnKcLUPRvmdli0ZsOcqG1mf1W5X6q3KPkMiq2iPmO8a3Z567Ytrnc1eIlT1LWZ2NzRbooavuNO1hc3vgNJhE7Ml/pTfPPffCsWfyv8l/m6pUBF36wOpzUCPo0tchhg/gAByYtpz722s53Bs3OGRZZjoHzu2Bs/MwQm8+RR/PFiGm19bzfW8bKthEFMq9VGC6q9PkXOkRtNeUfxdtVBpzfzG5hrwt6b3lv/L/vmHm0Nt3qLfSd+1Zjqn6TFKfKsZdc+tSnlOuY98O5T6huZVtGoKOhiA1BzF8AAcmvcv9oxR0KtjcHjjtepfGvmjujE/o6TVFmMh1rVgIDSGo+JDj5N/uZGz9u5RF/qZlknu4wqvK/UX4uMfqtX1D0SFB55snIeWy99X5H3KvKsfY+Y4q4uwzuXWnz6THyt9VLMq1bY+q3N/1rda9nJNa1CHoaExT8g/DB3Bg0svcP0pBZ4dW7e8qrEIruUKTVuV6IgTkfFdo+VbV2jkhvjkF9u/u0K72VllBU/X+ck1fb1xoBXAVQae/+Yarqxyjz+o+v5RZntUVfyrQrABXkev6WIWie20tV5PzI9sI6r7EIYYP4AAcgAOT2nL/KAWdb0NFFXkqMnziTUWeO1RbNK/Ot99S2cKMImGhw5z23Kr3r7q8fRZBVySK5hVOvpWCoTL6fvcJQpcXKbmJoKORS8k/DB/AgUkvc/9oBZ320mgPnAofK9bchl+FhNuzpb1mOnxozbdRYtmih7K/a+/drPdXExGrK8bssOs8gk7MDmf6VgrHHmNFrIhVd9g1pozu7yqI7TCuNQQdjRmNGRyAA3BgiqDrj6DTOVfaA2fnz7lCSYcgQ6Ih9LFva7b3rG5BV/X+do6gz+YVdHJ9uyWBiCRXtMUcI353l7RbcwWiO7fQN1cy9Lkha6Heu7aMHjoaEwQFHIAD4+PAAj108zlPFzjY+XO+oUy7MnXeL0c01UMXe3+7T5Wdc1bHkKtvJakuTvCVr+gYFXPicyvUfEOu7gIKXRQhZp9Re+iKNuJMbQi69HWA4QM4AAf6lvtHO+QqZocY3Z4cO69OV0La3jpr+rfYveliBZ1vwYRPkFS9v6+Hq0zQ+Vb2ai9nmTiKmcfnHlMkFl1Bp4tC5Hd3ixdffXWhF66sfsYUhxg+gANwAA5MEHTzkEB74FQg+OZyaS+R9N6FduS238Pz7eMmYsX+Hivo7Bw/NRUsVrxVvb9vY2W5hs5rcwWd+sCKI/m3XqcJQedb/KG+cT+9ViSAi3oofQJY/FA2p69pQ9DRuNG4wQE4MD4OLNBDN7vzVDSo+cSQnedVJBh0yE836NVhP58YqtJDZ3sI7V5xblmr3L9oeNIn6FT46r51dsjW11so5dP97XR/OTv0GXOMWNFecW7Pku2Zs3Ph5FxXFGuPnvpSF0ToNdi2JH1iw/ABHIADY+PAAoJuPgda0eD7uw4rhnrw3GPtYgMVV65AihV08l/79YOirzlUub+YXdGpQk2ftex4+a/2brkCyFcGd+gz5hi7cELFl97X/Y6j3ZtORaIVij5f67Xtogvxsztfr49BzZBr+sSM4QM4AAemCDpIQCKYbwua0DzIvvgVQZe+DjB8AAfgwLRnuX/UiyKwYfgg9G3eLn39oc2gJg7T1yGGD+AAHJi2nPsRdJCu94nHfpvWbq6sQq8L32dtM6gRdOnrEMMHcAAOTFvO/Qg6SDeIxCM9cSLgdM6czrlz99rrgyHo0tcBhg/gAByY9iz3I+ggLYmrYxxA0KWvAwwfwAE4MO1Z7kfQQVoSV8c4gKBLXwcYPoADcGDas9yPoIO0JK6OcQBBl74OMHwAB+DAtGe5H0EHaUlcIxZ027fdlt288kryZ8bwARyAA2PmwM0rr+T5eB4g6DpQkRg+SCXoPrbrnuyNV8/DQTgIB+AAHNhM5wPJw7t33T1XPkfQEcQE8YgF3eGDT2QXTxxN/swYPoADcGDMHLhw/Giej+cBgq4DFYnhg1SC7tKlS9nqyl44CAfhAByAA5vpfCB5WPJxLwXd+3f+dvY/f/YjCEQSgQOGAxITEhtt4qHF+7Pzx5+lHohFOAAH4MBm+z747rEj2fLiA3Pn8mSC7hMf/4fZf/+rv4A8JBA4YDggMSGx0SY2NzezrVu2ZNcuX6QuiEc4AAfgwGZ7PpC8K/lX8nBvBd1jf/Dp7M+eOQhxSB5wwHDgz55Zyx7b/+nW43FjfT27c+cORB3xSDzCATiw2Z6Yu+uOHdnG+pla8ngyQffCn29kz6x9BuKQPOCA4YDEhMRGCqyfOpm/KZ4/ziIJ4pK4hANwYNqgDyTPSr7dOPV8bTk8maC7du1a9rv/2wcIGoIGDhgOfOSDv5P96le/ShWWebf/8tJiPkH3wrFn8qX07FMHR8lTcAAOTObygeRRyaeSVyW/Sp6tY5i1E4JO8I/+4X3Z5bPHIArJAg5sTvJY+Ph9e7IuQFZbHT60lu+LJJtdyspbDB/AATgABxZm8oHkUcmnT64dnHs1aycFnTzU4j/+fRpzBB0c2JzksXDpr/4qZUgCAADoKZIKOsHDSw9mLz//xzToiLpRc+CHz30te2RpMXU4AgAA6CmSC7orV65kv/Vb/yD7Lz/+VvJGFcMHKTgg3JcYkFgAAAAAeinoBH/5w5ezj93zkex//JsXEVWIqlFxQDgv3P/Ryz9IHYYAAAB6jE4IOsE3//REdu89H6GnrgMiA2uvZ+5jd/9uzn0AAABgHnRG0Al+9PK/yoeeXn7+a4gKhNXg58wJ1+mZAwAAMDhBJ5B5RDI5XFb8XT53PHnDi+GDurcmEW4Lx5kzBwAAYLCCzm5pIntyffiDv5MdObiafxJJvnMpHy9HZCGy+sAB4apwVj5x98wX/jD78Ac/kHO6qT2IAAAAjBedFXQK2TX/hRdeyL9v+YmP35fdsfO32diQzS17wQHh6u9//L6cu8Jh+ToKAAAAMEpBBwAAAAAAioGgAwAAAADoORB0AAAAAAA9B4IOAAAAAKDnQNABAN4FWYl7+NBatnvX3dn2bbclX2CC4QM4AAf6zIHt227L8+mTawcb2+kAQQcAuIXNzc1seWkxW13Zm1049kz2xqvns5tXXkm+BQyGD+AAHOgzB25eeSXPp5JXDzy6mC3vfTDPt4MWdFevXs3OnTuXPXVoLdtz7+7kqhrDB01wQLgtHBeuC+e7gI3TJ7OtW7ZkL554Nnnyw/ABHIADQ+bA+eNH83wreXeQgm5jYyN/wCMHD2Q/+OZXs19e+nZyp2P4oAkOCLeF48L1PKjX15PH3l07d2TXLl+E83AeDsABOLDZvA8k3965c0dt+b8Tgu7GjRvZysNL2eq+h7Lrr9GgkEzGlUyE86v7lrJHl5fyWGgb0u0vohIxl54LGD6AA+PiwLXLF/P8W8fwaycE3cojD2ePf3oxuWMxfJCSA4/vezBbeWS59fhbXnyAYVa4T/6DA3BgM93w60OL9/df0G2cOZX3zBFMBBMcmGQH9i3VOqeiDLLaShZA4HviDw7AATgwSeYDycPzrn5NKuhkMrh0NTLMSiIhkbzNAYkFiYm2FkocPvhEduHYEfxPDMIBOAAHNtP5QPKw5OPeCrpzZ89mRw99FhKRSOCA4YDEhMRGG5B9kWQpPRyEg3AADsCBSTIfSB6WfNxbQffUoYP5Sj9IRCKBA+9wQGJCYqMNyGaX7DNH/BF/cAAOTJL6QPKw5OPeCjrZi4utSUgkJJLf5IDEhMRGG5A98fA/MQgH4AAcmCT3geTjufJ5bS3DLDenMUlOIGyYgU0Mpq9DDB/AATgwRdBBAhLBuDmAoEtfBxg+gANwYNqjvE8PHYQlaXWQAwi69HWA4QM4AAemPcr7CDoIS9LqIAcQdOnrAMMHcAAOTHuU9xF0EJak1UEOIOh+0x83Xn8p98n6176YvG5S2k/Wv577QeyeD32gMqe+8vnHSo8TH8ux4vPUzxvzTPsXP9lp3//i5TP5OXJ+3WWRa6euA2xSK58RdJCKoBoYB4Yg6FSE1dHwzCPopMHvi0CJ8cGswgBBl8b3fRV0Nn7LRLM+Iy9dk7l8jqDrQKLFxuMDTVxN9xQNQdCJj6QhkN6MmJ6hIkPQzd9zhqBL4/u+Cjor0sqeXV+aYjmGTYIxOlc+r61l6Fhj8sT+pVsEiwkkIeuO27fNNJSBjccHCLp4X0kcSUMoCX7eWK97yLWOMrVtCLp0Q65jFnQaKyGhprFZdlzduaWtofZpi4agK3ljEJEmVuZIJaNaqsoUIZqaVFjYBwi6an6S/9bR+CDo3slR9ND9Zs5so2Gfx/d9F3Ta0x5qF63YRdBN5vI5gi7gGCWgBmJRMP365z++lRhSC7ohvnUMyRB01XvAihK9/KY94vaFyj22SNDZ83yNnC2LO4zk3k8bSjdf+BpQiVUxO9coVMbQfa1IcK+jZXJ/9408aKNaNOdJr+mWxfVXqDfKLgoIjWTo89vylIkg97lCOdB96Va/+I6XsoV8ZZ/R3t/Hzxjf23bDd52QoLNl9PmyqE4tH61fQqNLMXVXlOtCcaHPIWUoinO3Pnz3j4kn1ycxsXBP4FlD8Wiv5av/JufiIugCjtEgk88olfV8XTj2zK2KRNA1Q9ShGIJutiGR0Bu+bYw0Ufp87BN0vgbE1/D4hldDQ65VBZ2bL3zn+xp08Y9taHzPJ9e39wv1Evl+d68v5hMGvnN9gk5/8z1/2T1CFhIAvkZYy6n3L5qw7/7m45Nt9GN6uUK+d8/X+rf3CtW/LaOK4KL7yfF6DdtW2ev6/BFbd2W5zndt2xNfVJ/ueSrw7G+x8eTzn73GuidH+Dhiy+nzdxFvmuoZRdAFHGMJq+QJKWv5uw7LFgk6qUQ7N0/OESL4vkcr95e/S++fkMDOz3v9OyeCRLbmilAh9af27Lr1d/m3ey01+d0eW/TGomW0b1Fyb99z6d/El9YX8m+5jt5bryX/DfWOyjXEf+ob9adexw0sEd7yb3cCrnu8PpO9dtFbmK9udf5XWZJryuYN7JTzWIsSoev3UEOpiynKBE/oTd/+3rSg8+UTVzS55XRFk20YQ34tanR8fI5p7H1+dcsW6h31/V7lhThUf27ZQ/fX43wCNeQ79xlj47jKkKtb/6G6CN07ZnpBiKfz1F2oHvSYkMjUOvQJulB9hOI5Jp5Cv01L6s71XVkche7R5Pw9BF1BstBK1B64ogb6G1/63C2HFiV6EQhyrFxLBYD85oofvb+IKj1HTAWG+1angahCQsyKNRVn+gZir+WKOvl/ey17rJBb/GGFj3ttDQDfc+l15W96ffusdmJsTBmtP+11fHXkllOP9wWXHivlsMdqme1z+epWBWlo+ARBV63x8zW+RQk/RtD56sd3zSYFnU+QzCLobO4JibrY3rQq/ooRdEXztdxrhuok1HiFjrV/K7u/9XWosXWfqeoih6qCzta3TyxoPvLlkZj5caFj5qk719xc5/6/yx2foCsSP75e/Jh4KrvutKTuYgRdkeANlbMOQ9BFCDqtHF8luJXtE3S6AtYncFQsuuSy4sT2ICmZfEPAIXGiBHaDUknoXkvFjCWs3tcNYBEw8rsVeUXXVv+417G9e77hJve55H6+3jU7VO5ew9fQ6n3t8SoWQ2W0ftG6lb9VKQuCrjgpheZXxQor9229qDcoZCkFXVmDHop1W36Xv0WCLmSxgs7+HhIFIZtF0JX1EM0j6IrK2oSg892nrP4tx93jY8pWJuj09yp155ov11luh3oDY/lQRdC5vxcJuv2BES/35cmWK5RvQoaga3nbEreCtDfN9hTZxRBucPpEm/bi+QjnNvxFm5kWNXhVu3J95xQ1Fu7vRauAffMcQmXX4Pb5yOfTkPnmKNjl86HjfZNiy5KdrVtX0JbNh0HQFTcCRVY2v60owcb00LlWRdCFGt95BJ1PdJXFuZavbF5VFWEyr6CLmTdUVdC11UMXyhvzCLrQ/KwYQe/jll4nZp5WVUE3y5yvsjlkrq9Dgq6OHrpYQXePp81y6y6Uo7rwZRq551xTaLKRCDpfD5VPDPgqV8VgKCh8fy+adBoSODGJXu6hQ7Ja/lkFnS4YscO81kKCrmhIo2gVou95JHB0yNkOjfoEne/avvtWEXRadzo0a83XqCLoZu/JqDLnKUbQxQ591CHo3En5VRqg0HzMMnPzVZU5dDHXixV0VRq3WEHn81OolzQUc1X41ISgC4mlqoLO5VJMjokVdPMIk6LFSWr2/j4uhdpB37XnFXQ3As/q1p38f4zoT7HXHYKuIEBcIul8Lh1as4shrEPd83wioyiIiogcuof+HiKQBHBogr97js7b8w312h60mN4Un3/qEHRStlDX+LyCTodc3eNVoFq/FJVBzfbeIejKE1JREnR7rucRdKGeWxXj+v++exT1grgNiF2JO6ug8/HKLaPv2Xy9mb4FJL7f3d9mFXT23j7xYn+rIuh8L9mhXi/3GW3u8vUSuefLvdxVpfMKOl8u0OOKBJ1bFp/ffHUqf3dXuca8tMbWnWuhXOd7xhCXQlNufOdXEXSh9nUhsL2LL+e45t7DN0Lji9U6DUFX0nCE5otpo+8OEc4i6EJv73UJOg0UEVfu4gLfOfqc7qIIMZsgtIeuyltIXYLOLp4o2x6hqqDToXS9vu35c+u7rPfVNQRd2DdFe1WFjplH0NnfQ0Ip5h6+67rX861CjW2ApIyhxq9o/ldZT4Pvb9Z8Am9WQWd/D714he5RZL76CzWW7suX/lY2F9GXs+qaQ+fOUZPj3EUwReI8VD7f81q/VhF0sXUXm+tCvxcNo5fFaJV48l3T7ZFcMCLNtwhCfnfr0jci5ev0aHIYFkEXcIxPUNkhRm3IfUnPPU+DwTfPyhLBXc5dl6ArE0vuG6oIN/nN3VYktA1JzJc05i2j+7whH9Qh6FTQyn/t9ilF54fq1jUEXTOJbMgWErmxw4MYPoAD9XFg/+InvYKyja9vxOSKuaax1TYhruNz6NTs3mxFb3Y+IegOY9pJ9e5q0FkFne9NJLQow7fCtmgBgc+0UfEJGhGHMT2Cswg6d/hb76f1M4+gK1qQ4ntG9btvPzsJcvs7gi5NouurFc2fanL7AwwfwIGJ1weh9rFqr20ThqALOCYkqFQEhZJsSGxpr49v37SiLS9Cleb7m54j4lCHSm2vmxLR3lt74+x1bM+cmh7nPrO9togpXRCg1/BtW1KHoCsaFp5X0KkAd033yXMD1tat+tf27rFtCY3jrAk6tGVSaH4Ohg/gQLMcuCewfVWobWvTEHQVBZ0ILxUOvh6Zom083C81CDGk4fddp0jQhe4hwiE0r0f+ZoWalEOEjjuHxD6fCk+dJK5iyW1E9KsKdg6PXF/Er/tsIdIXbf8Rel67klbLq3MbYwWd77529a9dtap156t7ua/1vYq70N5/bFtCw1s1UbuWcmgHwwdj5sB+z2K4LrxcIeg6QI4umfY2+Xofu/IW0qTpgojQUFZoxVfXbN7A7sK0BwwfwAE4AAcmreX9wc6hG6v5NlAu+/rDkEyHW93PhxV9/aGLhqBLXwcYPoADcGDao7yPoBsYYe03Uu1muUXfnR2a6dCqnRNo58RV2VYhlSHo0tcBhg/gAByY9ijvI+gGSFjpiRMBZzciFjHjWxAw1GFXO2fOrmqO2VG/C4agS18HGD6AA3Bg2qO8j6CDsCStDnIAQZe+DjB8AAfgwLRHeR9BB2FJWh3kAIIufR1g+AAOwIFpj/I+gg7CkrQ6yAEEXfo6wPABHIAD0x7lfQQdhCVpdZADCLr0dYDhAzgAB6Y9yvsIOghL0uogBxB06esAwwdwAA5Me5T3EXQQlqTVQQ4g6NLXAYYP4AAcmPYo7yPoICxJq4McQNClrwMMH8ABODDtUd5H0EFYklYHOYCgS18HGD6AA3Bg2qO8j6CDsCStDnIAQZe+DjB8AAfgwLRHeR9BB2FJWh3kAIIufR1g+AAOwIFpj/J+UkF33727B/9dUQwfVOWAxITERhuQBAJH4SgcgANwYJLcB70WdE+tfSH7wTe/mtyJGD7oEgckJiQ22sD2bbdlN6+8kvyZMXwAB+DAmDlw88oreT7uraA7d/ZsdmTtM8kdieGDLnFAYkJiow18bNc92Ruvnk/+zBg+gANwYMwceOPV89nuXXf3V9BdvXo127plS3b9tYvJnYnhgy5wQGJBYkJiow0cPvhEdvHE0eTPjeEDOAAHxsyBC8eP5vm4t4JOsH7qZLa6bym5MzF80AUOHFhZyjZOn2wt/i5dupStruxN/twYPoADcGDMHFhd2Zvn414LOsHKI8vZ4/seTO5QDB+k5IDEwMrDy63H30OL92fnjz8L/+E/HIADcGCzfR9899iRbHnxgblzeScE3Y0bN7KV5aXswL4lhl9JKKMcZpWeuUeX9+ax0DY2NzfzYd5rl5n6kJoLGD6AA+PiwLXLb0+zkTw8CEGn2Fhfzx/syMED+Uo/tjRJTzasGR8It4XjwnXhvHA/dezduXMHog7OE/NwAA5stifm7rpjR7axfqaWPN4pQSeQyeDnzp3Lnjq0lu25d3e+LwuGD4bGAeG2cFy43tYCiJj5rCIuzx9nkQSNOo06HIAD0wZ98OLxI9nWrVuy9VPP15bDOyfoAADpIN3+y0uL+QTdC8eeyZfSs08dDRviBg7AgclcPpA8KvlU8uqBRxez5b0P1jLMaoGgAwC8C7La6vChtXxfJNnsMnWPJoYP4AAc6DMHtm+7Lc+nT64dnHs1K4IOAAAAAGCgoIcOAAAAAKDnQNABAAAAAPQcnRR0rHRNP96PjXOlKwAAgH6ic4JuY2ODvehYUTWKFVVd24sOAABAf9EZQZd/LeLhpWx130N8LaIDYgNr/2sR8k3jR5eXknwtwoIVrvRQ00MPB+DAQq9WuHZK0K088nD2+KcXERKIqVFzIP+e6yPtf89VwB506esfwwdwYHgcuNnCHnSdEXQbZ07lPXOpnY7hgy5wQL5pvHH6ZLsxePrtr0S8eOLZ5M+P4QM4AAeGzIHzx4++Pc2m5jyfXNDJZHB5MBlySu1kDB90gQMSCxITbS2UkHmrd/Ed1+T1juEDODCu77jeuXNHrXOnkwu6c2fPZkcPfTa5czF80CUOSExIbDQN6fYX8SjJJfUzY/gADsCBMXHg2uW3X97rGn5NLuieOnRba/VWAAAPJ0lEQVQwX+mX2rEYPugSByQmJDaaxvLiAwyzdqC+MXwAB8Y7/PrQ4v3DEHSyF5ds35DaqRg+6BIHJCYkNpqErLZaXdmb/FkxfAAH4MCYObC6sreW1a/JBZ0s6U3tTAwfdJEDEhtN4vDBJ7ILx44kf04MH8ABODBmDlw4diTPx/MCQdeBysTwQQpBJ/siyVJ6+Af/4AAcgAOTZD6QPCz5eF4g6AhkAnmkgk42u5T9kVI/J4YP4AAcGDMHbl55Jc/H8wJB14HKxPBBCkHHdAd4R+6BA3BgMph8j6DrQEVi+ABBBwfIA3AADoyXAwsIuvSVgOGDLgd44dscC5KIX+IXDsCBrAs+QNAN0Na/9sW8Yn/x8pnkZRmT7V/8ZOcEDoIufR1g+AAOwIFpT/I9Q67/y5ny0VxxqGtP7F9qVVwh6NIkDwQdSZuGGw7AATgwTeQDBF0DQuorn38s/7eY/FuF3U/Wv95ZQSdiZMft20hGCLpRD7lq/LZ9X4lV+xLY1n0lJ7XZm3/Phz6Q55rU9cxzpPchNqndBwi6FoSUJuu2BNOsgm5ojXPb1kUf9nXIVYVG0UtQEz3RqQSd3FeeZ55rqD+qvDj2XdDpC3Nd5ddcrRzQmL7x+kuNPkcXfTGEvKsxEYqtLtbjdA5D0NXozKIG5lN7drUWbAi6NMGEoKs/ORUlW/mbJOS679m2oKtLVCHo5q8LBF2a3FkH733xoznZl0dEpNfxIjXtkCHoWiaW72/ym8yz0+EWaaRCJPv1z3+cNzjS26e9fvL/9lu2thyvf+fELTEpx7rX1WNds72Jck85Tsqlf5fnsW+tmghlHqH8297zG1/63G/cT8sux4S+wSuNnF5Dj5VnCflcriPnaBl9z6omx1p/u+a+jceWBUFXb3IK9Y7YZFy3+OqzoOvDvdvoEdGc4ONNn56jz6a9hW3cyxXh1oqmMaSMu2lDhqBrQdCJIFJSyb99pFLhY4WTS1A5V8WQztNTcWeTi5ZDG0Q9Vq9rhY6U1f2bmAgzPUbFj1xP/ibllOPtc2pQqfDRY+2zyN/0OTXg5f/dxOteQ47X53aFlD6rnlP0rGJyL7mWz996P1tHWk4V2bYs7tAWgq69YdemFv6kEHQpFzEh6GbzG4KuO4JO68PtrbdCzxdfbZdx2oIh6BpOzNIbpGIjJC6EiK7QU3Fge7CUgFZs6XWs0NFyyLXt+dqr4ZvLVyRGVDDFTuq2DbDe01ee0PwGVyza64u49Pk89llFkIXK6CYE8anvniqs3Wsj6JpJUL6ekNBwq9vj7DvXvri4vbKuoFPeuffSulZzRWBIpLm9R74e4qIhIPf57PVD4kx/tyMAvnPsAq7QUHbRtWz8yrXssVomFUI2L4REux5fdJz1p3tNHwfc8tvrxdZZ0XOEXgbKnkPLJdezL5iz+qLoPJdnep57bKgHsijG3MU9Ib+48eNyPsYf1pS79tmtP3z3CNXXPY6/QqNaNn7d67jP39bLGoKuRmcWDV+6Isxuc+L7mxLakikkxkLl8CXJ0DBWmaDzic7Ybm+9ttu7pufEDl34jq36rKHn9P2uPZO+YWHfWx+Crv4E5UvUoQTtO9b35l4m9pTDeh/3uJCQsuWpIg5ie+jcc7Wxc8thr+O7tvZi23PcGCqKtTLOa4MYEnvu30LPHxILPj+HGnJ7PZ9/bNmrCjr1m1s+X+Ne9hyhepjXF25Pou8Zbbulv4emNMTGWFHvl3u8715l/ojpzZfn1md3/aD+873Y3/BwySf8fVwpepY2drlA0DW4bYkOh4r55lypYLDbnLjbnWjAVhE/s8zlKxIj2qslQSGk9Ak7X4Ipu2fZM+lwsO1NiWlkiu5bRdDp0KpbN2JVrp3S+rrKtSgZ+hpmX4IO/e42xK6/JPZCYi5kMQ3nvIJOylW0CCQkWIqGkEONjU88+uLb97uKHd8cNl/j7ytnSBC4v1cRdLZnxWezCDr3Gm4OiH0OrQdfXc3qC+W+fR5ffYWe271+lRgLlbmsbvT3In/4zCek7HO6QrTKPMsF57pFK2dDIwdNLOAKlXXunF5LyzBPATo+5Cq/iTgIDasWmfbepRR0ek27EMMlc52CToJZ7+XavIJOxakvybnDymV14/beIeiaS1K23n3JMZSgfQ1YUUNh67bKXDpXqDQh6LSRKxsO1euEGuCic0LlLJpr5/qqaH5Z6G+x13DLVUXQ2eFAX9lmGXItu0bscxT5d1ZfVBV0rr9ixHPomiFBFxI27vPPMrfTXtt9djcWqgisBSf/FInBqqK8bkPQ1ejMsjcdV+xoD10MaVMLOht4ocUVdQg6O/fN7dWsQ9DpvDjfogj3fioqY+sfQddMkrJv16GeotB0B7Uqgs4uhAmVyXePpgWdxl/sHLqYRrFM0LnXClkdgs7+Hpr3pTaLoLM5p645dGX+jH2OMkE3qy/ccpbNNQvFXdUYKxJ0RdeYR9DZ5/D1xlqehtqqGxHzMMsEXZHFPsushqCr0ZmhhBCadK/H++bQhSqryhy6JgSdfZ6yOR2zCLqi7uw6BJ30wumkbbt9StE2JKGtVULHNx20bQd46t5xyy07WdrHg1mGUHx/C71AhYZi3R662J6vMg6XPUeRKIiZu1NV0MWUsS5BV+XlNVbQuWWJecZZeuj02NjnmKWHruzeIXESGzvzDFNW7aGr4o+Q2V44O3/Ovbev57LKHMj1GXro2jIEXY3OjBEXodWVvnlp7nw17dFzBaAcE/OmGSPoYoK1SUGnC0Xs3nX293kFnQq4ogUe1v++Va4+n9v7pQrmoQo626iFGoSY4cUqgs7Wv2/yusu3WEHni7NZBV1Zj1zMXn2xgq7KJqx1CLrYIap5BJ3LmSp1VjSHzvIg9jmKBMysvtDRh1l8aO/rDuHGxFjVOXRV/FFkyncfV+0c9yplW6gg6NqaK1f0/HPn9FpahnkK0JFGtCgxK0HdZKZzunSDYLvPm9s7JP+usg9dFUGn54jYkX+riJHjtEfLLZvt1apzyNV9Rj3ffc5ZnlWFoWtyrFzLFXq65Yw8sw7R2sUuvvul5mHdAd6F2LNbaoREReilxP0tVtDZ+2oj5uN5aIjW5bYdbppF0LnnhSbW2+v4VmPrwp7QOaEyhfbzcrcZqkPQhXpCtffFLaf1S6hn0i2n79zYOvOtcvW9AMQ+R5GAmdUXRUOkswi6KjFWxGlfrGg7E+OP2DwRam98vgzxZr/nSxMxQ/q+bYza6LlD0NXozCIS202B3b+JMLKJQ8Wd7zruVw5UbIW+FOGeH9qKQ79A4RJeSCv/tosU5P9DW5D4GtvQPXXBiNsD5j6jiCq5vq8bveqzqp/tymIrUkPDKPZLESruqmz9ksqGIuhsMi56u7ccDh1fRdD5Vm2688nkeN8KVHfIKzRkHCvo3PlfISETmsPra8yqCDr7uzWfwJtX0NnfQ2WPESO2Pn1DkKHpMWV15ttrzyciY58jRsDM4gs5pqzHsYqgi40xex9fu+DOC3RjZ1ZBZ+ujyIehelp3+K0dCrGCLsSztoZhEXQtOBnrhg90QUTZ5p+py9m1AO+CoMPwARyoxgHJcz6RXGXoFJv0ygcIug5UAtaOD0Lz84q+/tB3Q9ClrwMMH6TgQOxKXGw4PlhgDl36SsDa8YGdnyfDsTrkale8Du2tFUGXvg4wfJCCA6G5y74hTmwYPlhA0KWvBKxdUafzneycRRF4Q3xjRdClrwMMH6TigG++W8ptNbBJ5/M9q1whKoHaUQ4g6NLXAYYP4AAcmPYk3yPoICsJq6McQNClrwMMH8ABODDtSb5H0EFWElZHOYCgS18HGD6AA3Bg2pN8j6CDrCSsjnIAQZe+DjB8AAfgwLQn+R5BB1lJWB3lAIIufR1g+AAOwIFpT/I9gg6ykrA6ygEEXfo6wPABHIAD057kewQdZCVhdZQDCLr0dYDhAzgAB6Y9yfcIOshKwuooBxB06esAwwdwAA5Me5LvEXSQlYTVUQ4g6NLXAYYP4AAcmPYk3yPoICsJq6McQNClrwMMH8ABODDtSb5PLujuu3d39stL3yZoCBo4YDggMSGx0SQkgcA7eAcH4AAcmCT3wSAE3VNrX8h+8M2vJncmhg+6xAGJCYmNJoGgS1/PGD6AA3BgOhRBd+7s2ezI2mcgNaSGA4YDEhMSG00CQQfnyDtwAA5MOuGDQQi6q1evZlu3bMmuv3YxuUMxfNAFDkgsSExIbDQJBF36usbwARyAA9OhCDrB+qmT2eq+JYgNseHA5iQ7sLKUbZw+2XjcIejgGzkHDsCBSSd8MBhBJ1h5ZDl7fN+DyZ2K4YOUHJAYWHl4uZWY277ttuzmlVfgPJyHA3AADmym84HkYcnHgxF0N27cyFaWl7ID+5YYfiW5jHKYVXrmHl3em8dCG/jYrnuyN149n/zZMXwAB+DAmDnwxqvns9277h6OoFNsrK/n84eOHDyQr/RjS5P0ZMOa8YFwWzguXBfOC/fbxOGDT2QXTxylfuE4HIADcGAznQ8uHD+a5+PBCTqBTAY/d+5c9tShtWzPvbvzsWUMHwyNA8Jt4bhwvekFED5cunQpW13ZSyKnMYcDcAAObKbzgeRhyceDFHQAgHbw0OL92fnjz5LMadDhAByAA5vt++C7x45ky4sP1JLPEXQAjBibm5v5cO+1y2wbRINOgw4H4MC0RR9I3pX8K3m4DiDoABg5ZO7enTt3IOpozBA0cAAObLYn5u66Y0e2sX6mtlyOoAMA5HtBypvi+eMskqBRp1GHA3Bg2qAPXjx+JNu6dUu2fur5WlsfBB0AIId0+y8vLeYTdC8ceyZfSs8+dTRsiBs4AAcmc/lA8qjkU8mrBx5dzJb3PljbMCuCDgAQhKy2OnxoLd8XSTa7TL0aGMMHcAAO9JkD27fdlufTJ9cO1rKaFUEHAAAAADBQMOQKAAAAANBzIOgAAAAAAHoOBB0AAAAAQM+BoAMAAAAA6DkQdAAAAAAAPQeCDgAAAACg50DQAQAAAAD0HAg6AAAAAICeA0EHAAAAANBzIOgAAAAAAHoOBB0AAAAAQM+BoAMAAAAA6DkQdAAAAAAAPQeCDgAAAACg50DQAQAAAAD0HAg6AAAAAICeA0EHAAAAANBzIOgAAAAAAHoOBB0AAAAAQM+BoAMAAAAA6DkQdAAAAAAAPQeCDgAAAAAg6zf+f+FN7Z/YuGwHAAAAAElFTkSuQmCC"},"translations":{"editor.tile.cloze":"Lückentext","math.subtractionSign":"−","math.additionSign":"+","editor.tile.headline":"Überschrift","editor.tile.text":"Informationstext","editor.tile.allocateWords":"Wörter zuordnen","editor.tile.allocateWords.fillerWord.count":"{n}x","editor.tile.task":"Aufgabenstellung","editor.tile.multipleChoice":"Multiple-Choice","editor.tile.pairOfTask":"Paare bilden","editor.tile.wordSearchPuzzle":"Wortsuchrätsel","editor.tile.multipleChoiceTable":"Auswahltabelle","editor.tile.image":"Bild","editor.tile.anagram":"Anagramm","editor.tile.signature":"Unterschrift","editor.tile.pointsCounter":"Gesamtpunktzahl","editor.tile.grade":"Benotung","digital.worksheet.prefix":"dAb","digital.worksheet.url":"/dAb/{slug}","digital.toolbar.zoomIn":"Vergrößern","digital.toolbar.zoomOut":"Verkleinern","digital.toolbar.markRightWrong":"Richtige und Falsche anzeigen","digital.toolbar.showSolution":"Lösungen anzeigen","digital.toolbar.scrollNextTask":"Scrollen zur nächsten Aufgabe","digital.toolbar.shareSolution":"Lösung teilen","digital.toolbar.downloadSolution":"Lösung herunterladen","digital.solution.headline":"Bearbeitetes Dokument","digital.solution.studentId":"Stimmt diese Nummer nicht mit der im Dateinamen überein? Dann handelt es sich womöglich um eine Kopie eines bereits bearbeiteten Arbeitsblattes.
Mehr erfahren.","digital.toolbar.clearInput":"Eingaben löschen","digital.toolbar.clearInputAndSelectTile":"Eingaben löschen (wählen Sie einen Baustein)","digital.toolbar.infoTile":"Baustein-Information","digital.toolbar.infoTileAndSelectTile":"Baustein-Information (wählen Sie einen Baustein)","tile.digital.explanation.fallback.passive":"Du kannst hier nichts weiter tun.","tile.digital.explanation.fallback":"Tippe oder klicke – sofern vorhanden – auf die Lücken, um diese auszufüllen.","tile.digital.overflowMessage":"Text zu lang, bitte kürzen!","tile.allocateWords.digital.explanation":"Tippe oder klicke auf eine Lücke, wähle aus dem Dropdown aus bzw. gib die Wörter ein.","tile.paper.digital.explanation":"Gib einen Text ein.","tile.paper.digital.nonLined.explanation":"Hier kannst du leider nicht schreiben. Eingaben sind nur auf einfacher Lineatur möglich.","tile.multipleChoice.digital.explanation":"Tippe oder klicke in die Kästchen oder Kreise, um eine Antwort zu wählen.","tile.multipleChoiceTable.digital.explanation":"Tippe oder klicke in die Kästchen oder Kreise, um eine Antwort zu wählen.","tile.pairOfTask.lines.digital.explanation":"Um ein Paar zu bilden, tippe oder klicke auf einen Partner und tippe dann auf den dazugehörigen Partner auf der anderen Seite. Um ein Paar zu löschen, tippe auf einen der verbundenen Partner.","tile.pairOfTask.number.digital.explanation":"Um ein Paar zu bilden, klicke auf den rechten Partner und gib die Nummer des dazugehörigen Partners auf der linken Seite ein.","tile.sortTask.digital.explanation":"Tippe oder klicke auf die jeweilige Lücke links und gib eine Zahl ein, die die Reihenfolge kenzeichnet.","tile.wordSearchPuzzle.digital.explanation":"Tippe einzeln auf die jeweiligen Buchstaben, die zu einem Lösungswort gehören. Wenn du mit einer Maus bzw. am Computer bist, kannst du mehrere Buchstaben gleichzeitig markieren. Erneutes tippen oder klicken löscht die Markierung wieder.","tile.crosswordPuzzle.digital.explanation":"Tippe oder klicke auf das auszufüllende Feld und gib den Lösungsbuchstaben ein.","tile.mathplot.digital.explanation":"Hier kannst du aktuell leider noch nichts ausfüllen, eingeben oder einzeichnen.","tile.signature.digital.explanation":"Hier kannst du aktuell noch nichts ausfüllen oder eingeben.","tile.qrcode.digital.explanation":"Tippe oder klicke den Code an, um den Link dahinter aufzurufen bzw. den Inhalt anzuzeigen.","digital.solution.filename":"Lösung","digital.solution.text":"Lösung","digital.noScriptHint":"
Wenn Sie das lesen können, dann wurde das digitale Arbeitsblatt nicht geladen. Hauptsächlich liegt das daran, dass es nicht in einem eigenständigen Browser-Tab geöffnet wurde, sondern in einer Vorschau, die das Laden der Inhalte des Dokuments blockiert.
\nWenn Sie eine Lernplattform nutzen, versuchen Sie das Dokument zunächst herunterzuladen (Rechtsklick, Speichern unter) und dann die Datei zu öffnen.\n Wenn die Lernplattform ermöglicht, per Rechtsklick oder Auswahlmenü das Dokument in einem neuen Tab zu öffnen, dann probieren Sie das ebenfalls.
\nEinige Betriebssysteme, wie iOS (für iPad und iPhone), sind so voreingestellt, dass die digitalen ABs nicht direkt im Browser geöffnet werden. Nutzen Sie dann zunächst eine Lernplattform, die das Öffnen der digitalen ABs in einem Browser-Tab ermöglicht.
\nFür Lehrkräfte: Sie können dieses Dokument auch als Download-Link anbieten. Über diesen wird es Lernenden möglich, das Arbeitsblatt direkt von tutory.de herunterzuladen. Damit entfällt die Notwendigkeit eine Lernplattform zwischenzuschalten. Aus Datenschutzgründen ist jedoch eine Vorarbeit nötig. Lesen Sie mehr unter: https://www.tutory.de/profil/datenschutz.
\n
Wenden Sie sich für Rückfragen gern an: support@tutory.de
","digital.noScriptWithLink":"Auf diesem Weg kann das digitale Arbeitsblatt leider nicht anzeigt werden.
\nDas kann daran liegen, dass Sie es von einem iPad aus öffnen oder es in der Vorschau von anderen Programmen sehen, die unsere digitalen Arbeitsblätter nicht öffnen wollen.
\nWas kann man tun?
\n\n 1) Ermöglichen Sie das Bereitstellen dieses Dokuments per Link. Mehr dazu finden Sie im Dialog zur Bereitstellung des digitalen AB auf tutory.
\n 2) Laden Sie das Dokument in einem Lernmanagementsystem hoch, von welchem aus Lernende es im Browser öffnen können. Ziel des Versuchs muss es also sein, dass Dokument von einem Browser öffnen zu lassen. Wenn das gelingt, so kann das Dokument auch zuverlässig angezeigt werden.\n
Melden Sie sich bei Rückfragen gern beim tutory-Support oder lesen Sie Details zur Sache auf https://faq.tutory.de/de/Editor/DigitalesAB
\nViele Grüße
\nIhr tutory-Team
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