Найдите наименьшее значение функции y= 2x 2 -5x +lnx - 5
36 вариантов ФИПИ Ященко 2022 Вариант 29 Задание 11 № задачи в базе 2747
Найдите наименьшее значение функции y= на отрезке
Ответ: -8
Ключевые слова:
Реальныe варианты ЕГЭ по математике Задания ЕГЭ части 1 Задачи 12 исследование функции ЕГЭ по математике 2022 ЕГЭ по математике 02-06-2022 основная волна профильный уровень Математика 36 вариантов ЕГЭ 2022 ФИПИ школе Ященко Вариант 29 ( из 36 вариантов заданий ЕГЭ 2022 ФИПИ Ященко) ЕГЭ по математике 2021 Математика 36 вариантов ЕГЭ 2021 ФИПИ школе Ященко Функция Логарифм МатАнализ Производная Экстремум
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ФИПИ 2024 🔥
Примечание:
Найдите наименьшее значение функции y= 2x 2 -5x +lnx - 5 ! 36 вариантов ФИПИ Ященко 2022 Вариант 29 Задание 11 # 36 вариантов ЕГЭ 2021 ФИПИ школе Ященко Вариант 19 Задание 12
Графическое Решение
![Найдите наименьшее значение функции y=`2x^2-5x+ln(x)-5` на отрезке `[5/6; 7/6].` 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1tSZ3X+mhIagKSiykXMgq7ViqFAAhAIhwf2WMsroRNgdsM7KULTK2/r4EiIEXIRcNpuLhtukas8ufzKVInRfwEH6C7BFJMye/+EiIEGS7XsVFzaIjXuHfkuzE2BK5SUSsDVL3BdUBjuqVFpgs2DPsY5KTMKO5z1bYSACTKVJJdvnumPhAIyIz2MwUZsYud9gfoq7D/AIry7drQEEZggxmVRmxAjs2J8CcklaBECiHMg5RLnpbTdGxQ6VAsZRRpzd+b/lmf0W/m6J7wDIbbL1T+WiIWbXdN7X01S5GcrpbJZuFN4SPRUiljMNQHzd5fSyuEVvC0qQVoFjMFGZl96Gvk0W9QoVAWikkAkZGXksypAMgB89ikOa2J1WLjEhvd+VSRKGPiuOcAyGwgEZEZiNhR1RisGFXq5LQAAZAbSAeogAHQAf0lehOTp3CLivR1Kxbkbo0fIqQCATFwrq3fBhfV2LR8IjLksRQiBRKObu0ZQ4yIgAAyEHjxR9l2uiHEKAsVFXtAEYhQTKAWzf6BoX2EAy+vXXaGVffbdeK/5aZYlvZYuJdLNFv1Z3IIVepnOCEfQiit1AMbCo0ODWfDOOlsHxCezT4l170gxNbyhFRSAc9hmF5u+2vne+y85kJ7wDIAD8TxOJKOETrEvtV1Fq8m8sf5McfZdl1gqQtMNWf1H5tsYM+JaKMh9VAH0ogGNRW3VYcL6oxWab06MGm/deTpKGpHRoCDsCgEkDmYTkJR43Z/xSsa8W7eiyz/ADYpVXovlX3CpJgByZ26tsv8d6V7LLVrEwC97/kpqRuqxqCvOpiIl7KcrYCCMxMU+lP5aUroQD8TtbRWzSpr+iL3TBOEJrfv4Lmv15Is3WJPV5uLfW6ICFAJzOxyQhIj6t0zv3NKV0VKuy/Ou5bZv3s5VJHq0VM7nU0wa6aB9cIz2GDYPozoHGRhD0dPEkDfE3r7L+KYzsCfdEUIgExi6SjxTmPJxfO2tINmUymKbWy0rFGSgfgZdR1YQMD0InL6GRmJVSteZX8UdHfFL7LEvDEqRpaY39GVfpr5L0O2KD7RinV2DJDii3JK2lFJXN7Obn6la+hC0S9yoLVwYhPXNYCCMwQfOvRnTJGgwqQ4WuYXlc655r9EBz/FbqFt/houFb99hbzchMh9Txv6UrGlAIVVo1GXiqJWUXM+pXGTD5DB99rf13ied1ScAUAkgczs1KOpE1p7jyL7ylyLGcKpYzDXtda2xukwXY39dsNeN/44b3ttdlTospwyPUGafBVytAi5cYrXE62aXIwdaVdmlNS0pkuyw5ITMF+j9WJyEU5j+hKfFe7cBmE62rAABkPJACAzDDXa9p23fpNMH+gv9dOdKEzB9hb1bhuG4vFvo0BzG0kAZmI6uM14L97y3Uv36V83lNF6r3hZUrquTtq2X/ovML+gv9dYpsqZSNNSjbfypaJiawgzaXP8TkiQDIAbSARFUIMhw3+PEokBG27nU0wf6C/1czqgzMBzEd1QZtAcxLr1T+Wj33rzKALFOag8V/jurTaxyBMOKY8tzP8A/NBc6dKJRe9nWvjvawACqLTe3fbPg+eou0poFRJ1E7X7DMF+j/UBdRyJGzMdNoIPk3Z33rUvRYBkJi3a64IstsNSKi83lFOjxPzeXubHFKRRkoHFT473fzyQozJhxXoiFpViQ76GUrtt5VNMGMqB/SrMEGZM3x6ok+MX0Ulp/wCS/skwrs6sH4L79GSrzaU69HjmJvFSyml7XDlpdYKU1Sk2veGJ2Yq4oMl7pg0fesxPkX2ipJhU0JrbuaX4lESYSjlvXlDKbXtdo2K1cqlLTAhmd34r30VEzDJop4CQBDiXditKTfXo3jSA5jaCDw2533boclHWJWta5LGpDWh9uMbKmVjSgH9APcidzRHVxmuy25athIAzJyEGLDXBEhIAzJyEe938NAmFdyWDzEu9QDLExiNAQwzB8i+8VL7tKA1vjtlrszaKphawHZpe4SomYNCtM+JdWIaqJfqPYY7hELTCoXzueO61qSZVW2Jcu/SKAi5CWFsTfpTosrrCCO4RSTKUa9y7dsAAGQHkXq2Ju0J0WDCu3fbFoV79K9qQDIQ4WovqKzE5KgqTq0qQIgXixJ1OiQDIcGNs6JEd0UaKfDK3FybbXCIzTB9hf34HOlCZhrgobkWaVXq5y4L/ABXIn12+9aYjakBmJu3SRRajqdebN5D2KgzaHFe6HTEcOoYfNkgDMxL0d9I2l1XqQICDt1rq057GYKMyZXalnbwWYrKwIkEuuFUqvc3aXXIeS7mxzWkurqpT3MwiFKYSACT0ERTirtfoNmKsLvuUlFC0KXec8U3skcrTSdMwyaa/5aXkCqOiJR45gQRXxk5AmUDfWm1tj2hF0L69zRL6kQKJk+KbmNKQDIbcWrNSQsR7igRE0zFVFVUuxaJeqoFRGjix0Jbwj2mEsStJv2f9NJfSSFzbmYiBECjyHOlCZhU01/y0Moq3Ybag3uJZ/ReNPHi2b0Xh64/ZRlv322scS+hOkRQihRwY1sqcveUoErAlgBxKaODrjfrjvp5Dmxl9B3Wrq8TGV6IzticT4OiyqsJ/LQkAZkw4qr3gII4d1rtLPHA0EGYLlV5mY8wkAEnoJRc1rt9mzEuc1qXq0SlVvATouy68ltFXNomE9bWLSjwXug6bHuZ3NdUpTPF8ui7MS+8t0/sXrMLXoXbird1VMLTqyYw8hAwe1rW7V5LKk6u/ktop1PKqmsfe2xmCjMmX3Pc4qSIEprAl2K9KhMLToXN++X523LVHuroWVB8U+t+yEhRmeQEXO59f7Jb/AJ7wnosAAGQ47+VLSi9EoWX3PaVCxKwqBcoK0HRRxkAwADZua+uiAATLz66ghPFa2hGaYNcqs/VpmIWABJPIRWDDMHZfU+sWV9Z/5NvskprFS7LkL1kLKqhUmS8OLRnQaJliX9klNAqEvF3LdT4a5utsenEp0fVMG7Pexb6WbUU5FvkCcgTET9x6nZYERGfKYJORf1bZzxVpXoix0RU0hZSmhAvCTkI7G86E7YihFCjiNiBwh67bLBWuZhxq+iRXus5qoWJRkwd2LNHdUGbQXO/NElNhfMNyYeTjX0VafVphk0UgQxGL3uyRECCXvoqmFq0Jm3c0xV+65L1mCRy5do5yQmI4Shn9WmFr0J/LTE3CpJhaOjvLnFVZaJc7XKS0exaxm0cnE3qvRYAFGQmKt0JkvWYagqoL+V+ritL9FjXKPCg1GEZKXugotsbehtMXC+tjF4ia79XRU2Phma0urlZiaVSqB0pqEAe/uGlIAAMhKqHS5m1ZqfIIzE3FK89MpG+vL+i/Q8aLXyRImFt/fbPg/e1ocH7WtMNQ9Lc3zX5IIqkkAAn6Tra7GZL0WOckJjEMn3OxmFcvQPksVmxSsfugGSgCYp9FUqIqQIg1PK0082ObHisQOMjFUKMgNr2KnWarLOaeGUM/NXlz7ustMKhtt1tHcIpYyrEvbfCAZeA9yVCAAADY+VuJ0t2rDcOlQ1SmvRmTzY+TfqtuLL0SLih6I0xL3Gv2mFqFdWzFZb6sNHxCLyXxShN/azvAABstZPigp5Ks3zOcqR/3Lqsr0DtsxKGyoqJThr1aJQO5/E0Z9xi2YrA913RdAi4UB1ctwq4bPLhsvSqIr4m4v2rK61QZLLay7r9kAyHC6K66WiYZE8zFP0qXq0qQIgX8d1vZfknJF4MXeKkmCTRVGGakQYYUK7tMGpWgfIk5CUDe3NbHvRI7nFXBO2JWqDJY96odPc0Nt/ok+JQJm0BBAI6GX3ClJhnvtfXCQASegiYkvdpC+HZdYK6y0opz8b82MdtCytdKy87+4VDpEUIuQl7tfbu65RSKljuEQtMKp52nq2y7fdEymjRiCLmiNSnJSPJbPI5TC1sitrgAHQS+o2pANltKW98SlE7RKKdznz2tRWz6isAAllKW82gGQ4CAeOqpa+3a7qgzYzVbd2jQsuQJki83aVIEQL8pY4RC0oQsxtf8dxD6V0juaUoETbdZo6dxj0lr0Tq3VoMlHsBDiKvvmKbeMlSQDJQB8jiX6Ivc0eh9Kqj6QItKUoWmDTkz+rS+zd1zCqunVnqaMwVSTKad/azt0gAAAHQRx8TitPosVQoyExj9ElFfR9mLbO2tI9grWVK3e8djYSiTCulTPql97lCUGSzCVhK4CCMxLm3toqX07oAAMhtetH7gDFoRei/RUG+uZm6LCQBn6CUDe2td8q/+e7T+xYBkPxp2CKS0e9zch6JCQBmZSN7abeAouvXMMNdzvL+bpX6NLq6K05rKDuLQz9GlNu981zpQn2ESlr11u8VnwzhX5pHcIhaUIWJtfZizlTEGSATHvm6pMLRuUmNu6VJEVaaoXawHRyUTAL4GaXXLUsw1Jdja+3FUu7K6TDquku/Np4rP4WAADITcJq1aZbWLKykTCno7kiAAAAQIASR9JMwp71mKfpUnc0qQIgX5TFXFMkTuaUV7uv8AGScgTFxSFCWiq97an5JMYvZLX3jClIihFCjhAAmJpL5MncsSh3cPc0elLO6KoUZCWIXQgHKVoUQDy7BmhEwbZoV9pcqtWQ8qRr+b9i7cb0Wa7r+SLoWXpub1hue/w1L/AMtLqGRkKLqiUu51Xf8A6jDwESk3oprVImFXuclmg24q7Qmlesw1DBQX+o20WC0vSZRQUJd+b/KmlTbr/Gxhag+rTsxVZtQBZRRuh7t8w9NiXa6YKXs53Hl9sAAGQGQ2kbGRX7gDAABkBlxkgDMmPaX5Vj/kzC1a3Lv/AGYSApJgBv5tySXnSq1J1aVqEQL/AGZi/wBCIQtQlOdlhtb/AIX6VdeQ+hF1NB8VAuJ91mWJX1DQfQzB+d3prqKxEucKj8kgAAAHQfK619x8pe4qSYOlgTa/Vv6pJAgIPnXWCpYEuu5u2kQ4RJhT3J1C8ZIEFie/lOwQZkxr1tu1P2LKrEfs/py29K5TetpI6HyXcIpMX4m310z4a31unwfu7SqsVpp80nIEykG+02t0HbsewudFcrQVrwO4RCxg39/roWXl6OlpaJQ9gDWvCqHX+0pKCTSvASB1IhurHVxPias8g2wnIEwI+Kcl81SJWiDJRMN/qbf6cVHOLLFYf9b5N+dmJSuAZDywQeh4cW+mvT6tFuSpAieIzTZd3HQIlaoMlhIAzMFqFc9US5H5LssTWhWckSZNffAMgBHwpe0tqyWAAAAdBss1aDo6xar35u+mfBr6s0GFqgorXonBc4rrLTBoVQserf0oWVRmxAiOrjNTxmUeO57PIscIhaYVORdureXe2ikmYVCtPBdveW6ymh7cVodolaJyVdj2Kkxd79OkooLJm8woG8sO3FcqHmAq5a28okAZmVYlLGK7Lm39grSAZAD+kycgSZamulrXaYAMt3E7hFLGPiS/+MLkxlSBEC8ZOQlzvim0VdIlz0uEu4HuVHCmO4RC0pe5319E2u4RCxgxtUxN6PpVYMVX0UNK7Xc9hC8GF53WvCQIbiTpq5wIEze2UocTebG6COwRCZg1yq1erS2zdlfYx7EQZsZdrxKErySYN1akL5V6F6iogwo3QHR5uLu1n8MqpWsf0OCD5uJ50NE136EbkizC87nfhdnvtyTkqzF1O6oEjUmkJa3No+IRVlYdjrfiZQwIMrrWsZLMbzplfNBtxi506vVYGOKdVHYsAyG0gMMiIKkHRBERXxLcuSwADoBwiu9LG0ZaTBhi3O5y0VQoyAmKLO4qWVoEQLL231oqX/uAAAAdBLEWxdLRcKnrm0AAGQjYVC2rpK6wg/pF7FrXNpc7vUX7EmDUrQJbctS5tEYOoYeZewSqUJor2WBihCHIyi59Zqt7pinPJE7mlNYqQLsZQ6kGJh0TmsJyEOKLtlUmqEYlvVVmnFe6yneaf8vXgxLa3WlYBkANuMtCoU6tMEuVHCZhlIVvJyHXYlaoSR/S71q/dMZzZKooyUCWZ4nFaREUIoUcFq3s/gYBZucT/uxKsSG5vwPYtYzafGJCwvuAXmi8GMGQFq9VmFUvnc/Elap28B5gyl7Q5UuAse/9lPiaUU6Obc322uK0LSlC4e1+rTB/o/1TT48S7+0xN61JMAmSF/fhfEhHKwYkt0raA5jaTkCZUNebtMSUCdAYivhHX7GhcDbfne5RekwX6RX1Xy3oRzm0StE5LtMFT2uGtmURAmeX9UhL0dwnRpfUEq93aVroQLw5DhxRK0NEtRKFlSGx96//AFLkFiFZThtHN2LbL7tAy6tMNXu059TEQpe3s39eW+PEovt5bqHUqYmFRPduEqDz/r5OeLdv7OJAlBZ3sCRRkAP7MdwgzaMGuBZuSTBcqf7MJABJ6CAG99Tdkv5UtKOVK/2ZijyVPuigKAJjP0gvq0UZKB9WJA6kCCxOgb+lcYOSv9sRg6BhLfHiUT0X6q7qnNjNdlnYNKwYX1di0bB1Sl3pt3T9P6UZQwIMD24ViuksswqN4nfkzfVLbAkSou2u3bfa7vuqpbQaqtZaIdSA+4/pTIH6kdUEJyBMpXW5tOyy1awC0vt0VTDVbtOfWYvlQ0qGVS/MG5Omr+sLf02lH6K7MVk7okddd6J6Jsdt/cEXtXziQBAQwzBjsEUsZhrzcGhIAzJyE+MUvkq7LrhUsoxG9YqV2MWvsKLySXUooCr3wDIAH5kkD5QkAgHqf6CIzERxQxR4+KXoniMp0pna7AvKL0XU7c2aFrrug0LEVMOkW1H5K3lPiVB0oC0S/U+hlK7MU7O4pSUV7pAsxz9K1mDTRTMW+pxVKagfTJVjsEUsYuTMbn5/aspQ6i7dT6TE3BElLkIFqWV06Trc5t8zfYysETqZfSUTWXJeV56B8kzBVJMo1X36/T+g2RX5MIK0HRRMXUnJQvNolSIoAEdgiFjKE37G15aiBgE5PsxN5TwJzeYV3evN4zBVJMFtr2h+ix3CIWMN9xYN0SCYlyzClIlaoABHO9vUJ+2O4RC0wqdbW6tGIUEkyhDfezx2FaEmYZN87WvAMhMTYXcVJKadPNubR01oVltAF6JAABkBltZgozJiWI/b8sUUtqj/AOa8L6Jx22CtczA99nQBZub/AFtnwp9bWlVQrHACDnwYy7XlUkorFdYX6Nl+PE5CVf5ri/ouzGHKoL7xHzUJVK0C8+pjsEQsZQjXOz/dEQIoUTGP0qlFWlZin12iuVpmQ3RR2iGI7793CFpous7zpEStUXJZii7nd1xHvIChAsxKOKSzvKHWmpVQaml6OaWd5RfWlKyy9yhKLpmFp0LqfvbbeCLksgOY22VLZ3REVOS+eLM7imw2KHCep4b8Wq5qnNph0C18bOHxITTyXhexUGbRSGAIjnShMwY8DP77CQBmZre/kvhSYZAb2b0X+gsU7oV0RcUV5XJEvDtkqy9y7blIL0oyqnxOvlUhaXK5vQPFAAyA2Yy7VkiStAiBY7BFJMwqi65rTHdUUkzCJvbXtbYehlFy0F1ZYLnfsSE6UJ9hMKORf1bY6B1yaJUidqwgEQUovRIQD8uTkpJmF6M/3Q8hKQbsSznovAxHaTkTBhkRHmFtUU8z2xHD5leG+wVIWmDC83LZu228sKiUiXDcB2iVG9tdvSckWX4lypUJKlxIQBdMqW4HN2jKHXIx8qqW0zCDKn+grq9aQXhfDckNzvypSUUise7RqUc5ssAAGQGUvyS9HMbFJ6HVMrbuvgSXALiao96DkviaPW7gl/8ApZhrdFWhUzePSzoz2zBDKgbchtAAGQ+dxTdK16tEUIgUTEvopMwyaKRsTEq7lJfdo5LzeLhXZg7vz2fC16y0AAGQHATkCYyPin55qkekUXIybbedTTDI1wC9EWAADIbH8eLVfReDGNlTl7yoaa1H9BkA9RAAOBlDjIxa0TtXZZSlvfEpSvtGwADYAAMgPmXOlCfYTB6irO3kE5CLf/nZ9JafFt1aox71vdFg2Y7wFHWYav8A+q/Nm2u4RSxnxRbsrZpv7/SmUPY/eungxPO2tNuJdnzqrmA5U7a6ytrtwXVb0r/RhOQiOrjNfncU3RPVpWgRAvkqir0AEOUpTfYln9NhIAJPQS9XvVrfSUc6V2uiuMmgAAyAy4FvyuZHj4hElCM7m59l1rF92ndKaRUkpq3Rb+k8ZaEqmFTRSvzhOQJlALubW8u9tNLTCjTQuy5i7ilP+4UG7KTCgrVl5D1I/cIlCJ0XbkOvESB1IEe+pOrRGDqGH9GPdz0JzaXJkyBubNByHzlqlkIiLpUDy7k3iFZUgRAsMppFefl5iGxB1YQ4ir3hxST4r2Rpv7fSma8R6JMsT7rNw7d1sGFT1JMODqgAAyAyH1QDL8XvJFZ09ZhqiiZt3R+eLT5jfjf7vyjag6tAcx5pIEN1Y6uIcVV7w4oeiNN/aelMzxJ9FWbm9uts+F93aLhqvaCpB0QQKB/QjuEQtHvO41oIPinmjE+rwUWh1LW7SQBmYDmPJ647zrWZVzUQeTQNeJd5ibt0kwTu2oPw2MUTNRP87+yT4YnvsYwYWr2gAAyHAcVVPi0nxa+iNPiW9Kmm/t9KZrv/ANsT/wAg+00X+tgm4f1tafCr6s0GFq9oKkXosyH9F4piStS9WioFQLxYxsqDKAVqUcRIHUgRsVUJ8UW7K2n+d+iqsNFzdbpWuhAMyflT0Mwf75axuxQVJSgReIsq9SBDfX90Rw44VpReizITIfm9jscYqr867BFLGUXI17O7cT2onc0vxKuyBRPiW9Kmi4ly4Bq4CMxPgyzZu8ShE6LAAPmbcMmbPMBV1fidLXbk+lYMKn7yWi0ovRfODAnIGO6oubQW3WHwLksve+rTKHLqdQyYfluG522P5WMcpXEz0CK7PjCF7eLUp8u9mvt3KdI+FQUzCvrp4XoV3DGIgfFt7Jx33GmI4sUMuwXIX0fMYxvAE9WlahEC/KWvoQtFpezxO8voFS60gb4q1PaAADITGI7hSkw1ZrTnzY/lmIfRVKE0VeVifHdWkc6UJmCXkz+rbHsVBm0OMH2HTEdXQMvSX3s2papR3p6t5YRQY3SYHo/FUjJa/G6h1KtOeEf3Rpbc1raKZRhlq59W+Y5WYoey/KkA9RsxTAUNMB+X2/5b1T0XyichKBrte2YlsqsvVpWNCBYehlKl7ybowBQgxHKUlF9WiUAUFPeUYYU8Fl5VtKIWmWJf2WfDWt1ulNe7XuJ2u4RSxikMARLHCIWmDXKrM9W87GONGjqzTA+B2qf5AOC5XjexU6xi7gntSYNAFL+/yu9Xe6Njnf3BF7F6zCjRc6flT2KgzaU3i7gqr0Ftr2onc0ONrgxq+qNAcxwYl+ierRLqalCao7C69FXmu3IS99FRMwaZ3/8AHFkOK5NaFZVa2GzR1njxTeqpAAAAOg821xWhaUIWY2v3S+ro6dyxSSASMj5xOQlGb2u/CSAMyYbi/KmJQO5/E0xTZVafVpWuhAvyuKRluV0Bmq+7ougSqtal5S6klw6cmg3/AKlYAQOZzP5Pa+hC0YaUNtvNphU0J/LR3CIWMTEuz9mSHhepHYFoEUdAIVBGRHA7hELGJU2JtLvyWGmpE7ZgF722NYqEBtnO+/8A9EmG5Xv5pAPnO6oM2iZ4m3Wexfkb3JyqTulSBEC8BIUEmANiW9kiqFGQGy3x4lF+WexU7vyx11rD/mxIXqqbLv8ANeE9FgQEg8LJe7d+mCi//eiCwd/AyhhkRAABkBMa+lAvvMOgSoDZi6y6gr1Ezvu8OnQIiCtQollGp9aNpaIjjm7/ADV9G+iKEUKPkLrtPgTm8op0c25tw2prQrMMcl0Hqu2jx3u/y2JGq5F/LHOlCZhOwv6tCchMLm9zv5z0K7hj9RusKABe4ymvQPduHUNWWy9Ojp3CVuHTOWHJCZgx/i+RJAisGGYPA/PFp+WXc6mmGtRaBqlzu9TN2pMKmilfr5AJBPUcSc8W224nDXa/2N1l9qtRy/dKhprUeaSBGxFS9XjY5P2AtHxtvosfW7KrMdTStAiBeBv9b+WjC1BtUxTA1hRFGQ/Baf8AVPttRbEKtEwQR/OuoFsXB1CFa6lz0xKtb63hQ/GhuE/638sJCjMmAtcfZJcBvqk/Bk/1b/JuwQRUNza37ePrjPw8j5y2xUio1nit/wClgGQg8eLPsv4GTkCYmJR9lHPFP8k7BFJiKbG1v2+Qn+qf8quu0ZKvNzEp5635tsJyBMwvi1v7/gj0JZCl1HNG1iYJwzv8i7hBmYqm4637fJT/AFL/AIyYPkLhptR9uIOmlpQumlfwU9DKKQ4f0aC16OVvNfuiurjMecSAIBv31Hs4b7hSIpzUHgHLF/jOcz+QsXWhEofUuk9y7MSdTIkAyH4KehmD6PCAwyIj0vSddH/ayq9X5dGjnJCZgrS6sG8vne/skAAGQ4cf0SAqigEw4iv3gIIBHQ7G5YtfxnoZ1+RvVkO9SDG1aJQrO5uf8GMwfV9tlCWR2uoRgw1iYN9Fv8N5TsbH0J0HdFAUADhvNgUbqWpczortFwyDrm0FaDou27lenmAjoCM/yDcVZ6tH4OehmD6vwEZiYnCsj60mDxOvwP5D5lDplFO7HGy54leHE8nQ+ZdQ2euo5NFxTJyuSJYj81b+pT0MwfV9t1m7XPKa736IFjU3t1tiYLJwxb5DSNefDi+SCDoPLzl96diZMYiIid51zDPYwydf6eJAhtQdWnxKnkgLRrb+qpKN5lnbtwve/wA3iuyL02ZgTeJ9whuT7ob658Svs03/ALI03znpVNV32Q7/AN1m5vt730xcHUsFaL0UD8AAy/DXdjjVX5CxmVM1XMzLEv1YJBhvvdmi0IvRYAB0HDhf1bPKdwi5tExVTtpU+TmIbEHVhDfX90+ISb/2raby70qmd/2rL1u0c2i0uV52zEg1r3tAtunMrMEmt21Tdp9omQmQ/pM2ovVoly/Fu/Wb9/SqA5gEjL5fCfq2eTnP/wCS7FmEA36zf1/dN+k3vsjTeWelcBu9lmm49Xhqf1tm493aDDpBh6/aCtB0WZAcGK7InaJi0DJGxSCqYB+q/wBKuodSIMPV7TDJpuf5jGYkp4FmAbO1oXUdSIbq/unxKTf+yNN7b6VTO/7Vmm/1cTcuets+GHqzQ4auJh606LAijoBMh52K7IOghExSotJyWYVAtXl5j+jAADn7/I5iGxB1aG9PfOb/ANkaa3IzFczu+0TTd6vLcHr6vMHQvigorgrQdFmQ8h7FTu+QxX6UTsEttFQl7vewCLFTElYgIQBjx3awmaSi4WrLb8vAnN5TSytrdsz+ZEgRsRUvV4uKRnCr88TlGxKBtKeJol/PS66ZqWG6sdWhvSb/ANkYzXZ6JP8AN7LNFh6vDT7u0FCQVp9sAA6AbTYikAnY5yQmYLsPl4nN8WiQefjOyDoIQDGK1qWM3rW9W0JKOSd2rjJAlz6biapRSqD8ysR3PJ9Inwf32MYuFqEFKB9QX5BnCDNjFvRujeRnGsRerAQ4hJ8T7I013elcxbXSnCFejzFUhay5eU0IUVmgqQdFgAHQeTibd1UTES6/mzxcEocMW2XcqmmD5UDyichKTvsWz/IYz9kHQbMe/RZTQXyZ+SzC97gdvE7BFLGZvif4SbhN1olBZc0b+heduJb7Vj00mJfurNDNmsOJq958Sk37elTTXd6Vz/yD7QJZ+54aFPVmgoT2gRR0AmWy+kXJkYpxNPLTqmi6/wDVGlYBkAPLx/7Il9WQAbbieVLTC8qF8q9i2VazBqFd/kMV+sm3GrzR4+JDZJVKU0JxEAjIjMQAAZD8+zENiDqwhvr+6b9JvvZGmuz0Sf5j9s02/fN03q8RFS9keFKF65RES27NFGhYK0HRYAB0HmJeHtKL5mKdFTxxwjWKKYhAAXZjf0ZT+kvk32aFlSaAXbm0wfRz7t8hied1e1lDDIiJSic1H5uSB1IhsQdWhvq95v1PaDDcfStoXvPak31/rVNeI9K4DifZYBifdYUv++Gu3/dm5f8A3ZuPexpuB6u0FCTcV/bAijoBABw5y6hLusGDrERFRcl83EvopaYKvRV5ZOQJlr235roiU3JMNQyOXdtmM/QlHOlfJIBlnJDMEGFRDfIYn9av8zzENiDqwhvr+8Q4qufFeyNN/Ye2qAXt7LNyepcz4WuDDVe0FaewgAHyQ4GsVerRbFbowPm49JX2DzHcVqWmm3E8+1ZWCqAHZj+VMp/SX5BxmpEoV0TJ/KxpAKRDqQH8wspZmzVys+Ff1uafCL6u0GGqEFNY6JMgJl85bq0HTKEWy3nm0bCJKHYMa7PLZ1TmxhxSHopeG2/0ri55DPy7Tvb9B7Y2LVOSLKL1uGzE0m5Yi6UA+UBB5bHsRO5oCCOCyhLebRVCKAP6Sxj8gi9WlKCpAs6zEDS6N5TZlTpi4bnqtbVC6JaqKsd1QZtAQR5bhjimWKiUpMGmbu/RfILqOpAhxFXvEsV1zXyiwByJ2E5KSZher2tC728qun3TE0qlXu8qGVQH9Lr48d/xtxZ7IOg8p2CqSZhULO1zS7O+8IOiwDJQB5d+GLvrQ5NBRa7f5WiqFAA4rcQqeFfE00XWc3fTBhU9SWgprHRIqhRkBwYywoqwPbevg8IiWGi5lseZ3Xc+xJgy2Tx2CKWMoQu++fZjX01afVogNmSLyRYAAMgMhH/zYoL6JsewIuoxWDAEf0rar0371VzWDG1w4rXyrQmJSS+u0+Xin1MKo2JqROswK8mf3+UFAW4vsxNr71UqiElRqHDd/nxQT0WErSnsBKU39xtbpMU+imYZNFUxh7U+6IoRAIbk1hZjM3uCLKEFaBdlVOh2b7thAPUf0uUU9QIAB0HmNg1dy7NMWiIqoiyisV1hflSclJMwq62a5uG99FJMwSaU1+rTGOXdaVlKBECx/wDPiQvomzEo5ZHTqsC3Xd/gErrVBksFaBy/7v6qegver/LY125IvrKk0VquxBZqJfa6K4yaAACChRaX2AAEkdT/AGK1aswb/wCAVmOm2m/eWMn9jE5CVWrZ27LrVqTU0qfeIGj3M7aKZbQ1a7wuS0Q6kB2Mjm5npiYplYJcn9Iu4rUs0pt3q6vogIOw2IpAPk2XKk+KOtQU67cY+imYVNFMJyEctirsh2iWkqFpSVVitZjXLstSSoFa1Bl76RpHcZWgRIg395b9i/0jiSbr1qWKoUADhtsWpdTRWDqCPlgR02X3imIwdQwlt6Vd0DBgCOh2YpyuSJ3NKEZLubSxwiFoiG1wzQcb56Tp6yinq782n6uKHsmxiFBJi6sTiv4EJCjmcgJicSSuhJQgppmFGotY0uxQTpzmCQ87XljitZSjHN36y86aWMwi6aB/SFrhK2aYJORc9W4rEFiFTMHmoZPb5Dfqbt3GIAzMXEu13TwTMAZxne1squn3S03Ufv1FphUYWsWhOQJnezO3/Cz9GiaC51NzZoi6UA2ag2JZj0WUr1dpjX7UlFejycTeEUgdZgOdRaE5Cd+bN2iIl2s21dGgoZ+dzZxED4k/akIzBEWh+3XkkxSKlarDeiKFTxSupi2u3YVDAg8wYAAAB0EutFWUBzH1ckCC5D0b8Wxra2SuIoVAONeWNbz3bQhMwqdX9WmLbTTMMmpVl5LMtSxECAATEt/5KylclmKfRS0wlXIO0xblmVFlKaF1NPii14RRCQBmeUoXXc/tHsVJVqsxZL+VbSqK79WmGASiDOzmeQmJfSn8tKl0IF2VVaC210Vxk0SpE7V4SAeo+rsQoJlLDEuxaWUJoJCzDktV+GkhRmTHxTa1CLBxd+P4CchEtV+3af8AW+SzqvUgQEEZg5jhxraaJTiVFS+rS4vbaiNAAoAEp8d7vHYIJVlZiyzR7BWMzL1e2svEuZ0CIsTDhH19Wl3Opph20W5tAr39/hWbm2m07ntiUc9bnU0FYFhfysa+mqUoXUF9hAPUfTSQozJisHGYPyuK5UNMGipTLHNp0JK0CIF/DXQu4Ddk5Pix7JsxN5TJU7zMKbM218FHPGPtJCjMmYm93Q6OyYNAlC7V8WMY/bw3XpT3Tf2v2VTLFP7LPhrj1ugwafvJaABRkBw3jXciRa0TtWBW+M1aeUMqdqXdSkRGdtdv/Sy6hy4esxKP3OdTQiAAdBlsygRPYeZ0jXZnSk0asUAx1fS3YIpYzK6/n2LKwVQBjtZQ6kGYbNLnq+VxTqKWWUb25AnRIlaouS/RXJAzAzinMfSCcgTMGO9/eE5AmI2u5n/6WVpoXgp5Y19t1Js6tksxmS0BFlQ01qNuG8Tu/CUVuoBgAHkmtziQ/pwZD5E7HuVJpe7u8CwBakmF5lrPu+lvnfdoHYsAAGQ4emO4iyjqQIb6l6vEdXGa8L3Inc0OKX9iM0N9/pVKdZXOza7BBmTNb3dg0rEwy9X8RmFOi56/w+7lU0wf6CzFPopmDp0IGbh7cd/zwYqprdMAyAGy9tFTGYZcqV+inoZhk6u3NtmKPRB1aIulQPpV76EJmGTRX/J24q45ipOsQEIAdi88a3A2YBym6vfvfTBg0/eS0+FpgAUZAcBGYIiYZE/kwADoAOHE+K1EgAAyGx+WOT8PYZqRKzdTmgSPW74lVeAZDhxXgeuyA5gHixXjZK4BkAPopEw/JnWGU/5bmf6KTkIlz2XcuyE5CLigbdO1/wDNcE9F2E5CPiWclav+2mCTN2dth5CYbxO78JsRerAQ4qr74rB1BHmYhCyhl6rKXDpsbx45R7fiKEHEu8BzHDem8qKyhXSoB+FmCqSZQpdzcfo7tucV/DS9+iJ1aIgRAvyTMFGZhxa9EUtN9e3SqZYtvZZUGCAOcz5+KJWhph1C0rMU+iqUVBtP2rsdtKkzC9C/q2wgEEHoZZTlSVqEoTRWF2Yl9FcoTRWBwXozqAraYmDT9+bQYer7IAAMgPNtrdG10zf3tyFUop0Zs3f8jl9fttFYmGqL5u/mOodSrQAKAB9HvoFyyjDCr1LN8kTkCTEPxKNqiIqcl+SxSlqGiYpRV6lpqOKvC9FWABRkBsxZyplQyRRxL/nu1fsT8mssyOlObR00Uszc2mGXTSv1skCCxD0YeXiXJypTq0qQIgX5S62ur/mYJGyZ29duM7BFOY4XXUpERAihR+S3WkEInNpVUEHu0xnYFijIfWrbwp0JzeLSW52GNh0lDEgq3VfJvuFKRBfm10os3lefyT3ov8mZXWdfAJdWoZKlgGQAG10DoVMrp0fvP5UehmF8TOzd2y/xXov04nIQ4pj2ITM8U3oFmjE+ryqm1Xzd8+AEHgxT6KZgqeWtuuwzD/vba9qJ3GHGJ+wFpv726VSg3dbdr0K7hmhACGYHsb5B3CKWMUvf/CRKUTpCcgTKAXdrT+YXIVO8SU3raInjxbey/Qs4CD5ZOQJmGJYMeK05IxmF5U8GMBd0SVroQDZe+lOXcZWuhANr1I/csCKvQAcWJfRSZhk0U8YPk3DVUwmG50jZiX6Ivc0rQIgX8xtwYZ9aHSZRTuV+gswVSTHd73Ve1ZQCl7J5eKvCjQswtqOuleF7kTul+K1VkKkT4kp6LKUdO9tW1/8AWJsYhVJMrBd9Z8nFatw2iUYk1rotWANiXDNyTiO0HKDjMw3V0hOQJlGb2Nb+eveisFJ4bneu5T+z5LG/oTCoWbW0oGu534Cyr1IEfE1J1aLiqmbgu1bs6JRhgnN+bR1CYtOHcJr1y8B7USAZDgxWaOlsOKQLAHv5uNKe0AyHlEA9QDxkcIPG7bnF8+jS59eVSStAiBfzzEvu05dxlFARc25tw4pc6GlDaqV+RIBmJfTXpHVpWgRAOBsKHcs7RMPWnRYK06heJ/Hi1H28XP4vhIBGREWlF6L8qRlwA8VlSW8mldKVdv51ntfx4pV9E4HvbfhE2MM1ImD7COMkDqRFsV8wvlKN9fq9E8tbyLyjyy1UWUJ1durfQiOAHKA5/njnShaYbMpqaWMEQtMMzm/V6Ntw3N3fbdctSzAeN3fYZg+j/wDPDibHRPAIKL35tZBgvd4laoMl8i+8owRObS576urTDEGkaZe/RE7pWuhAPJuoWyJhgvN2LfRSMuAH87xH6DSgg0rMa/g0L1mGp0IC3dsPQzCdG2OclJAhQ6WttmDTTRsc5KTMF+lws6r3GNja4mLV3C6fJvrcXq6Sqnq9vNopeh2RVz9pRWUzZ+bn6QD5JHADmOC29Uhe/uCiUvvE/NCMwRBRenJHAWJQPi/fTwYTq67cXmaSFlAIpXZe2mlphl00Lw2UCxwzRa0Xos0j6mdgMHkEbV22PoQtKaC+V3rCcgZhewn81JAGZmFYNbZwfpYs+z8WLPYnq0AyAH13pAfIOwdRtxv6UQZIBLnLtukiKEUKPzS25U/loUd1Jt5L9swahaeB0D8LZ5HKU1Obddv1wjLgB4zsXbjeiR7/ANlXNpTUEHu35o9xdilMroCc28TTEnKkykZVKPwcjgBygOfATltGx7kr6zE67KySNKzCoq1fmmJdvCi/uldYRchsxP7Fg5D6pdidLaEGbSi13ch/NdXNqlWyXiIzhGW17UTuM+MSHFP6VGb+3/alNjv3rlsAzOy6wlt1X3SuhU59zRxqQiYL9Ir+aXprSUPrTY/jxSL9v1S99CfyYAEGlfE7SuvQv87MxtR1ftjWonc01rp1Zw3s/KpJoxP3yi1y5R+u0mZzOZjhI2bhMySIFA6ADhGxv8WK1no0BBGzC99v5q53Fuv9jQOGXMSjx3O/0o2oDkWgIPk2s114VP2yqsJsvsbMIndCjUMjaoJiX3dUoVtGS/8AbSyhEqZpg0axfH0gAEJyEo8d7vsJ4QfQ8JGcIy4AM4BltZQ4yYTU2FfJuaQ2poLBpg+wv7/mroHUq0GEZelmSytBWgX6Q7hFzMOtxqdtCREoftiDdOFHQ7cTfuiBDi641yKucTFanClNmLLCklZhHVE9WaV2BxCclJMqdQWsbm0VGtcO+y4m+8IsRQigTGOX8CylNFQGy12sbRVKkFaBYTxg5jiyEymQ4nRXXJp8FXFUIAB/T7eO46uxIiG9tb9sAAGQGU7rh/67LXFSFjKajiXNrzF6EpKzC0ZIGed+K/hdmK8emv7orPhM1KSq9/SqXm81EtkqzDUotatAwJmKu0LkvdMNTu0lz6KmaYUG59liF0IiVhBksJy2EWbwdNMA9TsIz2j+rwS9zJ7tFAUASxwiypCq5nuMJyEctir9I7Z4a0gDX3y59CShNCc+47LWAxQLRM8Q+rokAAlybxCsWizSA7xEVOSwUE3GxzsvQ2VFZRSKU4CczsAzPAdg/q9nFOOj4lOinU0rRu+zrsxrlKphKRUkx79EWYarc1ZtKgbn3jbbcOlrhmgAUZAeWdo4DsBAEzmczmczmf8AVN+FW6VYVK9r1K7AtsNKm3XsAAGQ84naOAnyR/X529IDnsJyHkgZn+wSMuAGE57AJlwZTL+wyOEDM/2WRnCMuAH+zCOAHKD+wSYPJInTgB/r8nIeaRtAzP8AX5OZ2AZnzCJlB/Xx2j8dz/LidoHBmYOEwH8TymXyztk4/FjtHATxHaM/rzuqLm0GKX2aI6vzX6TfcOiAs0TFMzhWXbVcLSQPT8SJzPETkNo4SMtgGX15l393/osyGWUyCXgL0b6Q7tY+hIlap0ltOba05NEu/a40tHOSEzBdG/ETwA7SczsAzPHkOv165tFZMoTRVLLQn8mVp1d+76Pe57E7pTWK12CPWr9ZeHor91mB/S/EiOAHKE57R+CdJfcDaqQbx+ngESpU+j32aBy5tKKtAzbm3Di+irDQV518olxDaX/EyMuEfglxcL4I1b6C1zzB0jv+kWuK1zlKEnW/E/jxSj7dj1q4yaaLae06liXq3Lt/EiOAHKA5/gl7m59ykFD+rw0P6WtKXLZq3cPnhnmeN2CKWMQG99bdsJA6mDYSB1M3idNUJyEww1O7x2CKWMrsFi5jY9KP1mi6vsbUsGI9HX8RIzhGXAD9B1r7j5feJ7jZn5DdJg08bvsexUGZlAJLP930QkAZmc8S/skd9ACJPhy/N2mGJFrJLmfkqQYYtzd4lQbE5J2rMS+iqUAJVMZbmgVZT/iw0a23VrlRJQFoSAMzEG+fWe38JzEz25mA8OXADlB87Y4qWBHu5uxUe0fCoFLAmUEmoavMe8KdKDU0ffaNbOEmDvd3KtCQozJhxSZ6UzaCy7/agu8ehxkdttjO+iqbhSwCf9tL8Vo8CdZhEfm9nkEZqQJUz0KUKFoHvftQLEo56nbV9EJABJnPEv7JAAoyAgH+Yky5wiFphE6u3VtlraEJmEXJC0vLX3BFgwv3uTFpU4r3CzFnTRMLSSA77LSXcJAABkPwgnyAeAjgA88kKMyYCCNl7vdboriDJQD5Sf57y3ose5E6zJ7+beFIBkNhvG/FUe1E7miOHXNdl9y0rMNcbdl17uxFfRYhJQEzE2btOXUzDU6Fzbm0xaPagVJRSKEl9z32TCYUp43jsEUsYhfE3hvQbMVbu6phUcp4pfelSaE6zDYX97/T2YKMzCXv/hIihFAGx3CKSYqtiW1NySdFhvtbkiS836BrlVVw0Zt4YEUEkCHkDML3tLQb7SnoswjdUlj6ElCHubqfwgnaATMplwg+h4SMoPLe5EjX29VqlF4tHs229jdaKkiqFAAmIs0Jy7jKE0J5WKvdM1CRA61AFwsRqkbmjf8A9oCCARsYhQTEtd72Kd0vRVyTudpSm7rCx2CITFL3269Mpr0CYu4/pJ1lOGyHj2P48WF9F2EgTG35oVSYKgKgePYqd0vuNzLUsqRKUhvHRBqj1PibSrHthoda/HbMNhuetvp5OQjOL7dOrJIAAABsd1RdTRA17635JAVWAgzKYzokXpssOVbGYNMkLzC9GaXf48SrfdP1Lv4X8IJyG0D1PCRwDz8TcU8Cd8ooCDU/N5dv9YFcopKAlubHZfbukmFq0LqPc2xBvry/ovl4zU9yIsqoCc28TS7SKzqmGBFI2YywsRSkpqXDVTDIbXNzx7lSYlnYKG6NAUorAMuvc1lk5LMHTkut+u21HS/eouqby9+lemLQx52uWl1IeoosSm/IKXiUKObZsZdQ5uD1xMN62uWigAZAQKASR1MdA4yMAyH08jMQ4NJuLU7HmrEp1UNHtDrptQrEpDdl0GE93gotRxobNdmK5217XUOpUxECJpEK20OdA1LCjt47ZQmlPwg7AMzxkZ/I2uK0LTDIWY3Pw4mh3dWSZYr3WXX3r4GXm0oTRWB5bMBjY+JReS+JoqPYQ1v/AEuy+zd1zDU896/dMWGNJCRBcyBMtAiUqkvo30TCr1clzHrVwBAMh+AkAx8MjfxCl6dr5wXunJ0i4lGhRXtVwenE/juC+i/hYhGfGRtHm2g33hPRYAAMpmOL9fF/wnmPSj82iVonau0gHqPw1qUbqs+G09jzK9ejBob3Tk6RL0fY7aVJmF6M/wB34Qdo8sesJyi2I3JW8o8gZRaFZ27naCu1+bvphwvs7ShyykN1HBe4RCZg0yr1erfkL0o81PRyfxJMS+aAL+6VrpQD8LB4WYKMzDiWXmyELFYOoIjsEUs0F5sbKsRhYvi1RDmM5iebIswyA3My8l2XYla+XVoLbj0SJdm2l10txP2GYBFyZ9j2fsTm0rTQvBZUtndAABkPyJ0DqQZXhStuon6qSACT0ER1sGa7SQASeglLu/Vcl+QOwkAZmG8scq1zjG5fFEbUoOzFW8xUk0515GYPoyzGZu61RKwigS45LKxkgmLOmmU3qiBURmjPcyE9kwdfW19lmRvTiIzBEoF9BbJNUAvs7skiVhPIbEqLgnmkgDMwHMcK2qzlPoJsAORgIO1nVe4gQ4mr3gIYZg/jhGYlQ3NxT0baSb30jsgAAyHE96JK3V11LCQIbx+wFol4c6SCuwkAEnoJ8UjdkZLn7n0zDX5IQ8uttI+2VghADGZr7tK8liKKwAJa+SGVLpQCOwVSTMKNWdrdWlzhEJmFQrVCQcZHvVf5MRC7a32EA9RAAOgAlg1IRKrzSuhkaar7ei6JXSE/lvkWVXxYC/t83Fc6GmE/QXgdzY2hJXWK1yHyoIPQ7HYIpZpW62LqWEgDMmJcj8l2XXpVK7ldA3Ax3luSy2hlzdHlF4eol/TrDa93Krkv3RMMvVyXlwRKukwy6aR+AkgQHMbdS59RsdgiljKr3e3pkvyt3LS2x2Nj6EiKEUDhF5+KZPSGw3NknT3iUIsrQVrkI9xuu0dViqFGQEv7k2YxyE0L1aYWgVLMTeKklFK1IbXlSGx96/8A1MQdFRMw9YSuO4Tm0QG0hj0EBImLOaBPVoq3ooVSsFDOwa5s4TLKFc5xKUSAcOQ+Suu0+Bebyind9ebHzcT+g0o5UrtZ2ubQnJYiBFyXywQwzB2a11ac9uJxQqmGv3yR3CKWMpa219fRNmKvPYkwiFK+cJyEdxe+XRIAEXIcgJfcbn3aTDUClJc4rQtKqNfjtl1SLXyGmVZ6Fz2Yu7pWnVpRTukljrWhLSlddxDnSsD1p6gR8VUsqb4l9X7PqbuzEpXKrXS3dP5ruElyOUZ3b/hZQCKV2X2btIMP2szHXBMSxZ0qiV6flbl1IRLnIQL+5pWgReExFa+9vaUIN+4+2EgDMy+8lWFUwCZIXj2LWM2lQZ21vLHCIWlCm202vC2QJio1+JzMZGttybkiwDITEoXpIEF1hQBU5xKSedvOAZbE8d5PtwgfL3WlfAgzYyinR4m5v52K/QaVfprscm59CdB1iIEAA8jMdNuMtblUnUyhN3WBMTboSYWtjdr2WuEQtKUXdNa8wS5Ize8vJuuFSxQFAEvtFSSiknxvsvYuwqSW1MjIUXUqy2+520dsooWpdl2T4hVaX4pUGSc2iI92T2f9LHdUjs9q/akoodmLpNOK91iYX1sYvHpR+5YMNV7S9Q9gpSIgrQKv1JzpQmYNORfPunfjP+PNCeIky1Tc4X0Xav8AnvLeiQCOwVSTMMGuua08d1y0rFN9/siwtdQc3OtIpBAI8x+wyhjddq9F4sS5Wvl1aYWrdpHqcW66oKHfnc0NY3RRZSt9S6FSJRz1OdTQnKXobOQMRQqgCEAgg9DFQJ0EB4CM4QRL20pKU0JwAeU9yJ1i4lD5uQ6+fi/0JV+msuclt0krQIvE9rPeESCXWCpC0oD3271tljhELTCoXY3PHsVFzaIhxT7xuSwAKMgNlh31orHb1aYvsFS9WgGimYPo7tGvXoviiB8TbqfkiwDIS5wiShOrv3NLnCJKKCpLvzY7bqqm8TykJvi8DWP2jTBSvr4piX6IvVpUgRAvClRW939/qFVhe1vt2uNSETDOEpIbqsw6ZKX9W8120ITKAQmZ6nZacqmMwa5U7MY3Sv1aVIEQLse4A6VGpowv91lNhYlX5MNt67/FhIqhQAJeoalphTqoXzH5oZhajWvEQD1HEYTnxA8F1orWZ7+/+EmQmUyHl3luSpEoRJilG5lWe6X5vGfoy20VVShNI1N3HivfRWTMLXpTWerQkAZkzFubNH2RAFUAbMb0URbLX5VJpWXUklUYli0RQiAbGxZbUidZRVu092i6nxnTwwjMT4Mfe2mJWiLksRAi5DY9Ycg7HrDuG9thOQhZ7ezwj3l1ebqgYkyqhKxkuwnISgb25rfqt7/sXuMqQIm0kATSHxOronnWnXaqTpsxf6EpGmpRHfnoTm0AzxXvphIEuxR1hKpTXp8Tc3lraEZpgkZma1tl92lSEmBTkXbq2zEuEpaYUaaV+ZJzOwDOZCZQjLYODGlmuVFlFe7Tz3dU5sYNV7+yfOYwgKkpzxN2s9i8eN6JBeTyrSCp353dPtmKXsQQcGQ67VpRCWA8yxtb7sQ6ak9gJhlLM1rbcTZ/9JO5pUgRAvz2Xyj3ojhNjuEQtKUPe/dtJAGZnPEN7JLVAq5Dtlba0B8wzDcy7x3CCJm3iYTFqWpi3PaAlQlaCsTXusS/hiI7nVb0+2WhUxSN0WPiEWYo2vVq7VlWlKVhuaxtNXT1aXoEpC+rRVyQKJliPRli0Mz6rm1cF9u6XoTKnDoG+UO0DLadg6jgNals+AkAEnoJVYLFz2X3btJQ9ot02evG72dEWLR6udXG9iJ1MTEo76djuEUsZv7SwYLkkEuuWpc2mGua7z8f1SUIErA47rUQeKLiX6tVks+LrlKtbbvX+TufRWWmEB0F26tHJvsCL2wADlsY5AzC1MXa1/qVlmk6U5vL6MkD9XiHNAZ+tb/6LwYnPdSrSEGmXXqoI7mmHVlqAaO61jNoDmPKfPQZTeEqCjm8RGJ12bQAOg2ZDrkM9j1LYMniUJXzUS6sWoViYZujuWWKoUZKJb48Qi8d5AqaYPlQPkztA4CdgmYmYmczEzEzEzmKJKhF6tKaxUgWE5CIu/uLt2rO+/8AheEkAZmHEO+e6WUOXQ6oSAMzFxIe7Quy1wiEyg3v05LL0akB9cFxsyRIK0TN2mGXe3G7ZibNdoqErr6M/wD0ISACTM2xN0qQVoF896Fdwx8hqNd2tpkJoX2HymKRnpIWJv3QJp0Sqtal5fVXu1eCrm0rrCc+rS8Z0tBaTSgXmxlaBEA4CARkYcKkStE7RsKg9R5gRRzAAPm0eO5348Sc8ql6tAMgAPkyczsAzPAfKET/ACYkt6LsxL6U/lovYK0maUJA913YNAl4ejJ9ZMU35q7dPbZjHyUIOrRFzQIkRQgmKsZ23NUw1ApXZirjdaEWVIEQLMa+tlqSUUilAJimLutKytAiBRLbwg92mCTUWtaEgDMnIS+82f465TWKkA/JGUMCDErVBkuwjMESijdMT9BtOlCZhlypHFdYK1lCdXfuPyZO3pAc9pOZ8kS99FZMw16CrmYcUvRAWil8Tfz6LFVUHKIpvtLt2TkBHff3j7Fi52WD7BHdU5sZ/qr/AGWKqouQl+Jy8Cc2mGo0DU3dsxT6KTMBTmTa0xNu6rmDp62P1OxXC4l2ZYDdb/6LGpAqYLzaU2OiaFQ6oKHfnc0SvK1m/orFMN3piDSgHFulL6/lCM4RlwAwnaBMhMhMhMhMhMhsca71X0WGis9UlxWqo6Zhq93XMSdNJmHXRSoj2onWUaHudnOmb/8AbSsSn1c6ojrRe+qZ239PAkowoRyx23VC3kYihFCiPWr5FtuQ/o96GbEh/kCQBmTkI2LSVXJbzXyyOIeTX+s+y/x3omx0DoVMFFvQWeGJh0T+Y2FqZ9RWKoUZDYUU8yB/TeY4yQBmYrBhmp2OwRSzRXbE9h0pERqbgNRYNOk8WJtPoixa0XoJ2Y4BfMIzhGXAD5OWw1qXD+o+mPYidxiX1u2kH8kexE5tFIYAjZmNtmJRG0wEFQRCQBPimL8lzWDgfFhX0rAcxsxVhSvl3NKkcOulifu2Yq8pki90wuvqzbA73XZJyQbMW7MwpSUVbpMtmMYuy0rKaVoSV+Ny8xDaaWmDKLTHxNaTDK1lpucceYjM+oBRM+EjgByg+qHocpTT1e3m0QB8WWHRPyO2zQkvQirN+btKhprUS+zd1FphFd3LtsvfRUWlINkAyUATGPyCL1aUUBFBbrwXNpqYzCoX2E5CXHf3qixECKBHcIubSpPib2c9IAAMgMhL30VGYJlFUtxPpUNRmCUu7WvtVgMW7P8AtgZ7/wCEgAAyExnRE942HrbqsShE6Lxk58IOfAROnAD9DUgkgH5G/FdUqmCdShXo35G1auwYy/x4pE2Y1tbpVK0CIFhIUZkzE2G51rWVota5LGuHanNpSrPi2L/t2YnFCqYS97mMJAmLsLpksqUKgEe1Uml7O/wrMMBv3aPiFB0p4mj1uyM9swWlaNl3+W5UhwqlussRaaG0zDLopXa+GrZy7Si9X5Ls78Z/CeQTxg5jhI+iu2lSZg+jP77L79Dqi+cRmIlKJ2yjli7fySjx4l3ll37E5tLk0W1R7lT+Wgrew6rf+lmKBS1HVZndf6aEiVqi5LMMCLHDbFTe32xNGFSKr3HU/JZiatdOlYhxDKE06YlCpzbxNsfCqzlg0rqROSwgFSDEwqJsqrKMzE9dlia0KxRkoGx7ETuMvvL5InrKKVqSO2lCZhFOgu3VuM7QJkJltHERsA+hYl8k0+rRE0IFjtpQmUUh/wDK+0kKMyYcUnoC0+KH2PPil9UafFL6K0pcuCSpXZdicnCJzaGm4rztmFcuhDdy7HdUGbSywIhaYVCFLt1b8kSi9XbmApiVpSsxbm0KU6e8poCc+5uO3Ch31hisroSvycuEnIQGy/odKRMOi+7SrK3FFvRJnMUc9NXq0UAKAJnM+A7QOA8jsHUfSSchKxvri+zFHtT1aIoVQBsdwiFjEQ3+N+kOmtCegEpfeLqyl9qU82gyIBA67HzKHKUKTiVh5CYP95922XILEKxML97lgPybGHKuYnJaVRYOg+WfkhmE/QmIfRVMKmiqGUf5bmsmUymXATnsAzOzKZbDzOxZnM5nM5nszmfnO4RCxmGta1Sx+SxLdEXq0DJSgUtDi6pS4vvL+i7cf0QRBkgExXRa/VoihEAhU4m8/YsAyGx20IWmDTkXPVpiX0J/LShNFYH5TfXvU0xMNzDO+oj5cjMESi0UakeeLE2+yLAMpiW01ShNFQHETtHAdoGQ8vLa9iJ3Gb9m7Ej4l6+9Ijq66l2pcrsVGzGv0qWVIEQL8kyXWX+yxMMiy4IlTHKYBckO2+oWJEzCDVKf8lzPL30VEzCpoq24o9qfdNSIkrU3PvX9O3+g2qR+bLAANliO+JX7OMjgByg2HnsHnX3aPCvN5XR+63xNAMpjAWpmCRlQ7LTkjGYJCqlz1bZTnbimf0X5XHNlUF95SuipV4L201SlNFYExPjtSqDbeS9+o9k0Oo1gNolTK6Ar9eMqcuCSPp+YmYhsQdWhxNXvPiq4MZTBiKvvgdT0I+ZIznTgJz2DnB5tritC0oQ87X7uK9i7ipYBkoAl76KzMMmirjJC9SBGxNQ9Z8SW7EaGy/T2TDPY/Nxx5w2J6sIb6vV5a9D82nxS9ArQcxtu8d6JDyEw3jte3biX0VSisLSoMdQyETBHLVV6rMweX5QzqvUgQ4pOi5tN7c3SqZYg9WVZuHPW4w4VfV2nwS+rtFw1Q9IK0HRZpHsIaK26pPhqfshwSehYQ03pzSzVBinTlakTE1P0aAg/JZjhI4R5zf57/wD0XidwiEzDJ1durQ2IOrRzvr1Xqq8bAkEA5GLg/V3LRaUXosAA4znlMsW7+wgwrHvtaDC1QU1+iCCtPRRMhwYZtd7tLQSjATC1mqvJtt9L23L9m23DMbdaPplVIr59W/JXdU7jDex5Ik0XP3OFgwaeubRa0TtAHmkAx8NW8NN1HOptUTGDpaCrQEMMwfPJ2A8JHB0gPmXvorlCaEjOq9SBFdW6EHgxVhe0Iogqd+9tMtoqStjMAmVRbyCQIbUHVocVV7xMQjt5Ft7a9FS5tGe6l119DBxJWqdv5YzhBmxhte3lV0+6JQq838TfKPSjjJhCtuE6c0lN63LmvmnaOMjLgB8u/wAVyJLLGZtFUTDL1fxSygL406yttaA7Qqg5gDZjDyVB1aVLoQL5F1G8bvMTB1rBUg6IIAB0A8g6Ezc5CWX67gwUsiym1bkzH5gSAMzDcz8qlgpz52HVAMvliARkZZhija6JTig/J+TeYTmdgGZ8kjgBy8rEsUvWU1hF2WEBCTKOVY4UG+vL+i/KX0Pc/XJIlSImkTDcr7V/L3sVOsAe/m/hSABRkB81fhltlF7I26u8o7QMhtJyEBIgOfCRnCMtgHlYrJbqmg5iEgDMzPfvy7Bw3toqJmGTRT8mtylymx3CIWmDTkznq3zZvrDBdX4kSAMyYbi/KqJQBzc6m8t7VSA2OftWZP7iOHPRsp8N7WtNN6dGDwYj0dCsDq3Qg+XfQLR7NMNfz3VvdAQeh4ztA4CczsAzPHl5d9IuWKb6vDp1zRdd+qdKxECABeG+s2qBEXSgHyZwozLKcmmu9eqapunubO3kv2wAAZD5C3EpXFxha1V0bcTYWcIkw1z2Ofs4bkdyADkI9SB0RPkAQeQOzMZ5bXsVOsN7DokRw65j60zBFJMAa/m3JIqhRkB5RIEDF+gyEStU4iAYaEMCFejnYCCcgfJxdIdNXRpgLsnKNxk5nYBmeAnaPwDFWHlUnc0qoWsTSNl76F5dxjpoQJ1d5WgrQKOG52QAIMzMKSXfX3/IYbNr7WhOQlGduLZ9jnSpMwztdeW2UDJ3+tY19ISV2oyjS3lEwVjVqPmW0HVrrOTRL+eiwaW4XtROphxHoiFppxD9WCw4YN3uzSqgO7r0ZZUGCAPwk7RtJ2jgJyGwH61Y4RC0w1fW1+p4N8N+WcdsXEo15doDmNhGYIlSbte7aP8AWnz730VkzDJoqmKfRVMNXuqtj9hmBXJGl1mge7SlNCfWnG9xeg81j4ND2coqYlOjhoHxPqiw3XL1qgxVRgvr+8QXVno4gIOzr5uYmpR6iWvQ3J2i4ndNl3pFvtfsqmWIPqqwUMe+wxaEEAA29mO/hvKB2HnsHCTmdgGZ+jW2aB7tKXuN2lvk8V1RIcVUkruSzt24ghKjMNQFpAbhsJCEiDEuFyZG1yhCM3fuPnsd9eF6quz9bE/wm081Mov0IUXm8ppPe/NvrY/1vCakbqgm4q+yNhqm9J8L7O03Df7zQ0XL2WzPFiA4n2WZ4r2Wa8V9izVivZZqxfss1Yr2WZ4qZYqaL/W2bm//AHZuLfW6fC+9rQYNIuGqHpBWg6KIAUOQ7ePE8r6uMjLgz2AZ8J2j54uq9xES4O+Q4LL0r7ouKBYBlK57LAxXwZaoFtozdsmgIIBHyWM53JMqa0lSa79aZqm2+o2FfYQcWXlZiZjgxNu6rldgRdKKXePibkXN65hVyq1erbHsVO6Z23dPAswyBL3TaWAIBPM/WemN/wCV+hYvvq8gjhGXATtA+ae0ltFc3Dt32w4b13rQUv6XQ0P63RMMnVs2gAG2x23yIkWn/KzvMWudMr7Bsvy3TSjlSvyV1AuiYVFgAAyHyVis65K2mfDW+t0+F97GldGg5h24L8Mb3EStUXJZjSXtSqVoEQLHOlCZQmv/ACvsbljl2tUrOH+sv/q0+hYzosHTyCM4RlwA7DtHzTuXfdJK0CLkNlzEkIsRQigTEuRkidxlSaEA4KvHe77MTz0p6tAMgBHNnRIVufk+SrAMgBwPcQdKIWmeJb2WaMR6vEBCgMcz8qSB1IhvqXq8OKSfEk9lTGF8QeiSv4kv4+nC7hFJMGLri2I/aQeInJSTMKuu17TscakImFcDNG5NsX/JitY6L9cfnjF4SQCB8w5IQkSpxYufBjP0JVzrXbmJmOIjgByhOewDM/NNnkcpg+rFu7YTkCZQNRNnvsTx4hm9F4HOlCZh1yqjsEUsZQC7mw+SXUdSBDfX94isrjNSD5ecNiDqwhxFX3w4qqfGJ7NPiXPSppvb/Sqf+UfYTdXnrbPhT62tBhUgorHRIEUdAPJKKeoEWpE5qvFYmtCspqFSadt1C2fw0FFzcnt5REVFyX643+sXgsfQhaUglAW+ZdDQ5dOaxHFihhtxf6DSj9FYTwDiIzhGXCBkPmwoBJA5nZiSdGkdWiLpQCWHQhMwy6U/luDEntT7o+M9EWJa17hLfDAABkOM55HKbi09bYMInqWaDC1e0pp3RbjOeU/8qaL26vNw/rcZ8L7u0GFqgpr9EEFaeiiZD8a643/heB87nCei9YB80BubgB2PtxX6DSn9FOEbDAc+EjaB8934k+y7MTzKJ7wDIcCePEs3osGGqDatMxQCFHgOYB+bJA6nYSACTKLXttZv2fiyc8W+1yei9TEQIvzd6FtJG3FfoGV/pjYBnMpltJ2A8JEA+edtKEzDLkmr1bZ34sn7eBjkDMLzQtsxS6qDKTqqU/N4zqiLFGQmJcnKlOrSpBWgX8Wo/wBTbtRSCSep+fxX6MrGSCDhPADlAc/oWJ6Kn3QDIAbMMG1uzDLjddaETDI6Aq3zTsEUsYlzNczhC0a+9etUwRa21rW+XI/AKP17foItO+ZDMZ2Re0cJ4wcx9BerW6t7fRWUMMiIFCjIACY1+QQdWlFYqrC/i+G/Vt8zWJvEHVprT7hDYnqwhvrHrPifZGm+s/2TBf8AejCLcjdOLMcd40XK8xfNBE4SczsAzOwjaPwhqkZw56j8YwvW3/njzEzHSHPYQDMhDWjdVBhw1XtPhavaClF6JMtuQ4nrV5uXHbbMsR6MsyxPus31yd9UruR9mK7JiOdEqOarwkbBsO0f1BhOtn/PC169EBaZXP7JEqC9SW+Yup1eJOTxbrV5PXLbA4A0kS/9AyjnSsHkH+o0fQ9sGx7QvLuaBHfm7ZD7YqBBkvzRIESwP0jAES4Z1NMPzpEBy8gnM7AP6hCZ4+E5CMz2nKvkPeJWE+aJAhuz5INUFZPN9tmQBBmF7NgOUBz4Sdo+vO2hCZRcLlz/ACJeWNaWqzgAQAKMgPmCQOpAhvT9ubTVa/RQsNYPNiTFyAyAy4ATbeR6JML1ccGczmcJJ2gfSSwXqQJv094CCMx8pjDlQZQgSpR+RXs9WLDLK8Sj8u1vkb9aNrRv+ViYus9eU39f3ib6v7xDiaveb/PsRpqvbooWCpz3vBQnrm0AC9ABCdoGQ24Xq8o5X2LCMvIA+kva7sUp/wC2iYYdXJePWmggrMLyq+RsbQhaYPsLn12YvoiwfPk/gdn+uWPSj9wgqdOx5quHVYHPqpgYR9Z7CJpu+5Zlf7rM7/ZZnb9omq77BNV32TO77Vmd3sJld9yzS5HN4ayertNykNNZ6pNxV9kFFf2CCtPRRwnaBtMwwIVp247/AJ2ZCEHgyMA8uxtCFpU4dA3zt5IpYiYMKKflMacqZWNKAbLvFiUX8jYasd82TmdgGZ4CYJfyxSNw5ecwzBmD6Mu1zkpMo1lM3PyDMEUkz4ymHG1Si4XLxEAjIxqGRtdJ/wCpTdr8LDS/G+JRfdpViFsOWREJAEquFvSC/Vea/Ixtqh0WDG1T4rV2IxlJd8WS/wCR9Mb80TtG0mO4QQHMAzGdEaA5gH5OnlfbtsOZCQDIfIEAjIibmv7BN2g6LK0VF0r5GKr5a15MJQ+uoNsuxao2lebRLL356JVdrJVhpaOzX2FE5LNC0oSolRa+4Pp0hZibdeVKRFWmqYLxu78Co4tJLeHgcK+LUGCqv0QQACYXxW2P9EJ5ZiA5/Xm/1q/Mk5bRwEgAk9BEBvfWe2CY0Z0Sk6qlPyacr32EgAkyper+RmNhOQiXK5IHE176iqJM8U3sso3vPe+SwzUiYL9KOSEJEwVIdi7bLzpuUrMDluoSAOcvuJRt3MM6o5d5cXuqLt4UmDTRQPITnjX2HoZgtWt/nXcIuZm+tfmiSi8vmr8m4h9efljV+ZJzOwDgMxJIrla5IBsvGqlhMFzo2EwH5Dpitlh1uEgGQ2W2Csge+w3DehBCchKb96xlzitC0wauzG19mNfRTMGmivzrnKJnK3DoG2X2hE92lCbuqMM1ImFdEVkcw4kdtYLGJT1d+bREuozCKGEFLvztaFFCFcpg6UOpysxXYB7xRkPICgEkbQAOg+dbO6/T+xYAAMhOmO/BMY2i9IDmAflydoOUBz2HYc7Lx7LAMhsfsMwHY0J2gZDz7OV6R3CITKRkur1ba/jxa+yx3CKTMFzDWerTFHTQ0wiBKZed9YlSxnWpRCQBmTkI7b+9F9PPIBGRhR6GzrGpYbrn7KpVQQ2u06m2tSj82WKir2gcIAHQQgH5m+3dVFphbGdDr8l3CLmZbirFGYWYa/fJwYXPf2bF8eNb2X8ExSB70WJYaSEt/wCmgOY8okDqQI+JrWfF+yNPivapoMQf9poOY4LHKdELTeYj0Sa8T9kNt461QYkdGBWAgjMEHaDsIJBA5GVIEG1+wzA9jbR8hieqf8xjvrQo7V4Gd0xTaUhQms6+pEwtipSQ3VY6Nep1eGJh2/e+cSrK5nmJqNi8uoi1WP8ArNBUA+rYlquxC/PkgQWoxyDfIVXB2Ye23FDXciRVC+T+piD7JMT42WlZhF0Xuu1jkCZg+jv7y5xWhaYVCFLt1b8ExPK+qOgdcmiE0tobp5T0I/NolKJ2rMh5ZRW6gGHDDqhIgBAAJzO0kAZmAZmGxF6mHEVffFsR+0gxu0zBdh2AZn5HG/ozBrlVwZCWOEEpTXimL+QFC9AB8/zuuYN2LHRRiawnn2nJGMwScte1PHjW/jg39f3zf1/fGxNSwHMbdZpvcaebShCgLv3GYMd7++3ENpoaU221U6uqRM8U+puSL+C4vvq2WoHSUsWTn1HzBGcIy2A67CPQbDWjdVm5r+wS6rcEW1w2B6CwmD/S2AZD5F0DjJhAABkOAnIEyq0FnteYVCWa1urfPa19xNa+4mYmYgIPQ7L8StXLq0zxJXXKLd4kYrWpMoHM3P6wWI3IMD52MOVBlGJRECz4quHE/YjTBdGf1baRmIcNRNGFWJVT3IvBpExT6U0r1aUporC7caf8QX3iYJJl8NifZHjOEXMxG1KD+B4z9WrbpyfMR71Xl3NBvm9l+YvbQspXSm0GHIggwg0hk9DMLluBAPmNwmrVp4rLUTujYz2raUXC5PlcTYaqs1ldD2KGtefCVQ1VG7Qonwae7T4Qfe0ppFPQ7L0Kam9XlQKUgTA9jGYqq21wF6RMN6u5abhA4ZfOxnRFgRfYTIewl500NMKNNC8AwiQUVjokAy22WMX3aRqXXNt9KHL3je/9bAQRmNmM/VqgmLTXV/KxXOJZE9PWAZD8DxnO2rYSFGZMze/t8KSutUGS/LMwUZsYrE7DWrOGhHDYM6zMFzq+evubWKq4lCrz7mmQ9hKKN0W+VdA65GAAAAdBGOQJmFXus9Wj3nfhF4H/AMuLVfRJin0ppHc0pTd1hfkcX1SDZjeyIMkA8mgjfWyxze+6ToO6YpAiIyfsm/N+SJAMgANhUEgkAkbCMxFRU7QB+CYv9aqZ5DMznibP/QQAAZAZDa2eRyhe/wBElNws+RJAEAN76m7OIjLa/JDMK55InzznRjQW+axTZUmINFEwadbfVtrMFUkzDdHuaVZ3Xb30Hb8lilLMkGzFc7ql8q3CszlkfTKq1qGSwgEZEQKF6AD8KxX69UusLtuklaBEC8VoNNu9Xoe6K6vzU8JIEOJQe7QYlfVWnxKQXV/dN6n3iCxD0YcNia1yiqFAA4yNl7hUy6s0wtAqT562lbRk0zuo/wDdJVclvNfIzG0kCAg8Nr2hskSAYh+rBY9NodcrWg4MT47kSYo5USkaalG3H2uLdEV3ChWJ3Ur06Bo+VZFJBI+fe9EgvU+6wEEZjge1U7oHuftUKse96rtOvVFOYB+n43k9bQAcZAIyMOFTqpKwYf8A92g5DaQD1EAA6ACZCZAw1oeqibmv7BBWg6L5zEAEn0lC7xzafoN6GthckRtSA7GtROTNDiF9AWiXq/uuy92LiquNhckJLtMJedDh/SYW9rGYNMUdbiuYVNKcL2onc0OLX9is0S5261cNHjxLtMVztrTgxNZe9I1asmmUPuXap4DmPqTu1jlEiUqkfIKS0wrBg2nt233CpZTT+9+bQjMZA5RMK2+Lv9QxSF6o7vTWnhzlV6W/PswUZkx3N/gTt94ihFCj6Dictw8w2e4TYFF2NYP0WAADlMQBoik6ATMJ47XeEZiYsLSgRPWVaKE1PKv897+0AAGQ4TQjOWYZwADoAOE8xKqVrj0lr1fitoS3m0AAGQ+o4h9FUwyaKtmMsLsKUlFe6qC7CQASeglQN9ptbtHb9Vuw2o605NEverlesR1dc1+ctvVP5aLS9p1Xf/qKoUZAfPuSFJEoxIfk2zEvrIpSAZKANjZU4vW3Rob0Ud0QGxtbwjMETCutTOrzflzlUstoL3hC0qwap3sXlNZS1/nAQfkCQID5N77ustKHZ6gX2MwQZkx7x0r8TRqbe7XKH1p5WM7FmtQoJIAj3M6nd8h6tMDV1tfbiz2ovVoihFCj6syhxkYaHr50NPiXT9WqVXJbzX5gkAZmPcztop/7aVUKnPub6E+HR/4m5v6b2V0rXtdFcZNEoROg2tSjHNlgUKMgABN2uvX6/K5jgBB4LksdgFbJZYhoydGgOYB8619PQZsZiQ5dFLd0wpZXdDxE5CYUl3d9mJ/yWrVAAFAGy/O+8VSnCipy0chVJMw3Rj78D3onUz4pfRWlVos4La1sTS0GFT1ZmmJ9KV9YqhVAG1WD3s7dqQ3k/poWldxY6XXS31cgGPhVbmmaGZYpPZ58U6crKouKqaAg9CPk7L0rmm2/r4EiItYyX8BuuFf8tAlz83fTPhfd3nwvta03N/pbNxae62Ii0rGxJP6SFpReLc16NssuSvujWLiXVE84nISpwQ9rSgF3NzzDc7bH4sS+lOXc0pTQgWMwVSZhRnqt9W21csc8e5Uio9xzt5L6LAMhtuQumUShEWAAdBAAOF2CqSZQC7G1ttrBEZphaNa63gAEfI4lPrRAMOGqbqsOCX0dpuLl7LoFxfus14r7Fm/v9aYMZ96MsS+t+1vKexE5s0OK9K0LTRfZ1bRK8Mifgdaa73do7BFLGI4dc+C8l7dHRZQyumajKZZY3ZdQ73apu/hr0I6N5zjNCJVhX6Ockl7aKtKSlNCAbQyk6dhIAJPQTevdfqRZovPV473M+4aIoRQo2O6oM2MvLs2+TNZhqlCh+5uFr2LEIhMDYj2WV7z9/BdiRXcqQEEZgy5jc4qT/uAAKANuLR3pKpMLcoTQ/IrGxPpUNRlKEZu/NvwEgN1AMfB1NDRcnOt4L7076oManqrT42qfGj0Rp8Y3+y0+KtPSma8U/RAs3F799kXBp65tFRVGSgD8BfEqnu0rsWxc14MUe1PVoAFUD0AiWvbeSvZtxXKs+7SlNFSiUeO532ZiYzon/MHQcGYmYhIHUiK6v2kHyE/zXlvROBaVDl9mIre3JVMrrWpcljEKCZhhrY3bGOSkygG7Ox46hkKzA9hHDkBxXYdLusCXpmic1lFIqHu3C1COc2WKipyUfgxRT1AMFaDoggAHQCZD6FiGZKiyyl9dSt9CsZnfQkWtK1mB734Kv8t7P6LL20UsZhU0U7T/AJMSPZJe+ldA7mlSBECxs8jlDhfUOdc3NzsuthpXgcEqQDlDhVPV2nwi/e0GFT3aIi1jJeEkAQu79nSYl3p/fMOAKRl5GMs6VL1aIoRAo2EZgiI+4Yo/bHxQ6VeJphq91X+fONSEe4mD7COBnd7gqdB1+VzEzHuPIw3O22Yp+WgdWmBTSrbb30VShNFYExfMInvAMgBsvuWlJRihV3r3SgF2NreSSBDfWOrxbEbo3FiWJdEEdxUkNZel7X7pg7gyKnkCgnEl24GVW7gDFrReigf0BT4b3Xbc57E7pWgRflLKnd+VhCz4X3dp8Kn3mIoRdPG2um9mVdQaMpRC783aUporC7b/AB3ImzvxX8JtxR1Yn1aNQ165t4Zgm8BQ9V8k0F2Jd4KK19JuK8wQvFiUcXK6rqi1vcwe3/pZkMoqKnJR/RvTF7LrAglNZXxNzY8S3u95VRmgjEKCYzu76w0XPLnHYIpYyi7fL5VrP0RZuLH77J8IkrrCdONsTUvVorC+/wB1XgoOu92l5IqJWYHsLttw1TC13bYhFOJYejRLA7kD+oLuV9UdgiljK0LvvX2WMEQtMKzuhd5iriiZL1MwqMq6n5tLn0VM0wSaatXq0xr6KJRTyBfZj36JMGmin5PW+JtKdElyIiaFUFjKUNF6r6NLrtHhUamlerSNfXYqKvaAIRmIAAMgMuGyhLe6IiouS/1Biu9Jq392kdi7cbypi3KlSoviaXo+aWvFOYmO/QgvUIqp4mlqO16B5lKbRVY6u0/1OKX2gGQ+TNNtVxeqU0kNrfm0xNLOVZOTSqkJ15t/VeP51CYWvRVttrWxNLSqhKu2YlQ1LTCktQI6B1yaJSidqwopcMeo2NSjtmywUgWh/wCwiAeo4cVcUAVObNBTdb+q2SxVCgAf2aVBIJAJH/4hi6jqQID/AGO94DaUGppoufmz6YweghtRZYDmNhIAhte5tNXJfugwi+rTDAo7p/Y1rtdZuklVS1DJYSACYb2ufT6QchsvYvaKVgARMh0AmFcsHLTD+N3f+scx8pc+7rLTCpoTM9W2Y19NWn1aUYYro2WMEQtMKnWxurQ8xFptBZOiytAiBf6wd2d9Fctp0ZOrwHMAn5PHdixO0R2CKSYueJxX8LtxZ7U+6AZAAf1QLE6BvKvcqoVe5pWgqSZ758v2Dy8x08nGKWpi4pBUJk75u/hSYMcmf32j/Jiz7J/U5IAzJyENrYlylXJYuDrWKTS4TqvALkLaQ2zMbUIe5nPakJa/kvJIihBkI7hBmxnxqQEEAjodmMu3aSrEulXZDcoQPC+IfsULKLnLlH67N1/m1+SRmItCKcwsxjeAJ6tK10IF2OQqEygXP2eH3af5aGBZtSwHMfkhOX4ASAJdc19oROkprFSBRsv6Lssveu8Bu2aXu5t4FmJoStAyxWsvUafCsdDTahD7L8UlSzC1a01O0AAGQhICkmcrWNtvJJo3/ppSAAACE5Cc8Xf/AOiy9VFDTBoX5v0XZT48W7ean+fEl/RduPfoizC8qFmJIFLSnlUv9SYtu1PumEQF2fbYdVqJHYIpYykG+8u/RYzBVJMv1WlYqhQAJf4r0XZjEQV9IAaVIcMPZomLTRzaYnE600ovdKcMBzfbjbSqhF6tKEFdQEx9vRJh10UrLXCIWmEQhCT1byrQxQ6OsTE21crlll+9ySmU1itAu3EoN27DulV9aULED4lwzcq/6lxupcnEwrItA5wHMSxwikylOZc9TMVaC4SYVNNX8tLm13LVB/kxP8JCchKPHc1uzGdEl76yKUiYapfSYvvqj3InWVsXGzcs+K1t27Hqa7G7LaDa4LN4YBkJYHIASDyWAIyIi1qnaOAgEZGLhalaAZD+pbxnS0wtSboNGZUXMxA1z625JGOSkysG++AZCM5GJeUJoSYl+iL3NK0CIF2WILEKmVUJUPDsupFyxKEThyH9dEZiBLKuVfNYKGdg1zQDIRhmpEooWnYKEFuvYKwHL8ZIHUw2IOrCHFUw42qfG1wYymHG1T4z2Rpv7vSmb+/q1M+M96mnxTt0pab6/wBKpqxXssL4r7BNeK+yD4pvZZur/W2fDP63NNxavS6acUOjLNeJ9UmvE/ZMsV7rNGI9XmjE/fNGK+9YUxX3rDRiT1slNe7TLMn+pbt5o/xTPGQXYletUF9/+zBibf8AZm9xHpVM8VNGK++aMT980Yr75oxX3zTi/dZuL263QYL77CYMFVFw9S9EgrT0UTQvsIaa/sEFaDoogAHQbch+JH+1jKyTn/8ACC1gHI/2fkP/AIgR/wDueJyEBmY6wEH+zXE5gDPpF/s0jMTIdI4y5iB/7NJyncCDANLf2blzzmQ6zL/8YHP+zs/7PC5H/wC3QnKA5j+5d4s3qe83qe83izeLNawuIHE1rNazWs1rNQmYmYmYmYmYmYmYmYmYmYmYmYmY4c5mJmJmJn/VuQmhZoWaFmhZpEyEyEyEyEyEyEyEyEyEyEyEyEyEyEyEyEyEyEyEyEyEyEyE0iaBNAm7WbtZoE0CaRNImkTQJoE3Ym7E3Ym7E0CaBNAmgTQJoE0Td/yZu/5M3f8AJm7/APYzd/8AsZuz9xm7P3GaD9xmg/cZoP3GaZlMplMppmk/cZpb7ppb7ppb7ppb7pkZkZlMpkZkZkZkZkZkZkZkZkZk0yaZNMnnjnjnjnjnjnjnjnjnininOc5znOc54pm0zeZv9omp/tmp/tmbfbMzszMzPtNTfbNTfbNTfbNTfbNR+2am+2am+2Zn2mZmZmZ9pqP2maz9pms/aZqP2maj9pmZ9jMzMzM5nM5qmqa/4M1/wZrE3gmsTVM5nM5nM5qE1ia1mtZvFmsTWJrE1CaxNQmsTWs1rNazWs1rNazWs1rNQmYmYmYmtZrWahMxMxMxMxMxMxMxMxMxMxMxMxMxMxMxMxMxsz4M9uf9P5DyMhMhMhMhMhNI9ppHtNI9pkJkJkJkJkJpHtMhMhMhMhMhMhMhMhMhMhMhMhMhMhMhMhMhMhMhMhMhMhMhMhMhMhBwf//EABQRAQAAAAAAAAAAAAAAAAAAAOD/2gAIAQIBAT8Af/6zs//EABQRAQAAAAAAAAAAAAAAAAAAAOD/2gAIAQMBAT8Af/6zs//Z)
