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ТИПОВАЯ ТЕХНОЛОГИЧЕСКАЯ КАРТА (ТТК)
БЕТОНИРОВАНИЕ МОНОЛИТНЫХ КОЛОНН
1. ОБЛАСТЬ ПРИМЕНЕНИЯ
1 .Технологическая карта (схема) разработана на производство работ по возведению монолитных колонн.
2. До начала работ необходимо:
2.1. Подготовить комплект щитов к установке:
2.2. Очистить щиты от мусора и налипшего цементного раствора.
2.3. Проверить и прилить по акту все конструкции и их элементы, закрываемые в процессе бетонирования.
2.4. Смазать поверхность опалубки эмульсией.
2.5. Вынести геодезические риски разбивки осей колонн.
2.6. Подготовить к работе и проверить такелажную оснастку, приспособления, инструмент.
2.7. На площадке укрупнительной сборки собрать опалубку из двух частей.
Внимание:
- Раскладка щитов опалубки при бетонировании колонн, места и узлы крепления подкосов указываются в проекте, разработанном владельцем опалубки.
- Приведении работ на участках, не имеющих надежных ограждений, рабочие обязательно должны крепится страховочным поясом во избежание падения с высоты. Моего крепления в каждом конкретном случае определяет производитель работ.
- Все имеющиеся проемы в перекрытии должны быть предварительно закрыты щитами, закрепленными от смещения и опрокидывания.
2.8. Установить арматурный каркас колонны на стадии армирования ростверков (или перекрытия ниже лежащего этажа), выверить его и закрепить к выпускам из свай (или перекрытия) при помощи сварки по проекту;
2.9. В местах крепления подкосов опалубки колонн установить блок- якори в двух направлениях ( в качестве блок - якоря возможно использовать сборные ж/б дорожные плиты размером 1,75 х 3,0 м); при выполнении монолитных колонн на типовом этаже для крепления подкосов заложить монтажные петли в монолитное перекрытие;
2.10. Установить опалубку, выверить ее с помощью подкосов с талрепом и закрепить.
3. Бетонная смесь к месту укладки подается в бункерах краном, или бетононасосом.
4. Для подачи бетонной смеси в конструкцию колонны необходимо предусмотреть приемные воронки.
5. Расстроповка опалубки и выгрузка бетонной смеси производится стропальщиками-бетонщиками, которые находятся на инвентарной навесной площадке.
5.1. Подъем рабочих па площадку производится по приставной лестнице.
6. При подъеме, опускании и перемещении бункера с бетонной смесью рабочие должны находиться на уровне земли за пределами опасной зоны.
6.1 Подъем рабочих на площадку производится только после того, как бункер с бетонной смесью будет находиться над местом выгрузки на высоте не более 1,0 м.
7. При производстве работ необходимо выполнять указания СНиП 3.03.01-87 "Несущие и ограждающие конструкции" раздел 2 и СНиП 12-03-01 "Безопасность труда в строительстве", СНиП 12-04-02 "Безопасность труда в строительстве" Часть 2.
2. ОРГАНИЗАЦИЯ И ТЕХНОЛОГИЯ ВЫПОЛНЕНИЯ РАБОТ
2.1. Техническая готовность работ, предшествующих бетонированию колонн.
До начала бетонирования должны быть выполнены следующие работы:
- устроены временные дороги и подъезды строительной техники к зоне бетонирования;
- обеспечено временное электроснабжение и освещение;
- доставлены и подготовлены механизмы, инвентарь и приспособления;
- подготовлена горизонтальная поверхность, на которой производится бетонирование;
- установлены арматура и закладные детали в соответствии с рабочими чертежами с оформлением акта на скрытые работы;
- установлены и приняты мастером опалубка и средства подмащивания для бетонщиков, выполняющих работы.
2.2. Исполнители. Состав звена из 3
человек:
бетонщик IV разряда (Б1)
бетонщик II разряда (Б2, БЗ)
Примечание бетонщики, работающие с краном, должны иметь удостоверение стропальщика.
2.3. Приспособления, инвентарь и инструменты.
Так как бетонирование вертикальных конструкций производится после выполнения армирования и монтажа опалубки, средства подмащивания для рабочих, принимающих и укладывающих бетон, используются по решениям, принятым для предыдущих этапов работ.
Технология армирования и опалубливания принимается по отдельным технологическим картам.
Средствами подмащивания могут быть:
- настил с ограждением на консолях, закреплённых на опалубке или на контрфорсах ужесточения опалубочных панелей (смотри, например, решения для самонесущей опалубочной системы).
- переставные площадки или подмости (типа ЛПУ 4).
Выполнение бетонных работ с приставных лестниц запрещается.
2.4. Организация рабочего места и описание операций:
- бетонщик Б3 следит за выгрузкой бетонной смеси из кузова (рис.1) автосамосвала в поворотный бункер, находясь на приёмной площадке. Он же, по окончании выгрузки, стоя на стенках бункера, лопатой с удлинённой ручкой очищает кузов автосамосвала от остатков бетона и подбирает рассыпавшуюся бетонную смесь после отъезда машины.
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)
Рис.1. Выгрузка бетонной смеси из кузова автосамосвала
- бетонщик Б3 стропит поворотный бункер за подъёмные петли. Убедившись в надёжности строповки, он отходит в безопасную зону. По команде бетонщика БЗ машинист крана подаёт бункер к месту бетонирования.
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)
Рис.2. Строповка поворотного бункера за подъемные петли
- бетонщики Б1 и Б2, стоя на деревянном настиле подмостей, принимают раздаточный поворотный бункер (рис.3) с бетонной смесью, приостановив его спуск на высоте 1м., и подводит его к месту выгрузки. Б2 придерживает бункер обеими руками, а Б1 открывает затвор и выгружает бетонную смесь.
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)
Рис.3. Прием раздаточного поворотного бункера с бетонной смесью
При необходимости Б1 включает вибратор, установленный на бункере. Убедившись в полной разгрузке бункера, бетонщик Б1 движением рукоятки вверх закрывает секторный затвор, накидывает держатель рукоятки и подаёт сигнал машинисту крана подать бункер под загрузку (рис.4).
![](data:image/jpg;base64,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)
Рис.4. Схема подачи груза к рабочему месту
- бетонщики Б1 и Б2 уплотняют уложенные слои (рис.5) бетонной смеси глубинными или поверхностными вибраторами (в зависимости от толщины и ширины бетонированной конструкции).
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)
Рис.5. Уплотнение уложенных слоев бетонной смеси глубинными или поверхностными вибраторами
Одновременно эти же бетонщики лопатами очищают просыпавшийся бетон с деревянного настила подмостей и опалубки, сбрасывая его в опалубку бетонированной конструкции (рис.6).
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)
Рис.6. Очистка лопатами просыпавшегося бетона с деревянного настила подмостей и опалубки
- бетонщик Б3 принимает поданный машинистом крана порожний раздаточный бункер, устанавливает его на площадку приёма бетона и расстроповывает.
- после укладки верхнего слоя бетонной смеси бетонщик Б2 производит заглаживание открытой поверхности бетона.
2.5. Основные указания по организации производства
Бетонирование конструкций выполнять в соответствии с указаниями основного проекта и требованиями СНиП 3.03.01-87 "несущие и ограждающие конструкции"
Доставка и приём бетонной смеси
Состав бетонной смеси, приготовление, правила приёмки, методы контроля и транспортирование должны соответствовать ГОСТ 7473-94.
Запрещается добавлять воду на месте укладки бетонной смеси для увеличения её подвижности.
Транспортирование и подачу бетонной смеси следует осуществлять специализированными средствами, обеспечивающими сохранение заданных свойств бетона. Доставку бетона производить автосамосвалами, автобетоновозами или автобетоносмесителями с разгрузкой в поворотные бункеры.
Подготовка к бетонированию
Бетонную смесь следует укладывать на подготовленное и расчищенное основание, выверенное по проектной отметке.
Непосредственно перед бетонированием опалубку необходимо очистить от мусора и грязи, а арматуру от отслаивающейся ржавчины. Щели в деревянной, фанерной и металлической опалубок следует покрыть смазкой, а поверхности бетонной, железобетонной и армоцементной опалубки смочить. Поверхность ранее уложенного бетона должна быть очищена от цементной плёнки и увлажнена или покрыта цементным раствором.
Подача и укладка бетонной смеси.
Бетонные смеси следует укладывать горизонтальными слоями одинаковой толщины (~0,3х0,5 м) без разрывов с направлением укладки в одну сторону во всех слоях. Укладку следующего слоя бетонной смеси необходимо производить до начала схватывания бетона предыдущего слоя. Верхний уровень уложенной бетонной смеси должен быть на 50х70мм ниже верха щитов опалубки.
Допускаемую высоту свободного сбрасывания бетонной смеси принимать по таблице2 СНиП 3.03.01-78. При большей высоте сбрасывания смеси, во избежание её расслоения, спуск её в колонны следует осуществлять по виброжелобам, наклонным лоткам или желобам, обеспечивающим медленное сползание смеси в опалубку.
Укладка бетонной смеси без рабочих швов разрешается при следующих условиях:
- бетонирования стен по ярусам, не превышающим 3 м;
- бетонирование колонн сечением более 0,4х0,4м на высоту до 5м;
- бетонирование колонн сечением менее 0,4х0,4м и колонн любого сечения с перекрещивающимися хомутами на высоту до2м.
При большей высоте участков, бетонируемых без рабочих швов, необходимо устраивать перерывы для осадки бетонной смеси. Продолжительность перерыва для обеспечения осадки уложенного бетона устанавливается строительной лабораторией, -должна быть не менее 40 мин, но не превышать 2 часов.
При организации рабочих швов их поверхность должна быть перпендикулярна оси бетонируемых колонн. Рабочие швы (по согласованию с проектной организацией) допускается устраивать при бетонировании:
- колонн на отметках верха фундамента, низа прогонов балок и подкрановых консолей, верха подкрановых балок, низа капителей колонн.
В процессе бетонирования и по окончании его принимать меры к предотвращению сцепления с бетоном пробок, элементов опалубки и временных креплений
Уплотнение бетонной смеси.
Уплотнение бетонной смеси осуществлять вибрированием с помощью глубинных вибраторов. Шаг перестановки глубинных вибраторов не должен превышать 1,5 радиуса их действия. Наибольшая толщина укладываемого слоя не должна превышать 1,25 длинны рабочей части вибратора, а при расположении вибратора под углом до 35° толщина слоя должна быть равна вертикальной проекции его рабочей части. Глубина погружения вибратора в бетонную смесь должна обеспечивать углубление его в ранее уложенный слой.
В местах, где арматура, закладные изделия или опалубка препятствуют надлежащему уплотнению бетонной смеси вибраторами, её следует дополнительно уплотнить штыкованием.
При уплотнении бетонной смеси необходимо следить затем, чтобы вибраторы не соприкасались с арматурой каркаса. Не допускается опирание вибраторов на арматуру, закладные изделия, тяжи и другие элементы крепления опалубки.
Выдерживание и уход за бетоном.
В период твердения бетон необходимо защищать от попадания атмосферных осадков или потерь влаги. В последующем поддерживать температурновлажностный режим с созданием условий, обеспечивающих нарастание его прочности.
При бетонировании конструкций в зимнее время мероприятия по уходу за бетоном, порядок и сроки их проведения, контроль за их выполнением и сроки распалубки конструкций должны устанавливаться ППРк.
Движение людей по забетонированным конструкциям и установка опалубки вышележащих конструкций допускаются после достижения бетоном прочности не менее 15 кг/см.
2.6. Особенность укладки бетонной смеси при возведении колонн (Рис.7)
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e9997T3IDYKb7/5JNPCg81riPNokuXLl27du2FF144f/48q1In0V76pZde0tTSr0CuVkN1VXZClovWOVKWVSr98MMPC03a+Pykyn750Mqf/vSnt956q3+ekxTxc889J+XeUVJXO650C0EZ7U9k22TVnn322QouH0LJmAg6RNOjjKdLab/22mt/+ctfNJF+//vfR81v95XWqexCbYdXZYdkOeSkuX7o0CFN8XfeecdrAB/s448/fvLkSW07Lly40GirCGOPQU5unKRT1Qynh000zfpr1Q5U5LLKGzdu3Lx5swbp2oR+28uW0FY5YAJfAB4mzYRvvvkGn5M+Mp84zdr1jmZLRE4Udkhdt/FbkvbEa+J3m77dKlV6yXLIqbE+TrP/888/18KAjF97Cy2A8+fPnzt3Li4VLa2zZ88OzinxBqU6CR5C0Ry7e/duT8XqqVKSEQgtvf32244XVOkQIqT/+Mc/Nn0hVTYpbEKstK3Gn3nmGWFrYSmtzb29vUuXLmnFgZx0zPXr12URSIeSuq4OyyoHTBYjpx9//FErgRr+jro2HaZlc+fOHS0YtiARQunrOkDvDM5zMiFCTeZ9CEUTTzvdnix5NKTTZMsyWHGiaAZWeqeFojF88cUX8RYMoL2tcmAEn1NETo0Z4u7JjQlgF61vtYUgqlTZaVmMnIiRSYFqV3Hx4kXSjLrJnMgHlPKV5uUdfUUQSudJg6CPNzqbqrzQveh+a076pmTZnCRNWk2Y+LxA3lmguUqbOMlJS3jCJhtVdk4y5GRIHZGT9bM0M2E7ffraa6/VhVbloEovnxNN4vi3MQ2wUYji0VEVwn5E6EfWaylFrOX67LPPbspb4HTjCTlzqywl/ZGTpqueVzk/ybG7cuVK9Tb1FIEnDZr+xmBNle0R6UPN9lVnfEbkRDUc++GY0K3LOH36NO+DmdqK7KpUORjSK88pFqZ2lJ62CYE8mDx4R6tLS24hRaGF1bup7mPQMbz++us1v2pT0hM5EUrQC/tEaduimXbnzp1KdzlAcD5V5LSFAtHrqtkiInIqO/6ikDlG72iFvvHGG7V8p8qBl+UyxMeI2/Rqs3LkyBFvUBYGAmT8zp49e+/evY3khssYX758Wfri9u3bNdtjU9ITOcG2aoVeiS7HCxlmy7K3V1mDUO6wbBesZSUiJ+9gtQy1mTx+/Li2xPQzTTNVecCU5Hq8elV2UdaHnCKH+IULFzCB33777WuvvdbtCfBy3UiwDDfGX//616VoGA+8ZPx4Fy9eXGkejH7u5ZdfppYnzUka9SKr33Qr6I8//virr7569dVXK918T9HYnjp1CnikpXr37l2tSmpptfQ0/2vwZdtkPcgp1tYJRhw9etQfeaFxmJZexkqw68IIV+7AKqVsBjn1dwA4y6r8Flwg/UN+w4QUK0J10hG6hYqf0n5+vPVQ2Gkm2EI4OiCjLgBnZQ1y0lQ5e/asnpT57mtnum6Ba80PkSLEP/7xjxRJVei5naLHpAc0FaiVcrtz5058R0tGOImqIKtfflQvNFVioJAlefCQkxZFnfxVStlq5CRj+corr8A/e/369QhZIJWmanqlewLneZw7d04QSr91kFTDMCFlHneOkOvx48f1gFbtk5CafvLJJ51sAbf1e++9p1/33AA5CU7p9b1793hYptKoCf6NwuZEhtAWggSab7/99uTJk/ro9OnTB6OwHD7rkSfRmGhkeCFUIXR+6dIlfxSP9AB+8cUX/kr5kWa1MApwhAP0zqlTp27evEnrGw7QkXooVK6lWaWOJrbgznjkhGfl2rVrPjmiHVGaraO0X2mTaJH5mFllFTlVeUhkq5GTM5wyeOT3tXq1Vleq1u3G0I9++OGH0lMjA/nmsN5docJ/zQwRx44dO3LkCHkVEKK+/PLLFEjfvXtXc0D4ifBcCkQyAN8UIgtCWgcpFWO8kMlUcoUfgIla3mnPRiIWl9k3SsQWbd9iDDtO0v939XP379/3vzRfH78GTZWn87zwwgtphhi0pnR+b0K6i1Kd0qDNiWC3MJ+gnj+V2p9WRa9tWkKvUzsQVyllq5GTNV0kI2A2y3ZqNn/22WcrDcFokypDm2YbLKmSw4cPZ2EpXczRo0eXakOri29sRLBDgmcePbu2exGEvXXrlp64XqPoESBRNIqeYO5RTSHCBx98UBvVZfJQ1Y3GSaLZq7t+/vnnaTf7zjvvRGOPEL0q3/fZcHAydA51cTy1nD6D+SEpK7YLSuNvLynv8xVN9aeffjr+tN6nuRt/08z3I7003ufkjAhvUKX3bt++rV+kjFpaq3uz4TNIUXv3YtHdtY3hMNG46cL8HKWZ9QJFbVkK9+tgff3Bgwe84LS6qc8///zNN9/84osvDpIjrcoksr3IKa5no34pGq2Z0oG86mu2RP50WEykxaTydCV9PBnobipQtLHTTe2c/0PKRXrQ++y1dV/Ws5CNlwrTzzlWSwsIqU5jqTgrbCntG6hdRaMwgTV6D0kjSFdovvfee8Ilf/vb33TjzocrV6JWutBDY4APD7RmFPRFZ8+elcVFR8Fjl2aASchG7+vgvb09dyMRgn/00Uf109p0ESb74x//GLm28QJGOCu9RzgvrrWponUp0B0PyzdHVwvt6Uag6V/XI/239BwE7X711647/k2zvbGe5k8//aQXxr66I20Oq8+pSinbi5zMYmCHU+TkXJvnQLpJew6aXNLh0nmRVHhhwkm7EaqT/m1bZiTeSmVL2WHss+bhOyHwBeuJ6E51O6UfbnWicdYc+MVM9ELWSLZHWMoldZcuXfLu0MlY8QzV4RQla0l24MX3++abb9Kcx6UGI0VnA52nGUBn1mmWCjbpff0bI3rQsshIpxDpwzGDwwkVp6/b7SSNoSPjOydPnvzoo490qqkyxA8dOqSrlbIdUCSLTgA5aWx9UxpqXa20oj51NpiWbZr75LR+WcXxIz8sxkHrOoJXaWPpZK9inQeAm+a+PX7djyPtD6dmSVoEJf1cysDr2naGWygYOCC7xlZPsMO6PWyypcjJ3ZHscIrZ4usHHB18QrqwTz75RKtXKizN1mS2B0W8u9Xto0p2t4jXZW6OoK3Ni0N0SS+0F5Tx0Bb5nXfeSbPZlVHwOTFc1wbwHbylPpBCdstDBSVL5ATm5tPMJETHSXe20wZlwlxDgUi8X4PbsfP1iJy+++47acVf//rXxEZld6FYkw3W+9KBdDWl1YQ+lRaFpEabTL0G1GZ9I/jIaAbKJUEuvS+9GmN2t2/fFszSZttxA+EkduPkQeq77777LlpCv6sr4d80bxfGPBlPv8z22/9qBHSdm1VEkVZGmpO+tNkzhcjQ75CeQRGDhloj0+cWfp6Jz3BggNf6kJMZ+vsgJ7zHzmQybEob6viLu6gbImjxSxeTzcAk02p8Yia+I6hxBOT1eteNFiDm8OHD68wDYD1rtx1bPTTOhxMnTlD9d/HiRRnI+/fvrxPhbbn88MMPzz77rDbZGyHl35SUyMkFBATRrNY1zajG5yMdpoPxLvNOmqUiuUeb3UUIX4yOKL/pryM+Cf3RdZLooNLX0R4R3j399NP+Lg7sqVgJBiNp+5wEj9il8L5Aj5MrLJlrJ/sXR110FWfDqF/RXw8CwqBlR5Zv2h3o0eYd2llS4Wi6E+mK8WmR9M/IBoF71P7fDGrrF5cFeIR1m7F6xjGfRmFacgv6Vlusn7JNTdEjR46k2bPOfmV3Za3IqY2ZqRR0nAZa60SaHf9T2mi0RVOtj93FwykUhQYhiqf3Mfbc+7Fjx/SOdPEudlHVYmC1mx1AiCSuBJkZV1OvCON6w9TRegLkpL0jnad1ndoBb3rwtkUetjhddtcgJyl0TVQaYpZDUWYLeMJrInkfCPqM9k8fyTaU5yxbSPkkMXsyljXAVWbNiYGXGdan9DyR7Z8KOQlMnz9/Ps2yu5ZNeos5qZHdQCMAMN1diY9mgBiaI6TT2TqkuXPrwoULer3OPYxmnVZBRkVha4X/j5hPmgWLtfNsc7uCMrO2bLS9wmXFVsENoUl6STPf2xrobFYk60NObHP7+JycBq55Jm1lb9NuOWngAqF2xm/q3vUXh9Ply5d3btLQKV2rS+sEt3zZgznSw+AT0pvakq4TJsbWpMhuTZ6VCutLu8Dbt2/v3AwcIxE56favX7+uEQCmlErJ4fUSOelb5CmCnLI8Pyk6pnrm48SIxnlI0UNGc+8KjPgm381IWCbMEI+/MgBPxwzxGK3T0DldSQMlJcD7zi3D95NmSsOrFWtto+5j0iyryY5A1+v5TTz9ZFDFX8FUR1XMkfFH22RkBbddACAP9KEz0IVOuE28PvRylZVcz6qkObpm77fffksiXXYASP3UqVMUMJJhFs1ZJoZQek3sxeeh35oO0K84twyXKgZig+63YbKNeU5sztjMyQbvImyykAVlbeKEiR29Het63cjhw4eljxrvQvcIzRIcx9IapMrqYM0BfXfVu6tYVUcdzQEL1Y0hdXS68euvv37x4sWjR49Swn3gw3YROaVZrrHVC9mTMu3ClMwTGwn2b5rPkIdhSmX28CXwb4xrCNwYjeFLSLMMGxaOfujjjz8GWvmcZOD5SLfp1O/yphYOoM3f5c1pkRM8eQMgdRtycp5TmrvuNCy6QSCp7lqGmcwkoVh2y2Ru6R1SGtLMXpiDQD90/vx5Ahd+M802Zq7CJgtTJyQaRbxeg6Zx5mIgkhBA0ZFaRNgaonWaEnaT6JhXX32VKx+863PbR5LfKTZKs2gjOddplhdvPWl0de7cuWmXpKaKLoYfzVKU9KO6Qq42q2ZAzzsjLc2yx3xkmyMKqJTm+fjxVP4K/i2BNsjD+BW9r3vfiUYdW4eccBp7D7HTOMOS+Wx1X8MyMbdBsNknT57s6TNjWUo1eIeHlVrpJsPuAf0Q6Smlb2ynxR7c8adilT0Mzelc5wGhgD0B2VA0DlFqZ7PsTi0v3x/wZvmOAIfszYR5Tmnes+HatWvLNng2csrynCJycjNgHSztofHPeMnPnDkTPW1OxIllNH6zMRIazYSDrfFI+PliWr3pGEg5N8cy3wJtjMkF1Nc12YSz/YwciyDFjcpBsALcE9H9Q5MGKohHPtyMzEwGiNrG7MwkkrJAypMAKP0tQn6Z6053ROEnW4I0cx/qr34RZnyqqViA1PdQvuecP9/4NkOoTSInjbjgdtbboeT53XXYlIKznYYh6cC5QPoIPDeaBt7NozW0DrMcQx2jJcQa85vUdKBHeIdtXGxBiuXTX3Olpjkn3gEbcBefumqp7UiqlvRX2ztCA847RlBYMf/moEr0OUHFFJX1Loqe/rIop1syJNFTnOeUDalAj1AC+pxtDO/D+YRzRdY0zTxMLoDFE+Mv6nlxjEQ6ARxmT5K0ihAkvkN8coyGN6vRfAC8Yi8vR9NIVnOiCEbKHqPBI1wiJwuNAgUa8EQKx+DXwakTQ2PEFvWpxmEwLwCwOIvKEUI1s6hPDu50OYIz68tvaWS+n4ku2GhJX9dhMnaMvAZBH8VAsw5AvRt16VsUp6eCqgMboe9uVVrwxpCTZjY+cz0DKlE57NixY/HRHgDYlPYTzUnFMM92K6w7ocBQTDMv2fLDhw9rSWgCQCsgfYGTPFKtWHD5+t/79+/Hf6HJ0d/suwcPOaX93QP7rBEKoIh04HhnZMgjfBj6+mV5Tl9++SW08mmeqEtlA5LVb+oj7+joKOAJ5rzaNLM9LsFLISM47gYxPC7sSoG6yazi/W9qWsIhwvFaREu1mWrzOWmECVzGg2MxnZdzZs7jO66MY3Wbrkn/uj7Oj8MxIEME5yPHZ4pfRC/sXCGbyt/iPI6QDtPVbkrTiJw8dDrMW0pdHlcrZaivCG2QDkVM2YlBw+IVuP/hR8i8SgxytMWPPPII1T+UOgJ0MvIzrofcJl0S4QiUiYCvgQ62XtMjcyDBKMG9+9GU84Rr44dSZ1XQOmV9yCnNfarsIShp4X1HCjKH08GATWn/Tg4A/rAl5zYKK0eLjRh/mscgok3SsjHBnfQXfuCOc2aRdZb9gUROKXQ47lP+o+2dFl3ZaMWdGXc0fNxfyjwn/W2rrXNgKMsQZ//jUvNyajHO8JLH4JFTmt5//31UvwyG3yS5R2dz3Io0IJ1HG24MElacNWJS8tQPPPXvRsJ8WCq6bZ9TFu5sbMayW1LWTvYXMk90+x3IKQqdtp3xJmjI437w4IHmgD6S6kM9mhRg8JrloWjnoHMaj6a5zkzz3j4xxwveLFpcaz7Hb6W5rmYz4Jmv1zpeF6n37edrGyudXL+utRlRr8BcWQDIvZMXlfEmrk3WipysudiERZZC0iGp0eXgg7QJjj4ntvgPg6FaSuAyYNcVw/yaFUvxp0VWaPaRLLwDlufkQXMWbfd0YvsrDZ6tKc4gDbWjHBlLSey+IoUrVQ41YqN1bGMlwCrY4ddYW6eTZ3ljjq5mu8GSYtdpQPFNZjVhpsjSYmag7qdPiXjPxMQBAbs2VoKY54S2531Xb9gbJHGfBiJBdorEL9ohF/18xhMp+CdigMleK6e1MW7R9uPEits2UOBIrtGOaN3Cp0Agz/lA586dE/LQtNRQG1j079+gaclNlQ4bUq9w1KX9/j8Gv7HiD2qYtm/hprUDcqlkAF3qu+++qxf2HYLJ8FBmCVhkRK1ft28AOdkLZ8MGm6Jj2GlOTHdg4lmmwdRNMe8PjDttWqG/iiue0pwLpP9kKPPk0gGN1iHuPNOt33HUZzmFrsZ4SHC8nUbSOeRWd/A5ObvAyMnZigv5nI4ePZoxCPj4iEhM07wQObniQefUUybqmmZmg1yT7hvHDPfciHL9S1llkBMl7pH1MSInJ3pz/rQ/pOCKB7/pXUHc8zRmiLsHvPOXhYo+//xzvu7EqTRPk3Kx/d7eHqQJZExrKZmCiOgtmcsD+JzQYzSG6u9zykTTQ7cGprHTXVeVhYN72hFdCS+gRSiRED+XZhlmWcjYiVZpxh6efZF85VgDVMrgAhRnRHV0SeLxlRe2UlkrcvIGV1uNaN5wL7kTAg7trU2qH3zj5EiSnfqQ2KphEinjkf6pPIcOHSrfP8DIyQZGVmpZp5GZ+rXV3obUgVWL8Yd9RbEKHZYd2RUy8MwSxLKNqRgZ4ZD1FbGJaH0//PBDPKZOPSajn6JumQRypWNHKTNh4lbRtI9UIARb/dB7eoZw6PY0sY14rlvaMsQjcnrw4IErNvCZZegnFrWl4PPrX1sXR8NOwcbaOh8WWzvwmOL5uYZle2TpWxcvXtRP647wFI7n4KW8JjI+IMMUI3l10odtOUPEDcstaJp7oTRDUlFV6qlbfgtXorBXfOIa/KxlVsf1w5vgCHUm2UZlDdKMnPoHxZcSbyy0jdAM9lZA2irG7A8YbErBRAkaa8cgQ7UGQ04z9h21iBg50j7SjF23f6AhvuNqu4OKnOw3WjZTuGwNuelbWblEn9NSJXUL+9YRDyJXLx5Zxon8ftvBjUe2vdPH16hPl/I5pYAnerpbYi/2KLdv39aPRteRq0N4EDSRTTM+J4yuU77cNC1SN5mlKb6pGzRyAqq2HQm7aexfmYUmI3LSt6SoT5w4keU79xk9ALHfoYh4fNcR2AF5NDph/xZeNCWUDtRdkOTHEnC0V9sGiuk8l1yHSMZ9mvPAeczh89Nz1x4DB14Ga9iNlNV877zzjgN5y8Ze7LvN3l8/s3QDckKlxnq3qcS+BNxOgp/0KnE0NEOOWma7CKEoN43Owww59a+HGiPQ6O1oTLBxy9gtMU3V4fADj5xSC8H0QiEaNSYBduekZCVIoSVcmtcK6aMs+3VrpTt9hFonvGhSSv2Rk+1TT3dL7A8Tx02Iwa67ksg7BWLxaF9x6ZU846mFQ9zsQQSVfHLXo5m7nDfdVDTNpoQDHYJxzhPw+bFW/QOXae4fiiX3fljkDI2BUDwasE7/PoM06okTwFGwbEjhPtCYA9GyKgd9pcxGTUXzQXyoFy5c0MwscWQUHXnlypUsi0A/VJIvgBojNXmU9cdwGpATgXYBw1Vcii1iatpOxftnNQ6uwMwENNN2qsZHNUy8lTfzWwphSo1qG3LCST5hshu1oP/4xz8mOVub0Od48hizQXb/DV9kcEnzLFTkYCMnTSeNvxTKUnDcDpgJa9rXI+6cuKxktXWatxo6uzpkM9h561/8IpQdOYtZO28mpCaSybHS3NKnmV3P+vX6u7FW3wY+ur6wWxkrgc8QM6OpME2zwnJ6yLRtL12mR3SmP3JaNmDXVlu35dLnasdk3DpEm72PI6dPglopxG2MnHoihhI5IT/PRIgkJhIxP8GyjROA2JlBZ+Og+bect9fxFPRzsEPhH9XELuGH3YEsioxVYQx5xDBpRk5SH3q0uvSjR4+O9PpkIXYQTEwaYFVTChFDwm6QOZ4kFyYbTbVGz/a0EM3IKSY2xjynNuTkY7qrN5ca+aVc9I2iwbl7925HX0b9iu5oFTHmsiy8W2KX6HfffbcROdGqKWs+MFgIPXT0mYJ2YQ1+U2fw9Jw89FY7fPjwUpvpAaLbT9O1MmU3r/km7QQR4oBRcm2dJq0mQ1uGeJrtCtKMool/Y5a9Ew/YDrF3j8RCab+3I4IkEwxGw2MCjuio8Bki/77NQ6RmLm+W9DVbbuyNBo0nkmbl3B1ThRSfno7Mtmid6drjXbvqrZGR1W/Gs+Ed5DweB0dCM57GVBBujZFlQ3VRIuOaZlHGlO0qwp65PkiGnAb7nErBpRTTz1N7HpWpmzrGTYpFa4q+QxmtgPllyvJGk6hlzlRvjE2AruUcp4QXyyrCZaW0IieUAmxjukkinex1+gidk9OM4tmKiTPrhEIwetP1+RcuXND46oBY5kOve7x5gK1hd0gglmB2G3LSfd2/f//111/vviP9hVtIOzmsFEUimnBudt1Yr9TH5+QEeb7IbqDRJPfEkSN9TpSGUheqv23ac1rkxF1zKjM39tEOWbqP06Tgc/KoEu/XFmcSR4vmpM7ZsSVFv0ybRaQBT7M24/HNtszZNulwOLlse6qrlcGYhJ0cilSr9ViX3jPFgbuWUiaXWRPb6TXLevudtc1ltHWrWIOYV7OxrCnLpgJtQCnZ1nQSaczjbpMOVgJzjboNnz7VopCdJkzjk0iHaJ7oPLzpDGW+iDIkrV6DL+MC7RACmyKko5zhk08+aTQZAs0kR3MwzjwT8Zuz1P0e9CuDnRkZn5MdPDgOIpMCEEoXAPVA9zlXhJyQrDYZNs4stmhyMh+D00iHZUVwGalpmpdNoA3Yx5pkIQpPhEdJ9hX2MXYfcneXjNTU15NmhKI9c2SXlS7kNPLUJG2BnHjAXmCaNA8ePNCD14zMkvXsZAI5pdkkHnMxdsl2IKee9+vaEJN/mBTE9FxM6LQfrZd5TqU+8v0CJaXX4LAvhUofoRlYjxsbkuiFzAzjPGzcvIS6OzyAzyaJ7RKh012bfs2mbqHp9WLGQWXkRMITPidpHKDYVFRh7CllANq2ONTyTEglZQheJif1pCdIc6MoC1c2T+SjNKthmcrx+Zvf/GZ87Z4DHzgbMvdGT/sR+9YR59KFdficOiTyOemSNtXFxR0waULS+Nz1vhEnx2sVaK11+5zS/NmV1Kml9On469q6NOdU7HbkxL511MlrEemvD6BKn9eCBfpLFlFUhlomsTEw78jA20tHj5ey5Ys7/rLWBs9eKaVGDnGXYbqBHe+D2DpyoabKcypFKvTtt9/OErrT/tpGGtXFYxgo67dGUpgoDLVPWBrfzNzjoBLUZvnrfgWG0gwr24dHO/ks9cpfp9P8JL3/oqwQOaHES+SkW5UZo8OGXmTJQA6sGEk0ipuNp5AvxSg7MTDN0S75a+ORUyZZWlyaK6ayYDhDTgJbpeWLyMnwa6ToCgf4nGg8GbcOcX+P2MOcZRc1Co84xj4AfE899RSPI0LnFBwnFNPid+wGH8R2fb/lzomG9q6dRokQTWu0N+xxy0wI3ueC8YJ0bEn1QPVYqayJ2+tMpNBj971G4Rczx2Q8oOQfahPj0VKTZo8Asru0jEjB6XawZGnGhdPts+wpzjPVNNOFkY2Uwhp0Pw1fRvlQsjwnXZhOMgw5pTDlBERKe7Me6ZnM4Me6bBkBSmkh4UUbctJvmaVPs2KpORDdqC6Y9Xosc2RXJGtgwtSdyhzosHhHRFftgYtVU5P7nJzW1vgpCbvUcsVYnlkzsvvtRk4eVVZrzOoj11AqTteJ3igfMUAtZpSTDhR9eG2Cherj2OsjzbV1UsGTICcZFVm+0ueEzybCpjTDvDju0GLdyImhx68Q09l0Qqt+XK9GM9Mip4jSLMTj+iCnkrK5J3IyJI9RYd142fcnDUVOutpu5rEULHdJBNAoEYK43o28hzTnmvOqi0PnuFKH/irJYGK0TisqzVssu12Jxp9YW/dlE5wt34QUTkZCa7vDIec7ylI6MoEkt/tKyMPrQE49WQYcZmoEWNn5IyF7T2msoh+MnAgZE4wzUtFIOsIihGQ/QZTGjNHoc2K2uA3UGJ9T1iAiln2tVKQw9es9kZNwJyGMpdp+lRTnjbJS5ERemjsE03NQT1a3z9JmjR8+fJgoJJGvxpx6HFcx8wSXT8ZMDSbgDGOKoPv0rbNoYeou4BKLydooSSoB6feq8dTi1V5LZqs/ctJltCU1eqgbBcARfWOgusbNSaYxWB2uZ0yhZDKTknNfAwLTQfat2CxPJ7cPRZMQ1tCFnCOxinCwI6oBOfWEjQuFHDHbQoaAZJS0X/VruOHIigvVSrxRHDhLLRsR/brdd6CNtjKiwT6n0iHB/HBdqzF+n2id71ergsSsxh81cnISD0WzjmVcuXLFaaF25i97ayTD6jLiJgPfiS+DKZshp1iHXA6UF1L2BHniPlU5dKmT6bHMj25ETtoPkNXL+XtivoWPvsPHMwB5tEnGFtto6fs0Y3G8rxHNxPPrNXi0vHdpc9RofIhx9WWvByMndHo2PVJRLGmVxZbUjv3GDTE+J12eziDzMww5GYBmPieapK6nj40ApcanJ3Ialm3G+C8swOzo+GtVNsbnJNinFzq58VCj7hUA0mPFQsecelLvU6jK1FX5HVBXhpxAZh1Wo4+wo+Pn+nutNJg0+mWWZrxQXJUJNfojp46UtUZN2Fh4yHZFJykjiZBnxqcPwb2O1ETVXkVKQF9346DyzI3knJzN7FyZ8KRgBfMIw2leuvHKX6TZvIzahQsXlurxlTLkVHrtMoaMNmH+ZZeoa4qZ81mCAu1mmMEaX7o0U+iI+e9oFdm/9jUe2VYl4UBArFspJS62NLMH3S3Nnduub5mq2BbFzF0Gf9HnpL+DjXoZQxzDEhb9/LH7Y3lAmu9FMu8Xi82kds7BFBKinJ5AqtRTI3Lqkyd+7Nixxm4V8Rq09rScWH4lcnIxTpylOoyynWgdS19jB3LKjL3T1X1mBse5jRF3ksgcH6tmr6OoLiOI9+iCr7bMMJgAO4BCRE4szBI5OQXEGZpuRnvx4kXnWulBE2jQlQ/rPpH2W+7oknznnXeyqWisbLdHN3I6cuSIHpzU/UjkhH/Cc36p/lwjBTzUBzlpGHXvA4qU6V5Mrl4HHGSRlsgpMmGOQU4Zd7Zpt6yucb+5MjEzPajZMlu5j4zxOQ1DTnFU9S09OGGOtsYmMeG6Q8yE2aipSuRkps3szZjSZAHqxQI6Yi+xQEoWVr8ePQIRWmQcm5TOSVPFmBrBKzt0y/05peuZG4nMk7S/uDWOngeWuyO9rA8T+D7kRIqursl+uZ65tJD62CiuVIiGLvUVLzzcYHElRMqNtpmBeDRlnx48eKAHCd0ZrsiyE2G3lJDUj7Yk6IuBrcb4kaURzPVcXY1ijt1InG8h4NWNINtE5/SCIW0Qu5vmC89ZnLzv5NY0L8HTO0ePHtVTcAZM1iE1/lwEbVjieIy7RrAyeRYRORkR4niLaqLD6Hb7TdPcBsRIf5q7pjPklALeSu0hoTiLdJ1w+7oC1EFYtoPl110yw00tvH5LxIUuD7ZzcTCZVkRO4OO2WGS262tkL4zIScM+prbO0bqstm6dhOy6naV8TsOqIvoE7Oxzkk5r6/g7FXJCSwvPaTnHzGVNP4rv9Ivnzp0TaLOeRGeiT7QK+l+DBi2zF0sJk0QYbvDOIY6GTkL2T2Zo+nTd6M5zKpETCj97szFDQCuo7IgSZ4u3vtmWPmtHyN1FRrQYU9O/FNk5NQJizJKW08qHlP/Yt4cK/Rh2ZKeaZejzFX63o4oij9bB3+PtVJaK1C3ZA4iKfkJZVsdlHKbZ17NS52V3GHTqwc24OtRIG4S0P8LVKBmPEQsALtdhP80zbYuUZQAFD0qadS83Y0eaJ/J3SAk93cw8FR3OOUAfHTlyJJ48Eg9iyaJ/KA4djoHBIdrSt9+YJF7y4JGHlzGmrE64VF6XfeD9UZTY1kNjWJL0NDauXyiDWcrcAkJ6lvr2DqeOM71Sy0KO3Vc0kcbU1tm9lyGn/h1Lxotu57333hNEWBgcHIOc8FNKxXXcF6Ohwcx8TqtATutki8ZjMThal7ESjL+etnZyC81WB3JqTA9nVmdvWsFSHsTgRCSnyyBJq6wrL3+XoFPc21Cvo1mkPU8MXNiD2Jh84n4+MT8szUvETPcQexeCqhd2ESaWBytViYJaM8R1rcJiS6mAMuVFI6vfdvsLB618cVqQpM60sapbjMOWBTfoFxZzG98d+RwD9ot4s7kL7j0ia1cQlOnb5HfHdyICcOq3z9Nz9eo2NfOIgskKLkUc3CjgTp2wcSaQwOtn6kej983YkeZcCZajR49mCC96esZcbSaZRydKdEG1PZE2KR9lIykDfA1MBoppGUMNTjYgpbB7zhjksq2I7aWW6uR1RropqOHj6MGsY/tHbXlHGoFu37ppWNTDVSNaAm+//TbrtONU7jnauJazjr9SR3pzfIZ4xmhM9d/gkceTqoE9dOiQJkwHmSp1W3209OBoXQppoB1R6bY8p4icpJeWsiZlhjjvrxM5Uag/Bjlpdk3ic7LYjxVJIxeC9Q7k1MhiGovEUxNTQJqpnZiKAzsXwI59FxyNHYQd7pqndc1sj0P34MEDKRA9gizwKqMmaEVmRRxVbJ/2V3COZBkj+iFtbvU0I7Gtjtf81FY2dW7vsSMy8bEor5WVgA1E44ky/OVq8wzElawE3qil/cnLYHONDji3kVwupoDEAnj9LnWMZkKj7BDoygHAsraglVUDAY5G/jTfMucn6yXNisLckAEC647auhTyaUrtX9bW2U1in1OcCs5oawvK4hBq7OjcX7qRU1oUzmuTLA8pS2QpSRAaKwezAbGPKi3KZiCUk+H4/qxLuk7Yb8ErHV+0k2MYPVI2SpoYXmIRGRCh8LztdgVFmrgoFBzFjiI6f3SzU8a1VL+tmHs02NrZdUf+H/7j7hR4EorLHzXLPP5I+7HS3DurdSd9dfPmTdIs0sze6186eZG3K92SZnQyHd24xojjnm62qmFnr6/X8cFB6rjqaF0KMdO2jaVNRke0blnoDIk5jyaecw0dPy3946GNMjLPqVEyPqc+u322E230v7QTKNPtjZxIk5V0lK1hkaOWLtNtS4lZyMx2bHfGXalh1AQuPW2sWWJqJd0ltKtli734raiTYTcoj48SdeBa+ZwcOMtSHwR90P66pkceeQTfvqvwfLYyKax8AH4MZc/OCVkJMgxu30ZETmOYMFkVrreMeU4WulyluT4tTZp0pfD+YCZMX3kf5LQs2aMphXQXFNK3ZYjH49vOxrBrFnkaODXKjBVZ6rfOn51zqVvQGtNv0R+0w4rzE4OZMMG+TDYmj5FTx4+aTr3x07ZMfySr3dO/mkJU0h0+fHjZ3sBsZ8dHKwBPwqkagTQDT7qYNvJVu5BLBtcYrcMvlSXeOhRrFgnUKJOH16QhdlNf9slIaxOWA69dlQIdA0g9Zjr3dJOPRE7QzAoYtUUGnSGuBxQB5d7eHo1j0zzxTrfjtUBmcfeuIxXKloXQcbWgXkFbXnN+3cKAnkua/2mWvzxs9k6Y52QZwOfkzW0jcnLVSHwzlvXEBqxj6u5jtXsK+cqx63AK6U1xqqQiQzw2hNaKgKQg+0raH8uLgUW+RbwrJpVDa05KaAoVmhYPeJfPqXGCuuXcwgI3fDxCdkZO3oNG2ER2Am40vXa3lix+ZyubCs4Y0kfiFeKvylx53d1X9EK6uLwLRhCCkDZ16fjatMhpYVbTQhnG5xSlJ3LqaR40UzUfpME9CN45dSMnR2HS/sYgvFOm0TguIxVDyCwWSDeyEmSVlTDfSLOnGTdxRpjJa8IlHZ4YNuvL2k4DYht4XkSfU3fMItKTuoIVH1sj/7ilRE7lGux/I2mmemQ5xjNhMgHSzJOUZpWnjYnnWV+IbCKVyCmq7FjoOtKZ5J1b92iXApiQaeRfOhHBbcNVSafjxtA9SkPq+ldaW2fpLmu3c0XaL+Ykldvd2MuPdGD/m4ndG8s+jlis4EIc3bseyrKzl3y4wd1XdgI5LYzWRQ5xDtbz5QI66t8zASfFuRHz3vCbpFDLlUJTmsuXL6cZcvKuj8x0rawYxvVX2qIfsBWU+exofr6VBXCgAo5gcQFy0uV2dDXSAcQISRFoGywyZzkmIif/dlQTXK55kEvkFEnD41pqnBBcof8V6uxwbNr/2TjccfXqlmPqRrw2/BkROZUdfyNy6u5b18GESaSJUXrw4AFPmmnnliygPThY1+Nz6nm2LL3ayUYZciqfqZGT2fcRd53MdLoxeppHM7XS9BdvRKPPqXGoafvVmEyd5k3BulvTDGaXsNjSOwEz9UZOUeul2RyDwb9to9+InEb2Tx3D5xRFk1DXg+cJBBkL6FAmWf/2bOcQ+9aBaaRJmVdQlkg7l78r7SHzSRWnlJKtb5+0vGU5u5eS/rEk+icOLrBN8wWocXBHdrovp1kSLiE5tF/GILAKAcHbHxDRmAXIDlqy644X1NzF9swdoaUxHX9XEa2bHDnFugpLG3JKs4VGooiu5Omnn8ZDsZB5UouU4LLzWWM3nnjyTz75JPNC2cla1uKQM3rp0qWsRM6ZSfq5SDie5nnoWtRsPLJv6S/U7bFbi7udxuT35gxxDWWftJVu2xMzxCNyivTTGT+bwxNltK5NejakdKfhNp9Tz85rjXSrjXlO3T6ncsa7Tq0bOfXPFme015PnlLn9MrEXMHvfW/OFyMkZKlmpuRFVI3Lyv/ZPmENcur6Nk83PFF+u84ecZaIf5V7QvB3BOHI17PjpHuqFNXf9kZNnafS0px7IyeNm5KRLMiMD0zvNk41S4e5tvKm7M5kEPbBGMGZkr+u1NoV6vmUmRJlflXVfmSRDvPHThb0ye4rmnjR429LT7NI49KFqG4+cskbm+mlziGT7xoicND1i1h2BznLuxe5McBelkLFbGmZy8M2H0vjssKlZEnF2gKalG32WbAX4VMb0rZu8ti4NQk7MVWo+Gg8oN3hZGzFBk5gVROIR7ZDpspfljDYKa0GPEhdXI3KydJMOkKgU2S/TnHdAiCKr6Cf2TbijVFYmRMgCc4bj0EwStdAwuuHMI42WtWe/9NgUNhVxJfKaO5ATKyRCSGvGSJfcLT1LNho7zPtmpX0aueQbz1N6EaAYYXZKl0W6xfgtgscYocE+p/7IiXZII7Mp+yAnWceFG+tGkG0/Yne0jliDU5TMY54C2sgaSRppuTMG/QpwNS/0OXVTEJlNSs8ahre2I+G76ql5FzqoekbrYttBeJuwCroYKTu90OYp1phEKX1OICeHv2GFsIrJ9qONF6PbH0zEmontN7syXrexqbUxYdJ9JY1DTmbC7D6sZ1+5UlBKVAm1ucOXGreRyCmFWKe50CL9WJqnG0bkJOX8+eefx0Tj1MOsUJCrWediiNK9F9sSLJt+11/QPLuOnNLyfE62aPwbq+C9DdYx+mJMgeqo4/EWwku4GzlZCFVT7BXPTxyWTCmpuNi2RQLqyq7HrAoZG0L3t+It4HliHT0yxifRrevb8pz0WvuV6P8kbEmatv6ibqjriSdszAS393g90uhzIlCqYU2zFgFl87VheU5tozq4SnaA9EFOMucLN9aNMMVu2A7kFDOcuoWFgR6J3VcitIrIqWP29idv7M48JcLb09XfvZr6ZIhr2eseMzPTGIlo7NaZ9js+swzx8hF0J5uvSCLvQMycyPKI0xqRU6mXcK5IOph1u2VM+UIpkyAnbLZeyGyTShGdoKkJOcXaumUNTVttXSaNlKdTCWZ7MCxzntMk0WpkMHLSg2iLq5TKmQzRDnXUCFhLBjufzXmoyyKnKG7tl5UPE73VDNfeOGrjeHx0RDmDSldbcl1+P5PyWwh6WF8chZwg5hJGo/CkbLKT1dbZnmUVkmTa8iQeeeSRRuTkDHHTLaaWjugrFXfn0WuivCTLs+uNJQnL+py6kZMn2ZgC7wGyEDmB1hfqhYWB3TbkFJOdG7+btaIkr6X8uejInBA5TSjdNZ5cUtZ9JTsma/aiOYmCIM6YlThIxdy+fTtTXt0Z4pmssz7cEon74HOHGtgm3L0j22rrzKyIG3IVfE5URKfQ4n4p4eTwwnBfI0mMJkFOaT492tqYoN9WzYSZyUp9ToPFfT91740LbbAMQ07uVmmni07iSyq1Zcbn1CjkqMRTeVHELWvav9t3WtUA5OQzSFV+/vnnrPpYSRC5K2OgFuY5qFviUo3Ng6PjKn7rgw8+yPLQUcWjkJOfJbuuksC6ETmVzIHEGnmnDTmZ1XQj+joTzQmYuIjXmEM85jlFf1hETjy5pfKc2Nzz8JYi1BkvC5FT//OQ8tLode9ATi79aNt2kxpsJcsscm3dlStXiPTxEz2R0zAmaBObDR6l7g7BC6N11lwEs6SbaEnBp2R+6BGwL2xsrLQUclonJ2Em1vWEI7UMrXkATLyTpZRmyEkvTp06NQw5eVqyO3fUeADrVSlln+MtQU72A0WelNguQ78SWQkmYcIsfU5kVvF6THeUFQlNzMDusEhooU3lmh2GnNKc1dOV+aAorR3phLJErhE5gTMyuiPqymWayQowxu2o4kLLLYukG0U/oevR1GKvEpPKfVW6krge4SkgPTxzzdCuKjs+BWvi3qYyKxMgJ4tNkc1hY7TOWkDvS8FFXk7NOSGtNuREJ40N6utSzCFOh/Y0q8vtRk4DfE5rjtBFmQo5pZD0lwJb40Lk5D1KR2TWdtToKuY5oSwgoSbC0sZKYPrNAb5Mc5WNCayQ8+t/s4j7wgzxiJw6JkzMJmz8KO1HTjHf2UyMsaHBRiTbKPvxmY3CLLWujcqQE4nGggIj+9ZF5DRJBDOipUmQE2Hc8cgp628j7KgXtrsRiXJ8RE7L3kIbctpOJ1MUWjhkVhn3TFbnNUAGIycEDZORG5WSISeuH61I5iJn6Nm6oBE5DfY5dYjZLG/dupVCurbMLvzVQhdx/Dk+zbt1+d7j8WkWc4esH0b4fxFPrgI5kVrBeEFg1Yic6Ivy9ddfA/EM1RszxI2ctsHnZDFyss+pI0M8haSTpZDTBm+ZK192v7hQjOLTTNHE7XVqQU5tzad1gIYLJ4odRY3ROnfIaUROYxCPtXx30+hho+R/FyInR7I6mrs5F6Hxfjt8ThuJYPYcnzjssTwQzgt/6hxnzMYY5OR0DRBbxLgjc5JgldTZaKvSTaTUU6ZCTik07Ev7/Qp4VqTD25BTW+/LNmnrvrJV+r9jlN59992soNixoTJDeakzj0FOFsqzsg5xlqy27p133imfnc+wEIdlyIllOInPqW2IqJqUDsz638GZWW6MDShjhZ1dm7xDDt+RI0fYGq0EOfmHpVOY9OAexpetCUWtbNHwS7mYAhOYsRJsOXKKVtneFFLJ9LpsqVhWmnRE6zaOnBaWUC0rZtYBcS6sraOtclvfpZMnT2YB0BI54S/hTbS8dToyBh2aMWVMCXrbKPnfPqwE9m62sUx5kBvvt/Q5wVXolbs97t40D9TqxVNPPeV7Mc0MgTPYCliMACnb+zHIydE6Ujochh7mc4pEMMxn7eahcMTbulTn9VKmitalJvoftouESzqidYPznLISh63S/wtvIfL3ZmxDQPlln8hUyMmCCevovrJQ+ZNHf/PmzTZeldVF6xaKk8TL9KZyi8uNALmy3KY0f4J2ea7Q59TzW7GeMLvKeJg7nGzVysl8Tm131+jSdKkn/M5+tNHGIxu0WBNG66LY5wQabkRO1jhm4WvkPvCposVq9Dn5GTH7tdQBGTygZffEFjpkEyObxDjFwc9aaMfWjZT6Z1NLNszBEVB7Jgbxul9nQZk5t9Hn5OW8bcipTdwnGCJKb8kyicjJ45maGkGW77SxEnR4+zokhuTK3vXjEfnqkJMNSWPR8VQZ4hGN7cokTCGkq2s+d+4cVf0Zb5CrHMoM5UaZHDnh4+zJId4tXnfZ+xlyYravBzlFcUIF/y4cOjLDyp5vPLKVIKeyQni8bDNyog9zR27vMMmCWRu5wZUiJwrL8dZIrbsJQCQF1gFmk4dZIJ7H6Y3k5p86dYr36SgXj/T8SfMqWZhmxiOnuGmbNlqXIacMhbu7WXYxWd+JTDwsfJ2Oh59++ikJTBG+k1B/69Yt+1R2yGi5DQtzJrZksdBC2Js91yGm2axzvj8lPIyPORvbup8O8DlxqboAx5op4HUt5CTI6d133x3g4SglNuuICfiNyCnyOS2b1+JsdI1nrHXfKv3fZ6wyPidNHm0LS+pFNsw6/omZtJ1zcuSUWvaZ5nMahpw6MsSxKVOx4w6+055Dx66jNO4rQU4aqQ4SsxTUOsXSlDu5LV2juPJ/q1YOc+X+/fsl5w22HP1buv46BF8UY5Jm9QIHI0M8iqN13CAVUijKbnFNDRJTFONHC12e0Woig5FTVhA3zOvQKJM0bxkmbDppGr0TyAm0ETNIrCXZI5asYPBcLNvBtLvXRNlC0SJFF6OKFuBpGV2NbXS3gQnT4oiw896ydoFxhB1fjl69PhIfXzQiW6X/uwXHZGPfOk1XrSlBqLJOnqKwtgqMVSCnRiZMe+izPgQdYuTUwUqQNoqcIr7vr824YC3DN998UxaH/PEVRuvYftGHmUIMZ/y98cYbjNrVq1c1dS5evHj06FGSMxzbzvL2veHeqpXjueIeZ3DJpKbauvhFBgHuf+7OzRzKPKe25Og1yEqRk/1AJCHKhGQaJAW66mnFyMnkNCOREzOczfFUCfXZtMkWRdvVOufGlN8IjW7ikd0tpd07cvujdRooyuXiLUcKjLJgPhW1YP2ffjmSlg4+C835MjXYzYus09xUNc0m/yTFetMipyzvsLsRTZSl7qLthFs7CUtp9Dk13qlm4KVLl7I8a4ZLIOnChQt+cO6y2oaceNaS/p7vxh2adwhUp0Z+k44bWcjnlDaKnOKd4maW3Tl06FC3uka9aA+gkdfa35fnRKkhxw3O/C/TMiIrgRQHr2P3FVmd2Fsg1sVkHX8t24aciNaRC3/48GGzEpQc4mm2GFDoHd1XpCj192FDTjHPieQJqMzA1jgmIwlqCtQGZnizNOb3pYASjJz6ROukjHih7ZeXiTeFICc2CZoMer5TDVdHhnhHBCdu1uMxEeWbEC/NqbQRb3/xnJmyaMt9TpEPpWzPbNiX9nsZI3Iqc9Rkoto0O8GvRkdyB3mPnoseXzQhBKQyu4KjQgOeZtuwpUxgm5CxMTjkB/egVwrBCzCirlP73lu3bulS+7RAHi9bOwlLISdMw9ITJTCvyoJ/PEBSOOfOnZMK0vT47LPPjh49Sk/MEjlR/CiNFOkuuy+yO9UkFup34AwXnKJhvEC2EzkB72gL7eHVJZUjBnKClcB9DP+JnLLELoieBizXbuR0+fJlMtE89fV0tSDto44JXPpuFgY2jN025IT5OXLkCNk22JssqtiHCTOixofQ59RRW5da0sB9fKlM21gJ7JmQ6oHh1wfEPAxZL81Dt3sTREszA8yEJLJ88uRJPUHnV3799dd7e3tSanrEU83PbEH17/gLCm9D5x3B38gwqe9SW6fNgLYxejGe43FFwkChuKBgiULSm8vrrNDHMGHG4vyy+EujpBmSqVA6JcBxnwL7QIm0pFXwRvexfH2EBr3DOuj56/7XaQlaCG6i0Naix0KGBuliJJN1SJmWG4d3nfof0sHyafYRJkljtK5bmACNbI0QUTrQ3Dga7sKkAW8kFMhusCz9bhP3bG50r0SSM5fVp63JEE/7o3XmlybtTENNHbHAn/7GQYvI6d8df2UwgJzk5VBYOCyxJkNg2CfSCyKfE4Yn9mdNAVt4rEvX5fZwiGe3TOzzo48+gkaiZG6Mfevc8im7i1hLYuSEUq7Iyd0DbLwjUW95eWW3O3zOdiZfv36d2jofQIYmOl2/kvYnS7GL4qej85zxSTN3FGVEE+6JjWOYBv2RE8NVRo5IqenIm8nAqI+nA/mETSSmFTeka9QMnipZqd0qWAksWcKTW5gZOWXkdisV/bpU/+BoXXfrpJ6y1J2Stdb4o6seMdgRyaa3E4VN77J2B3eO1MLgjr+6ANqMtI1/W3Q40uDFvrxtF1n6nLwfiIwe/tSZyvhEKT7tmee0aj6nDsnqGKLGYKj1QitFi1cmOM188GnWfFq3puUs5CTQwr38GzlB4BYbYo+8LCov2NJlVIdp/wIwHY4UNC1cHCCIZ9tO5ORonUZZEKoROTEysePvUsjp4NXWGQn1RE4gocOHD7u7Z6QYLsMQ3TmPaX+FfyYge14L3ztvpnEEnBtLH9k2hslhMoDPKftiPMwov4PQspHPiQ0VcahJ7mtyKbOFMrF5iI2fY0xhMHJiDje6WzgnICCGQWVs4DdfW8vkMXlOsc8Me13vaWP9ZrbRLblmBrMSZBniK0VOwgdnz57VGpGZJDhlPrM0i2svRWvXM8+pj+DxLSvy0swyNtJ9RfDUUfAbvaeWyEpghabB0ULL6CKdWXjlyhXdpruvREdsI3LSVX3wwQe67HVuxkq7QLYT3YJ5uCTv68iPPvrIgw9CzZHT5cuXNRwyP/oOEHvY7Mw2+mXfuqyvFqbIsImF3VjdmrYYOWGN3PHXyCma/z7IaWuZMDfF58SRmeFpU98nT57UjLX6aNwld1dFYdLSfpdSH9HD1c9xMTFpb5LBz/JyuvvW6e605qWPfO8utk+hl4tbi5fKtA05Ea2bsP3WtLIQOaWAAODCKLPFl3pwmNjGPPHYJ+Dll1+G8rfxJGtb12NYCdyIOtPh8fozTiC3AJMyNKHAVB1/V4ec9Ex15mwjxz0OY3LXKGkFpVl8cyr9mZESIW0TiVCjLU5jbWObqhR2ZINRshJ8P5OMobs8QxsrAT5g4Jf7umhurEG3lDU3sSapDNW59ISOcLLsJGkkWAnI/pPY4TQsl9C+TY9XhpxQNynMJMMmj2ybZ9g+gy1ETrG2TrOBQYg35a2MkVNHas7DkOfkcFLkEDfyjvfbYaIyIdysodPWp628wFI6Ncf4in6eiV5M638u85zSvIq+rW9d1jCrQ3r2rSP5V/Ncw7Vt3Vcs3dE6iyeYG7P4o8HdV8qPbOmdUu1dXxbFWFuy80ifU0ROniFxtEE5MIS5gkHjoxfmlV6Wz2n9TJi+NdQRzcGY8/pIS2BZJnfbXUZDU+6NN94YqUiZeDqnGQQXcshFv3i2QNp4T8i0AfV28Dk5mOhinUYpQ1je45kXzekQWY7RtBLvlzgmxBARAsbEDGuJ0nHzb1YC15oOZqPJylNxcOknjZyoJTHhTdmzwuxnpWytz+nZZ589fPiwxpqYqPvWlZolzcyzjHpjD5kOn9NBRU7AfPuc3FKtrePvlStX4kkaOfLbxHxg/Fty+Uzem2+8LButi1XBr7/+ujC9QKQjj2mWeGtd0Dipyjwn9gDab7lh06ZHpXWg+mgGZxwCB8eAmLY9XuYjMV2kjpeC1hhaSU7erqdNJkFOtPEyhX0canKDeKfRKcJXYJ/peQ1RZ2robJhXh5xIhCcJVb+IJfruu++IZ3VHq6l2wtFCB7RURDDHd9FJgZXg1KlTGFM3tO4QU96T28c1uPlBPJItJUWd/ZkwNUS3b9/GtJWfdif/aNhv3ryJVxsyI/3cpUuXGEztNCZUyy4l0Wvneqe5F63t+i1xtP+FnLw8snlZth3o83jcu02TPmaIMwX1YEin1QLTE4rrOSMVzC56a31O9+/fJ0s0tficvNnVxQPPO+D/w4OcvAXviNZ1dPyNdMYIWd7SC6XPibA6e6/GvnWD+ZxWJwPynBbmKXo8G9dRY4a4FumwPI81D1RPzeDqBO12vNdcHXLymTW2b731lqaZXYM7kedUZhDHccZARDNh/1PGSp9Cvzat0AsXLhDoaPvd9SOnNK9/1Jx/8OCBJr92C3pejX0zdcvXr183owflQTBilA5y3EKysFN1XB7AhOmke/oMuj12tvkEWgngykYvyyHexuzVJ20a5gs8WPAy8L621lLmjWQBA8SclnRNyIZO16CLb+yqhMSh+Cdycl1iuZMg0BszSDrEXkFXhOkJmQlTZ47JhlkFnyYESULWKVkwxb3u16Zu+oijdRTowuXjJurOEHcWntkWHnLk1D/PKYWMwnIQpNTovpL27+BLq8bWnz0lXs9PPvlkEibMlQ7+sqwEbVV1FpvtxvttRE4UnMsqTMtKQEtz/zsGky2FnNwSOJKXDtiP9UFOjiDLFL399tsaQGytuwOtx+00ic+JfzPSTtmSCAgAGYLaGZUdK/3OnTum9mDdyS7ST0lnyIiCSj+9h3dFyAkfjOakYBN6j1BdeVMRTeKK431AoW4KKKnxkUH86aeftGyniuOP5BD3Asevpquypy17vh7/pdq9Ny6KZQvOsrQ586prqY7MKOex4m+OPqfsgLY4Btstxu2fyMmhkywDNI5pH/zkG2YXUkbropMgVpiDVSGR4oGVTJhGTu4xOXj4JhQjJ5xJMjBaeNxj5jhhZMy2sCt8TkTQJh9wG3ieaTdyYpA1kRoHgXEj+x6V6k5DbHyJomYbwQk5xFcnA3xO9vu2pW15kBujkxlywgcMi4yUV1tfkUnuboxF7JMhbol6WVZBuztA/FJ3F21nxueU+ZwWCrN0fAZMh0yFnLIR1kfa63rVNBJ7agpdu3bNGXIRSJE8h5WydTRRUOxbtx6fE8iJ4ilmPqCBa44LipAcnbW6H5zOM4aVoPFRjuy+otuh0MRVWTHUMwY5mf6DNAxXRC6FnKhmwBns6p/Yw5HufsMceNwUOl+TUA/R9G/6OVRBPJ4cIX+XVlQE3x/R3MUd0jgjSQHTQGsUqL3H0Ro3GZoWeqEH6bwT59W7WSNjZ50VW0Wm2fTSSbCLdvZm5ZfR56R5w5vLlkFNLu72ap+Tc8AjwrNT1A00ytGObeoz5LTZvnXTchTFcWNGxQxx7jpDTqC3NMsbyLC7DVgE4oZlekFPA/f6RXg0GZ/TTiAn3WAb+afF3WAaVaqxUeP9xhzqyOdEObR9qJMI1+m9RPTRLitLISf7nNI8hosHyIakT4qCvcgZKwG5LJp10RRJ0Wu+wVoCCX5W5yhjMEk73o6rHVxbFzGi5wy5KXEGskil3qMLzd5ie0BJtSZoQKW98x3TLLucFD2dymZsbRniDuV4z6D7hap7MCXHFiKnFCAOqesR6I9BTjEnVVfo0/a3X3oEsb+7LD4ICf80CWTOi8fDp9f950NW/h/9hfaGIszJyDppHzl+r0c0Eb3RTzN/Y/kknAmP+SdXV89PuzQXnZYl3+5cy79UXoBDXVuOsK8llbWNZceRnfjmRpwxTDte+2qdwBTHwT7qku7FYFaPQWOokfQTLZFTbB685hwvbNJSDts+wgzWC2ZIH5+TplmpNKPPzzW3GVlUKiYn54/ZglozO5Ehnjpr6+K32paG46R6pqUdzYigQE5meR3fejYKWZnSjCjxMbWNg5FT2t8WHi2UpdU3SlzUJXVNfHCMpEkRYcLEME+SMtxHRuY52V8OKmLRSSN5MuCXkorIIo+xN7DshVYoOfKG7OQVOe2m7FKV1uhz4qkxD+1tTbOW5IN/dDuRU2onwOSEZHENiNZ5YusKY0eQhciJBkF24mp2NbpFdELZQQjWwdlpZkSgolw4vXv2UCeCIbvc8dQe0UR59dVXnd2mexZCahsphrsk4wK4ZT16pxXXYaXAMK4be/DgwYp+sU3s27Q9Zp/UXZnZX9gHtD3gtdXjIFPlObEUpUFIzTPKjBnitjcOnbD7dwTK986w66/5oKNqc41e28VAziF9jWsqzZWj7WVjT/s1iNtupJltzoI+kb3TSFFGKwXiQfM52a0bl6QOhrYuDld0sTTW1sULgPKKy9On462+I/hjkOuyyEmDI23rHsDSgV988cV4muw0LyiOhAX2PWNEtWnWneKU2glWgrSfO4ZkVly8cdrormMakNavsBSphLzJwbHkU8aPQB7+pzQrQWjkFkqBUXN1FULSP1Id7DdiP4wxvwg03ELklFrAU8Y9kWaqoBtDxGtzjm9/n5MdYGmeSNTIO1UKFxk7/2A6T506hV5q7EDHbrmjaXeaI6futfmvDHFa85hGs1s0q3S8gYLbAZqmz7bNS2K8uLaOHQxrbIPIicnhwBxsgRlywhmYuQGj8GhjtXyaI+4MORHffe+99/R6nbQ6UyGnxrILM00QKImFcjxuinujGxLPJRLfj8enuWuz43pi46e0n54gzak+1tyjrZHMt0PiUFhiIXTm2UXs6yZIlGZNxKRuQI1OxQUkSWNqO9TWkmwSG+b02zH7gWHIyX5Hqo3s2DAXEd2s0iwVIc3mWzxPW5s2s8nbncmD4NFo5K3lF/YUm0pGIicCN6zWjz76qPQtZYL/QHMpm8/OuPA7WOVYG++67DZZXeoC7SlRrdhE3h+TE7K1PickohbEDSvLmmU9qW6OAMPN7r518V7IBYpR2mX9W+whqXPUE9REksqC2l6rOHt2TuQojXJmrDtadyP/5nNaViLtHht3+BjSfPajjxyEIkvD6Crtb3G/cMMXVx3phGSQbQo5ZUlwzt616x5XPGwFMe8Bidt3AdabN28aoZMYkRGpOyANnebauoVPhZwMC+zjSfMqZQIBUrVSoOu5qTT3kmLJfD1uqJnGEWMOk0gE6ktam2R8V/F992VziLmta/UAmaR922Dk5DxFFh0RZO9MqJROc4JTXjMmmifUEZd967xvpKqmscjZOVUTPb3Ftzze58TrGAUmUakEFh60+EVG+PTp09TGs9WRzdNH9nzomDfeeIMGXD5btv3GYbyd/RMRupTwWuhBy2pCDvFpkVNqCl7LRt++fTtGSBGTSqTZsi3nUtwed3CIIzGlaSGZZ6NgiKOi1r3s7e0x+GatIx0K9cIeACjiYCJqTWCGmSZbTGCkO/w3HDml9qghV0Dtt9QK16eHoct13lkkF6CMIhLsOm3I54zIyd62zUbrLEBAcu/d7idTMaYoTDONXM74EydOcO8aFv1tbEGT+jkSJ5TJfU6GLGk/ctL+OzqlAMf+enSuNvpaY+R0cMjYTwe/5qaQUxyiDunYD5VdpdIskBete+P7C39Rk9P5juO1NtFDKe42DoWeshRyMh+vlmfMGHVzm54Bcfue8cRk8Mh8v6AW+wLZca0TNqXp+Jx8Ux5J7Y1jbEU/FJ+j/i2jw/BaxQSv8vFZx5JTG7N6tx85lWZxwgjjQuTE8GqasabIjtUwto1YI1+XQIMjreiZso2sfkKqIHZN8aliBC0VyIkr9HqRShlWKNfdEgdY/+abb6ZZHpHmoV1KNK/UMKZZ+LisjuxTIzINcsraqeJzYl8FcrIycllgLHSHXZeeX4888ghrA4op/1ZETrE8e8z1D5NG5ES0TnPl66+/ZpcZa4WcZem2D92sBKdOnXLJXhYU2FHkFPMGLBmfk0egJJ5wqikTPc16dDs07OQJjS11TJ4eaY6lsgqD2CnChxm4bwo5taVnmebDzuQOp0VUhc73dG+lNLdGvjv9rgn9Yn9AmlizP2kLSw2wB3Sq4cp1L9owjE/d64mcCMG4NQplbo4poGE021O/gLhz7T1QKXRRvHjxYoS2WYb4mmVMbV0KqqkjWVggWLbW2U76Rf3Fe5Q9X+nP8+fPW4NpzT711FOxwsOEyczb69evO3c4bbSJZ08hGpPpbYIGZ86cOXr06Bhd2o2cYmlCNMpmb9Jj0lVlF9CdN81Dt5agWMS35l4l586d0/s4YtsyxPHGOZat0zZ2z+wpPZsJmuYg2zpqnY4Jl49CTqbciHVMjJS3brFvXQqkAwwla0PnIYDqVZQlqaWmGHma6fdpK6X7SCPRufmcjJyy4ia7FsnQ6tN9JUPulrUllqZJo3Vln6+Sz4nFVtaFZVGVNEs68ZZIOEDzJ6YlQQORZlsKnJdsl51KZT4nfwUVYFqNjfRoI72AYSnT5vrwOSGx51dMnI+MA41fzLqSRQ5xmjNSPU6QepgN06PRXbD8l2Kw7JCeyCmrSS7Fy1N3uhDiRKDf1hY+Cpvgta3cKCQeDYanpkwTiGlETvi09CtaiWSDafamecQ5Q07RL0V9QCzoBhmkWfNsYVzNt8ZaxfWP4VLS1o0EVw15GsMatHUgp8ZuKhagG/QiwvrR0dKNnDL6EqYxKYBZUCjNn3jWn5FgnDsEg1o0IUcmki7VhtmXrddjGKEso5BTmjeKLzOjXQnVgZzYh8X9R2QP6kBObrIxSXXPgFtmEvz0008uJzRy2tvbY8dfMsKZfKF/3zr7nJxLLpgsdL+2yq+VZojHaJ3GysdkyMk9zDvOb+9xrF3A/nnkdc5ImpX2I6dM1p/nlAJy0k+XAaD+yMkFa8Y6aZ5Q3w0KG/mcYCUg0joSOeFXc0H7iRMnJmkk3Iic3Micf9vKsKPQ9oBJuPDuGumSs3jWsgLESTPlPiHDE5zGw4JckTJNk0GXpH8zV4F7/qT9flwEQ0AxefwWZ9aL2EkC2EQih1auXuu7Mf6wE8gp3o7d2ClUCKZQpbEUCeqyyAlb2c3r3Y2c2jYDeBnTrJBiYUVOPNsYP1OUpZDT5DIWOaU5k2ya1fVEyrIO5MS/ei1Ubo+Z1T1jkSmm6HskZWr9gxUFd7SuBEtDxXhETo0+pw7k1Nh9hbgnCl3/Zg0K1iBTISe6Jrn2DWKLLFrnmGZj37oMBGiIyuVq0jzGGVBuxkX9hKEJrARxurIT4uTkrq4/l6KtoQfSHzl1n6oDE2TICQJomDAzizggagy7RGx6oMehxzSeZSOWzftG3p+J563dlh3n0WVoRZvWoZtVvG2Ex2DuuF3M6ILHyFQZ4qSCpVlU16cibUW2vJwkHlVcv1kWMMHTWPHOUzP9IMjJjN4cs0PIybpL14zusrcmRhIc8OrjCOiO1mURf3v79IwyipPIJbaQ5ah7SkP3SIyyIzuTEF5PgoM+svPIqbwZXpfIKbOCUWPG5DI0cqaYbGVH7uqmFafvGDk19q1LoSKPqsDSesUIy4ULF06fPq3pSLQuaza5Tllp37qMzykWl5XIqewzCn+9NAgrFm8K5dMx/7T0OZkJk6QWasq2QSPHWmgIb1gRXOFSyMkEWnTQdHV9dPGWkiEnk2pSckio1KeKBWgLpwdkiXoR4YgegS5vfNqKVb/LUHQXstbxzE4taBSXHegeNZ3AWN2D3IacMISU6iyrpqjTJlCr5/71119PskWcikM8FSmAwCYtXu0Y24pakDiYWduWRokPcUeRU2phJfDa1IOO5fHYONKhpBgbH1YjcoqI02OVBUm10GKJdzSjcSbjo8oc3j0pWxuTWRFdZ5b5N14mKcsdLFMip6xRH8MtbWXkFJNdsuca12dbtA6f01ZlCMb8myzPKUNO2GynRHT7nAiUpBljOCr4QCIn/2vkBAZqRE5tpNgRvGorLKSerfPIqZ0hJxwVaRZi2FoOcbNe9UdOLjPM3nevJOTUqVM0G2FkNHTOuy9zDdt8MPgzFlLsQAnYTZEyWBwWwV8LDVUWBCyBjlshpXlZhiaSNjZun9Kduh7Rf5Yza3IWjYxOu6zfaKr0L8uYaF0qWAlMdWbYFA12o5Q9vNP+dgh6gpqKMRfKXZl3FzkRRdG0bONzYtchUKt1HZnYyHDV5PH+JJ5TJjVDTsYQDlY0Tt3M/jZG69xhNuN56gOeHDXK8pxW1Gr2QCGnuDvRsxEQbuv4Gx2AUJClWSm+RzlzITrPaauQk4C8wGL0OWl6lY6TFDwfaZZGV96F98RGTjotaZIHDznphLpBenzGvnWNQ8f7WoqN1QC2iJTnHDp0KM1Lw0g+LZET1fX0zDJy2lTfOuKYjVPatpkeNZGOwUkSOIGIoaR5HDPyN0Ypa0KhfiCHCW+oPzVTP/+2VYP3QU4r6n5Y/kQb60cJm4iFuWgrcqbDw6TFePjw4Q6Nzzlxn3ugqFdIMzrsrGspcYqFG3eqZGKvt/EyMkPcqjiGaIFNFGk2ZjHGoY4dV7iejFMxS0qLjhNdOdtvPtoh5IR1SLNVuXDkzS8dvVBOIdASg6eavbqsDA31mOcmeFxIRxdpvh0Lbuz4W/poF4aPffIxHX/7y4GN1rH4I3LyyGZ3Kx2EkcPRElv/+pjtRE4xltSntq4jzwmNmUK0jqCeduqbRU6CbhMyuXncNA66r6y2rqNvnex6B3Iy4I7st3Rnc29L5zkRcaA6z1h2g8hJd1e2PNIQZcQcpZT0lWWWrjGW/VXmyIYgI80dumm26LJMfBd4ppZafaxmh0p12GWlqWOZw5tEVHprliVOaT7HsugkOociMuqrO7RNIytBPF5PVtPPHBnQdMH9KxRF39DGyTCmUVqjjMlzwsnhNGf6eUHuoHuJORhtZ8iaJi2cA1RfOq85Y2Y5qMjJo3337l24HM2XkeYrXWejzsN538w3b+Dd468DedufBJmOBrP0OaVgyiMM6sZAjQXUacXIaSOlPGnVyEkLTGjAyMnxkbbdj1MC0zy85Y+2EzkxZaF7l4EnUa4jz6mDlSAiJztd8fxvpLExsiKfk+TYsWMZcrJjoM3nVEaLrDKsKdALZKBTDQSpTOwqEJGTaScHICfADaB/8DjoJNo+ZtnWhFe8g8wEA3bu3Lm9vT19XZtyCsKfmEkKtU6XLl2yhcbCSeF64sHdIGDkjAcjCRx4YBGHn6iFzPJ8u/1JQAF9vbHB8LSSOZbwonXwfJpcLc0Lp9OcgTYL5GkcyNfUv8xA2rfhUpJJ88GNyUn6COShx8HM5FuaqGXyh12kE2ZzdiAnXQ+X3egM44uxNYJ9k3iS9Hx1C65FT/vLx5BYSR2nX5pNnrS/1z0pWXC2NTYjOtjIycKc0azTaGSOqGxsZUzTnIc9UgprCrW1oI1ORCyXT27DdOjQIU9paRuZJE1IjXyH07TN9bhS5LSKDKo+8m/khBkwT/mYmzETZswQvzwTByYJUsSfY9zTbGur982pjWw5ciKeQrMbZk8jcnLT1nL9l8iJmpTN+pywEJmzfRLR84XaJGsmWrrr/H5jWn0jRxF5EmnWlI1uD9HnRL9S/UQMBw9ATvTxGENMioueyzPBycIGdpkmytjtYvkq75B4nvHH6LBXX30V+lkfxgp1TkO2e7Gwz4vpzG1d2ABn6yHHsvcx9WBgJ4/bvqKFB7PdT/O+ZiVnRHw6NASUlDqdZ6HFDjWf9gPZ4sIdW+ZpjZFG5BSdmo1cFcyQn376SQOFZyIbrkhkBfTMGGqgpyGCCcOT98yMg9OkOF4zOV6hW7pGNLZbyEnaSQM4vm+da5MbqQT1HHUAO3ZWIo3RGh9rm2fIZ0NvaGcbn7WZY7uZkMouvGnFyCn1TmCfVv6NnBwrHWOk3ZEg43OK4RgqdHChx2UQSbT15k4gJwJJkLuzldT0MlOzkVMJxkvHW8lKgDcVKv2Dh5xKn1PsbZfdr7cXjSRYjcnLmj/SWfY5ZXlOejSe8GlotA7cNgw5oQqjASbu496OZeKRhXsBuMSfNkc2YZR4nVpc0XtPENa8Smm/HbXDAz4nKUG8X06kaOTqpDLIJeVpLelNFjLnhG90AXt7exQVdgAjwnndxJjjpcO/rgumxCyzQw5+TRiGaERO1saacqXmd3wgPlDypTI2EOYtGLHsFBt7wDMTnNADySruKHdsJf3cO4o0s+UxbrVDyGlhhviAE37yySeRSyWOiTvJEo5nedI91hMpdpttFOvYNqoCd6+DNzzTut69mFU4rQY5eTvNv+uP2f0LOblCe2Rnjyxap9OS3EdyWfRvk1WNp1Fich0nou4QcsqwufsI3r59O81UofPiLWW5gZVO7FtnPqeDF63T89XfmCHelueUQggjC97HWrny/EJO2qUR1I/IiUSWmzdv6ufc0H5Z5OSUlAGLtmPb5/mTdTSKn3IvGhNZmnjjuounnnoqq8ZP+4vAQUhSanGlY60hF0bfwRSqR092hZaktgcmZE/t/QGdRkoqa3kxqxCuX/Ypi3C1+czSfI55yrFLIbk+NtVCYn9upKT/jQfr4XKSAU3WTN8w4XalETlR7aj71VoQgjT1ifNgGmEfyVvudKR3TN+fpZql/U6pNLeg0UbgFJGNNxoraWA1DpEoaKv0/0LxIE+V4cf0oPG2Kew1x3gEVkoYXwiE7XlaCJtSGN7YYZZCpawREwV00ChQ/WC1tmqfU0lPtX48/U/kFFuNjqwe7K5NzSSjuPCb0unOP7BsJ3KKdZipiPFHzoUyomxlnWaBcE+FrJNzakISaxNMyyqyp+GPJsrJ0sK53ehz8lYmlrVbUzcSCoCcNLCR1CDCU/dvQZa9R2pPjPn609nbu2NuT5cOxFq2kvw3Ug2xq8uarUptxUYWuKBiYXMjbEqBk1CPwHSRaMmYIR6RU5onMtIAmEwIk0roGl599VVpkvEsl32krT65Qx01ZoinJqpxDbXwdxae6A55WPq35HOfALrkTp7nVPI5ORmO/AEX8eD37Wnt6HivF8yQNgce01sK/PRMtGClDKGchY5IFwNsLXP79GiimURtpnnp6Eayg/sL0WphzY6eu0uJ+9XoL904MkBskwTc1yzyXqhs6FRKiZzoW8eThUNBH5WPycVP5TknRE50vpucgXaA/As5Sc1hsaQKB9vICDkn94FvJ3KKrAQRFTVef+lCWCjRx7CRG8TnNBUjn6Wxti42ApNyPHXqlI+nejx73/58rZmjR4+m4AjZ29uTFecY4sL4QpzNauQ0OEM8phMdOnSIuEOfL5prwPDl2LFjBM68EtPcdRGxHbmQlFxkIJKlpyH1NUB8p3v0im7zNqUA8Y0kuLy33npLRg7AJNOod6x8nVugq5VhQ31nxD8T1tV3SISwjc+o3LSkduSU5nOeQWCoS+SU2pkwIwjuiZycY6q5zVSf1gzEZ+Q348PSPeIXAQlpVV64cGEhbnMSAr2Pyg6bSAym09w9NpxuHFUmP4Cp7Hqe5e9vc/COQWaPpDvS822sqewv3RziPsawHkVXBvjapA05ZYdpNd28eRM+9LbsdcskyMmNeyn9ISOIzsHocE3adc6Ef0XrJuFeK721E8p2IidCEtojRqts4aHa0tjn2f/8zI+Dh5xQKOZ4xL+SVeFqVH/66Sf+taJkkSBxG8qLI0eO8JV4PK+zGihHo/giDQS6zTzF0ubgPnPmjB6Nngu8UP2fURZhBEQ65cj2rBE5aTdp9/Arr7zC7tN9/WJuMioGA0zWCOmlWYsS9vq+qcjs6o6/7r6ia7aWjE4arXpAEveCOutuXTKVuHavMbYFqGKsMsKFDuQUCwxpT9mInNoSQSILc89oXXRDmv5xwlEqkVPJDK75Dy1qH0Z4JDqJ8TJ21H8By7TiYs6ypp92ODbMzCVNIS610WVIcMqsrVtlDkrBm+v9BhBK02NwOZiR07lz5/Qi9jLKDrMXA39wN8O7pSdy8t1RA2j10njYeOQEoGcMUYO6d3e2EcrXZUQm1TVIF3JyMW1/T2OW56SzOQfTTleI5vSmQKueqAwkhk2jg+1s3MFsOXLSLspEGoZKMh66L2q70jyFNuZXakxknLh9N7X1nW5Dbd3amDB1yz3X9iRSMiGVCoKaNTY6+pdKKJJ49BHzNrZk7sjpIR1Yx1y6dIkJ4IbhOJ+prUuzwnVWUOn9LqvG+FHNHAxY9qNYLHLGI8qU7pYaIjfZPidKEQ2M8BiZX6Os7c/ap7tRoL01TH4Q8Oo0GvClrZEl06xxr9KBnEqSNp2/sWywZMLMZCmPiAkCporsWMo8J9xFNMlmyzfAeWPklPb7gSwAQeezZrXbcGm6KsqwyV46j3A25+Nc3Spz0CZa+7pU2ENYStR/wCSy1AIBOUltErjv0Dkxk0SDDBuOn0v5sJClkFMUl6eUC2EMcgL0W2fG+2V6bJLPyTuebBYat7L97Wimkx3fyEoQSeK1eJgB0W1bth/Zfj4nZ4h7O46XKO1PTio3T2XD1Ni37tSpU7JqBxg5pYKVQFMlYzK0+6RNaMdGegTxEX+00LHX2LpcZ2AX9fnnn8sqYDVJkYatO85Vrefsh8qcgziMMhI//fRTprAyq9BfrPu8HMhF5WzgQvxYMQbKd/VFzT1t1Cj8ScFFF8cny2pqvAaPQObS86causGNZhdKyb9QCuVIepppP89nB3JKIWZEjK/xJ2IZUSzi89QVIOgT81qDlHlOKFt8yd67L4ucOvqUISR3S32VOVt4EUw4RFp6mpP5xXcEOMiIaPyJrTIHPQcND43RNomt586d0yJaOFscl2eruXDyuzjJmQzUS+oaoo+/HM9lkRPS6CYchpx0AZo2rCz3goxXsnkOcRN2lVTR0hqa3GgcgosdnZgc9taCIXmtAznpTf2um2Iu7Pi75ciJzhiwsOC1jtOljGN2d/zVCAtWplmp42ZZCaxhJ+86VPI5uW8d3N99TA7trnDVsmVPMx2h4SIS98ILL6ChsoYALsb2qczZYwRM2UjjbMcdq+2ja6zoNdSBL3U8HeLYljlni2wtfDYp0H+XXjEHf8nZ0hc/+uijGKUyz4JGVRsPXBcmdCDxK81MEeE5jZ5uAXdvxtfsBtvxFmJ7B3j2NOz6y6YL6k7X42hTpLWvA1ZHUkfLgf7Fa1Gl9EFO+JwaeyWllr51W9WP3FJG65gVrGtuZMAad2y38VNIQZlamWOAstCYBkfmbxxkXbOeLNCzLaUsrYwraNWC+QNCmbaXXKiyV10UexzSrP56oTU0l6mHyy4969t4PCvXTavSkqUzXhRSvIO7r7DbsZ4sMROyeeTkkFNjdwvfCbkOaU48SnODrD4OfOBa+qz7imvLy2Qu+72MnHbI58QmXoZTVsd9Gxq7r3R0/C371ulsW+JzmjzPKTWxEqROloEB5ydDhWgpLiXjV/KcGvNUmGkZb2SbMAF0ZP9saM8E86wcOnSIOa+FRqp7aiopiP3U9F16YlihkO2kF9mVZDTNBLAywifzVep1G8URXihnMziDh1VPHrobknT3t5pEBvReWAVyyqJ169FO8Cr5X6eptQnlAjFXvUROe3t7ywI+OMk0c/xOnDn6LU022NTKBHzpyYUzxFM3Q06+C0fPVz3gKxUwYiwnp4dSaWFTvwzxTCB+05jLandUCViY0hFs9cc91gC6QqelL3WGCPW6NcmGkdODBw+ALH10kAt2cEGRpyLL8dRTT0lZZ85bghekg0TklPbrF31Li1Y/nWmxXeFzAnTK6uiaSadlLrZxiKNku7uvaOKSn7HxDHGqvVaR7dvI52ROr6mQk84jXKJhhK7GcLwxZ0jPjj4bS5kQzeqlmPftmsVtA62UHrr2VVnD7I7auiz12GkrJYBzuXual4JmEbTYujW69+1hYqzYHkT9jn7UC0g1/dGEKxSln2ZRv4wAXfe7rNJcCjkJEDhe2fhDC/vWrU4yQoE090dKQzZ6LMo8J9aaFBdlKxreYZ4bSiv8r04V/ZRk72rXbcpEjad2mGbX1IXJAMUnC18UiEE6U5NcUytmz1DUyZTW0l5DFcLahJiyudpxZ/JY7fk2K0Ga8Tn1n2/0ciljpo27x0wwvppaHezhyEjkROmla1BKps0om/c5ZZl6C8VkaKRuYOD1XL2MEaY4WagwxDvv0g+bLhn2qWgsrl27RvHFriAn+5xktHTxRk6NPie3u3cTbPesiMjJLreN963DkzGGq6JNymhdBxPmsuJiYGleXTmBsI5M3rTe8mazDzjdKpatITFDHNeO+ZxSwVhL3V8MF5YdwfjRyLHkDhgx3TDSskfKojaitUz6MxgtlNialHRaX6RWR6Rg6CnL+pxMgdPhc1o/ckJnuhjT9eFEq8nKyportzFhUvqA+3OSBe7x9DuAJ36XboyxmVo5S3VV+uvUvXKybTkNwSSiVYYC1PRj94K9OHnyZJZjMGY0OmKgbUIOn35RIKwR0wxDTuThOQ3R7bq71chWdPzNGgb1F/zGjVRG8Gq6yPmNN94Qgo4tZjQ/tF/RMfqIxxBRZJZrts3IyRniQkXSaB3ISYgTH4Pf96yKyEm6xnxxQmOm912/rBM5RWfMmPuNRLqyKFp+Wu0LedsWshJMK41Uim4OlWk01yixOSnHJzqW0nxVxkZyOGnKhndaSlnHYjLNiSSact2FLd4Rahmm/e3cCS9OuDZj32ItH/SJLkOwIMuSWeqEvlqNYcbCUP50R4Z4pOpZZ7SObol6Flabfpq6ES0oaQzpjYhf2zr+6itpNuumKuXLkJM3fnpYadbBN/ZJTPvpxEjY0AbA1/nQIqc4PtLARGazpMOSC7e/EDsiBlKeORPym0vCHfzNsQbCycoZcupI/gMjRtaG2BKqWzbvcxp/Fu4/61qQRetAThEoaI3FheQa111ETkxfCprMxxOtlAGy1Id282newKEROcli4avbuM+JLMKydGC8dGSIj7zfLCjMHr0kJk7785xWwZPeLYSiWDXoGkItHbX0iMdHc0aTpMwDMJkI/zKwMvB9vEE6WPjMnFWR2Nat9DxpYYQiIS8z5OPFjp9Tp05ROQ8Xs55pd8/27hPGMbSb0yntfJpxs5X9jJ2NsX7k5JRQM0FofPSMPCDcVNwJtCGnySVDTnp23kamGd83g0OVfpy35LBLnd6+fTtLxjLPi8/58CCnKCxMqYs0S3JoTJpeKEwezQSaKfE4svBOJuzktfSEfrRxMkMhwn6J7iuacijwrBxHC6eRbi0S/+K7Xeqm2joHrEemQU4eiLhsstq6iJzIt5AWjgk0brNMJGInonVuVkAYLs0qfRpbiJSuResFElayaF3GjLXZPKdVdPwtkZMN25j79b7HrYQaCVrLPKf1IydEz10oOeNloSK3sWzY44NrLRZbaDbK8JQd7zUhMydE42VI8VFTg0dH/8a0RcZTptcVTz6/toyrqG9yCnaaPakO0oelTshrNHXsj9ZIsoq4RZeZMhxZYEdu8rn1aKfIr0gNJimnfEoW/zYgJ4qsee1FDR9Bxnevb2VBQ1LNnELq9fvQIidEj1J/h21RzCcJe5yhdnfYzmRpsKTyDiiqXDuN+70yWqcrIbnFpL4D9kIHweeU3Qyvs9o6beNkLE2rnyUu+OHtFnLKqHhZ/CiLNp+T4JFGwNXdjT4nPAQZ98xGbpDUhBVF61Lvjr/9xckxkfyim3UG2RRyImTWOKUzjQZ5rmYX3m82ebGLn6aiTHuGwLIgHXWyGdUC4BKXQJaQl4JabGxqiVVeHXLidWxrOvKE7mg0oBvSQpkwzWuhQI2hVUO6UqYtYwHBppBTpCtDsacZcb9RpuazOXvYVWp+alabD5bxxMfGebZK/++KkAgBl2/Z+qY7T7xtwMnu16P0w2qTUv+YL3eMr/ogIyetihitA0Wl2YqKXbfMVkDbyB1CTu5bx79MBRZ5G3KKXK7xsMhKkJHlbxA5YY+zUMV40fph+26nboy4D75flqWjpfqJxp4A7HL4yDkWm0JOHVIiJ1gJyrwc54hEs13CJhBSmmEgG1H2kV9//TX61EvYZJuEWrQ2Y9+MbMxXobwi0JmknUvkpGaOxQ0bGbgcWXr7IjUrFKltPEbsErO5RD7DhKNkB0CsCaA4K81yriPKBDl1841NImWGeCltXU0xgaUVzzr+PuQ+p2UFygNoezMuEks3ctLzauTQt6ABIOVp85GTb8phOEqffvppXcyY5O6DE61L7d1XgBTWRw5aQajK/UNqrGHl0xI5sUfcqpVTIifpX3NRZKwEVN6R11I2MIoU6iAnt6mfNkOcYhxed5d9Ipqgw9JKOkTTAAfbSy+9VFopZkv/X9RTEGgAJ2XFCjyRrOoz5rgM7vi7BimRk7cfZbcQ6cfYXg3PvJZMzCHFIScjGsnQpdSiTfU2xn05eH9tregQkr3SvGcza2fkwu/IEM/IV5050FgcRFTUJKilkLXG1WK6iE0wq0kKGXMjZodJs+QhGKg7Hg3IafL9TykLkRNGQcA9EoNJ3Wnx4nswe0skXIgreqv0/zYLgMZNuztSiLLez+QyxgP6eFLJ2mzsvuKGObG9WE/CvA7ZeeTkdSLFmi2btuYSOBjSzIpTm02JPu4H1lLs75YCckKDW8ets8kfgrHhtZZ3BrS9zl0SH0fGHM0xaYOvO+oXo3U6TOOQZlzYmm1Hjx4d2Wo74401dXWbVtUDki6bPM+JrG0t0ayRX5TYIKXtdWrfwqY5z7V+IttUZcFBZM21dX3EThfIxM0hHhWZ48UxhQ4D1tjTKlbhQeqjw4yuXPEQqTEwY20+pxUJT8elAz1J//qck9dkrcq6DK6t684OIV6mgY3pIGm+Kxh5I+VP4xds28RvCXKKhdU8U7wRqEFyPU+fPk1rIJ2kLD5NNVrXTzTlpOfLlKZGieuC7RnJuz6ANpQLc7ddHN12AHUYsD+Ov8cdjtbFlikZe2y3w3aAOFoXfyXNogyT01v3ueWex5f90eL72ZnjnWbNQ+IXB2++XZUDci09MaXmZVFNyJmB5UbDChCU9a6ZQBVW0l6U7UrY6LvANc07NO3t7TlCSgQKmjF3YkbausauU7J5Ylb92IaF/p2wOlGxrOcYOXIYWwFTN/ITKNRe0PSDiGGT7RCJujEZAiJ7KU0cwxAF+Qyr27Q4qR+S66mQU+Zz0vh4S9PNhDkAOaWgBh339Dtj7gVWApSAzqZb0JzXHNACcSvDRj6n9SMnXUkc8EgkQVVmlkCpORkz8GK41sccYOTE01zINtkt9LExqVIfS5EhJw1vGb/LMucaJfLoZoJzZNp48Q4jp8hJkyUDrhQ5xaLHNfctattUtSGkkRKV7yuvvML+NdNB/YVKQJlG4tYmaKa7LUnrmdplCU2irUiF5nW2Ee8QkHFZHAeYW4rMDbelLGKM3zm/Cvo16tI31c8BQkv/a4+sYFC8/cxHa91Bl0nybY0s0xwia8RcdQ8S8tpBZVMh7OZIel6QitFZiOwEfhfR2h8feGoUIyecnTBTj4fvA5gwYf5sjOT2nHvOg9bEi1Sig29Hz0i7dp0qG3yq1hupO0FOC30P46WNlcDd0Hxk9B93Py/dSwzoH+Bo3chtKnFhttwC/WWyXffv8tpMLk5Ktiwc+UaOunjaaYdrt5GT3XoaaLe9RDD2nvQZLUeaWzJeRx3kqER2sJFT5O1dM3JqS6Zzx99o5LhmsnBKNxXelLYs5kygCEMtDkZOkQkmy4ChBo2Oe3Hp4oDtuXcZNnQd4mBNiVbLXPuFotVbDjVhDrcTP3z4cGpPpVyptNE4la1/G0epQ22Zc8jvRPIh3KiOmZLoAHaMDOblaXv68AeIJyqqHwap8TVrGSvB1zMpkZMjHZpjwiKNxqyR6qIUGwweLmUxziQblrxot7cJnSMeci85aWO7Ljblc/J2utu8mREje1jsrzT4McHgoPqcnK0Ya6f6C41AWCkxkbHP78aZTH0D8z87ciFGIbWj3BKvqA32DiOnbluY1dbp9kgKRvSO1gajiVqRvgZ70bAmC7WW0Tpkg8ip9DOBbwzvnHNqN6ZViS5bMEifYpakO5yNWzYsKwd2GHJKoWg/hV5X1FsdPXqUAFY2FzVBl1qKbb/b5shFvL/3O/Z+2VTQfoSRxyPNgOsdEiGdxEMckH4mqCEZeEFtriE2EskyqPxinTk9iK0OYVNsdjwA74Utk0mGsIjMzKhzY76dHm7WSkUQnxifizoXCtFPD36aeQRX55/DGOjFlStXRoYwEEMWjUMHcvJI3r59++rVq20+14yqt1EcAiaBDFqH2LJpmNKPXVEhlNK/0pl7e3uaEpSXlnxOm6qtc07nzzPJniOIP8sTgFQszfLf33jjjchku2aFvzYBwSzbU4hOaLDREmRf2LQk+7rNAYJdbtTV9N/tSLRty3Na0SPbYeTUnQ+YdV9p6/irk4CotKIwkN0c4mnuc8KbtSnkhM0WgokXGZFTGxOm9FfWvM/jABNBySGe5kXRDsQMRk5pTqOnMzQ2cdPJY/IBek13PdLPH92TUQAr9pr4mCxoGImt07zRsvSpL1VXSOUtQEoKCN4s3aAwkI7RkYJKHsDIH22x33QjyClOLe8i4gG0gqbjL+Avxms0wShQAo67ctAkTNQzku+sL1oD6osaW27WPrkYHY4PS2OuI92mbaXIKfWL6fQXN9UCT1+/fl2DnGWI027IAS8XgWZ1hQt3AgiaKs2ZM3VODbs5AO2T1qmWMngINARQJKT9Wzi4vjKfU5botgopfU5UEDO2BkPxKxl9K9skvfjzn//MOPsZcUCfhJtdlJjMpzFhFXd/xU1UsDtLhc6xAmUpHBcAvW3jxgBLpN/S3M769rQlAa8aOa0oZ6BbRiGnhepDQIGFFJFTNPzsd61/u/vWmbkudtLZVJ4TVsSElgj7+0YOccqUHGMqkVPJ50RaCfgmRjBHIqc001ZsATXyWiFpXiSoO8rOTC3eeBLCiIrs2sGuOOHG0yk+U4B1vCS27PquL5XMD108CI9lr2sW/tB5mFqMP2doy4KMsv6tTAe4JFqHzsJPVrorYutJcr31wrefQtZINvF0sE4IAM36uMVBa5RVI6dpJaPW1EpMs2ZqYHdMNeAyOoyttTISrD7IiWyzsgK3PGZwKI1OJpRBOElOe4Y4PTYVrbMjmZjD0aNHNdO6fYdS+/qLjwpmjawT9kH1Oblf5PHjx+G16lC5TgMHmy7rTWQ+NBY1Wz94J98o2CM3/0EJbMTn5B5Ea8ZPK0ROeC/YImuUpTvefffdLBhEUpubOUTklPE5EZvI3pFFoTXp2sYrzZmZUkvFnK4QR3qbz6kNOTVyiLsqx+dPs+y/YY0e05xA66OPPnIrCRq+EjFs9MTqyjNFPEAMC4j4vP322wwRVYR4jwiuM4YoAjxe0QcGbMqUBVCJBNjYfcWAzylEgFFsZHeN5PqRk1dTWzkhksEmHA9xLpHZrduPyheYuPCmvF2JrATlBXglHjDkdP36dft9Y0+bkkMrtWeIx7QwR+sMW50tzo/26QnfKHCjlHlOjbKpaJ3UnRuTZeZT01toL1PduD+NUBvjoQcSOWnEDh06hDuNpMO2DEI3nmMrNcCP6DS+NK+nju6lhcipTLvEP61JKEWUkfNhv6RyV91jIONjW4OM5XPCErPXyarcYe8g6oRvPCInPRhtQeJTN9VQI3KKDF1oHKzp+tkLcSCj7D744IOoPYnyQJFXMmH2R06Zyw1jKbhgV80w2NSIdAETGk+Zw0YVrCsZ7+c3csJfiK8u8i94NUbklKWOAptKv3SM6XjfE7N6vcbw56UZiXZ3dvmERAw9BZoA3JkajYiYs+flSCKjGquWwJq6x4zcUlg5pvnDhpp1rY95x0DzNp+TwcFOIydZKd0FyAmXEjkfmU/XHaPjmu3YNEbO69hbiSR9TX7GeUzUCdKEmNGfZqSy7ILK4zcVrdNQmCUkLqiy3XuaF5aa5S6SlEZDcCAzxD0zfbNZ1oSHF5TjAtgBv5WxVcuEUWnLOwuREzkDusisdV2jkG2yCrDrqHpqqtxcg0zJIR7BLNIYrcN6ZUx9rgxa2LdunZ2hFoqZA/mXvnXgvwmR01TdVwxfdBlphnSjM5ytg9P24zOdpG8d9pvXJPEYOdkG4BYiM0lILj5lNGmcM2XCaQy0u5I825qU+UMW3yPp5OvcwaSQ7OnpVBarQsZBG1QcbJo2Nodok1g1yQ5VVjZL29Kv6OtZHQA83RcuXNjb29MOmH1OvEKX3elZ6LUexDB/yaYk8xLh53f9oCPjjHP8InENF8PiN2pD3lrazgNLM/AkrM8WKxZyDobmIDktVV1Gmq1i8uiZLY1+rI3X1lndkV6jC46wiTzlNMtt8mXH3U5MxzmQyInG6tl6z1pcc4xeaOhiy+1lJTOsmZTIyS2lCRxFTUKOGnYkS1yJMm1qWklWTrnVmnmMV9h9BRNYIicnBcd1Qoav9tlpUd+6reLzKJGTVIB3D1uLnOh1k7W7x2xks5Aoz1SuBTuHnDti5ETybERRMbkK2CTbZlWCMcjCiNE0RuSkvazOxuxyP40UWDTT3D0AGssyH9csMiRcgNcL0TEKhp0hnoEhpmLGp0CmSElwGpnETQHAxCvpB8va8mkTt9cmS7F/TSglUTAh42EDSOg5dl82u6xXcaYkN+VzslAvfOrUKcL0EKlTJ3vz5k1zUBnxR4dHDPml9fZUXrPADor7oGyFS4fdbD85QLwKYrqwhZ+OewPNJf2VFZC61lOQhmnMFdHlaa9VttJKkyIn4GOJ/Nbvdlpt37pPP/2UFIGsti7OfnArFh3/Wxatw4G5nR1/jZzcaEkvGtvWLkROMUN8RciJDZ9L/0iskxZ24TRsHFHt4ld/6aWXph1zghdUUwstSR1oDujyHAGJpBW6MCEGrYoME2h2ZZ4hCBTo5wUIsGeFvAoHUoUF3RsY2cK+dbEcwdQehL+zbCd7m8pJpbG1/qUjbBaTje2feNyOF7CPtOHfqk3LAMmQExxsjRtlEmD978JM8MYzSJX///bOH0SSK8v6z/wK1EbBttFGG5+gjW1QwQp2DBnjNshQwxpacwwN9MIaI0Nmw0yDjM+QoTEEatAYY4wx8lqwCy2QI0OGDC2UQE7DrNFGD8gooxt6zO8QP/Jw676IyKjMiMioVFyjyMqMjIx48f6cd++551qa0u/vE2fBzGPTeSjtFx8og0Uv4lpFbHHP3x1iW7OtY3dyyUgf4KpckbycfE5HyXOyjag83GNE4Vmgnz59ShJDV8leJ6boBfvPmLYZbVKGuEvclg3ms5eLfjXz7DQhcsLZaD0nI6dYOpQhrRcgg1aGOCNt4dE6XR5hLwt+XhU5Re+0UEXsgmMhJww/RNR+1BOhbihaaimOQLbL6LOVni+zPwxxyq/SmKlxEttJs7PaMObV28gvo9QlghHRTULcyiIIy69bV9ey0F3Xddbw16rP+BkBkRMbDGRcg2B9XVMnzeu9PoM3UXmODDmpDRELSIdpuKlNNHHxrwB3fzWuVvMDIrhgt0pyJOxm5rsAPgh1meREx671nObXEK9NXejs7CxWksbJoRet7oo6Mei4kRMZdrF09xQGpTgpijn0VhO9HSZCTbfr8lIExrbnIyOR0BFw4tHaPMBKxBOvCxtSvX5EGxM5JdYkEOf09NQTfZ3gw17Z0QTIFoQhenhOyxk5qa/gh7fO5JWidTGtCVWCeO8jIie3/MOHD3X9advdemFlYuSkyVHnZ0sRsyTsdPS3YiFYvwln36uCW9L3kgTf+HpaR5dQty5ZukJntcT+0LpJJUcpeh1w8sn6dx1Gk625dUeGnHoqJpEEp7lLsKlL2KbL2PmkqApRhnErZxPcMU8RkKEXFDOo9ZwOklvnoE/0ksZiBkz+ekcXrElPfzWFCuTpeGvzxp84Vj0njJDcDM7vuFEXli2h5BTPojT5TzBT07YB6l59kdFjHW2fRxbDc+QSRiG666qEWd9klMmPuXVxreJWI9MCg4Wj1ZRVoQs5LTNax79JQ9zIKdbh6kJO3u4DomMhjnGREy4Z6+999913pGdj6ap2U7bdajqtznnjxg0rmvojeIia4imcHjNaDZt66NtONYjoqqYGR2Y6tkBY4Gy7+CZ9jEttlWiqRZkR49YXnTKmc6obpHU0kkt+CcgpWp1rHXlgfgfvCEZiUR1yaiUFaqIQGpgi7QD/IiWe9CuxYLOPgYOSkj+msJ7cuthLyeRI4B7XaVSZaeVNHzdyms1S5YC6SrQt6iDE9/WV0ng6dR54mbH6Ck4Ewny7PTJiCwzY1hj38SCnWkLUJYdifAS2oCbxVNODec0L3vVCTnAmSqNhvRtyMkM8BmV872MhJ8vOlo0kNGynrmQNfBWj13FrRU6mQVDll5Hj6AYwIpLEaf8Us/Pq6JhjdIX21KJeIM+p9n6DqmPOYOxIpgxGVMQUmTLq9UBrjS6oYzjkqZ+1fHB5JetCTnCSom8JXwjKjU5+TmPW81W5nGrQmjSnNr+4uJi0g+lJacIEOSXv6aFy62xp7SQnVBcT55wYNS5hNUk8pxU57W8gaY+FIWGcWLkovu9FRCDJIgVO8CxNOYdIJBhi1F40VuuKcR8PcvJ238k4Rk7IpWhFjImOMXmq1o++Rsjp1atX2oxSBuHzzz+vkVO5Ym6dq6/43kdBTm7kOk5BxnU9t4L5aurx/qbnW5oMW5ZnZ3C0XoxhU0wsUGcrjTKT59+4NLoj6a41qi0WZU0s/UQioi4NFiQmlkVE+TfV8MFVrpuKkxT7+AR8YcnE2I26sdrQMuIotMUk2dL0hAU20ZWsCzml6G10akbwGlPryXzUYRb49dmmVgID+EbS0tZUx4MzxPt7Tuv1O6KnVSMKDl33TnhwcynlOBnGYgOtxpNldWOnUTaKGGmZjmIlFC9Kk1K/OcHQZ+uqWXk8yCkuzDwSzTX2KOgOY5U3T0/wf/UO4Uwnh1MGIT6SBSIn37KuisXGqJyKoRzmrDEf5moPZTNlRIrJ2dnZFD4n5z7g1OExaXoyT1bv1Nq1M/CcSkMzEpI2UIg7S2CTdtJGojQ7ONXDxj4YvTa1Qvsh/UQqz4TsViqpuyj+HOYu4dw6qxKUyy4QXIM3btxw7oXzKOPMUsvPsgx/25jVrhmzzq1zDtp1X7Rq5EQHowKgmTeOabpxSN52SS/NVOoq5+fn6lf61E5cbGrklFQJrBiJJIrGRapWVA6NnNR6PQSvOrgMp95PZEVOoxgkDaR/NCuCb7zIbq3mSyifZ1ECqQP3od5k0kirM3mgA5GTS8pwPUkotbbjQU5dBf+6jFJ0Nf59//33BS9SVZ1l5taVsGCnPJ2op5fU1dOn+E4M3mOFPt/7uD4nGjlOskRq1OZvvPFGlIopM+bWxYWNkGVp5F5wSuFx4VNtuJFt1JhRo+m+PLdqjlZr1/SgaK25dYtC5Fit5xQlr2gitU/ZdJ7YRDRILGRL9M3V/UpwEnv2YaYjRVSYgBCzFTeu+6KVkBO0gbIRsLDDyV2d0LY6m5qOrbaAKdshjVD6D4Ag7vHmQU5W0tdrCu3pI7LKayIgEDCxI6awhJwQd4ge65reSt09TzjMUXpHSwD0cPW66NhY4A5n4aamg+v94sULtJroBsk9YaFXJt60fwY5uTR7XX+Q4ZBiqTzNrTTZGJ5jZRzCCDwe5DSwCuZuZuQ0f4Wa/lsmacuryyinTXSccXlOMf0BlGbRIxjBKflxCp5T2UTr4DnphRWcfQDcWxchifo6lhrHXRzTA2uqb23kLnh/gy0QOSWfU03Sclg83rubqGzYyvjnzbQFN5dmNnTZbIoYOkj3S2CIxyeuj2iNiHscRTL1NbK/u2J/MyAnjZ3IwAUqleZxUxRP+DguYAfMrWOEbg0GucHJR0G0sxZlLRtf/nJ2zks2Qgo1ZrK16om3Sl1Al8Qj+84777Q6hLryfEvvxptNO9MO1SQH6rUeD3IqHTUasVp3zmm0pcmkNRMlCXhgy0ROVuV2GC5+imCX7qtLcC+tfF02bm7d/zamaTRKErA71J5Vr6M49cBNw1WNGVYPus6tw+J06bBROqa1zW09OoelrQzLApHTnprX1mG/efNmVzt09UCIiSn4fmTIydpCmli0z0bbgllbR0ZSagxzc4AHfqIMtsa7xzXnOsU6nonc1qrnNL/PyYE2MqaTvEhpvH3xviiIRmpt6ej/q89piOHFIZ6jFmuV8kqpu16tUrlYnprVCh35aXULpbQVhklXtC4S1Yk1O/1liB0zclL7uuQTjm7GFQKgkeujf/GF8KbGWwq4+Jk5a33+xqotijemVRynCPkFunffeNn49pGEZgaROZUAd2U81RR6TrStrkQXYIdEUqbGRozW6beQsW5VIIwWkVPtz6MEtzbWpVvfWd/S0xkuYEikH8n7g/QulAJ8+7ryKBg45PoFQ5NPRROZVq8ucULqfbb+Cm45p5XFE3J513HTX0fr6CFpfMG3cA6/SQiRr+NVJ+XWzYCcMB4oegSpBCFMNZfNLpsg7OiVAGqro3WuUJkECB49ehSlE2jkyLcrG3m/d999NzI3FrjDWZQBR/BBah3pgcukj5SNf1oQhP2Dvl6a9ahcltuI1sNdi4GLLp4TwI5VAO/pDg7RY0ZOTiiluxP6IZaZpKKjMBcNUefWwf6JEuQHNwcoLesSi13XGuK6OzUCDvbE1opMC3X3iZQw4eOngqC6YE1M+omYFRyv/M6dO6PMVsREeK3f8vtUkKUIQPqoNCwxvwmEqnMDe+QGrmQE+w9CpMMxgCiA3QlbzcWnWqtQpTrzrffbdUD9EYx7xi+lP5amHdpv/bl1pemHusd4U1FD1T68yJCLGQnYWEUedzMgSJKcYJqaIkM22ZDculq3ybApvunQj54ahSjc4CtyajWyYo2ZhpQp1HKghmVvnFZVPiKTN/EoMNapWgKD0PbLly+RCRRyqn2iVvmyFOoO93uEyMlzbkJOacbxAIgSfJZyTsiJJY0pbDnSOxZqcmzI9x5VCUy8tfu6v26dq68AMUdniNuTT4Hb/tDnRAzxaLrT09NTXcbW/Gp3FQQh/b5RF/Hc3//+97tdCaL2hwIESFjp13EkDPnK2dmZxoUJSTi9/V2fJ05Vmu/w/GHxh+L7z549U5M6h8OpGzCiZNqhHhAiDDEkjuzW7fJ0kmUNQ8jKq7gA1VZxK6jxe35+HhMLXHbJ71Azmz68EOfcclQJ6jISTKE//vhjJAl4paAxCYzy0S8NOeGe8b+t9x7FKkkTudLABMv2RHK0Nrkwc/rIpMlYDotugM4T+eZox+DNhZ6Bruw+j/IIkZM6N7FttRcZsziKnj59yniodWh4HYumdfmc1OJCV0tDTp5AnWS3sxImXlOflr8jqhIINuHJ11/UtnAhqJfXyhn9ger5zeCvdcCYxjh6cHPh5oqQXVRcc5yvtPBQBxCXpMbdQgbdcNMtD4zYJm0bBDATJCoDfHg+jBeH8l8mO1RunY05jdU9pptwYa64xZvO0rIAaYS8vzSeU6LJ1/MeLhy92NkNvBU5YalGSDItIjdu3FCHf++997SUuGQKhmvWUpmUhtQw2WdoHCFyYn6Bhw9xBHISdLBaipetNrXr7Q5JyMnBCAPY+RurNhNFYd6Uxuf58ccf0whGTvaUDNQQFziIE9BYUICrVQvrInV5JP3G8hE172905KQTcn5WZY0c3hk+hFIBYJvhabn+XOarGiC4x+/N5IhPVKvU9Yqy7WYem10HtNatg57osg+puArZi873bDXUwlg5FpLOMp3PKZLzNCqZ+urDNIOVhpLIvKdHw/EPHjywt4k32V0zB0bGgg0u5r179/h3IbSNiYw5rTR6vy5wGxcOmKMazl1FIIbYQOTkwg8Ef4jWPX/+XLitNYOn1QgIpGLku9nxICdnoLiNBBQQ7sNR9PjxY9etK5cTUkqV09gVrVsUz6muj2HBz4icTPDqQU4pWkfdOrYaI0brTNqI3ixIhXaVpZV1rGidnqbGp/aXeHHhfmqD8ujRI3Yqw0/l2Fy0qLNqcnR92JCTJx7YbOa40rgGtY7XMQkAJ3xXI5yenrZ+CuGsS9h3OZb0umqL2rzQVNUnf/e73/3hD3+wkJU2Euq3AgRQ8QSJNEAQYU+CczbiyEgQgcOm9vRstYmQE4Ekq85uJRpCFEMNxMczBUXPCm4/V0DrMlBspEYdn0UVpdYilew/9/yV4chJQwO1J3UnV8/kOeqjZ8+e6UXXuChVXY097XiQU10q2dVXQE6IRBOPY/aJ2ZID69YtKlpXIydnz101Whc1xLU4mc0zIs+pBBqy8/hqVmbqi2MxxKEQlWbprUcXTrsk3MILdwMcwkm9CWGLNMkmuvRw/jjTsSeFmU1NrUeje0w33mpxCFAzsX/bh/BjLBzZz0bvajQwd1e99OWYBxTdpu4hun6oGy6iDHJFEhZhcQA0Qh5Rm5ty1Igm9yeKLsH9OVFunTeEtRxoq9Fn2D45NooykFOLIOppGdYs0RMY0u9ykuOmPUVvAuvjFN1pIHKKpotJGZ02DYe6Kgu2Iqd266n4S7LugwcPSkPU179MUp6bHCDfipwW4gDHPHf4HSsxxl5igNWDnDx3qCvcu3ePJKZxfU5+TLrs8/NzNtyJrXlyclJLmY2VW4djX8+OGSHOgGqZ0vSHWOVRL16/fq1RjZta/UeXp3dwbRIsPz091WEEgpl2HU0vm6kZnRiXdIWcmFQkWD51pC5G5zyIU1PtE8FKKojGENCUpNdffPEFsV2bGwqv0tnZmV6o21heHMKNuxmH6X7VpC9evEhb/FYNLcinenwawjp/T62GJZiRU+u6HuNuHl/O5IiDgqifuoersuBchx0YV32fWYMXOe9y7MiJrbKDcV1HxgJkuhhN4KXJk1X34+nwpt5Rv6ISsFk1rTmeFs5dFHljXLPAlWYqvUbgZgoV0B2QE5l3PTz0JKKLjQtzjwc5lcuqBJEhXpoZpFZnx0zxKYEAaORk9LBAPacaOVnYKSInxzGNnGqeo7lQtXzzRJRnpP8iTQ8BlRRf0JspyXl/o4KEftp16yjzDr6sBR0idGP3r8Up1hcj0Ak/2snniTHt9zl/iuYskFeeehdoUjdFsZp0MNHeFB6K3n7e4a6T7BBv4otCpqhVIXMJIGC4JaG/HvOjp4ckIePoXlInZCyXprNpwRbIdsTK5tbrL9m2v5E8uBXoT42cWhlj0fp7js6gRSFyX3CNq0uXZpNg2lndwslrfkzm6iiG/hPNUcORkwtfbt1OU96R+ICpaVfis261Y0BOjBnNxYlRb59T2Tj5SxsNmQUbV02NnPRFPVStFs6t0xK7kE1GnVtnxabkcwJB6tPSZM6XTb6Je1JkiJtpwUezLeq1sG8Z1edk08yoBxqRk9Z7+4R6BkNraVuKFsNBKZs8srIBUnzR2WcazIRmal3EpeXs2BHrir+6bHWS2u2KX8S35q8n2OQSthEZ0DnJEI65USl+2qqSunCz8iqW1OrN/oYVp49i8q9Aqvb3aigH43AGW9uWg2t3i5OMSlOSctIWM9RDoUO7kVYUNRHPCeREZQ/esZxvMkY0BdSiODumHnhxcWH0Y2yqRqY+Whqqdr4uh0k2kdWq91N0p+HISR2MehIDya/ekk0xtYKcpi521GV7ISfNNercmlyghtV6WRE52aJ/1ZxlQ4oaOZnr4zq4HIzNP5UnXi0pS5EYrgtOqgQeAFDmyTdM+34jJ5BlrABIdMmEME3fc7rcZqj4a1l5PiK/Ug2SMuGZqU3U9eU9f/48euwJR0ZJQ5Mr1Vs4Z50+vUDChNdFNOWNnGokTe2nqOPCDb777rvOiqe+r+bHJHINvODeY9BcZ0Ne3Pv76+Vzqi2F1Ujg+qyxTz/9FN4Gvl54co64lU3Yl/Rvul8XA12tNI9GKMg4QjdX2E1SW9MhJ/VMwWt1M96p+YuMa5Y39WetFHHbXBOcDZu0N3jy5Ika3Ipi8Zy6O36LDO6FhCCmMIY2a6vFDkf/ieHISQ/i559/5lFuVdzAX2uNtHHNEkh1Pb4ZbC/ktDXvV5NIdJizbY35kxo5Gh5IVyd82spzSmfT3z3VtK5q1sVJ/FlXCInCMCCnyKPEdR+BlB95zK0zeUKnrfForT8+qY2InCx0SSTlrbfeis+UaJGa6w9/+AOMnKhAQzOq9eJEiWBPTAasi7HHnBTy+2jtmjKMhuTMwLRuH0x34YQjKjnaGalPjZz4CnftG69hk3WwaoXruHoZOdEJnbRB30b1Ts24VbB0mRZ38MlXof6gRgavp5ozPv6NN95QD3FVli5F8tk0xCnkrJ+7uLjQLKFZ1FGt5JWcCDnh7u0prageqwGFZ07XRuDJV1WvvpFSFhNZarMKzLXzg+5gJhBPJAE9HDmRwqLZQJek/e1WGDepHGDMKpg/YrsXcurSPbO5bh3/unxB2ZBhY+CzCzlZHQqeU7mcOTVzkCWWrzdLsbQlIuEo0uaPjXsMdsDyAUtpgtMXtZnQPGLlN81HDBUjJ92+Zkb/3Jy7f3to9286AnNRp8rIyc/R0CcuzzVswlupMRyBFEC8ruFleG0yWSo3lh5cxByzmcWU4zslFKQD/CXZdzyg8ZYNm1KQTiMxeptq9BMJv5ARccDUASm+dZBW2seMdRitRN9SKVzH33H18SbAMTrL3VY1/Xy28IFu509/+lNa8OgepcnD8JvQhlrLvu5v6l3uAylDSCs9BUnrJDhK18U9j3n3jOhWinFpJn/dsu/uGnW/qxpBzM8++4xpfzqn+JV4Tvo7vHvDytA4Gn2Njup9ZcZBZ9sLOXkjO/B4Uy+RJNB8pCX5vffeOzs706cWkPziiy+0/7PAQeI5laAnXg6HnFIaV12EIZnuK6ZF+DytPAn1CUaLAyVEatgNzwyxR/E5edvE3bnSqpGTEKTmUN2X5s07d+7gduK7rFIvX778+eef41WpiTzaAeJp5NcKKLzTyhAvGzjlXL+Zh2JUuHCp1FIhJ2ruoqqSiqyVjc6vvmKnFINUrR25TSh4xZiOnakl+GPYvUQgS6DECP6wNdquanVOAPmDRoq6R2qNC2q7CI+638OHD9UnXcg96qLZreLTztZzuB2eiC4P0mQrNjpU9ZWYLhOZ8l2wSTfiWJ63l+XyvjRNpEds7PqitP1EY204ctJY0NJMgqSDRT3H8xBHR06arKLmamva2dS2b7ROuGc4ctK9aarVkpA8Va1CvTU7ymgp2qGQU7KtyKmuFt4v01cqt5ZR1MyJuKMgJwd2QUvo6MAdcWXDKBOgx+r6aLFuGu/oyJgDCBWAImuai1lC7GBgbRM6Pz8/t4625nHUxWJrQ3SF5To/coqx7ygKQJY7+ssffvgh+lUMmRs3bqhNHOZ3IjeDhdPqTXObSFbSRlaNozftBK2V2Lp8cpzZG4YlICcX+0uwIMVt+7d59Dd6IMwJ6pXS06LLBCBlZQc1rNrTE1oiL05tcNTsSCOeWBr2Z123eGq6erlKxV8HH8plblOM5YEbUk3lgyyTBzHTiMvENSKvVH2FHBTvx/r38KP7nEgySKkeTN1xsz2DjYOcahJSba7wB5NA8/vLly/76xhEi9G6aEtGTmaLlyq+5nUdKq4QtMOa5rWUDjXCsUiRZNJpT6C/7CRaDxsLOdUgG/9iysdMFlsjfRcaWXoiHO9mt6U0+37tvkMl7HRFKLDaveFbg6EFLmz9osYdXjr960EHJivNpmVIObbaDo6c4lKNvtf3338Pj5umEDRXq7YWoWu1nj7p3LqoFqa1LVUFPoi3sjQ+e73AVakuIcwXcya0eumqpqaEDqn42wWbolPKvuHbt2//5S9/0fLsbr8oPb/jsCHIKUoSep+mYdIvdTEiQxzBeu/ZyJK2CivhrDl7xWjRun6ZZhZ7bc40r2kIEYzXINe/romtPR9YslVXbSE+JxNlhlhc6tJ8avKv2gSkbCzFQsinUVIvNeaeyKnOyaf+yf3791OB93GRE8+RB43PqVabxb2kY3T7Gi1379799NNPy2bfiSuODTQ9UE2k3TbfhTcqi+/gfuCdHrDujncQ5GSfk71faWuVChridvIts17Wp9WSqbVHn9JQsXFiUyS/b2m6ROLRG6K5aMmhUoJtjljhj/zwww9fv36tXakP0F3Tf/C9xfasdzuU4uJ4XI/cMp/qxoXJ6GwRfSb3eYQFMxvyTuyI0hacIO9uyMmV6crGk0e8pmxiuI6Y19JWbliSP9Sl1XrkYiMDgftZ0EozDwdzEhKo2WbbyVcWqR5y3W0IcmpVMNeUpfWrp7fXwig7GDF0LxOsIKYCI+5TZme87avn5ELN/TE73d7Z2ZlmseS4c64T4W323K3RulRPwzZ/MjkpLcSPhu/Uu5CTJvpSZSkyHUMqj8ACfK1Fwgk+u5lZR+zqIMD6J7TnTkqYZTzkFP1w+BHtKbFbiJGmzqAlMFJzBKS0YrksRvQYoyReGmJsnOj1rw7mGOJcYIhW30x0RB3Ec4DoF89dzyVt39ldmOoX8UFpUuXZk9Q3RVdRA2qv4vfJcLTwOt8lm6FspDG0uYe0WxpQBZTXhRlRLQQ5DbmMusIBk5LZXWRmxPxEzWyRPM5cp9lGHUkt6ZSO1Nqt0pf6CV3AARGVbm235G1GmceLNvrM4ZCQ1A7qEoTPkuhDj7FFKWHVYFqIb0JvZX9lzl/5JfGcZrOtyMnpOLVfR7MKSLr1i/vznGBi0K/YIHntOwYlTPhibCm6al3B2+if43qS9Vzxt2x8Obx/kFbTnX7//ffqE3qu3PJWFV2QslYm1m9n83IvgkeaHRJeNHJC4dB130aZf+l2FgiBLOImnaLir3PrMOZEoTRWILWDIA7LGMiJGuA+vuYkIqCa8sUAEPFJadxq2AOv2Rbrkfn41ks9lM+pizWYHBuxKnOtwtB18iTgy4pYmi1+bNLI50VjrN7JcD1Ja/sgxkgcOAnUuoL379/Ha77DBsxq7OVyR2qNYI4rimYpZ28S4tKVsi/Lfgxx9Rz1hHfffde8QyhlVhk1s5DwTS324Z5jkpyREO9Ed2Aid9aWApGr7W/4Aqwt3GpkUKaphimrp1/to0oQaeC44Z2igR0DcrLZadS6JsWb7MpvZAk3MdPve/peVJUMHCEuMGcyr685/ltCldZUtlaTxcOHD0vTG1J8ZIpbtovLQTptvruWwLEmfYq98BpvR/Q5AamtYhV/rvYJs4fWaE/uMfiDXgKJzavNrZxpV58gqam1fgqWGxU+U/vMv6+Ffex/ce3UwCUqONS+hKhs6fNo0okOvLKRworTpWsEOQUheRGIrmqM63fPz89dum6Ugu27mfrG06dPoxZ/j9UR6tKw4HcjHTtzU40QKZ7sAWJTQzMaRdoD0zM6OTnRg+Mhon4JDgaI6NqSWsc+yEmbvYHrU9r6RnIqQu3qJ7p4XY+GpCZ5hBIY4PqW/j5//hwnsSN0ZrRwzhU5jWWU5tUL9V494n7kpG6mNk/OVHZWPfqCu/V8BrWDLVCBW3cjx4OcuBkjJ40Wu2SiZBkDLCnRaS6OIpm4ENXuxJIcrVtUboUXG/5NdGaK1MYD8EhHfglhF1agWD6MfjMRciJyoWb0lVi95rPPPkvOiSk0xFPdOqsAgLwTckrlXxiNapaYplv7VAybvITEUjmLqlsXdxFR6DVKYDhYBlfJY8d5wvFsOCT4l7y5999/36Eo1H2SFJbfdwEchwsdrWudpBA4mDmxxRaLyW892Lg57etif6uV6+uy8HQ23MattH0CoDoANEAl5hLQw1i3z748emgsW4oQP28y3neroUSG1/9tbMj1uFBpCSkyrQ8ouktr16kFhFNu3RqtG8Xq8E6qBhatq+7hVuRUrr58EBN3xNaLY+uZjw05+d8IoWKjwyFwazp30Q9Aj0Qjn7Uh1jhjhppISnUHS8gpGrccS48ZO0aaueNlFLItm0UxtuQUizqXxIMol8smpIjqPNVX9KMW8fKkbwlH1J7Kxsvypz/9KcaJ8DZHeRhyOmJV4EhzaUVOh6q+onvUkhbrzdnqK9TUxsrUtQ9LhkpTnPJoh+RtstkZGYMsXv9aJyn8GcmhNZtdqTCW6eSRN1MuI6daIFRjRH0pyqz/9re/1fGCRHpBSZbWGGtNsS8bv93ocz10kNI8cahIscgJD30hqgS1abTq+lM9O6cf1chpza3b36J+m41Nu7ZMscOXuZCTLumvf/2r04C2qsMfIXJK1Ok4y9c1ZfEt63gtZkloDgEbDaebN28uEznFfKg0X7D8e/GLC7ORk9/0dt95c7ElZ3CH2HNbqrp48yCnWL6GMWOsE5EcuskRZzhoYrdHq7eJU9GedWXAcjiyM8hJHT6FeGrWCGqomsLq3Qjs74RdWv0xDLdY+I/4uI8xZNcXKXZrnxP5BGkBZrE8VBGMK/mcEjPJyEb3pa8TJ4oLgCXC00NxjFgHfPvtt11iELaozlVGrZ1Micb43ImF1QV2Wle+IcZsHJnyPdaPnLpSsXQL+oqvGTIi8WVE0j/99FMjpzVaN5YlB2E0j3QiA3oiOC+Sl5onVUup2QZG68BMhKeIfgzpb8eDnOyA0ZRkf0n0ATKuYqU5Sx7HPWsUVtd6pr/6VtQQXw5y8pJcIycu0sjJC7PX9cjMjXUh/uu//uvWrVuU0lRbae6IktD7P6MS6FZDbDrkVBq5nVoGDB9AnQcLxzwGebtgk1rvs88+i7AJ5Uw1rM6mkVwqmceZfU4EuTTp3L9/X8hJzxoZQ7YKhKrTekzwV5s8Vn07FeBpllDMzm1VV3XUwWWTRu7nG8GQpXSECXDdpSuP4RLvXOP1zGlE+QeWGnQFZZcwKk2VcZhkye2XmqVUsAl/bV3jNrWVjtcjY19kuVf9opDu/s3FRgLdhJ4F7FA8Jxer5uv/21j/ishoJY2rNKqt4KeV5zSukdXenwsJ+YR1mSOvWnJ4CEOcPuxSGcIDXeG5ZMeDnJwcZBgBbII6gHRT9Ow5u8e5jvqW3tQkyCaJqEHZ7Hc1hNRYmnH0/BaCnEpbAXY9SF2keoz+/e677xC0iHetT09PT8lK0MxCRr2lUNRokJdhjmtqFmocCzk5ARWqZmmGR2xMXZ5mq5TCUKZHTnq+2naot9B/SPz21tySHpESXhdXqYN0ZSNGHIlBrSVd54Tj9qqqY2j1jQEyukosyWSzFFa8wdaadFfyxGjYuq1Y+XR+hqRObrmHaJ6tYuefuRB1bMyB66h5TjDujZzKZY00b+eS6L8GTlRM7qr4G815dk5lVcfG2bm/LhEdO2YPQAbVQ9df/ZAvfh+fE7l1A51kSe7ODPHWrkjF39gIxOJxguqZtg7VFTmNYox0dZ4bN25AwEfo9fXr1+r2mpRalWPVabXBKGHv3V/8u0fPCf6cpT30WFsZCz12PMipVAzxb775xuW7y0Ykhk7PjK+HZMIKu42yWaRd8RdjamNvvRyGeKkKsKPPFN2YdYCyXE5B59l7CYSBZGqU5usRfU74RTU9CZeAXUqD9kqzZ6UAqo6JTIJJkRN6zboYFn6LaKeIBvuSet1qhU0xFFUuM3zVowBniTxR5i2izMUDm9TOQickV5JwpEeAtpv6Q6vMh++6HkSlAzbVDNw6udXFW7zeqydEn5OznFgRBe9OTk4cZcaHmvjpO5jT3YfoD+HnjuEz/XrXspqwjj1A7Mq4ZqKZSFc7rqfOGb1NZePS21r/AP645VosQQJQ1lJBG5bLXsAhZtK3rpYHrXtBI74uCr5ntE7fGlj9I/E+aVhCQpGxXjqUFTXVRNGgVmy68pzGMnV1iP/MrjUeZSTWErIxDZlFuWvm7EJOqYSRZr8dPNZHiJw0QdDjhZyYi8tl2FQ23kLzn/hXuMHrZY2c9CAFkxflc4q1P0vTCXRtumygNA+V2gi6cc1rcS5j6xml89jeEbWhAWGzjuhzsuHFodybd3Vq5FQTvkzvc9Jz176H2dDIO8Imkurr4GY/t6nVOD+8sVhht8wbrYPPSzwxMcTVB9SFcPyow9y9e7e18ozWct04suD93iYedFSdYC1MSNSwqTRDVdemPUD05zNdwnwqm5L1XP+tW7d4Xvio9vGmmIpEFuFWVwfHg+Q0HScOXH1whDu6hVevXsVZ2y43780gIKqrJNi0tejkQNM1qPOXZnxdCW7WpG84T3pxfn6u3hWZIrNV/C2bTY5uyrUmhRrVyNEfWcMm2rk0ub11Jmy5rJm55taNa4yLrnqLkPl69gmMvlZdG7ZecUJgoXfmBKr9iZA+0JjMD8VPnZYhrnbBidJPg/BOpSa1WExZ09mSGeJ+xzrUJkWSraDb15txhaMv+pbNViEPMy6ZkzLENasKtQg/kSIEaolU2RkY4qUJa5bGzUAecgQxifRqh03MxNQkm2BTop1i+LTcnrFOXNoTz2a6SHWPuN57/WavH2MxgtRwArycRN3FVm8TOCkmw7MRTOJq+kUtb7i7UiQLS8jJbZiQX4qNXskYAmBBDQH4Lv0O5gRiiCZ0TQ6tjiKrnIAdI0PO+6LYyLTeVuXbsvGbotEPaw3ej5cN3E4ovg6kakWjqUF+tUphtNmQE0+Qu4ssvdjZatgEgUwtHNcIB4K1NKoB17p10xmDqKcGpVEsYiXaV9e+cKSqy2Vdm+RzcvmNsk1xYIgdoc+pft+zeR01MGyKMz6iDng+UCXQJsaVOJeDnEqgnaaCaGDhVnelp3s1Bfn2+iJQyUfaOxJX+nGtZovX6sNlrtw6h05iN6gpLOYv2yvWym3isuu8/agX5WLsfDQdckLYzf/CT5dpPWAa0h2RrM5Hjv2ntAN8bKZA6dPkbWqlhJfLg467TlkawKbY8ZgiI26L1wOK0qew5dTDUSpSZ+Z2KLGnI/Vo+hf1ZDxfnMqoJ7Quky4j7yc4hKKehiphAocadTt633UkDZsisYZGJiK8lWAbeymtyuLky+ivM9/PICkVT4C9pZ6aZpK6J9eqVAMN7tHA725VJajD7nZL+PGltBt1BoRzOf5Q6iFHbEOqrxAh8crLfjvND5jzLc7OzlAZYKB5w0AW1P5Sw8eDnOrKUDY486Up6B3dyMj0JdhUNiucMzL0r5BTiuzM31itxvyVhG7LRosB/XjNktZciLtkeFGRCEkgRm/qlqnRNi7PyabLePTokV6w9GqnqI6u66lTJ+ZBTn6fsKwuo9bCZt3SIER6uGw2Q3zkdzRctYNvraZkPGr/pW06OE60EZdDzE6PZfKGGGPEMv3Rr1N7m+rsdJbABJvK5vnagRfno56wFKsayN4ProvVPlwn05JLlFqqWeeOMuPb5k6vpErQWlDcN6WhZ55yvDViSfTVJHjb/8i4dyNCFwfsn/FRwxdiu3PnTio6YWMH//7770NZi1cr/GTPWdkMEz2I3RjiutmBLdyV6E6qENqh8caZ/6O3ydQ9mMjQaGKe6Vrxd3RjXlWX60FO6odRcBGzd5xYuf6N81ttPXG9Hex4onVGpvUc6kr1ViJmXbTvzlMk7xOSiAECpuDkb1iCdQkTl8s1m/A5p4ofICo4y37TRSGmyK3DWjEuz0jTVl0eqMyCnFzjk8nx5s2btW5TWkrrQhO62m8bMwTEP2EGsWbhSO2yTYec/rEx0oVI46cb69MnT54AB6kLhuOt9TxwAqzrzdJSmuUnkeXVJvA6I0hyA6ZHGX0b5n451kyZxdYrQQCMX3cZH6g20a5UaDZitbounst/ukoxbw4U5jYsoyfoEaQEIqvXxgSxPY22wo+o1+h9b/UiR3+SLriVBcVT1nnoXVQOLc2gqJHT3bt3Z8its/A3/4LhwLhA4TpI9+LFC/v5PC95zwz5NRVtXNTO+Qhsq8+pR0lV39VejslWAIDa6nrdmtrSExDcwY4HOZUOJcxkqEWjlx2tZy9YLpdAWk60roYgllGIh3VtUrduXidSwowzlHYAmrk0C3sVSfvLeZBTJNaYIKy/Gpmnp6eWwoPIouP1psY56kSl0X3RO+R5GRxoJOtI1ng3IDVitQALqcThPVunYl+u5+4F4OTkxCuT493eKpSNgycVsItUG98yUDIOolSXnsT1eD1Q70lrch8glVUvjJx4KBxArVzHVtTyvn7afLe4pxNOkY589eqVtePN1Camqau6at3rtKiXIPVpQhIRBJhhAnxWZDg/P9fSglopna0ubVubw4JxB1UuKyC0GgHQssmf6Kp7Q+AVPpyeqZMKa0YErTdEdL71oai1h0hO1CWr9fjUdNHFDpS3+rG3x0w47vzI1rcmxq+qBKPbVuRUgmDQwHO25kWO6y88nmhdaRM3ct06TfqaucCtFifUMbzvjQXp4lH6DDNyclLP/I3Vc8vev2oBfvz4sRc8FhvNgOyVo++NrzvD0wUOazg1HXJKgB0lFT2guCzNg5zSJGurqbi8oyYi3Yn1w/dVNqHhjz/+WAut62wAuVDVQ3aS9B+fdk44ribFlaj9mWCTfpfFIzFXwEmWE+w6G3KLPMcUC47tltZvHwNjKSle4g1VI5MzXzbJw5HdrItHtEy7IC7AtSZ3E3ZyKRV9HSG0yI9EBS0tmST+DKn4W0/lbp8hE7qAl9o5pk30k5xoHxIvnNRNG0ZvUE87MDZ53bo8gD90cvUTdWm9o0dZGnmRWAC0XFEHPNlwnlPdwjVy0qXqeaHt5zfLpuRUa8H4tKNeVN3S4zDIZ/0+p5Sfi6lfPXnyhOyc9D4hV3N/NcS0U72S+3mrHTNy0l2xZ6KOSqzJCg+jNOn6aneNmZiEHMu9OWIFciLzfyE+J9+yKzlovtPM6LKpDiiA+dT/tMzo+r1n9THWzkEqmhAe7v0peE72Dr7//vuQebv28VMjJwIoahM1jn1Oeuil4VCz6rh0mr9OaoY6T6obCBTQHdUBl5rFH21O5MRMpH5C5jbiFGph9JxSMJFnxJrkOh6sLvDKnZYFa4SyZZqnUBIilKyRpTfVYmUTEDTngAQF9T30L8y3ExgSUomIyktajKtCQyF06E6+2/zI0gtiYDhsXSYZWUOe3c2bN2vgSAMaZ+hH09rQRdOOWUKtZjRGYRzq8oI1t676qJND/QFkd+UqcnK90Jkj2yk5ZvbRc3I79F92LPxgs9/U8wwSnTpYVwKLizlH/RD/upAW/7qScUrzXH1O45qrv/czxKkQlfoPg7Q1XqZHqTMDkScCu0cYrfO/nmH7CYZddTb0AixF3ToG4dKQU1duXStscgEWeJSJm8LdueIv6laPHj3CATDuZdebZma3enM5gxImjWNfXeoJX331laZRXR4RdEoUR8VnssRx3d2+fVuthysi/pxdemXj1UtlX+cPARMVqitcJqEp+5xwxkCzBalHkSFgkw6uha/Stoydov003iDSvOxYINvVBWu51IuLCyTd/SnXI9C2M2wqm/ATCYO+8n5/UnTP9J+8Rk7AJr0wctLZUudPyMmbvdKt6gQkTSoDKNBeFbj0SDD3NAhsp8jK31OVgKKWPd/FL9VF9ywDKv7q0yhgq7twZpazbvloRU7jWn8JcAzknWQjyoCKvzt04OFm4uYMpaxrm1uVQEOCtS3df2IOku5Ii0Nv1DpHDGuZyKkOKjnL3d4drc3lcvUPZnzPO2WTaq6D8QGMXrcOc0ojTlTNRHGNTOvQ1MgJXo4ZXSkVq1XG4uTkJNWkiwxWYkZpz63bdJ0BlsxUGO5Qek51MceuHFUGkX3UuIss2EjgzKqqZbO09y9aMGBcvMW+Xn0LH1WriDO/EktfESFtzc0cbiAnjW49X8LcW+tkDakzA0JNCWi+ZjxbOmCrNygpsnYhp1YYd1WaSAlsJ22l9mnVckUd8Pq7+B17VlYcTmQktFKDnXBQ16UuVb1qXy3IKTFHV4b46LY1Wkcf0OSZjjkgcnI6Gv/O73maFjmZksLgp8qpB7ARQ5z48MfA8IDfw7Knj9h5L43n1FW+SjiJ2hRQuJAb0GYdyFKC3EuqPxULkU6kSuDsIdYM9X5dGG7/0tBWkjBSmVhD3OUe1RSl2dNTyTX6G0CcMbO6FTbVQATiKowoEtn89Xg94+Z9XPVxJBVdaOxJr4H20VhIlGFwcLm8tpG4pOaNGtMabqkkCzoFDgZFybs6t440sVgTrfUR7GxWS4IyGDXie74CNaqnf1qwSk1ndx0891/96ldqeZdNNOhUk+rMtaCoTuW4w5WQU49RKVIgNbFA6vpCOxvR4bRlHX55txqLoLxuYRZI5376I7xQdCdGd9IZKVVlqrLZL7WqQ60a4qPbQD2nWtUC5NSzN7OzatzlI5XuOEjFzMl5ThquDKpap651T0yMXw2tlZWar3CrF8sQT8jJ87KGt66f0JKr0ZWwYDMn2uWmSZx8w6Q3OIXPKT2pKMNY77znqfjL4ofKFJwnDUsvnGpPNU6sSdcFm1J9ZZwxZng4Tgp5P+UBHQo5dZmrcjpaJwjIau1RQyU+QY0Im7jN2DIuQe+OxOyjI2PGu9GAaynGir+tUyReq7G6B6zn0hTUGyggpDld7dNzAZZIxodhJiJynfaxRZ9lqi1tbGr0YL9gzcAbjpxcEQ/vcrzfJE+6p+2j51Q6Yr6phTWKhb8FsECivO8eCwhm3PUUUSZI596Ikl8dY12R07g2JLcO3lLyfbKdSBlF6Vt6gv3D86oGQogwI1Ywm80m0XNyFk8Uzq/3hbXUYbS6bp2R03Li3IkXqWv7+eefXbwvcphStmBUjmFKAr+XTUYuWdkT6TmVDXeBunUx+9elW33kbLl1rvib1h7XpUmwqZaHSRjdpW8MpCJ/jiHth6J9/0I6VbxxYnDCl5Ehq8umxkjtbYLDpIU/epvKRvsnlWNLtNCoQkn+V3KrtK6dqAkfhKSJqX8KP3WFtJiUdJtCJ7DKjJycDxsdTqwiUUishk0l7JfIfdH7hgtDkJPOybZKj0BPM2W9cc26sLEmuj15TrW71+aK9xplmiLqGIrn/zS+anhav9Pqzl/U/H8cNlCVgDJBV8KsQ1zCw03DHGXp+qP5M+z2Qk44ga19B48PT4kr/tZJZPHrMRaj1xE2gpyckhr1nFAuwA6ixM+2WHNEAr9oECdiEwZFlNewsOExeIUzckIsB28kFPs33nhjH+Jt/xPUZKdr1gzOc/zyyy/Tojsdcnr58iWZZZoN0a4EOUXQadiU5C5r2MQePXqbCNLZcUUAK+pjxbp1h8pu7TEcKnrhCtApz4BHE71NrX5cDksyzakcm4u3CAcgv56I6stsorKNSxHdLfadRG57CZs6s6ZiJem6kZNMpdowqjVuRU6uifv++++rPaPYQbwjskdH8YN2RVuGm0aTLhKxTfWQWNePDDjumh+iz5i2mARsiRFrnqmLKMemi9h0ZYhPakOQE8e4Ega2taTPiDynVPNOYIBCq/g1rcY5m+2FnGrpMyxW/DWBNK6FUZ6gbETqUpFzkBMsTu28Y8XfaPOXMfKQbk0k0b2TtLV1mdEsoyP9vOHFuxEsE0Vyomuqk3O+tUTXzhazh7CxkJPDQ/wL2d+sf61M5+fnqQoyE3EJsAmwTinoniBdnYZNVCtWq03+QnQBdOOW2ZyiefvNUh0ENSBoW5UATW21khZ+Lai0ZOLt1nMZEpf2NjnKmWremWftdd3VhEzRdScsTT/U0xxeVmU683NMk4z+asa4c+eO9VC8PFNcr2wK4NBPGIAx9bqVQGbUnuoB2LqQkz1JpYHCxh/1Yeq6UdotIozdbB89p2jWW2L0Oa3YjWbk5Ahm5DlxEjYwNWxKbFfLYSRRqBU5jW4DkVN6RgMphnsiJzs1o1oKrNBrrEpg5MTk3iNw4hZnAXOVMYwiTWkqgeeEiPDNmzfZolnVRrMAG8eZyxixBx1Sssq5WklDj3hKkqorzZqnGYF7iYuBw3zGZFs1iMe1UZBTa75Y3K8bZJeNQICpOZG6a7GGfm4T3qbIJSf3h9c0IILjrVc7cwvbog8sthLRuphbN+QiXX8twia9k0quEiUxyvT5ybtM4ID6jBbgWAg5zKMSdxFaWV651Vs03FCTZ6olhESf4UY0JOvCfxDIzKpJrTeQIU6YA70lnU3t3IWZsOi2KU1Zyd20v+tzpij8DqYb0cVYDgPFkCjsWfspMdPmdA1aJuoM0OjnA8KC0SHyR5C6IqfRbQhyclKRHyV+634HwZ7IKWbvRoCOsRbEHeCcNhpy0tXjtm090lOSvqKZqCcBmMLypKRqWOJciXpOZcPFIfIyM3LqqYGaLHJ4nYtU2rT7NC8wfWvSYVKG4at33n33Xbeqi0XMXLlvFOREaBL3EpVVyDfUQuI0Zhg8ZVN9FmdJhE0kISYBAi+BXbCJNz/99FM1L32GCiR1aUUXSSyHSHMtA5CTc+vqmm5dDy66J3ESpCBdQgyxPmBpKsOkJkKfnelsIcipbBZ1PEyp1h7EwdJ0QlR5if7g5yeHgw7pMWvpENfjK6FCH/V8yFypryR9Rb+FmK2+NTCmABtXrW31jT1tT55TOlX0lCdznLFUAhAPHjygCF1/pWpXZf5zY7VU3oqcRreBPCdL52jU6+/bb7+9NaltH+QENdNRgsePHyeW1TH4nNL7MUhHtEUTh55NUqxiyxJndnwDmt2s2IGGSuI5pd9aJnJCCBsmb3xfzzu2A75rdqKa8UEPqEhzBiMnb3xTBvXUNgpyguzsCJ2dZ2aIRyjAulWuzm3qSoI1o65LQsLPyy3fpdo8qbUiJ6cBajRp7jDVL4Y21B9S1VtwZ0TYUWeSd/Q43nzzzXQqnDddFX/pn1b/Wg5ywlhfdY+696TXZYu05WRkeHT5lZ3rSqmTLjH62mKZv4MYHoL9fVdbzStl8lY6Lh+xqa5HQCoVpVbzEsp8/fp1Kg+ALS23+ghsq56TjbwiTVOU3UxaKq3H74CcYvFNSpu3Dh9SQw6VaDkOcmI+ZY3HPc7EBB60zy3O0Sx7egAxLYi8DBds0re824jIKf7copATK65ZFNB3PFuxfkdePH5p6nyReJ/OpmmFGChcSyJ380fr9hdpjcipbFYdgtb4gZhSXT496cd0qcwn2ASPBLJ562XQ60qTW3f79m3CMV3P8YDIqRZWTW+6Keoy5nWQrmx6WgrSUcU20XpiPkekm8Rr8GUsDTlF81DFz2/Xpm4tuYtc7ac0OwRSePyplgqK5Kjp8LeZD976mJItgVY/Fs+pNoabhhJOOCB1V7N4d+SlkcUCJQKel99BQqL1R3H7lebRzE8NPg4jtqMHh1NDD24KfdGrIicL87rwWg+jl83h6FnnA21f5MRyGKFMCT4nQtSRqfP73/9eo4La465mSvUieEsuo5FkACNyIsrDaWdGTpFoXBsr7meffea5VZenrRXs1GfPnukWvIkXPnDkWONfh3k2hxhemgWeZgE5GUXNjJz0gPak4burIH5NuCf6nIDLiYLKdwFJ9Ts1bNKLmI6k2TlqjZhrBUO81tnzXvmwyMlVQew1qXMRInEw6qw4cTdhGt3s6elpbJlagVYPWuNRd62OqsGlH4Vs54UQCKLfMvJYMnLq4tzoKcdUuLKtoraOVCPH5RlFGSqY0phdE8I+VfxGtK26OztbjxO31RBxSI5MS/62bmP0lR4G7UFUEI/AvK8gnWuijjocOcF1jtlzW2l51xg5xdhnq7Vmn7XWbO8xV71tjdbNv6XbWia9bgTrg/Oa9/EeCfVrHvcBGJIzrluXZo0h2srj3u+IyMnkEkdgrefk8r1xJatLtYN4osYVvs+kBkmYPCblmaJubXonMWELQU7eTjCP1KKdZbN5oDww1+nsMLPiWCa1dSGQR1CPMsA4YCIjx/kWfsfwKLkJS5NYx68sGTmVjuhnvRL3IKe6WhQJH/TYr7/+2lu+1q/3Y7LZjK18zRzY/7SOOejfnnLajKzSjEp1J43o0qjY6C/vC4PitWIyjKf66aef4q4y2RDC32q1mfFtM4txxMYciJxSfBxW3Na+eo2RU9kkDfLaUaqtZrJLCU5deIVRlbFsSpRohUM1EeQEIOWA+Ze3/23Mt9xap8m3WcKSg76lERKajfoUSOFvkR6vrvPjjz8aOZkxVhpq3pycibFy67Rsa1tZQgkqI6fSeNecD2XooGFMM2p9Ii7A3Aq7HP+lPsV7R6m1fzSGq18tTOJPyuyjU1GJpevZHQQTEMWInaRcRt49pptKX7QBtetS9lvN8iK+kugtEHRL5KqlWStyckMBE1GxIiMv0SnqnF+iyQD0Ie6WiarEX9WI1o1eGNXh3f6oZU9GS9JAIQ9RZ9N1Onta47rLHVUW49W7dpY0WWxx7tVz2RNqb0VOFveyjNHwmPL1Rk71zbRuDgg2ATKcJ6wFj+wJ0C4bEc1KEQvjUiK3zshpax3Q2awrIlA2QxpPPqkiZNixhMetUhLW++abb9RK8Eumq74y3EZUwtTwOD09FWSpfU4932LgaRUkAapuZ21eY0G6EiZxwFMtQFA7PvHi8Lpf3m1S01qiVkI01aklvhfNaEbq+KIIrpkZALKBgF82DB4LgiN2iqeqhF0Kw5OPfCoNUs2hFMnBXFgQWzJmwshB0QvBF9O6UaViN4LKgyCF1gl9FJdw8xETV8zMsC7kFHHSKOX89jeidaku3v4WiXE9FktEy+I1QH5I+S7sH/TImCpbAxe2Q7mHr7u1+px44alDkwlToubD3VIcepATtQcc6R5YdTvaMSMn71mdFgQpmI7OTijJ8zAfqR0hWOjrT58+JU/VqgQxpf+w1oOcfMGxqo4jTabjmNdMbTI6EN67SevWDbcpNMSp4gwaNnJKycxoB5RGz1DdA2VU4ILehJTqT1OaJ6cqDThwaKnf5pdU3Wqpd+kKdackn6aJhjQTdTNEBMhL0o3H7TiwlekPWOCx5pimszRojZRb1xUZj0kPCzRdHlCSoI810kh5o5xtjPPioUwR6lqcvStZBNoibVLrgx/EJmKIo2A8fHBR2ziBJI3i1KlQMR3o1VujdbsZSeu8Jt4KftUz+vjjj0kxjsezsdTkEOmSW60LOZE97Z3wbnPvRMUtBtq0yCnK9ZbL+4M0R3OA2lFTP1tblP61IyECaoY4cGohWalp7mCn7qhTaZZw76gof6jXduDHqqvM4PHkJk4eH3IqVd26WP/Y917LXfbM/mZ8Rx4Y8RrTd/xoCPZFhsqhdEFK0w1a93Mmh7EDwYGET6iuk10uR65rgo6OUQezs5btfrks/VDr3WmiNKLtqlv3/xo7SNNdyZyhSfSHIk5gxzi+gKERS1k6xNHJWK09OUUO2JG6bEQ9p3RaPfc//vGPkbsZDyD0U5eR4Lux+q/b2U3XQ6KFViW7ceNGKhW12nBj2lE7a6JQS8bcOuSatbp9+eWXdmBjTuG6d+/eEBWDhJygUnjiZVnf7QkyTqdICRxikyMnzbwEnuJa2OptwtQWKSeIqTwip59++mmZPifq1pmoG3fzSEFqzMf9PY2AcoHr1jlR8dWrV8fqcyoNcipNLVtGUU9una8hyV2mIce6mEpfIQ8T5Ymjzy/yYA5FdqYbtLJ3o3xoClj0JEaoT24tzOlMugibIk+T8+NWcfWV1h8F3ql7LH/f74xCfE6O2MaZnRBAQpOxLFIJGQm6Zb1IZViWiZwmUiWAmVQ2sZ5E5U7FRqPcpVo49XkKk8Van/aJxjA93hHtAYiuLmQhuL6mzqz5UMgp1XHCqAelBkfQNSJj5K8pqd6zm43IiaTUqAner6ffb9dYCbPrZjRIXKwRrkZaC+saGvUWhGokamhH6xiEi1JCS0Ei2MqUZI9BurKRsY4dBVyPlkm5XPFXMzXFxY7b51Qa5IQDICKn2nmrRV2N4EgTfj4PdbanSV68VjAqG6TrN5dQ8ZfAZSraiNkD5zXeesrWW0p4RWuShkxa+L/++uuYjOlybGm7pvfpZjqDmkiTZq3aoOuMgvhloz66f221Gax1JS4b5BQdwFFjXf0zPh0O0yMj/Sc6n7BlIqcpfE61WS+tbGK4JDfUKuFpjNeCbda5VW+Mc6yGgKDtEmKgx2HEppOTtfUwTQha3TSZIAYbsSykcj1EvRlPAnKCohPFeihHu+deq9ZGntOmRU62FJJL2n1EPWMxOwJbpaF2UrcuVl9ZDs+pVERRuweuOoFadZCuYHB5xMgpRutcnSpRPutIVi2IrCtUP0kgSeePnnx9S78CCmelTPzWg4xAmMjCIsnHhoJAXTNOnYoywAwoDZkUs6vlLlvLsWmbGCXm9HPevtsx0yWikxR0WhHqMs0Vapn3va7rjj7++GN1Bn2U5EP1ZhS5xrQLImEz1iK1rchJrQoHnzdj+hv0Bn3ar3PLZMhz0fwfQxlr9ZXRbUj1lWSuYJhieWXDaUahtOYCwpcaJbh/hD6nLuE+vakxXD8eitn5/r2kaZAIMaitqf6Lfv/MVdv6rbWQLcYTxR2y1SeJqyBWTLP35bijdbFunc0+APWZrWludZAOi/4Yi0I5p0/4g6o+Pn5mhrhFFvSazQasI11zLTTFgIpUsFoNtQ4qseGL98XIqvGBzumUhVjxl2tLVx6XLuKhOBXm1BjbzQwKcYSj9OGVXjNMpAGkTLpSTVMDK/4uwUBOqZjjFFaryzLW6FqEg/VCWyM2ySYzJW8TIR6E35wxw6crchrdhldfSUayJNFt/Y2uXGJ5LtNUNrnAI9YNY8PcUzFiUptJlYDpG32UOMNqMtIYiBMuZEyaG/eDHsl//Md/aHajSutCJFJ8/UmNyaaJWLcmXJXKh2nCTdw6OwbKJv+TeJ+L40bVx/ltOuT08uVLE0ij2aESK7GndQvzWti/bENLVLPj9m9VSJpzwasro3HxpAFTj5aph30IewYyJwBVoB9PGQ4qabHnVHVxlVZuE0fqb0puxb9VNgA3WgyXkPBYZldn3c3s2wBA64XeNPpJtaEAsl5O2NtE8NGV+dVKmFPv1YRwKCrYbMiJUuWJk6TeoqH39OlTdcit3iYH6bSWMw2aZudzrshpRBsYres3e/S1N0taKjb0C0d8cNe4bl3rzSSGIDi01ecEJTA+MLW7FgZvARFfwbVunpNG3aHo9LUlnxPZT84l+fDDD9WZIk6iOEbsQBQSiREB72WdS3WsyKkEnxNJiEIDml4p5Af1zdymu3fvJjdvXUJEq3gqL5+k9iKxKUk6zYmcjJXVQy4uLtTnSVeJPgwtJ7dv3447ePtIUv5gzcWpg3QmNfePHSc3uIxgEn3BQHXqEgACLZZEG5GbXyyEsnsSH4a6XNTd9Z6YeKjvlBeucKy/Dx486FG7QLzt9PQ09kNYm4eqE4IXc6woSY8lnxN+IyZtwgXR5dAapFNfclWlVmy6qPn/CIy+URolxVHYw3WxS4ykvBF74DHrOVFFpLXEFZN7xKFwm7wp8XYWW6aek7Of+BdxEWfbbaXOpBXOGZugxl8UcjJwqedTS15FMk1X5bVIVSYYHxl1Rk6gkFjxd7ZoHRJw6if8nP41zwkY7cK0ulrNQa0ygLQPwF09JDLD6iBd2SSQu6aBxZqjo9uyws7n6JoES6grwtOhyFQr+Xc5ZuTkScnmskhm4vN+dHVoalI7I9679be8wMPQj/HBK8n9jWKHitbFgC+lEVgCSJdp9TbFxbUVOa0+p9FtB55Tj2miZm6PW1PGl6aXEdeRI0RO6FiWzRaNyTciJ8Mmx2KctO9NCcjJSkgxeLFkVQLrOem1bpmViTS6hKLqZcYUlv/8z/8k4wyCy2GrX82JnPB56OG6GzDpqylixlMNm0oVdbLYpkOlRgYO+EYX1Dylo6kglupg3Lx50x4jR6vxObW6fMoGOdUocwh2AUV9+eWXppuUZohRMh29O63uOizmNEVLLH49SgPW9BQWZe42iVqnaUftj3zl+fk5MnJ6/+LiQs+CPIazs7PSsNDqhMcuI/6efiuqus924zMzxFPbGoy6uLs5nQRMS7PJUUOVRnXd343CePGEK3Ia18ZFTk4+JXGE0L/mh9PTU+dHj2IkUXmRndkmQU6WDtfAoG5ozMdhco90pRo2EZ1h/SDlCkVpEMlykFMPQ9zrmbPoo1RJF2zyFy3heMQ+p5hbpwGghcqhKPtj8DZFmeBW2NR62cIBERzoi8zOCGjF+rhlLp8Tz53l8+HDhwilWDtek8vHH3+MboqLhLSexyqOCTalyK+A2tOnT1PlBJxSySFKKqvOoJ6mMavnUjtmoqFKygVz/VSM0cUL8Al4+cjlRO4MNC3E178zwYsZITu8Rj2aRFvuN2fM+MXMZM1DReuuZJrSX7582VM2GFuR07g2Cs+pywZW/N3NQE5M5jM1VrBpkVOcKTTPako1wwBPALkVTs+BCyWoRN4TW1udTdO6HTCLQk4pWhfNBQei3GUJ4kOJ2+QwDcFKtJ1+CUqY1hCnG5SQWzcENmnMC3IlihLXHPlkMY6MYlZSKJ4BOSXtn+S0SEzYfmMstHJE4pOqnx15NEnXUWOzbIRGaeH+YmEYS12MZ3H9eOYF+/RvqgBzWEs8J/IZ1cf0UPRXnyYdrFqSIMqL9+yaoukZ3bt3Ty3MJHB+fh5F8+e58SUgJyJ30aKyIvEHQnj9P7Eip3FtdJ5TtKmRE6oEOMhTqtnUNpMqQbIffvhB066GMRtu3iQeVy6PKEfrnGFUlsRz6qlbh1+BAkB6ukJCL1680CoC4yFG/ZPzI6b8mFl5rMipVZUABwxKObG6cytsUvvH8Ln1DCONFGCqx0GWLIEDy7K52WeIMZn+j+pJaeIUuilcOOotFqTeCqSiMAGZX7o1XO5sP6DauOJKawY4Umra0kQRbac4tKbJEJLWCwJYOOThAus8hBp9d7IhVRrmMSMntbM9vmoBXWoqX8OOKEINQpw6zH7xIf4V99U4iKzMjuTKDDd+cOTkbNnYGWhz9dsSNjl0P+KnrdG6lSE+rl1fn5PJLZp2StOR5pxnZlIlSCYM8fr16zrhucecSb6ounU9yMlm9aCkXIwfjgB/YkKUTcFqH/mLQk4xugGfhnULSMHKx5GPHj0qYbeEkEESlgU2qfNoLo6F6pLNg5wsYxFpfycnJ1bCNPUq5czXBjQXXuGWy6aggXCAQ+QuuOG6By47VRrYhEdTexVdkvqYcRstL9SF7zOafuXnn3/2vwTWzXOqi74txxyto31YzlM5v9IW9CyhprLpBAMdTnqsqI/Swqenp0+ePMHtNA+1rhwOOVEdkmzZO3fuaKTX4QKP9BKIDXSnVpHhFTmNbuPynKJNh5xc95Z/1StmnnOmRU6JjMnMDv9U4Ammi4aKPtJa6AxhfSv6ovxdaB+LitZtRU6Q47S0vPXWWwMDMbZfVG5dl58yuu4QubDrEWMmZQmMA4maSmaM1adNkk6zLWNCJ+r8WkFLI9+lKUBX66z+GFIsvchpoEG979nSdB0Qy7WmplOH1D4PfedYPaZmrC/K6mhdaRjcMcRZExBNqI9CRF0ymK1t5ZmN2sl67Y7HO5iatLV84f52QFWChw8fxlxj642pEVIZH8CoQLyj8wk56Wyab1++fLlG68a1nZUwt9pEyKkueTR/Pu/kqgSOQ0UN/rIJEzx+/NihBG3FLEtTI5JlIqekhMlEyTrN5t7q4dDZcBJw++lULnbhFYuwyBFXXymhbp09AW5JXkQ1owcPHqg7xSqBpVGPFDZ1Dlr02LERefr0qTlkNkQuzKwqMyIntypuIUChK+yqY7BtsBZO69fZhFCGU72FurPuQoS2tVKWJs1NpxU+4B3NZU5ZLU18CqmCNHIBrFECOH6kjk0Rdb0oG6K6Xqid1f+XI/GfLEXrIguT8dWamZi8TaVNyLTLqDWR9oFxk0A/1EMRbBIA3acAao9NV/E3WUJORFK49yRAoGcR+4mD7HZeJqcCjakupw3PipzGtVpYcSybAjk5sBDfTOhiBptWlcA+p/rG6kos+lcDw2n8aCUzs5AShbNhUcipdtqbHZ/mX4pO9xSxN/tB2PH+/fu6fVam42aI2+f0ww8/uFIblWWZf3Xjjx498nbZixZcqFuN6V81F9mXelProubr09NT12JDgDTCMkHSe/fuRdQ7865FlxTLv9TCNnpRC53bfLVRhZ8vqkH0sPSXwWU/EBl2jDK2+1Sb54TO5dT6rZUJ0lWNOMtGQ9xpHL7+s7Ozi4uLu3fvLjBOhyXk5PeZ2bsEHXSnSdZSbf769Wth1tb2iRZltyitqPYxlLecaV2ccVwjCQAf4aQt3MVzSmtnYpWVjciZRrHbwQ4n3HJRwHZFTuPadUFO1CDpyiGY2dU9CXLSPcSJiYgV44QSp7Hf619N5QkJuTYnLigqdSxQlYAClvXylqqiDjEXqmPi9kqmCfdYkVNUJUB/gbAdhWt8JAVWeW1KeMqbozpyzBdLswBjGHSFsE0KuByETOZ6hSlLrjUEjLNHywaqS1oFHfsoG5VwvTBtvJUSjtHO8TJiqRad//z8vMvdFTPqW69/sZaidUR/8MCpPYdIXdTt1h+zcyJIVO1zAvJszIxD+ZxsdA/inmhy9p8nNmxCuityGteuBUMczIRPncCOuhD/stlLk+EMNgly0gQUgSHK2po+eEi6z1RDQ+0bFy3nmtHi+tbt27dv3LjB7KazTRGR3c1aFzkDvrKJysWtnr6SBMG8wpXN5sxeh+PmOUXkFD9y6EoIKUJkHE7qSEalJj4nSrjejBnmlqcXgtcsjM5hchYeioYvxGOek9/EI52CZfQN9SiuUy9c5wQPlvphnP5YfrZiGjqbL8BFfK096yNBGCmihGTw9UJOrMQ9detovVoHS/3KfS8O2x6DJQ2+jAzOOVvsgBV/MVLHGXHxxtEbS2uedZJxf2ouFayPWh4rchrRIJyUpaoSUAfCMyFZLzi2rUpwENGT+Sr+apahtEgUJyyVHk9UNmJbhshH1BA/eG4d1dBKI68QBQVsFhDXZK2/ninIstE9xhaICjpJhdzRugMWOZ604i9+RN5xHTGidcI6iRj39ttvu6ZV2cBW8JAPq7fXLBsC32pVyo7qR02/sB0KOemhn56eJuRU2hZmlnZoN7plF/Fo3TUmPISpp6WicuqKGpKxAZ0Wrt1O8jy1umQoGaSHdRAl3ytZjZzOzs6oUFvfmhowBo9A7cJASa695+fqJFkMLDUn0DygKoG1RksTcUvO+LqMtxMb1VG58iTytCKncY2d261bt5aGnJBWMaEQf0QE2dcbObFpKI24i+ZZ2L7m+rjib9nIz0S5quT6jg393nvv6VSlmWXqxCizB8rsCsWsExrb8R2/jhV/deUJI5a2kukIW2uF09qTMsCNnHC/QT3R+8kTM7VNipysq8ToMk8OvQZP9ERFZRbtsMRoLAPSanTRlPMfufzYAZGTFgnNCLUSbsotMucvamCCxZO3CUwZ5S5BV6nME+tcbED7UDm/mj32yWvhWOqxhJxMz3fgrHVK4U09o7gFShpsrUblwbhjZn6YgW+U7FDVV1CWt1ZwrFLaaolqFnfRthU5jWvUzVwacorMVFKmEvvFxcipmz6/J2Uv5ESKhJeisgFDmou5q5hbF4X7SjOL6W/cA1Fe1KPLdesof5t+2oq0qQTY1NZVPR4DF3snunWliVnccZWyunRrrv7WCWhcGws5sYfwv7iLrCEec+MTiGE5NwsH06k0R1917w5yamWIQ0nhtenVB7Q68zaa+wxR3TTrJU9n2cTEo+eSAnmpAe1HccA0+ZwIdB6k3MH+1sUQdwYc/zKlsEfSlMWbcCn0PkCcLWLPb0WhS/KID8gGg2Ckn56ZIR4lbWOVUl2Pxl3qRYZNdouuFX8nNZKW8Curo/7000+juyF2QE6MLyNmulDaG6eMH+JRFIPqycEa1/ZCTq09uzRLu2WIrecUvWomksd5RM2hqUrnZFTgk6AYlkbjG2+80ep/mjmZvN9FHz0ZcfnnSSfUTNjFS5eREwXV044WnxNzkNoh5khPbaMgJ6cX+R18k7Hir/AKdPvYdPY2pdarczO3miUkOL/zN/3sdAHqcqUZipaKntNQJeC1Jp0knRpNY0dtAoivN4spV6uuRQNsikE6NxFVfvGXpOwHZM1hHJaGvZeYQAu3LuSUDAq8HgSBvPhRl656bSn8p2/pRw/lsQM5IT8x6Q8l5BRV01IdzyhbX9rUR61K4D25ut+rV69WVYJRzOqsZVMxKRIhxrKrIic2eMx7hFyMB3xC4e9YZYRyBYj6liYgo03ODF19d+QU9TaII9Qoyi6TurRt//aL9bI0lVjULjdv3iQlyjVJNIr46UUhp2hGiq5nHP0onsS9dDmdEDZ9qmPDLdOlkvduahsFOUXhK/sRjZxKUyPdKh1GToZNW538jx492oomY56zzt/6KN3gBwmft4p2RrMzkppxAjERNqmRdf2pocjqShpLOvLi4sIeiBhEZkrVWKtFU0qQVePfqIS+fPPMg1R67dAFPQMocYHzDp/GIn09RohqIcm/2MFz68qmbXnN7kXgSY3MO0wIGnR6LUzvw0oDueLzWn1Oo1irCL5TQOppZDcbjpyiSotjAnGNc73X1LtgDerg169fM3eVBj+NjgKT7Y6cyKkZcmSCTanYrZqsDo7QTBohun+9ForUfJ0yfbBDISfAorUHkzkBENhUNnV8fYC61OnpaVx1XKxe65kLCRtkkE5/BMiJnQQbd24qYgW8GhB0gE3R/cPWOVGCGJyxjxFnSQOPVZPzaKTdv3+/joX5elz1ZZ4WtoGcrHKZLg+/o52RyfWIu+jx48duHAZRCtJtfcT6lh7Tw4cP67FGQFOjVZfBp8tHTmoWXmhiJUVLXYVhi4a493sxLuBpOlLs6ULkfJWm47XCXMJSvD54zNeNoEemZzr1wxpSy48mqlVeuzTrjZx82IqcRrGeugJO9dcsug+KGoKcUByAzuuKUtGromn/yZMnSSeZElJ46PVdHOFzesHH8Tn1m0PXtbeJ6T4GMmkmHWD/du0biBVbD4WciKmREh8PYCXDw0Q+TqlgU9eZkXz8Q2MuH+Zwr+Y+cu6uNXLqOoDBIFgAjDZsStw4NUtcrZ3AHJ1SXap6RKDApq0OlXgxB0ROseBM/FTXr4lMbQKSdpEKkKKaS80br7k1SJfwOl//7rvvYnIrJJ4ELMomGM1rrm3hyAkiJq9dAkXNaA0qt2d0FHXpYNGe3sv2uJ9dU6WmaBzEZsut2+qSZ1dACIYZz5I8mk7v3r1LsDiqX+JetbcvlU1cbTerUxxgC6VpB9cgQnE7CCaBnFq5SqUJKagP2PvAYU4Z9jHexcXgr0uMU9VUExHblRkcq9gkPCebgwuW4U9AB7zpWCYh8NIoR2sV+fHHH7WExKAmhoPOo25O5JQEnGqHP7OAdfbKZdhUU3f11P9PY/bhxYTEaBFFzYmc9CASKWEHM3LCr+PSXTEc+be//U2Hffrpp4g96sh0mxpmDBX/C2zqd8xGvN6ardNqByHz9kfrIGjXWfTc4IsXL2LYjkzMFKTT2h8dD3UqGZRznJ2ajHTOuuJvtIUjp9b21HiEL2hoGAdUj3xo1CkwISwpXCebmZLYZZMiJ40pEqtrBbJkdSUJxMnikgzTBWI+LZxOwr4Ct1+aS1cbbkyerKRMia5ODRtVQKQuUY8kWJ0U32VOqCIAF1N9NcpitahYqcyGuLl7FNCqNFVunaIBtCBfdc50+72Q09Z1qK74640yMk5Rk4Z6Dnpa2gFretKsN4RVMDNyKs3jdBpOjeoiLtb9wtNyRVvhQqPvVKqpdbsGKRJKkJcozRqJNzedgXj00/uLwBJ/pPfXvjrGbXQg9zON6HuR1aiTU3ElPayoDe2llC1LT++dv1+VbcjJXSv2qzqoRL+KlVPthNPxnps4rJalZS/UmltX23VETujyExpgYLomQStsqtcJw6ay8TH3wIUlSDlMh5zMzmSaSp+myXBIZTGk8hjFW3fm5RClXo/DKN1B3fFWVQLyH4VIyuVlzmUYhFeiX7/VYio6TwoPt1PyYVYlQjdOdDwjZeMM++///m8uVVBPP+1xh1M5shTmsb2QE62AyFBpyj70REDKxttPR7dGtj9106gpu/hDGHRpvIja7hxw7u7HjkIJWr2I0fKOcJKuVsuVtlnOq0Rhwb0zVvxFQ1yzDyvl/DfYmgizg8XFxhZ5TqgM67c8ohjJeKFixQbewasXYRO85pSKH1dB7gUikdpTE0cPJ2OBPqdo+J/oQrEcioVCdICvH0khOz8IiLOnjEFJOIhO6fhNY/1IDrnXmVtpz/a0I9x3oZ7mCge1Hn3Uai+bnqz+FpnyPXbEyMkeSo1E9bHz83OvdpjL2iTYFOGRW7WurEdVJWva+X2oC9YOpL7NYVv4+pqVMDWWu2AQ5ZjwKUaRIFYuDQcNtFTbEUvIiSmLlY7Jv0Y85KFDxfGvqAPo8krjCdMBSCirO+mEs8kQJBtTQ9xF3NLclKxLWrcECkLPrzDTHaq9knWVGMMY4V3Qimml5plGUSgid8dRfUV3Khzp1xB6qNdbGu/FxcWFoQx8CD1l+gMuIr5rgXVWfU7rGkY+DFapz1MCsicUJUsZ1AePAtidyewwfBCxn4vcBbb7r1694jD7kMrlHQ6dEK5l2t/Xozg20QFbabhF4dM4EUdpSriSLvGRgE6qTetcbs3+GpJdDjm7tcovBjlp3JEZXpeisrAq77DziW4Gp9FEt4e9WZoAk4x4nDcGurJW6zKQk15sZXYygvSMNN+mZYsnog6WihJG5BSnLKB2WsRT1QSCg/wQK6mpGsz5+quudaho+EzICYBpkmbZhCfNR7N4g3bDcT5KWdAcuZyKvz3IyUFZdR2cbel+6am6tViVqWy451Fv81Dy1lSJh4g3buhKw1UNkvaRsXsMMYaf5flr0zm7UHiqWVYO18ithkhdVHsrvRFGutNvf/vb1qbwpq1HxHWIXbvISCtycsVf85y8EvejHLxNGrNISvbEktSXYPIdN8/JyGnrkW5YSMFxfW3NPo5tq9m+B6SuyGlP81R8JT1JyuZoOXv06FHc43ml0/5KT7xO0YVZlcjmhOeS04TZhh9ib1yax83JCdLVeqqz2VDkxLyjvxAmWpu1p/4lmbreOmggqe04G7tk8u9KA2kjSv3888/TbvjgMYJIQ6uRkzfxdA5rfvKvvQJxEYJNEuvWpVs+yKJOjpVg64sXL959990pqq8MmXNrXpT7HqFewprp6ZRm4Gl06btuybh81o7PRSEnzFsR35Fux2iAPZkPRgjugw8+4F+LGjjx0MmwdFF/i/MjKJeiLcmW4D65kiES8+OPP5bLHaM0gCmlu8e70zj9v435VMAmtZWllruQkwcynIwltNhE1VeuhJw072l11JQSgY5hUyxUZfUHd+Ae4vmh0mCPxlKFJXzV6Emqz1AMuAdFQYdCsDpxbGoHSl0pxUr9Ds9F/yWXoTc1ik9OTrQS8UOa3GauHVLbIOTkIg+lkSyzoFmy1jIpfh76lg/wNF025Eo7pcplumVKScVwNgy/yZ1hqRMN0I3QNQvwamDrLxeQvAJlg/bOzs70Wo+ZHa3f4fj4jouqMkGAqWudIVdymMGY9yNHBMLWiJz0GnHidCyXh1+UGwBpEVjRvxpILgUtVOfcTM0CMY9DP0QyGn2mfl62BSKnlDnMU0CGKuVXwgiJSwiQPfLcIfujy89hTng0jrceDyHjtAu8dsipbOSpyF3FJ/fNN98AxHXX4EtuNsImLecxQQEWTiTdO+Oh/kXk3SnkvBA9Jxh+oyMnYpdDmHnm88YdI92vtHmbQFpmPdYWJWFXntNu5jonSI3ULn9WbTX148ePS9PU/UsA+rqaRbs2YNp1RJdHrN5mgw5F+ssPP/ygA3RhlHZIFX8Pa4OQU3+xtuXbblGGfg7TzJYcDMlGYZwQPHbaYC3DaIJLj6XaWLGcSPqtmt0ViU28qQn0/v37pZn6WePBUho8Wv6NOIWHNKq1+9FEQKqtJlN0epKbk2rNXbQzzeBa7epPY5nqca1uH3W50qTdlg2jKz0Fb8RhdAlnE3uCvKWLVyOYcYJkEd9FvpIGLM0+B186VBJu0C46fMCCoXEG5E3ovdHGUhzeavrpIYoS6dr8Aqe4VT+8KwNf/qOxJ0+efPTRR1qzI+JUU0c2vctmxdwx26GKt3e1mO5I/SHpD49lRN94ramjzjWOFufhniCdAXqrV8/Cb9pz6tcTsWa1IRaT1/xQvNdSb29lG3sNevDgQZ3FHK3LHWvkBNctbZJxNfFFlhuT4TxPzlBWZaANQk7c58CCTQu03TLMB+rhLsFGiWBSEqg0y/bOD9rjsL9g7UDDE8lrFzNihxSvkFzLuGfinXhY0pFqNX8rGS7Gcfe1iQ5p68mf6GoiJ4TX2kLQBHlhxk+9xbRyo78bCxxtbZ/ScKjpftM5pTR7Wpt7N+t6+pGGaJl+AU0+dUYCssV6x1vqVtnr+N2BNl2jab1BjaLMQlPrkaWOPl2cDYnem2BTl3Yuwm+T3sVxG+MIrURo2nCM9DhgIGlPhSsRqFSz/pkH6OToFaefoCymJkwj6RgH4ALqPaFOyHZXF6ADNBjhTEdu+HLsCgxxi7twk+x0vQOg6Izu/IsvvnBBTcjOrlMr+OJwSVQojlmmfBRZGmXj/+C3/CD1USKYk1PNa+PZrUqJPYbolD2KcVXrej38o1Ixb4Yc1mpjRdPMZlPT6cb1mqfsyyDIyEetdvfuXSIUW0XDr5dNUYxsiFzN9bLpVrXWMluTWiuErd/sGpuecIbIBgq3xfRs6FlaLXq+oqkPqqymSlRONPz1W7du3cLVimMgJpBCphaQ4vK6rooaR/Y9J0N9wOwFv693+n1OoExec1jUqCsbwiLw9N69e67wU5tJsQONR7CQKM/BDaFELdOan/XUBHaFVEjPUkMRldamF5LTd999B1EHik4dzmPLURrGZGxkami6pDoqM0+fPv3qq6/cSWCL83X9OkofqPZ8+OGHpfFRqZ8LRY2eorS/DUVOjus7/1kNqlZjOTGn75NPPjk5OYFOAXWAj1jaUdDxSfwRlcn1qNRw1BTTa4FiUCqIDaawFmZWLzzPbHH0keYdjTcKUEDjgKazD2xyD8BXzy86V1b7J9oERFiaOIs6hC7mz42ZgqOucPPmTafmcs1ATKNP3anuWj2GM5jOAv9RvRYSX6rB4mS9qB89rqVA7ZUiERFql0avy1V+7b+MyNiKZ6YKxuxxdTZvU+JyFZPy0mE0Ea+TEkk8Q9Lxi8RGfzQR1cxNFEsfeI1x/WNqo7pGgf9FJqDryNienNM7DY50U1vin6uKLZ8eSmrtGKtiHpzOfZI0FyJvMnrI4kcxfb1+0D37loHYqIfWeVVfdfSLg5zYcPsABjucD82TfKRbc/9s1aJsvZj+fLThomLT2dYGvNKUDs0xiUX9Ys1QHvoy+XQGSU5riLJ5Jkh89NFHpfEztXL24QsiU4n3KIb706SNcxcvjH4UYpN2R6Xp/xYJQ2htgah3KENc94AomdADLa5mogRYlGl2uTG2UP5IWwTgbWnqrRpR+SPBDmq7ap8UYRMQDalofVctK5jFzkk/98c//pGP8DfCRfBHutooYbdbJwOyIPNtgKjW0A5PkMIVQphuyOdCWAEOb2n4JWo6bsdgUU2HUxREpRdsqcGR6sR6B6lWPmIfYM0eNTLUaTVpXWRjRAMdojxWriLV6mgdHYNMPXcMpxy6IgooXN+K1UVoVUCzHZlsTO3vdAIdg1D9Rx0A1lQMiquPoevI8HZAHUIiHlPHWVyXQLMAtGLXXhy3ed0f2IFA9E4bBlQuKUbEAKQeovpP6lR0A3dF7du0aYt1o7zToNMC6L0XYhtA7roLJAP94zmZTy26gUujzpqZwnz9+mnNtt6GpTvVRxogQhJUXEeCNaYIxAxW+oNOjs+bXgSFnD6gj+DGwb3AsR0LQJU2DzqiWU5jpLuihoXXPEZIrcYZb1ZLV92eJGnbs4tTHP+TFYlriymEdPieUZxKXhyNXTtNjamNzgOA9tKmnq+uRQ0c9QEWHatTEl9SryZLlz5cB8EJ8z179iwKWtpglOpb6rGoa5Ymi0vjVMNWgxfGKgcvNiVlEHJi3nRdGxBD9DbxkREV83L8CLa1tkpkn8aPgAI6FTKJ/bBJkxFuD9PZ9JF+l+X2hx9+ULszUY6SBwQZhYnGUA+vJlkhmu8060WIwJ1SqlZrG2pDXExc4Ux5rj/Sm/pId60JXbcT71onFyzgrkuD/cn+m3QvpadfGvnEcpXa72xZoK57WBrtJSgJLtG9tLokaUlcekRy4aOkTsLJdbX2O8bridAN9yRxfTAKH+lbJycnJJ/DwEjFW8Y1lFTo+fjJjSZdY1x9wIjKyp/qkKXJNLEL04pNumC3DF1Rd+rZ0I7hrpHLoI4NwpHmF0dir9oqXvN0PRCLI4vbiWVn3EtbZx52Gmof4WDdpnEk2zBqHwkeOWaBSjiZdEDY2CdxYABnDT19BvA6H4E7Y74Yk5W6qwuUztCAMXS+lfRJrR4AceTtggidfEB+tP3ffASsjK7xcpl9EWElH9n9zHIbEV78lj9iUxSd1tQJ9Uf+Vgl+jlW8oN9cEjTmu3ltQiCAYrpwmNi2aVsiHE9X6S/gWDY6uvGBsrCS4qfOozNr7tKSh5/i0E2yxbYjJ/hcTEmeUusZKhW3rycvVgitba2wiY117YoANpmzlmCTpgAepCYFSmjFMwCcR/HHxBXUybTIXscgJrO5lkNwRsRGnlgFEXApsSfmOu08w2WKfpK5HdyaG4SPgE1Ok57Oam2b3ZpON67nqBVFADr68OytFChM8V9DSS+ZZVMH1P3H2FptEmF36sPUBsbtrC37y5cv47oIGMXjpY8IzE0Km8qGT0ZWICso3TuV5KNL8xH3q8mFJZmPDNl18f6If9We9aBL/dkjlyPt6zKKMm5IWs9prH355ZdRlWd0YyKqb4fc+NJw8vhIV0IHi6hafQ+4HCeK2OBAQ6SPqJ6ZYFPSk4zQLT0yZp7Yk9O2ypeaag5OZEwXLEu6qa0EhnjN3HXZJMFxp1xz6g/1LsicjejsfP36tQagqV3pozfffDOBe7vh2UuwDfDjUycnzdaeVHYdccflmXbSRj4Oo+uSL0nVJu80XHeIzZg6sON3eqFnyiQGZaLWOODZ6RGXxr+L3A9rAT5UnV/PqzS5zAtJoOuxKzDEvfWMEroJG7Frx5/fBZvidON4hJpM3V1/2Rl4PTM24iMej/bfDtIRWKH1WVO9BWTK2z/IkpYZGHMRNpnApAsDNgmJs7vFwxHrYXlg03X0kd0JbhC90BxH3Vbvid0g+kV22GpSnZzVd4GR4FQ/1St07a00ba52JxhbC80AJe2v8rqoNmHBU1NEYR4swibcCXYG1LCpbFaItHhMxzBlgHhyj7uCrvtl2kqdyv0N2GSsqSNjVWA1kY7Rv3S55MiJQKFcTndyz3f7cE49nbrq8KQGNsJfWDui9JQBvh5NGiYo7mqajk5iGjmOLPei2ttEhBS6G5FfaLYJeJUmpOgAeuzJEcsikTBbo11JQ7wVK8dYQZoJI2yq53yLQTAAcahHQO9GcIlMnMf0dndazXimKKT5gUEBjSltGKJ7e4aeeUzGxKuRosenR6MnrkFnig7bGMJ5ehxInJha7l2xKZvmRREs1uoGxqWIis8zj7jJKDYUOcWBkVZEd1amaRdVhU2ivt7qiPJiaXKGgyx6Ko8ePWJvBMItDaq1tykWcsdzrifhhRPZnrgA7GNxsuDCSrN4aDKCHBN53zjk8RvRIJ6mUxSGa+Yjb3y9itt9UuNI+EOamo3JSpPXsMA+d1WXZP2RKVB4niCppJYE9CBuVNOw4jLgPRPrYnyy9QqhJgWEIdbATnf0JjKRLpL/LLmkB13DpuiIShQlanbGRmPxiI0GDGUT2dry3mykB9HlbI5XMk+n0l1wGT09x3RAtl7O5NDfOB7jyHIuSO1t4odKs1dRy+BNiY5JnwH1ltZOHmFTQr2np6eTeo6vhJw0FatvDIRNcZvRw9nocrnF9iGdEK+wHoF2AgbH/sjfsguW/pz6A8QPdp71Vmq1IYYHiG5JCA8lVVIv7UPRKgbN1GRKSFG0/NnZmZVj9Y4eE1kOesdF7jQHqs9cXFyoiy5wFeuyoQxx3ZWRe6xLn7gUsZAI37UTtYvbZJozYJZ9Ntrq3gJGRGU/vF0RpZlPNa5g/KDeu7/smwFipDi4EFXkfsXFiUnKLnEapI7ClMu0rQibSkNgirBJixaIUA9Ck0hp0no5TL1w0hDJzsY2EYJhDwEuzX3xo8hz0kdoiMdveT/EqhY1tbEaNiVvU1wGInVPfQl0FTe+UzQRvm62y9E3xl7CfaBOC4jrbtxzx1BF116Fj8CyiQXlPqy21dA2Dwwo1vOMpstRiBZXza2sSgNfmq5mDdYbkhgZd/ewP09vakQDJiKBCe4jeEg/Xftg3NTAggSbdBdTaFRGw50DHtp6sG5Bt5aUKvu9j7Hl8cxF57HTGiJsagX0rXSOuMGOHSDNtPX52V6SnFWumI63WrTYgKAoGtaRXKfjERHS82I1bz0boUDIc9exLAE2FDkJoMQ7VJMxUaYduf5Vf3XSiuf6cpnJr7bT0IofRWV3n5w9HM690qg7lE3dctL0fAYdWQJ/mQDWnk0DZPHaj8vEvkpjOC7GZXQQ7bU+mP7VXcNloaYY14yKqwW+aBCmAM5w7949bkcfGblrNdVXTAL48ssvl1BPtNUQNNO1xUhummdBM6WN2Jt43/ro2bNnJKkmwrK6R9R3jo/PMZTkbWqFTZ5wdcGAUZaB6TLtcZ/A8OO3tA/D3xOjDGmFSOQYVghOwhqvk+D3Tk39zjvveEnj5yLlRQdD53d5u7gWpnNGZpUR1dQ9aqCfkkbgqemJ3717NzrqYmTcrEHGpj6K3ia2MVASPY/B+67TXIAmrT2556MYfp26AdHXGYhua2+Tu1xrkK6VBhe9cf1U14iN4l7FndYMvEixIjGZMoIxD4Bki/g01fIztPAvxJDapyMR+ieplieCm0NPbQhO1cEnJyfX9Llcgec03Dxm9tRSsrE8xLJiGsBTl4XST+jiwSVUZjZlak/S9G5GQrLxgWYEzeML9DYli+GVGAUrG4o0t8Bh+HvLZl8SS4nhywWzonVLkE5QslZqsVOKTTZRefZJEVERLNObTKyobwBM62sY3WIfdmour9XhjcsB2UbSurWy2T+UjTYdFxw/An8bmuNCTzucVv3f2FapUiwn8SYhwv2pe1H0c5fNxomfjh/x2r0oHhZblftyACi69xLTi7IPZn1prwIsYKmmgzmATifH2+pOnrZSRqi81n5gaaF2I3W8dJr07ILlo9bE6nJ5pDMAdQb1WxQRjdojAAIb6cw0QtyrpK1m/ZFdShF76bfAqR7scYu72nTGEvnL0X2YBDlFDsr+s6rGyZ07d27cuOEq5atdI4ue3hg7t7Hey4bEuZ09WzaF9lrHKpnVni7jNWgKPj8/N3TTQujfXY5Xf3Txt+G3Funw+pb+9f7ksO3jNnFOoq/EXup0weotLhFKzTs+As3cv39f32IZJuOa17EMe3wQcb8U3fAAbqNSsqyHAO5lSvzBfzcK1ExutytBADaQtJVmZg/A2D0iQIxJkeWyh16DUSDM1GAhToNjohkxqnBxccEGiWJ5fIsIUdkALK7Q1TN1zFrYbh5bZmeeziZBTurZ2sqPjpwgwM7cQDgDWstE6yNyBNL7Gr3T1Yg9PiNPMDoUZzPm2V/OPmm11baa5lttb0Ae0SucDGLvEGJ7mg8Nc2uDYuXzDwT60CEO3Wyr/bJsEuSEYONY6TYaQrdv3z4IcoLqVBrk5M1Q2WyVtMuxNJEvVRsysjfj8at1mSsAHKQsEQSOmSXyapdJ/Kh0OHV+aVu61VZbbbXF2oTI6bpH64jHR/F4Uz5TOR4zeUnP0aL48uVLZHanKNlxTAZ3+1AFHXnEOyOnGJIYaGa2liYvN3YPOBnqOc53K5ud/YMHD5A8maHCyWqrrbbaav12DZATySlOo4gfEW1p/ZaD8U+ePKGyd2mKe0NuKMFpDAEixdecYRTLBTiF5Fe/+tWrV69+97vfUQSAEvFwSykK/fr1a46py1Gtlgwa70GQU0y2qj9VHyiNoG3P1yPPY6tZFP6bb76h2LMrKIPhfJhZt6ni8ohZF6utttpqq+1m1wA5lU1WS42cSO6INdsFdChA6JxzlAZ1Ma6UZKlfiIopqwtzpScd/5vGrE6esm1JzP7++++jPIzO8Oabb7548WJFTlvtgMipK1pnScPbt2+jmwD4TmxTvXnr1i1DK1jD/tTc5Hg8FWZ0WKz+QS8CMJWm3rC1y/FiqlfrSngxj3LSaqutttpqXTYtchplOezyOfE+wjNWkNKa9PjxY9T59DrW2nQRAK7KxVJ+/PFHqgVHiGP3gM6pf/Xr1mhu1THXOdHG9FqIvsjqIdhqiFQtCjnRbXjtfK4SIrPlcopQ67dqeUN6CzpnriCEDhO5qBa81jHPnj2jLLTwt3o+CeErclpttdVWO7hdA5+TK1Qk5OS6VEZI7NTjbh4087e//c11rIycuEhO1Upm53j/q1//53/+51QQ1Jq2bzemw/Rb5XLNlvEf2hGZi1Uth+cEr640Eu3ffvutQLOxDtXjdal4jyI2In9bKEd46Pnz5/ZQxp/jGDPkOIDuTe3xqPFIycJYAATkhOjloZ7Xaqutttpq1wM5tfqcIhJqRU6np6d2/JTL1U7KRjqhNAG+ejWCuaz1z++AnHAJxJCfznlxcfHkyRNdjCnkscDCdA/vCMyahAdBTmjoJeRE7AxUBPLmccfwa12szchGOD51ElvC4u4tpI66Fr07Uqw1kVQHV1tttdVWO5RdA+TUlVtntd8PP/yQ2hpUc3NxgKdPn3oRMm/J96vXWgvLZgFLv+hq6jrzo0ePdDDIiQWM0B6rfmmqyBEKdEUtwbVVunOIHRY5tUbrap+lAJPej/2nxjEAcbIpY9lBn9alJFLCAe6rN954g6qLru8h3B/rpXAlKaa82mqrrbba/HZdkZP9Oq9fv9baozXm1q1bTnCzI+pPf/oTJc2j5H8JHKnSFqpL189SqkVL59H7Wke1grq8cR0ijGHEeZ7i9TWX7lpOtA7elR49tYSFgS4uLvTEqRrrcnvRCRqT5nSqmzdvlkbbMwr0RTJT7Dl2l1K9WIAJJyiIiuPpruwNll9vZ7XVVlvtuO0aKGG2IidH03T9MVSXwna6kkg8cqgukXlBQv7FxIjyd+/evQtjV2aquN4XaNNHjvrxPj6qyR/g9bdFMcQjkusKnLlOlpFxYr8JOTn65t968803SdVUz6yRkxMOjO9r2vhKm1tttdVWW4JNiJyEJCi7uOfZjJzAQBiiShBp2e7rU+3X9bv6SK+FZvS+Pv3kk090PJqWrHyO3Gm5Im5iRIXFhcrcFJ3z5OTEXySbj4WNi0EKQWjpo48+0tVSGXSWh3i9bVGqBEZL9+/f/+CDD6z2FKO04JuInFpRThJBjY4ooaiXL1/iQDJyEnyMgCx2QvJA7TFdbbXVVlvtgDZh3brSFC1xtcidDeT06tWrd999Vy9YkATOHjx4oDWMtYeS43pfaOn58+dkbkdCrj4ycoq7/Ljm+RdBfrp4LZPOqPrLX/6iK4m0cWqG106s0pGst1qrGTn1FLSa7qcjbqZ6qN7RoIiMb1OUKMZuuQqLetdx25o8B8FcfVivUWYCIdFz9G9Sx4idEGH6uHNYbbXVVlvtUDYJcoqQZX9Vp1jtxKJK/2jMIuCu7q5FTn9dEV0Hf/bZZ1oO9UUdT7EwoSWhKxOeBMX0IgIdvSlIBDGcW3DJbr3z+PFjATW9/uSTTxyOQTuR9wXvXP17tX7Ts/j3f/93weJbt26VBj/NyYA2aqHIoOuuCyUL5ejChKgQDlAnodAKr9GOV8egTIpQzscff8xrdf6vvvpK50kaUcgNoNeqbuNyh+pRH330ETKtcbBECQN12pmL66222mqrrdZl+yInzeyu7AZ2+fbbb2O5Ny1LWkv24YlDIrFEuICLVtkZAmEAr9PT0zWbaVxT3xAu0UO0CKQ/mjl3DP8Qr2teWk+RXfrGVaGMRcZ//etfRwqUENvTp09v3779zjvvxF/keP0Vhls74WqrrbbaQmwv5GTCkN8hKDbWxcVMuvi+Vp33338/rnMUx1gaI7uuv/ELN+Gkr7/++tmzZyhov/fee9DF+PSf/umfIKVFE54QeL24uNDrt99+Wz1Br/Wg6XWCX3oheKHD+FcHq811zMnJiV2PuCfxTQrx6M3nz5/rr92KssR1W2211VZbbbVW2ws5aUH67rvvWIRKA18i10cLoSCOViMDGlfelRHY0ne15nEGxJrj+alAl07Ikfr78uVLf3Tjxo34b7/54PiCnysNLItYcB/7t3/7txjRW438sqt+y3D8X//1X/Xo9cjUpH4RO4l6CI8S+5d/+ZfYtfj7448/lgqL891f//rXWy+GHnvVW7hz5w4dPr1ZmoEAguQAXpdmG/DVV19xmF4zTM7OzgQB1x612mqrrXZAG5nnFInSZoG0HsnSRUDEr+MBiAU4Tlca2rXOP6JPC3v9+vXJyUlp4jX6e/fu3adPn0aQt7Npwbt///5KeLL9+c9/NixIOBvR0VGavd8EUByhs0XYFNG8Xnz77bevXr16660fNRx5AAABEElEQVS31A8FxcBAfAqnW3iOpIGdHa6tX0xv4rx84403PvjggzX5YLXVVlvtgDYyctLK95vf/EZrDKn7+2fVaZ34n//5H53N3PADN9hqI1msGzhWceiBlpIuP//88whwjeaJ8f39738Xtr516xbvR0Cj/slH6p+WxBw3YM0VCr3BOiccuapdrLbaaqsd0KZSJdAO/uuvvx6F1qqlS7BJa8ZazOSYzNmIVLmZEzmR5nbjxg0Qz5q2ttpqq6222nCbBDnBf3r77bfHchFFNfDVjsmoK0Ly/5w/Sljwr3/9a1SWX2211VZbbbWtNglyGt3+/ve/v3jxYk3MPkrTwxXCPog3Eb/XKr612mqrrbbacPv/hq2E26w5jFAAAAAASUVORK5CYII=)
Рис.7. Укладка бетонной смеси в колонны:
а - колонны высотой до 5 м;
б - то же, высотой более 5 м;
в - то же, с густой арматурой;
г - схема опалубки со съемным щитом;
1 - опалубка;
2 - хомут;
3 - бадья;
4 - вибратор с гибким валом;
5 - приемная воронка;
6 - звеньевой хобот;
7- навесной вибратор;
8, 9- карманы;
10-съемный шит
В колонны высотой до 5 м со сторонами сечения до 0,8 м, не имеющие перекрещивающихся хомутов, бетонную смесь укладывают сразу на всю высоту. Смесь осторожно загружают сверху и уплотняют внутренними вибраторами (рис.7, а). При высоте же колонн свыше 5 м смесь подают через воронки по хоботам (рис.7, б). В высокие и густоармированные колонны с перекрещивающимися хомутами смесь укладывают ярусами до 2 м с загружением через окна в опалубке или специальные карманы (рис.7, в). Иногда для подачи бетонной смеси опалубку колонн выполняют со съемными щитами (рис.7, г), которые устанавливают после бетонирования нижнего яруса.
3. ТРЕБОВАНИЯ К КАЧЕСТВУ ВЫПОЛНЕНИЯ РАБОТ
Контроль качества и приёмка конструкций.
3.1. На объекте ежесменно должен вестись журнал бетонных работ.
3.2. При приёмке забетонированных конструкций, согласно требованиям действующих государственных стандартов, определять:
- качество бетона в отношении прочности, а в необходимых случаях морозостойкости, водонепроницаемости и других показателей, указанных в проекте;
- качество поверхностей;
- наличие и соответствие проекту отверстий, проёмов и каналов;
- наличие и правильность выполнения деформационных швов;
- допустимость отклонений конструкций по таблице 11 СНиП 3.03.01-87*, в частности:
Параметр
|
Предельные отклонения
|
1. Отклонение линий плоскостей пересечения от вертикали или проектного наклона на всю высоту конструкций для:
|
|
колонн, поддерживающих монолитные покрытия и перекрытия
|
15 мм
|
колонн, поддерживающих сборные балочные конструкции
|
10 мм
|
2. Отклонение горизонтальных плоскостей на всю длину выверяемого участка
|
20 мм
|
3. Местные неровности поверхности бетона при проверке двухметровой рейкой, кроме опорных поверхностей
|
5 мм
|
4. Длина или пролет элементов
|
±20 мм
|
5. Размер поперечного сечения элементов
|
+6 мм;
3 мм
|
6. Отметки поверхностей и закладных изделий, служащих опорами для стальных или сборных железобетонных колонн и других сборных элементов
|
5 мм
|
7. Уклон опорных поверхностей фундаментов при опирании стальных колонн без подливки
|
0,0007
|
8. Расположение анкерных болтов:
|
|
внутри контура опоры
|
5 мм
|
в плане вне
|
10 мм
|
по высоте
|
+20 мм
|
9. Разница отметок по высоте на стыке двух смежных поверхностей
|
3 мм
|
Должны быть представлены документы (накладные, сертификаты, акты на скрытые работы и др.), подтверждающие качество примененных материалов, изделий и полуфабрикатов.
3.3. Приёмку законченных бетонных и железобетонных конструкций или частей сооружений следует оформлять актом освидетельствования скрытых работ или актом на приёмку ответственных конструкций.
Контроль качества и приёмка бетона.
1. Контроль качества выполнения бетонных работ предусматривает его осуществление на следующих этапах:
- подготовительном;
- бетонирования (приготовления, транспортировки и укладки бетонной смеси);
- выдерживания бетона и распалубливания конструкций;
- приемки бетонных и железобетонных конструкций или частей сооружений.
2. На подготовительном этапе необходимо контролировать:
- качество применяемых материалов для приготовления бетонной смеси и их соответствие требованиям ГОСТ;
- подготовленность бетоносмесительного, транспортного и вспомогательного оборудования к производству бетонных работ;
- правильность подбора состава бетонной смеси и назначение ее подвижности (жесткости) в соответствии с указаниями проекта и условиями производства работ;
- результаты испытаний контрольных образцов бетона при подборе состава бетонной смеси.
3. Состав бетонной смеси должен подбираться строительной лабораторией. Состав, приготовление, транспортирование и укладка бетонной смеси, правила и методы контроля ее качества должны соответствовать ГОСТ 7473-94 и требованиям таблицы1. Состав бетонной смеси в процессе работ должен корректироваться с учетом изменяющихся характеристик исходных материалов (вяжущих, заполнителей).
Таблица 1.
Технические требования
|
Допускаемые отклонения
|
Контроль (метод, объем, вид регистрации)
|
1
|
2
|
3
|
1. Число фракций крупного заполнителя при крупности зерен, мм:
до 40;
св.40
|
Не менее двух
Не менее трех
|
Измерительный, по ГОСТ 10260-82, журнал работ
|
2. Наибольшая крупность заполнителей:
для железобетонных конструкций;
для плит;
для тонкостенных конструкций;
при перекачивании бетононасосом;
в том числе зерен наибольшего размера лещадной и игловатой форм
|
Не более 2/3 наименьшего расстояния между стержнями арматуры
Не более 1/2 толщины плит
Не более 1/3-1/2 толщины изделия
Не более 0,33 внутреннего диаметра трубопровода
Не более 15% по массе
|
То же
|
3. При перекачивании по бетоноводам содержание песка крупностью менее, мм
0,14
0,3
|
5-7%
15-20%
|
Измерительный, по ГОСТ 8736-93
|
4. Транспортирование бетонной смеси необходимо осуществлять специализированными средствами, предусмотренными ППР.
Принятый способ транспортирования бетонной смеси должен:
- исключить попадание атмосферных осадков и прямое воздействие солнечных лучей;
- исключить расслоение и нарушение однородности;
- не допустить потерю цементного молока или раствора.
5. Максимальная продолжительность транспортирования бетонной смеси должна устанавливаться строительной лабораторией с условием обеспечения сохранности требуемого качества смеси в пути и на месте ее укладки.
6. Перед укладкой бетонной смеси должны быть проверены основания (грунтовые или искусственные), правильность установки опалубки, арматурных конструкций и закладных деталей. Бетонные основания и рабочие швы в бетоне должны быть тщательно очищены от цементной пленки без повреждения бетона, опалубка - от мусора и грязи, арматура - от налета ржавчины. Внутренняя поверхность инвентарной опалубки должна быть покрыта специальной смазкой, не ухудшающей внешний вид и прочностные качества конструкций.
7. В процессе укладки бетонной смеси необходимо контролировать:
- состояние лесов, опалубки, положение арматуры;
- качество укладываемой смеси;
- соблюдение правил выгрузки и распределения бетонной смеси;
- толщину укладываемых слоев;
- режим уплотнения бетонной смеси;
- соблюдение установленного порядка бетонирования и правил устройства рабочих швов;
- своевременность и правильность отбора проб для изготовления контрольных образцов бетона.
Результаты контроля необходимо фиксировать в журнале бетонных работ.
8. Контроль качества укладываемой бетонной смеси должен осуществляться путем проверки ее подвижности (жесткости):
- у места приготовления - не реже двух раз в смену в условиях установившейся погоды и постоянной влажности заполнителей;
- у места укладки - не реже двух раз в смену.
9. Подачу и распределение бетонной смеси необходимо осуществлять в соответствии с ППР (желобами, хоботами, виброхоботами, бадьями, ленточными конвейерами, бетононасосами и др.). При подаче бетонной смеси любым способом необходимо исключить расслоение и утечку цементного молока.
10. Бетонная смесь должна укладываться в конструкции горизонтальными слоями одинаковой толщины, без разрыва, с последовательным направлением укладки в одну сторону во всех слоях. Толщина укладываемого слоя должна быть установлена в зависимости от степени армирования конструкции и применяемых средств уплотнения.
11. При уплотнении бетонной смеси не допускается опирание вибраторов на арматуру и закладные изделия, тяжи и другие элементы крепления опалубки. Глубина погружения глубинного вибратора в бетонную смесь должна обеспечивать углубление его в ранее уложенный слой на 5-10 см. Шаг перестановки глубинных вибраторов не должен превышать полуторного радиуса их действия. Шаг перестановки поверхностных вибраторов должен обеспечивать перекрытие на 100 мм площадкой вибратора границы уже провибрированного участка.
12. Укладка следующего слоя бетонной смеси допускается до начала схватывания бетона предыдущего слоя. Продолжительность перерыва между укладкой смежных слоев бетонной смеси без образования рабочего шва устанавливается строительной лабораторией. Верхний уровень уложенной бетонной смеси должен быть на 50-70 мм ниже верха щитов опалубки.
13. Поверхность рабочих швов, устраиваемых при укладке бетонной смеси с перерывами, должна быть перпендикулярна к оси бетонируемых колонн и балок, к поверхности плит и стен. Возобновление бетонирования допускается производить по достижении бетоном прочности не менее 1,5 МПа.
Рабочие швы по согласованию с проектной организацией допускается устраивать при бетонировании:
- колонн - на отметке верха фундамента, низа прогонов, балок и подкрановых консолей, верха подкрановых балок, низа капителей колонн.
14. При укладке и уплотнении бетонной смеси необходимо соблюдать требования таблицы 2.
Таблица 2
Технические требования
|
Допускаемые отклонения
|
Контроль (метод, объем, вид регистрации)
|
1
|
2
|
3
|
1. Прочность поверхностей бетонных оснований при очистке от цементной пленки, МПа, не менее:
водной и воздушной струей;
механический металлической щеткой;
гидропескоструйной или механической фрезой
|
0,3
1.5
5,0
|
Измерительный, по ГОСТ 10180-90, ГОСТ 18105-86, ГОСТ 22690-90, журнал работ
|
2. Высота свободного сбрасывания бетонной смеси в опалубку конструкций, м, не более:
|
|
Измерительный, 2 раза в смену. журнал работ
|
колонн
|
5,0
|
|
3. Толщина укладываемых слоев бетонной смеси:
при уплотнении смеси тяжелыми
подвесными вертикально расположенными вибраторами;
при уплотнении смеси подвесными
вибраторами, расположенными
под углом (до 30%) к вертикали;
|
На 5-10 см меньше длины рабочей части вибратора
Не более вертикальной проекции длины рабочей части вибратора
|
Измерительный, 2 раза в смену, журнал работ
|
при уплотнении смеси ручными
глубинными вибраторами;
при уплотнении смеси поверхностными вибраторами в конструкциях:
неармированных;
с одиночной арматурой;
с двойной арматурой
|
Не более 1,25 длины рабочей части вибратора
40
25
12
|
|
15. Состав мероприятий на этапе выдерживания бетона, уход за ним и последовательность распалубливания конструкций устанавливается ППР с соблюдением следующих требований:
- поддержания температурно-влажностного режима, обеспечивающего нарастание прочности бетона заданными темпами;
- предотвращения значительных температурно-усадочных деформаций и образования трещин;
- предохранения твердеющего бетона от ударов и других механических воздействий;
- предохранения в начальный период твердения бетона от попадания атмосферных осадков или потери влаги.
16. Движение людей по забетонированным конструкциям и установка на них опалубки вышележащих конструкций допускается после достижения бетоном прочности не менее 1,5 МПа.
17. Распалубливание забетонированных конструкций допускается при достижении бетоном прочности.
18. Обнаруженные после распалубливания дефектные участки поверхности (гравелистые поверхности, раковины) необходимо расчистить, промыть водой под напором и затереть (заделать) цементным раствором состава 1:2-1:3.
19. Контроль качества бетона предусматривает проверку соответствия фактической прочности бетона в конструкции проектной и заданной в сроки промежуточного контроля, а также морозостойкости и водонепроницаемости требованиям проекта.
20. При проверке прочности бетона обязательными являются испытания контрольных образцов бетона на сжатие.
Контрольные образцы должны изготовляться из проб бетонной смеси, отбираемых на месте ее приготовления и непосредственно на месте бетонирования конструкций (для испытания на прочность). На месте бетонирования должно отбираться не менее двух проб в сутки при непрерывном бетонировании для каждого состава бетона и для каждой группы бетонируемых конструкций. Из каждой пробы должны изготовляться по одной серии контрольных образцов (не менее трех образцов).
Испытание бетона на водонепроницаемость, морозостойкость следует производить по пробам бетонной смеси, отобранным на месте приготовления, а в дальнейшем - не реже одного раза в 3 месяца и при изменении состава бетона или характеристик используемых материалов.
21. Результаты контроля качества бетона должны отражаться в журнале и актах приемки работ.
4. МАТЕРИАЛЬНО-ТЕХНИЧЕСКИЕ РЕСУРСЫ
Ведомость основных машин, механизмов, приспособлений и оснастки (Таб.3)
Таблица3
N п.п.
|
Наименование
|
Марка и параметры
|
Ед. изм
|
Количество
|
Примечание
|
1
|
Бункер поворотный
|
БП-0,5
|
шт.
|
3
|
ГОСТ 21807-76*
|
|
Бункер поворотный
|
БП-1,0
|
шт.
|
3
|
ГОСТ 21807-76*
|
2
|
Строп 4 ветвевой
|
4ск1-8,0/5000
4ск-8,0/5000
|
шт.
|
2
|
ГОСТ 25573-82
РД 10-33-93
|
3
|
Строп универсальный
|
УСК 1-3,2/6000
|
шт.
|
2
|
РД 10-33-93
|
|
Строп 2(х) петлевой
|
СКП1-3,2/6000
|
шт.
|
1
|
ГОСТ 25573-82
|
4
|
Вибратор для уплотнения бетонной смеси
|
ИВ-66 Дн=38 (глубинный)
|
шт.
|
2
|
Каталог ЦНИИОМПТ
|
|
Вибратор для уплотнения бетонной смеси
|
ИВ-47А Дн=76 (глубинный)
|
шт.
|
2
|
Каталог ЦНИИОМТП
|
|
Вибратор для уплотнения бетонной смеси
|
ИВ-92 (поверхностный)
|
шт.
|
2
|
Каталог ЦНИИОМТП
|
|
Вибратор для уплотнения бетонной смеси
|
СО-131А (виброрейка)
|
шт.
|
1
|
Каталог ЦНИИОМТП
|
5
|
Машинка для заглаживания бетонных поверхностей
|
СО-135
|
шт.
|
1
|
Каталог ЦНИИОМТП
|
6
|
Лоток приёмный
|
V 2,0м
|
шт.
|
1
|
ГОСТ 21807-76*
|
7
|
Маячная рейка
|
|
шт.
|
2
|
инв.
|
8
|
Рейка 2(х) м. с уровнем
|
|
шт.
|
1
|
ЦНИИОМТП р.ч. 3295.10.000
|
9
|
Правило универсальное
|
|
шт.
|
2
|
Каталог ЦНИИОМТП
|
10
|
Гладилка стальная строительная
|
|
шт.
|
2
|
ГОСТ 10403-80
|
11
|
Лопата стальная строительная
|
ЛП/ЛР
|
шт.
|
2/2
|
ГОСТ 3620-76
|
12
|
Щетка механическая
|
|
шт.
|
1
|
инв.
|
13
|
Каска строительная
|
|
шт.
|
3
|
ГОСТ 12.4.087-84
|
14
|
Пояс предохранительный
|
|
шт.
|
2
|
ГОСТ Р 50849-96
|
15
|
Канат страховочный
|
|
шт.
|
1
|
ГОСТ 12.3.107-83
|
5. УКАЗАНИЯ ПО ТЕХНИКЕ БЕЗОПАСНОСТИ
1. Бетонирование конструкций зданий и сооружений производить с соблюдением требований СНиП 12-03-2001 "Безопасность труда в строительстве", СНиП 12-04-2002 "Строительное производство" ч. 2, должностных инструкций и ППРк.
2. Ежедневно перед началом укладке бетона в опалубку необходимо проверять состояние тары, опалубки и средств подмащивания. Обнаруженные неисправности следует незамедлительно устранять.
3. Перед началом укладки бетонной смеси виброхоботом необходимо проверять исправность и надёжность закрепления всех звеньев виброхобота между собой и к страховочному канату.
4. Поворотные бункера (бадьи) для бетонной смеси должны удовлетворять ГОСТ 21807-76.
5. Перемещение загруженного или порожнего бункера разрешается только при закрытом затворе.
6. При укладке бетона из бадей или бункера расстояние между нижней кромкой бадьи или бункера и ранее уложенным бетоном или поверхностью, на которую укладывают бетон, должно быть не более 1 м, если иные расстояния не предусмотрены проектом производства работ.
7. Открывание бункера выполняет бетонщик после остановки стрелы крана и находясь не под бункером и стрелой крана. Разгрузка тары на весу должна производится равномерно в течение не менее 5 секунд.
8. Мгновенная разгрузка тары на весу запрещается.
9. Рабочие, укладывающие бетонную смесь на поверхности, имеющие уклон более 20, должны пользоваться предохранительными поясами.
10. При уплотнении бетонной смеси электровибраторами перемещать вибратор за токоведущие шланги не допускается, а при перерывах в работе и при переходе с одного места на другое электровибраторы необходимо выключать.
11. Особые условия обеспечения безопасного производства работ при паро -, электропрогреве, использование химических добавок и др. должны решаться в составе ППР.
12. Запрещается переход бетонщиков по незакреплённым в проектное положение конструкциями средствам подмащивания, не имеющим ограждения или страховочного каната.
13. В каждой смене должен быть обеспечен постоянный технический надзор со стороны прорабов, мастеров, бригадиров и других лиц, ответственных за безопасное ведение работ. Следящих за исправным состоянием лестниц, подмостей и ограждений, а так же за чистотой и достаточной освещенностью рабочих мест и проходов к ним, наличием и применением предохранительных поясов и защитных касок.
Материал подготовил Демьянов А.А.
(ВИТУ)