Проблема:
Пользователи стараются заполнить все поля по максимуму, даже те, которые по идее надо заполнять на определенных этапах, а не сразу.

Решение: разделить виды карточек на "при создании" и "редактировании" чтобы при создании элемента был только строго определенный набор полей.

Всем привет!

В Складском учете добавлены Товары.

Однако Поставщик - это какая-то отдельная сущность.

Предлагаю дать возможность прикреплять в качестве поставщика Компанию и/или Контакт.

Также, возможно, например, при Приходе товара скреплять эту складскую операцию с конкретной сделкой (закупкой).

В случае Реализации сделать возможность скреплять операцию ухода товара со склада с конкретной сделкой (продажей).

Спасибо.

Хотелось бы при изменении статуса счета иметь возможность:
- присылать менеджерам уведомление;
- изменять поля в сделках, компаниях и контактах.

При выставлении счетов по БП из сделки:
- заполнять пользовательские поля в счете;
- выбирать компанию-поставщика (из списка моих компаний).

При "зависании" счета в статусе "Отправлен клиенту":
- уведомлять менеджера, что счет не оплачен уже __ дней, и его нужно либо закрыть на отказ, либо напомнить клиенту о его оплате;
- через __ дней автоматически переводить счет на стадию "Не оплачен" и уведомлять менеджера и его руководителя.

Это все решается при добавлении роботов на вкладку "Счета".

Добавить еще один вариант отображения товаров в Сделках Лидах и т.д. с делением по категориям, в которых они находятся. Когда список большой, будет гораздо проще в них ориентироваться.

Сейчас так:
- Шапка
- Туфли
- Ботинки

В виде отображения с категориями:

Одежда:
- Шапка

Обувь:
- Туфли
- Ботинки

Предложение к стадиям сделок и лидов и в смарт-процессах, сделать возможность добавить подробное описание (руководство). Понятно что можно сделать это в базе знаний, но было бы удобно чтобы у каждой стадии была иконка с "?" при клике на которую открывалась бы информация с инструкциями для специалиста по его должности непосредственно на этом этапе сделки.

Это конкретная недоработка, я еще в 2019 году писал, что в режиме без лидов из почты автоматически сыпятся сделки от действующих клиентов. Теперь в базовом тарифе нет лидов, и люди страдают либо без почты либо с кучей ненужных сделок.

Сделайте, чтобы при заполнении CRM-формы, в настройках которой установлена галка "Использовать активную сделку, не создавая новую", СОЗДАВАЛАСЬ сделка, если в направлении НЕТ активной сделки.

Т.е. логика должна быть такая:

• Если есть активная сделка - используем ее.
  
• А если активной сделки нет - создаем новую.
  

А то сейчас, если активной сделки нет, и клиент заполнил CRM-форму с установленной галкой "Использовать активную сделку, не создавая новую", то в CRM-прилетает только завершенное Дело (которое легко пропустить). Уведомления о заполнении CRM-форм отключены из-за большого кол-ва заполнений форм, уведомления о которых не нужны.

Добавить возможность считывать информацию по смарт-процессу с помощью активити бизнес-процессов (по аналогии с чтением элемента списка или выбор данных CRM).

Стандартные возможности не нашел...

Не хватает функции игнорирования ошибок из-за некорректных полей при импорте, не помешала бы возможность создавать лиды, но просто не заполняя поля, которые содержат некорректные данные. 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v/EB5j0IAABCEAAAhCAAAQgAAEIQAACiH/mAAQgAAEIQAACEIAABCAAAQhA4MQJIP5PfIBJDwIQgAAEIAABCEAAAhCAAAQggPhnDkAAAhCAAAQgAAEIQAACEIAABE6cAOL/xAeY9CAAAQhAAAIQgAAEIAABCEAAApuI/9ur99PV7Rz2p+uL6eL607yCEgjslIDM5ffv3T+Z2J+upwtfVvZtbss8r338idD181U7TZ+wIAABCEAAAhCAAAQgAIEjJbCJ+M/i6GqK+v92unrflx0pRcI+EwKfpuuLJPwPqvTSxub27ZUKf+1SxH5+KFDaXVxP8vgrP1TgfDiTiUSaEIAABCAAAQhAAAIQ2JzANuI/pdW/5ffH7W1qEz+tzN6yXkz2JYHxm1QRU61NUlPT+yKshKrYUwEm5U68qa16LA8kzN/42wr6IMPZ1f6LAi4KwQfnVO2XnK6zgJS3xyoci6Csb5M15sROxGXtm5kbA83/2r2hrjkrnPZm2kRrYeZ92JvsRDNwMh89mzgGxiLzbbZkdNxnkFsTy258VUi34zAnhEfNb8Fv99b9fZf3OL6c97iu5FDiN/d5zG1el1jcGFnmsZ2VsoUABCAAAQhAAAIQgAAEIPA8BDYT/1kwmghyb/1FLBUxJALOhJWK1fpVgSKC8yvSJFTNThb1Q3Ho7Aqqak/KTZml8ib+szAz/ypk3zdxWXEHgV1EcIlffFykBxDVfBWYOd4agxo7nFOOsReL4s/F1OUYxfc8tsYt29U4RyLa5VNzUcGffWue9iSmPAiotrywdfFJn8Y9x9ZsV7oyUK6df2jkeKXmas+x8HPH21j0G8bRzwMXS79bx9MeELV5mJv242VxtnY57nacPOdvE3huvV+OIQABCEAAAhCAAAQgAAEIrCSwofhvQs4LNRFDVXC7ZKS8icMm/Gbtq4hrbdSME55yXO0NxKWKUhV2XpTlPrPYqr9iU96me7EsxyVwzfPqKv0+eLZbY9AAW7zDnLRPFoaNQ2M4ytGLf/XVxRZyKRzaww+1KKTqA4YYr5RHPrmHi9GxifE1m+Zl7rfUDMYnx914ZXF/Hb7pIfYqp2rjgN8uVh2r+kDDooxbjbk+cBDb6SGAF+06h7r5LLGkdjm20mfAMdqOfjmCAAQgAAEIQAACEIAABCCwlsCm4j8LS3lr2kRkFJgtnVjehJ+U+6+i532x19qoFRFdTphVe0WMBRuizDoxKDaGgtDa9dvUPvsQgWdiP70pv5Wv2tuxiUC1XsVrjU2K9WM2upxSXYipy7HmsBhbMS8b6ZvyDva0uvnsWfuHB1mstrFQcSt+9VcQWnkeA8tn7t+V5N0Sl5W3+Cyufmvdum9EaEAH/M5ibXPSfN+3zXxav8zExVEMNFbpmy0XiY2bl9VHicczrnXsQAACEIAABCAAAQhAAAIQWElgY/GfxWv7+ncWzCPBEwWxCT4T2KOsWxut7YRxtTcQl095839t30wwoZ2cmo+8TcJTRJ6KuvvFf2BQ+0hO/oHBw8T/UmzBhxP/fjxSFgtv/i2WvG19rDwBcCziGDSbWq5NL8LX+63cHkrY8Uz8y98/yE8a6sOT5DjtNxHebBzwuxireb5/K+PcHmQVLiNh70xpn1EbGY/6DQHXgV0IQAACEIAABCAAAQhAAALPQGBj8T8XYyrUihjSN6Qq7JqQzjmKsCpvVFUkdUJP+7s20knaOZFlwrwJw2JZ/hu2KibdV7ZVgM/f4qrA9V/3diLS+5Df/Ve7auew+NeYum9D+JhaHh2/Lsf7YuuFak5b3ta3PHUMCreaj6LK4vbqdhCDiVbHQru4+FT0lrHNDxjiQ408Gumn9Knt/MOOIq5rrG68uz7exqLfA7HWWLqd/AbfWAmHJP5rrP1x6SyxGR//9xHKvvXXON0c6FxzCAEIQAACEIAABCAAAQhAYBWBjcS/CTcnrl3YWfj4t6gHxH/ql0WYtPd9mo/wlX5tk9uqTuuEon/gYKLU+ldd52LNAtsEoAYTf+df/kihCv4ibh8i/vuc6kOLLHCvrtKDhJJHiElyqW3N74HY0t8fMDuzbwFUTu3BShuXwrr4CvxTQNJO7R0U1HF8gv8UunzMrq+Tsnyc+7e6zOb6r4NfNSi5+H6zvMsYWblsjW3NJ4flfsYcAvtOzLdOsU+LP7UoDwZyDG7cWmf2IAABCEAAAhCAAAQgAAEIPAuBjcT/s8R6hkaKwJX/5WDlRwStiduVpvbVvX/gUKJrDw32FS7RQAACEIAABCAAAQhAAAIQeA0CiP/XoP5gn4j/e1Eh/u9FRAMIQAACEIAABCAAAQhAAAKIf+YABCAAAQhAAAIQgAAEIAABCEDgxAkg/k98gEkPAhCAAAQgAAEIQAACEIAABCCA+GcOQAACEIAABCAAAQhAAAIQgAAETpwA4v/EB5j0IAABCEAAAhCAAAQgAAEIQAACiH/mAAQgAAEIQAACEIAABCAAAQhA4MQJIP5PfIBJDwIQgAAEIAABCEAAAhCAAAQggPhnDkAAAhCAAAQgAAEIQAACEIAABE6cAOL/xAeY9CAAAQhAAAIQgAAEIAABCEAAAoh/5gAEIAABCEAAAhCAAAQgAAEIQODECSD+T3yASQ8CEIAABCAAAQhAAAIQgAAEIID4Zw5AAAIQgAAEIAABCEAAAhCAAAROnADi/8QHmPQgAAEIQAACEIAABCAAAQhAAAKIf+YABCAAAQhAAAIQgAAEIAABCEDgxAkg/k98gEkPAhCAAAQgAAEIQAACEIAABCCA+GcOQAACEIAABCAAAQhAAAIQgAAETpwA4v/EB5j0IAABCEAAAhCAAAQgAAEIQAACiH/mAAQgAAEIQAACEIAABCAAAQhA4MQJIP5PfIBJDwIQgAAEIAABCEAAAhCAAAQggPhnDkAAAhCAAAQgAAEIQAACEIAABE6cAOL/xAeY9CAAAQhAAAIQgAAEIAABCEAAAtuK/9ur6f379+3f1W0cgU/X04Wvf38xXX+KTR511Pt7fzV1Hh9lbi+Nb68cQ+HVc9xLoE+Jo5sDF2UCzHLWeVLGs+vz3s2bWb9TYvUUvvSBAAQgAAEIQAACEIAABM6SwGbi/9P1RRL9UXyrMLu4nrK+v52u6v4zjIUIwhMUesLxBNMqA/5pur5IDzNsHujDm8EDoPJQxx4MTEvt0sxSe6cL7BlOFExAAAIQgAAEIAABCEAAAudAYBvxr29mo/DPcLM4U22WBNzVbXoAUN/8O9En4u7qOgs5/8ZXjPRvfYvQ+3R9NV3f+m8SeP9FFBZfWUR63+3NupjLDy5imbiWhxdNV7pccmX7hkP30EOq7dPb1rf4kpMJYG0osUn8yUficKsPUko8NYCYU/6GRc45xpnz1G7ejwpoY9Sx0Fi6ssJO7Whf42M2Mh//TY8q1hfng1Ep2zK2tZ8Wlzwdn9GDpWwhxxz7dz44hAAEIAABCEAAAhCAAAQgcAYEthH/Kt4XvnBf6rKA6wS/ieYiLk3natusXvWBgJXnBwHZRv66dxOi2qcIRq2rnZwY1gGXYxdHJ1R7O9VMecucw5KHDs2G79PPKamr4rRyEoHbYtc322q4CPDqNAvh3F/2m88kvcsDg/iQQmNJwr3GqUxiX+FTY1I7/iHHiE/z63OdP3Ro7XoOo+M8ht53atXNBeln7exBQ429PDyw8v6bJyOflEEAAhCAAAQgAAEIQAACEDhFApuIfxWEVbB2GL34D22ysNUiaePe9HphG601YRoFrLSyOtu2njG+eX1rKWZaLFHctnijPem9bFPa1rQLC+nhy5ufgZ0aTxTwnlHtL2I4cby2byyU40/Or/iOn5ZXLo8xHMq1+tWO0s890IhOZkdqt/+WR2olNqOIF7uprEC0fnKY9+2BQ2kX5tHMLQUQgAAEIAABCEAAAhCAAAROksAm4l8Fc1W4HcciPEWo1Te2pUkVjzNxGoVkFoT2tfMs9mrf6s7Eceyr1cG+1JtgtM5FOJavutuDiOg3+zfRGXMx32avbW+vnC8fhwhzZebj9fvFhgl4/eaBszV4829MbJu/KZHiHghiE9H21rwNX+QzH7eWa88nMmkMZnvCobBufqVVGYdYGLsLj9R35CvH8/AHENEwRxCAAAQgAAEIQAACEIAABI6XwDbi3wnRiMq9VfbCVxt1dUGgmgjOYrAJvSZM56LU6mzbIlGhWwVlV69C1IlqOS6xVBHdxRvtSWVns7qWHJ0YDQxK3azMxaKmLR5p7+vEZ7atcV7nt/7yxxVr3PbgwLYaV+Zub9LT+/Nk13/1PuZyKNfqx9mtmLVs8KOIdxH/bVxLOx0LH8ty/1nf1FTiid8aGPSnCAIQgAAEIAABCEAAAhCAwAkS2Ej821ewndBNMFWMVVEfRaV+W8DqOtFXBacKxWZTy+2t/aiuKE/1W1Wo+PWCMsZRfengF2F8j/j3f3tAuqkNy0XtlB9B2Key7jjn42MrtmrsXpjL/rL4FzFt3aood6JffGXBHPPXmFzfFGT8ZoRybn59rtWPputj9RD8fuGb/LWHD60+82i+ck0eP2vv2/j9HPfYbvPAHgQgAAEIQAACEIAABCAAgdMksJn4V3xFxNtXuk2wVbQqJOXtrPxzIk9FcfrfALQ81TkhrUK+lF9c38a31MFfe0hgb7MtjviWuBO39lVzi0n/BwH3Rr3+HcNO3C76LtmGXC3nvK3xaBsfd+7rc84MiwAOv1MvZS1Oz7qKcrFfWba8s2guMaUnBtK+xtSLfwlpIdcQp/AzXwt51V9DsHGu45r/M8go5gvHmf/2kKMf5+rfdWUXAhCAAAQgAAEIQAACEIDAORDYVvw/laiK/6qyn2plX/2C8G6hicA1oa1i117XtybsQQACEIAABCAAAQhAAAIQgAAEHkUA8f8oXM/Y+B7xn9+az9/6P2MEmIIABCAAAQhAAAIQgAAEIACBMyFwHOL/TAaDNCEAAQhAAAIQgAAEIAABCEAAAi9BAPH/ElSxCQEIQAACEIAABCAAAQhAAAIQ2BEBxP+OBoNQIAABCEAAAhCAAAQgAAEIQAACL0EA8f8SVLEJAQhAAAIQgAAEIAABCEAAAhDYEQHE/44Gg1AgAAEIQAACEIAABCAAAQhAAAIvQQDx/xJUsQkBCEAAAhCAAAQgAAEIQAACENgRAcT/jgaDUCAAAQhAAAIQgAAEIAABCEAAAi9BAPH/ElSxCQEIQAACEIAABCAAAQhAAAIQ2BEBxP+OBoNQIAABCEAAAhCAAAQgAAEIQAACL0EA8f8SVLEJAQhAAAIQgAAEIAABCEAAAhDYEQHE/44Gg1AgAAEIQAACEIAABCAAAQhAAAIvQQDx/xJUsQkBCEAAAhCAAAQgAAEIQAACENgRAcT/jgaDUCAAAQhAAAIQgAAEIAABCEAAAi9BAPH/ElSxCQEIQAACEIAABCAAAQhAAAIQ2BEBxP+OBoNQIAABCEAAAhCAAAQgAAEIQAACL0EA8f8SVLEJAQhAAAIQgAAEIAABCEAAAhDYEQHE/44Gg1AgAAEIQAACEIAABCAAAQhAAAIvQQDx/xJUsQkBCEAAAhCAAAQgAAEIQAACENgRAcT/jgaDUCAAAQhAAAIQgAAEIAABCEAAAi9BAPH/ElSxCQEIQAACEIAABCAAAQhAAAIQ2BGBjcT/7XT1/mq67RO/vZreX81K+1YcQ8AR+DRdX7yf3l9cT59qaSl7n8rTv9GU+nR9sVhXzbADAQhAAAIQgAAEIAABCEDgRAkg/k90YE8zLXmIlAW+F/9Z2OeHS3n/YrpuTwYSitZv9GDgNFmRFQQgAAEIQAACEIAABCAAgUZgR+L//re3U3rXe33hhN2n6+nifTmWbxF0b33D295SL23s34UpxFDnvqGg30y4zm+atZ/UxTibrb8eju2qt2OD0IRpiD/EFN903161HN5b/smclDdxm+O0Y2Oh8Ya35hZH2ipPbzvtFwPRdo7ZbCfHlWlvf+x3ztBsaXs7cKF5AR99FFuWU8mhjt8ADMIAACAASURBVG3hon26+RHMcwABCEAAAhCAAAQgAAEIQOCECexG/KugraJPxKUT+XUAROi18iyCnfhPdRfVRhOYWqRCvv2KgYhMFYj+AULyo+LThGQRtWYyCtNs3+r6BxOz2JzwbHayjSpUfSxdvGJP20m5xZfi9dxkP8ZTjjWP9lDD96loZUf8O9sq6otBb1vjd/n4dsHGot84jvmhQ4svxFQP0pzQ2MrDkhpnOa6Jd8caQ5oj1/OHQ9U0OxCAAAQgAAEIQAACEIAABE6cwIbiv3ujrG/S7c2yCLYm6oW5CMwqiusgONEoou5K3qY78a/HRUSqkL1KgtEJ4CoQm/0mxM2Ji0V8VJEp9VJnIvWA+B/FNrKjYt/sZf8isqvId/F68W2RytbHH9u0+KpN6zjwq1UPEf+lzbV/0JDyrWPlbCz7deOYk4gPHSzO4baI+8qzHFdW/jgz0G8vyJj4BxZD2xRCAAIQgAAEIAABCEAAAhA4TQIbiv8ochWnimR5G18Emz0QsG0VdAbfRGO/FRPyMOBW34RrNxWkt/qVfTu2r7CLNXu4YFvzkGq6Bwrt2wIPE//W37YttuZD8k08nFC2uhpPEav2dfXwEEL6GSPZFk4itmv7Ui9V8aGAeCr+zalt+3jq+DQbZsu20lViLiHIQRXyvk12YX6FTYy19rdYFrdlrjxA/Etc7+1hTeH5cD+LAVABAQhAAAIQgAAEIAABCEDg6AjsSPwPHg7McBZBLV/hVhU3ENhFsN5eyTcCssjUpk7IilkT2SoQgyIUcem+TVBFpvQy8aoW2oMFObSHBkuxjeyoiI95i2Aevfm3OIOgFa8icEv8UWy33KtNjVM7pYcH0a9WOeGux46Z2r4eC/vMuhh3Npb9unHLjhrzYmZ504v/nGd9OKJMhaH8DYb4gMEejIThXnZEDQQgAAEIQAACEIAABCAAgZMhsBPxn98sm4gVujPhqMiL0DNxboJb/rJ7FapJHMrv/qu4bQK41auhKv71TXW1V8S0CXWxmd6gm1j0QjuL/VZnx+0P8DmBu2gnxxe+Mm+x1HxavMIncilC+B7xr7k7sS82POvsIf10wl3LXAzax7GQY3Xb9/HHmnd7yND8OjbZ0QrxX8bM8lOf8VdIai4ufi3jBwQgAAEIQAACEIAABCAAgTMhsBvx38RzeVtrijsMRCeWh+I/t8niNu+rKSdkxaQI+Sq6VTDaW+ImVvMDg/R3A8pX6OvbZY3J2XbH1eYstiU7RcAXHzXtEJPEVgRtebOd32KnWKVdeVhRBbmLx+zlbwyUHO3hhrYrP8yfdZBiKSvHTbjn9tlXjN3erOu29Bv7LWNkXGXr2/sYSnhtU3x2OWh8PcPWKeeS6g+a9u3ZhwAEIAABCEAAAhCAAAQgcEIENhL/R0rMid9VGTyXnVVBvERnEeLuYYm5ONl8LUG2EIAABCAAAQhAAAIQgAAEjosA4v/QeD2XiH0uO4difZU6xP+rYMcpBCAAAQhAAAIQgAAEIACBRxJA/D8SGM0hAAEIQAACEIAABCAAAQhAAALHRgDxf2wjRrwQgAAEIAABCEAAAhCAAAQgAIFHEkD8PxIYzSEAAQhAAAIQgAAEIAABCEAAAsdGAPF/bCNGvBCAAAQgAAEIQAACEIAABCAAgUcSQPw/EhjNIQABCEAAAhCAAAQgAAEIQAACx0YA8X9sI0a8EIAABCAAAQhAAAIQgAAEIACBRxJA/D8SGM0hAAEIQAACEIAABCAAAQhAAALHRgDxf2wjRrwQgAAEIAABCEAAAhCAAAQgAIFHEkD8PxIYzSEAAQhAAAIQgAAEIAABCEAAAsdGAPF/bCNGvBCAAAQgAAEIQAACEIAABCAAgUcSQPw/EhjNIQABCEAAAhCAAAQgAAEIQAACx0YA8X9sI0a8EIAABCAAAQhAAAIQgAAEIACBRxJA/D8SGM0hAAEIQAACEIAABCAAAQhAAALHRgDxf2wjRrwQgAAEIAABCEAAAhCAAAQgAIFHEkD8PxIYzSEAAQhAAAIQgAAEIAABCEAAAsdGAPF/bCNGvBCAAAQgAAEIQAACEIAABCAAgUcSQPw/EhjNIQABCEAAAhCAAAQgAAEIQAACx0YA8X9sI0a8EIAABCAAAQhAAAIQgAAEIACBRxJA/D8SGM0hAAEIQAACEIAABCAAAQhAAALHRuBoxP+//MNP0z/dCd7/Mf39P/yPY+NMvBCAAAQgAAEIQAACEIAABCAAgVcj8AriP4n3b/48/ctjU777y/R33/y36T+lf3//y2M70x4CEIAABCAAAQhAAAIQgAAEIHC+BDYU//9r+qf/ksW7CPj87wkPAc53rMgcAhCAAAQgAAEIQAACEIAABCDwJAIbiX952//fpr/76X+lIN2b/1/+nB4C2Nf5p+l//vRTeSgQ3/D/yz/4t/3Zlr39l7r2MEH2mz1PpNke10/yzYL/8pfpf1onia0exwcX5rvvoz5KnxyXf7hhNkqZ5h5jz3xSAKGu2VAOP7VvQPwn/fWHzCMySLz+n5iPj03t/8Nf3MOY5iOPT4ur5hpiSvWVzTTFMTC+kq/tC1SJsxyLLferGxqbHvd9bDBa3wdxdba1vTs2izp29SFUyXcUg37jpOXR5pHvY/k1bpVP+cZKHVtpWljmsi7nzl+Nlx0IQAACEIAABCAAAQhAAAIrCGwi/pu4k0hFyDWxKXUqglT0xHITUCp6y1f9TXyZKPV109QJKQPjbXfC05r0Ql4FmhfyVUA2IRr7SHkTxRLX3yXxa3E2sVly7OKIHDqx6eOo7CTX/qFI63coNhOfFlsbn2yzClUvRLt4NT95mCPl/YOAkYh+RvH/YK4afxqTOnZ1tKfIJ5XX/OIckjz9A6U6TmKq9skPQCo3zbWMjcSQ5oF/sJRt2sOww/5cxOxCAAIQgAAEIAABCEAAAhB4MoHNxH8URk3kewEVsnCiUsSSClUVUn+Z/smOU4dap52jkDJ7TdxayWBbbM/f/DuxX7pVAej6aBzyVt4J9b+X4yI8tc8//Dn93YLD4n8ea/MvPhrHFIwTn+HNusR5IDbt5wR7fSAjfSy+kmv1GXz13EvjtGnx92PR8ohxH+pjdlvfyvlersX/T/FbBmbR89Gymp+LW8v+Er7BIPnZQ5M+j2p7Ehv9nLUHM5LLn9MfrbSxPOyv2WQPAhCAAAQgAAEIQAACEIDA0wlsJv7b29csfuwP/qko1l8HkCSkbv7VaRV86c1/v5UeVib7S2/+o4/ccvZTha/zXd/idzFZfCI+TWD322Q8x9Vy1f+t4BcnrqvYzJFYjLZt8TVxGHNNLYIN8WUCM9X1MdmxGA79pKDE6dtIcfrUeKSP5V7Z5Dbqy9epMM8COPSx+Hpb0nehT37Y0XJ7MFfL0bYl1Lrpc63tjHe/zT3b/zqRjmufXCesfL7+gdW/+G+4pFwlj5xb78eOa6TsQAACEIAABCAAAQhAAAIQWE1gE/Fvor4JOff22940i5AycShpyXH/Ft0fl18DiIJ4LJxUlKm4PMBrJAbVXxPws96lT/0mgrNhcVWxKrak3ufrYjKRPY81Ct/HvvkfxebZ5pyc+Lf4SrJVpI6Eboo/C972TY4Wfz8WLY+haFYWS31a34dx/Ut7W9/FXcfQjZWW1XYlhvqNAR+T7LdcWx5Sbg8wxFo+9uJfxz7NAXkIIOWVq7ZND22G/mq07EAAAhCAAAQgAAEIQAACEFhFYCPxLzEWgeTfEDuh2USja5vEknwNX4SSvFG1r1ubAJSWfn/pzX9+M+0eOBS70r9+RmLQ+3dCvQo3FfMpNrPnbNS4kqiU3/nWN9va3sXhbEr+Kuy1TXuDr1x8HJWZE5iaRBPIenggNhWtjmdjn23WBww+liqOMzHrU1nUGEwEi62WR34AVI4XbM3Hz3KyrRvvQ1zrNwlSUJ2vHH36KbnZuElhbWfz1GJ3edQ2xUo9bvFpjZQb3+on25G58E93vfiX+T3wV9ywgQAEIAABCEAAAhCAAAQgsJbAhuLfQhWh5N6eWnH4yn8SQu4r8iIw268NmADsRZoYckKt2s07KlZFFFaR1TWoIq2Ui4Cr4tB8SX8XixfH0s3ZqOJf27jf/7bcq3DM/iS+KrqLeMxfIW+s1Gb6uwG53L42XuJVfiYgSyw+VxdbFrrp986VR8qn5im2ZHxKnmlrD1zsgYH5rhxLfjXWyq0fCyeQB7k/7mv/lt8CV2Ms6XS+pKjm4h6+tHZ5rOtY2Jz6f+VbG41L45DHoc2vPD/qQxHHXedxYV3r1b4fy56bRswPCEAAAhCAAAQgAAEIQAACqwi8gvhfFe9Zd1bxX37dYRWIkSBeZfAMOjsR77MND218BfsQgAAEIAABCEAAAhCAAAR2RADxv6PBuC8UxP99hF6wHvH/gnAxDQEIQAACEIAABCAAAQi8NAHE/0sTxj4EIAABCEAAAhCAAAQgAAEIQOCVCSD+X3kAcA8BCEAAAhCAAAQgAAEIQAACEHhpAoj/lyaMfQhAAAIQgAAEIAABCEAAAhCAwCsTQPy/8gDgHgIQgAAEIAABCEAAAhCAAAQg8NIEEP8vTRj7EIAABCAAAQhAAAIQgAAEIACBVyaA+H/lAcA9BCAAAQhAAAIQgAAEIAABCEDgpQkg/l+aMPYhAAEIQAACEIAABCAAAQhAAAKvTADx/8oDgHsIQAACEIAABCAAAQhAAAIQgMBLE0D8vzRh7EMAAhCAAAQgAAEIQAACEIAABF6ZwCbi/1//9V8n/sGAOcAcYA4wB5gDzAHmAHOAOcAcYA4wB85hDryyzh+630z8D72fSaFMbj7bEID1NpyPyQtz4phGi1ghAIFzIcDafC4jTZ4QOD4C//Zv/zat/bfXNQ7xv8F83Ovgb5D65i5gvTny3TtkTux+iAgQAhA4QwKszWc46KQMgSMhsFb4S/+9rnGI/w0m4V4Hf4PUN3cB682R794hc2L3Q0SAEIDAGRJgbT7DQSdlCBwJAcT/yoE69wX+3PNfOX0e1R3Wj8J1Fo2ZE2cxzCQJAQgcGQHW5iMbMMKFwBkRQPyvHOxzX+DPPf+V0+dR3WH9KFxn0Zg5cRbDTJIQgMCREWBtPrIBI1wInBEBxP/KwT73Bf5U8r+9ej9d3cpkuJ2u3l+ln/v7nArr/ZE93oiYE8c7dkQOAQicLoHTWJvd/dDt1fQ+3ySd7qCRGQTOhADif+VALy3wn64vpvfvL6brT+ZAFtH3XZnVHe/2cP4mqHN+mUks20/mNj7vp4s2aPsJL0WyxFqD/HQ9Xej8kjkm/xYeYJR2e81xV8CPIJjxnChzOdyojcqOIEFChAAEIHCEBMZrc0pkdq3O1+ywXC/m2+5T8nV+g/sVEf17vHflXmZxllABgfsIIP7vI3RP/dIC34t/E77xgcA9xo+g+nD+Uegbg4dd5I4g+Y1DXGI9lYuzF/TyTYbhXOOCufGovay78ZwYCf1R2cvGhnUIQAAC50pgvDYnGrNr8Kfp+uLAA/sKUNZw/0KpVpznzozjeWIgawg8hcB94v8f//Ef7/2vABfXuKcE9Ix9XvWv/Ufx75/WusW7LF72BFdEsQlkK4tPXL2d9sQ3+ioXkovrSb90UIShCe4gCg/VhYW1+DWbbpCWBt/yML/SpS+z45hjNp7jzE/E3we/YwbJermAlj7lLfhcEPc2O142Jj5wy7c+Afc+Do+ndjWb/s28zynYdfbMb9mOWXfxd33yYWNzcXWl3xCwrbBvqbZ2Ul7Z2VwofXW8fPxdfrVfH0vIc2EcZuMWxzvPlfSths5nLreYF/JYmCP2VcY858bfmIh1g/Ohi6cxTRBC3nl8w/yu86LlZQztHAn2HNfxnCjxhU59WcfVt/Xx2jh3+WXeba5anH35IW6H6iTFYNPicLnrro+1cixxlZiXWXYMtL/l1NV5Pn0MHEMAAhDoCIzX5tSoW5e0W1nH8jKzsPZIm6vrcJ9ja5u5DtcVWzODbbkcybW3XOeGdQ9dP7PXsE73a7D+GmW7X2rLaJdj6VfzKXHV670l6K7hdg9jW2nb7HfXD8tX7BzKufphBwKnTeCQ+Bfhb/8OtVtc414Z3W7Evy2OFxf+VwHy4meLXViQE7jcx25EhWRZLG11cwtYbNuJQddOrfg3wr6u7Ne3xe4CpfbNrxhxn8XB97ZLe+OgptS+Ca2SW7lY5XalzsVxiEEili+KdsFLPj1Tvx/t+H5ONI7y7XLKNg9dKHNdaNfHWfLL7nwsDnLZHbIOfOZ9pMTPDxsDu/h7Ln4/XCCLj/oQpnDIczfHbLhirjGeMK42n8t4Lfm2eKN9mzeaXH6Y4X5VY8lWnSP1RiCeU6FfDD3MpTp/bK51Y+B5243e0vjOfHpbxr27qfGhDeeEsTVo2mGeq609gbH3X+xou1AuBp09rbMxiedyzG+5LrdLN4nGNJxrzpdPXsPIX0mNuQzOyRHLUmaYcgztnI02441lHwbHEIAABDyB8dqcWszW0lTm1jtZh4ZrT2kzXiPFhBP1fn12tiW+0M7XmX37doGPc7R+ijH3Cdc9LY/3M7E+XgsCE++3u1/yNuy6NbqX8e3qdX94bTEe5Zrh8mEXAqdMYEnUm+j326W2i2vcK4Pbh/i/Lb+Lne4ww4KkC+3yghPaCki/SCtYt7CGOlc+6OdvcJvN0kefvvY3zrcqqu1ipK7dj8XBDwt47mCLtd1sS6mV6RNeXZxLLL6R+Qt5am8n+Lu8w0VjLh4aX9ev2NdYHuDfs2z2arD5bzwkO75dfyHK/Uw4Wd/xdsh6wDn2dvlJhV3ELb/KtGeUj3XcZz46m96un0MxkDLWlqu/+C/7tvnRwvU3OC2fNj+XbVX2zyz+D439feMbbsQcR8kn1+W3JpZ/h3Th70AUBjoWuX9+g5L2g6HYLlR1sdi8qZxnc2J0LtuN1WjMXZ3NSYm33KD1XPTYbt48hDJ/La4wFi7GIctSb3nnNn5NvoePj4N9CEAAAo7A8Hot9W5dys3L9bRel6R0vvb018J6PdN1sbS3xUzdlJdNf833oLZGhrW1Xv8tBrle9PeAD7sWhbVXUujzDOttidfWdNe2t5OP5RrS3XeUPvWa1uditiWWWtft66HLWdrygcAZEBgJei/4+/1R+8U17pX57UL8X1y0hcUvan5/xKmv74/jwm830uKr/LOFryx6tdyLM1sQ09e5ZcG/unLfTLCF1d2Qj+I8OPhD3+UNmtVpnH5Rn1/EzO9hBv7iZRyK6HAXlrkt8301XclYJRb6hxndRdT6hAtIKvRiIVxQtYPPo+zb2Dim837V22xnyHqQW+zo40g1ffsyDhf/9b92fzCwMBQOfZ9wEbbc8g3DfIxaNFpn89JubuS42I9zVMZC/s+FA+MqpvvYHmSrE6NlrPNY2Nwp2xLv/XVmU4JqzO8b31m95VN+xeJKz83lt87DOeH8SzT502LyTDV1Wwf8f3FhHAsb4xzGyOoWz2U7Rw4xTeebvLG6KOefXw/8+aL7nrGl9YA3/0ssNccm9vNYyHGbc4t8DCtbCEAAAgMC47U5NbS1Naxvtg4dWHtm67S1TeuiXTfcN+D8tTjv+3W4rKVmU68zF8N7QPta/X3XIu9Pcdh1IeRp32oo1yO7H3DxD6+1+kDCX8MaR3uoYfdnF9f/PL+HszzlGjeMy/hr5PyAwMkTGIn5x5YtrnGvTG8H4r8stuUmOSyOfjEagAptpX7Wviz8tnhWG11516/d4DabekOfYgw+62Kc3/zXp6vVT955zOBn+1nIRNHjY/b7nbMulypivGBwPFqu3UUjmW25Fn96gZILwLxtjaLz3+x7e9ba2zEfcsGN+bU4rN/ydsw62pv3LnEYF7vx6ITb1a2Pt7NS54L91xXOZ8dkOR/XR837uA74Tm095zhvUuUstkO2Sgz1DUtsO7Ptcot1PvbDY7/MIzOOdls+ek7KmLkYco/4czwnYl7FU7sh6pkt+nB2+j72gCHF+M/h66ZxnGN+kVuuy2vk1e2hfjHncFRitxvAwLvEvMQytE1GczxpDejelM3X3hABBxCAAARmBMZrc2o2W0td177Or81+X7v4NdOt1cVcv76Zl7AmF5uH7gGX1k+zZ9uZvz4Xa6jbeC3wTGZ2ar9xn3pvWvl4LqVzrUvHfl8P5RqE+K+Y2TkLAo8V+qP2i2vcKxPcifhvi0pc1OJiHesOCwrl2i1gjXW38HXt6g2u6LhSZwtfiMEv3Nqu5dF83fPfz/mGaT/bz+I/+LI4ikANdSYy8iu4JmDEdsity7v6y3GHC16wWfqJ+B/5ED/2Cf6cWBCWnpcetm9R+LxTQ/erCvN+MU5znLeLJ1qJywSQtPbj7PctltHvyQXfPteSm/Ux7uov5F3m9OhCGtpphHksy5gv+u5yC+3EzMyu5d692dC32h37MA+6fhpifqss0yL6Hd+EGP8wf7v4op3ebstHbrjydGwxSEj9Zzwn4tqS+/gyv9/m/9yfy7PLw8/jv/r/1rSM1/jr+85eCiqzSOedzoFubPz868YpMAjtZDq0887mxphl56/GI+vFAT7BOQcQgAAExgTGa3NqO1tLff9Da09cP+06rOt2MhGvLd6Ot9+1s/W6XLMfvn5Gm3IU+mp1XGNjfRefZ+L3u/ulnGO+p8v2RLjna73PP/qKcYy5je9v51lSAoHTIDAS848tW1zjXhnRLsS/CQJhERckLQhftbZFfNhWCu0muHyNyrfXav3xiIXOFv5iKMQXFuBuoW7OFn7n2DVwu7ZYZ3fFZnnjnn89ogi21KcKA6kvAjGb8v3816FL3oWNPq2WfQcp2Kzl1s8W/+Vc771oFGbZd2ev5tCNjyRl41BYuG/u5ZTLz4MnWvAtF0Tzrw6y0E727St8tq3CSH0YC+lvX89LFXUuXFc7S1zzH7X04xL913HRXLOfPBQj31bWz4t23GKzbyWIP+vn82jzpp2TcazD/LD4Rg8n7DysY9oYxbGXWNLnwPj6GxZta+NotkvfOl21UfsxnhMxr9w6ltm5qPGmP0R64cY7ciisLS7jUrY5rsZW5p0/l2N+pV1ganOljJnlnYKOMZb/vaSl7urbfBitYXX9cCxjjnme1LmZkoq+Ix8XArsQgAAEhgTGa3NqWq+n/prVTBxee/xa667RpXtY1xYuGmFNtmtTafvQ9bNF2/ZC31oc41U37lpSQ+yZWFx6nWnru78HtnsY28r6Xe0l/5Gju36464CEmXn4+6UaPDsQOFkCjxX6o/aLa9wrU3tV8f/KuW/mfq+DvxmADR09C+v+IvuQ+J/SJ9jNNwD+wpyrl8pDZw4OEHiWOXHA/qlW6Q3ffELmG8FB+alyIC8IQOBlCLA2vwzXanX1fUm1xA4Ezo7ASMw/tmyvaxzif4PpvNfB3yD1zV08C+unXDCf0ifQWRL5S+WhMwcHCDzLnDhg/1SrEP+nOrLkBYF9EGBtfuFxWH1f8sLxYR4COybwWKE/ar/XNQ7xv8HE2+vgb5D65i5gvTny3TtkTux+iAgQAhA4QwKszWc46KQMgSMhYGL+z3/+8/TYf9Z3r2sc4n+DSbjXwd8g9c1dwHpz5Lt3yJzY/RARIAQgcIYEWJvPcNBJGQJHQsAE/GOFv7S3vntd4xD/G0zCvQ7+Bqlv7gLWmyPfvUPmxO6HiAAhAIEzJMDafIaDTsoQOBICJuAR/08csHNf4M89/ydOmyd1g/WTsJ10J+bESQ8vyUEAAkdKgLX5SAeOsCFwBgQQ/ysH+dwX+HPPf+X0eVR3WD8K11k0Zk6cxTCTJAQgcGQEWJuPbMAIFwJnRADxv3KwZYHnHwyYA8wB5gBzgDnAHGAOMAeYA8wB5gBzYM9zAPH/DOJ/pQm6QwACEIAABCAAAQhAAAIQgAAEXpQA4n8lXnmywwcCEIAABCAAAQhAAAIQgAAEILBnAoj/laOD+F8JkO4QgAAEIAABCEAAAhCAAAQg8OIEEP8rESP+VwKkOwQgAAEIQAACEIAABCAAAQi8OAHE/0rEiP+VAOkOAQhAAAIQgAAEIAABCEAAAi9OAPG/EjHifyVAukMAAhCAAAQgAAEIQAACEIDAixNA/K9EjPhfCZDuEIAABCAAAQhAAAIQgAAEIPDiBBD/KxEj/lcCpDsEIAABCEAAAhCAAAQgAAEIvDgBxP9KxIj/lQDpDgEIQAACEIAABCAAAQhAAAIvTgDxvxIx4n8lQLpDAAIQgAAEIAABCEAAAhCAwIsTQPyvRIz4XwmQ7hCAAAQgAAEIQAACEIAABCDw4gQQ/ysRI/5XAqQ7BCAAAQhAAAIQgAAEIAABCLw4ARP/a7Z71b9v/vbv/zEt/XsusntN/rnyww4EIAABCEAAAhCAAAQgAAEIHD+BNaLf+u5V/yL+j39+kgEEIAABCEAAAhCAAAQgAAEIPAMBE/Brtoj/ZxgITEAAAhCAAAQgAAEIQAACEIAABF6KwBrRb30R/y81OtiFAAQgAAEIQAACEIAABCAAAQg8AwET8Gu2iP9nGAhMQAACEIAABCAAAQhAAAIQgAAEXorAGtFvfRH/LzU652T38stpupOEb6bpMv3jA4HdE0gT9svLHOXdh2n6kI75QAACEIAABCAAAQhAYKcETMCv2SL+R4P7IYnZN28G/0zkjjo9U9ll8nuTbEkMKqTTwSiWh4jsm8uubzp+iY+IJ4sxhfuqH8nZ2HiWIu6k7ssPrxoezndEoJ4fG5zXO0qbUCAAAQhAAAIQgAAEjo/AGtFvfRH/o3EX4T17E5jE45cbiIResMqTgDdJtIaPxFIeEoRydyCC3ESwKz6r3Z6lfzBwViBIFgIQgAAEIAABCEAAAhA4ZgIm4NdsEf+jGfAQ8V/fGso3BJw4D+Xl2wP2IMHXLb2B/pBsJW2vb6lvJLj0w9u3eC1G/9Zd3r6b4Bc7Nx/aG/lg4y4/PLC39RafiWX1UdrcSAiXHicc7wAAIABJREFUza7USTvzE/qkxmJT+sw+pU59HniIIvY+fGhxS2ySa99vKW8fq8UmZcn9JH0s1xBfqjQWlpfW3405SV2NKcUrfWu/rk8yrR/xLWMuMflcJDY51nbpx5vCxvL78N9TP8dLy+X4LsZm8ff5GYMcRO6jvlKB+Za+fj7WPsWH2fQ51/bSJsXz4bLklWxZe7F/+cHFmY7r56a1t5ylTvukOvmIvy//5PobO/HRcdHzpHDyNrKl/FPs6Tjd5ZjTRj+VaTn2G59zHSdpIDZcPLWu2B7xkG7eXp0zYu5D42H8pD0fCEAAAhCAAAQgAAEIJAJrRL/1RfyPppLcoM9uwMtNfdrkG/UiNKS/tDcx1AsPs9ULDCn3N/+jOLTsJomCy65WypLwuEnB+G8AeB8qMl0/H6PUVd9mK7mook/cOds+JxMp1t/3ER9VBPmQiy1jqjZcbL6p2DOW5sv6VWYuNg31Q/JbxsPH6mPzPvp9aac+xG6xI22k3PJUcZmOb0pnicXi6n2GPsVen4v0sTxr/2Tc8qj2BzFZGw1F6l1cJby6CQxcW43H5VrZpp7Wp8aVymTfz8PKpti0XHoR7udD9VH6GD8/H6rPm+jPz0dNTmy4+Hu/dQwqiXyeannXV3IJTEsfH5cUSfw1z4GNFHI9b2q7VGi2RwzrvLMxlPaXYogPBCAAAQhAAAIQgAAEKgET8Gu2iP+K0+1U4eXKVHwUsVFFjNV3N/heeJitYZ+H3OSLbREn3T8TThaCbl0cImhCG6uzretosZno06q7JiqrIJOyxODDZRPF1keEkggeO3bm88OS1Md/Ru2kXspr3DdNOEmdxFFFlRTYx7Wrsaa6JR/WTbeu733lxknayX7qqp/qc2BL2kk+vZD086nuW3/bivXU10Su+vnQjtW51CdmqcvwExi4tj4X7ZgMmOjUPtK2zHepD+OSjms+zqbaST8s59l4FR+1r3VIW4vTWJqN2qT308X3VPE/ZFqdxp2Qj/i/bPUWv45XNx6Wy4ihzOcRj2aZPQhAAAIQgAAEIAABCPDmf+0cWHzyYTfrwYETG7N6V2fixfpaW9n2At7eCFrb4famibJhfSoUUVFtF8FWxYh1shgH9ixmibE+uJD2RcRYfb8V0+an35pb2aq48TGWff3qtisXkWx2tH8Xq/j34l/a9nlbjNI/2FKDgx+dj9piUB5sO2Fcy6WPj6nsC1Nh4GP3ol59+r7Odm13l/pLuW0tUDlOflL34ScwKvFI20Pz0fp4mzOWqVIfFtyVuJx3m/OVi9WVPovzIdmSPsKwzkPrK358nuU48C7czEatSzblU+e39PUs7Tg3iz9v4pjWMUzldT/1qHwGtoyHca1xyXhcDuZGjIAjCEAAAhCAAAQgAAEIrHnjb30X9e8r433zt3//j2np33PFtpi83awHR+6mvooIa5CEgAn5XvCYLdtalwdvxXYSCMOP1CUBMXpTPvNnMdrWGaz53GWB5cVJap5/D/tDEUx2LBXpI4Lmg9Slf3ZcqnJB+jkTvrVmvlNFlFQlQz53Yat+pHwhb88/2Jq7yiViy4ttazcoD5xSLPapPqWPK7d62arg9XV3jWetk/4mSlN+6TB1zO0+XBZBXI7TJn/k2NpamdsGBq7tbH4M+vi+sl/nWWpbY3Y2zYTZruNlFTeZz6H5YCxta11nb9TFrx83sV2O+742bra9l2lxKnbMphTJsc1zycE/oKis7ubjYTxqm5pU3qksu3IOIQABCEAAAhCAAAQgUAiYgF+zXdS/r0x53+Jfb9ad8JCbexMFI+Ehoqnv8+Ab/pssmEYD0tuQOEysjOpMrIgIsX0V2CPx6ESMiiDXx+cotkSIpzD1MxQ4xVYVj852n1fon4x6MW3ia5Sb5d3HZnH1fvyx+NTYurikfMTJ+xA7/jj0SXVmW2M2P6WPzRlpo3FKvmVeSXutLzFZuQnXVJw/pf7GjrtttS3lrq3G4+awZ1r7JKPGX3K0fTElbZRNsWm56HwqdrWP5Zb6BPHtWPi4epYphPwpfsKxi7/3W8fN+e39LzItLmt7Oe7yrIxK23rctevj8gwlVz/Gmlv6UeMqttlAAAIQgAAEIAABCJw9gTWi3/oi/kfTSG76q1C1BnJT78SGCRt9S55u4uUj/cIb6VJmtkIfZ0s7L/0QMVDsj5qI6NAYREyltv4tcPDnbdzldrVfOp59SpubVKF2LlsLOTZxVUVgqa4iqDXPe8mQ+esZ+aahv/Tp/JrIXMq7jy2ZuP/jYrO8tNPdnJOJeJ+L7fsHCFZm9lTMp1xkfLQu7cvHx+uFotSp+Py/cx+bQ88l/s23xekFpx8DL4BtfksfGweL57LMfalLOPWjuaU8zUfto85budRbfp6HfyBh4ttsm9+74suzExvmU7fpWD41l9RJxsF8zmzl5ppItZPyu/mQ7CZbnkOtT/aUodhObUc8LIbaJ9myj59XNa5UKWPhj609WwhAAAIQgAAEIACBsyJgAn7NFvF/VlOGZFcTUBGfRGD/EUF4SKQt9evtHN1xEbtpM/t4IT+rPOKC4VgbB9secX6EDgEIQAACEIAABCCwOwJrRL/1RfzvblgJaNcElkT8UBC6TJb6uSbHuXtA7CL+j3NIiRoCEIAABCAAAQhAYHcETMCv2SL+dzesBAQBCEAAAhCAAAQgAAEIQAACEGgE1oh+64v4bzzZgwAEIAABCEAAAhCAAAQgAAEI7I6ACfg1W8T/7oaVgCAAAQhAAAIQgAAEIAABCEAAAo3AGtFvfRH/jSd7EIAABCAAAQhAAAIQgAAEIACB3REwAb9me/biXwDwDwbMAeYAc4A5wBxgDjAHmAPMAeYAc4A5sNc5sEb0W1/JbY+fN3/79/+Ylv49V8B7Tf658rvPzrnnfx+f56yH9XPSPA1bzInTGEeygAAETosAa/NpjSfZQOCUCJiAX7Pd6xqH+N9gpu518DdIfXMXsN4c+e4dMid2P0QECAEInCEB1uYzHHRShsCREFgj+q3vXtc4xP8Gk3Cvg79B6pu7gPXmyHfvkDmx+yEiQAhA4AwJsDaf4aCTMgSOhIAJ+DXbva5xiP8NJuFeB3+D1Dd3AevNke/eIXNi90NEgBCAwBkSYG0+w0EnZQgcCYE1ot/67nWNQ/xvMAn3OvgbpL65C1hvjnz3DpkTux8iAoQABM6QAGvzGQ46KUPgSAiYgF+z3esah/jfYBLudfA3SH1zF7DeHPnuHTIndj9EBAgBCJwhAdbmMxx0UobAkRBYI/qt717XOMT/BpNwr4O/Qeqbu4D15sh375A5sfshIsCjJfBpur64mm4l/k/X09X1pxfOZGt/L5zOmZtnbT7zCUD6ENgxARPwa7Z7XeN2IP7lYv5+ev/e/pUbCZ0Qt9NVLbf6sr3S2402bW6vko2Lqb/3uL3q+qk98yH2bV9MFX8X19Nz3sIsDn66WboYxCyRfLq+mN6HOO7j9Ng8Ftj2XCWYI/ossrYcFuaJVbM9PQLjOZHn/3C66xzx51M5H91a5PvJGtMfj9YiT1bPb2cvr3/z9av1Kee/d9QqVXhdJHt99Xj9kzUx5memxnG1tmovrEupp65j83X2IizGg/iVc+rngxZbwf4j1mSzZ1y9XUvwIW3sOmB2FlilxPO1q/MzZGT+/baPZdGP77TD/ZrHofn7jHFv7e8ZQ8dUJDBem2ObePTI+5bZepKtxTW7u7cK60/x3tuROdid9z7OuO629bOuGWVt8SbC2hsr0n1iW1/9uhr6SJvar+fUzs3Yp5X7+NmHAASmaY3ot76PX+O2If/K4n9wA64Xdlsspd72HZDBwnt7dTFdpX9+YZQecZHPNnTx00Uy2pe2fX/n9cm7i4OvF5QUc3+xmZU/jtOT8hCfCw8inpz4K3RcZF1iWZonrxAqLjciMJ4Tck7JudevL6n8IpW7dUdv5OpNlQQdz8ewxsja1J/PD8hz7qPrJOfn1dV4PUxNZU27SvXt5i/3D7FVkxJ/n3euFDvLa6CwSTEkPlHX94JdbIkP124x/nzjXfHq2tcevo7jr4nUnXxDG3NSpm4sHtLGHmTUeDSVxNXnUr1qZcrTPXQJ16/QMB4oj+4BdmzBEQROnsB4bX5E2nIeLZ6bsra4NcjM6jnaztl+zZN1I6yB6iMJa7eWiKnFtam7P9V1pywovW25H9G1VH209au163OI6+piDGKvizenH9d+H5vhYQsBCGQCJuDXbFevcS80GK8q/vtF13JsC19cqKw+rbrdTW5qJwtdt4BK++HiWBdGb9/vV0/PsrM4+CWOa7sAFG/C5eq6Ld6P47SQR815nFJjPq4/ltJF1prAwjzRedOerOe3ot3bgPLkPd8UCOPW3gsF4di+xWI3Hv4CnvvmPs6ONxLePJqNPALNfrtRkJpZ+Wy8xVfp0+drvvW8unbfxDEfPv4cR4kmCjxftaP98ZzIPK7lXPMaLDG4SOdeYDW6iRJWpVzYmw2/3xA49q2w7el4GOtW7Pd0TUhxiv1wY6qNZHykv/iZzxeLrdlbjmdprdG+yuZT/laSNzqba9mTZ3Ewfp13ZRCCreU4Wy5pb5FfPoc11Ie0KW/yfWrmR+LvH6xYnV6P9NySeNtc0Hr169aEYvzT9dV0fSvCxerc+C/0UT9Xo/NTPGXftvbUHIRt9ZF8ubks45PrnG83FpqztHdl6kn6ZahRXGnccf4pA+Vq5caorCmJg8Xn53WLTWK0vt06tOgve+Xn/gmM12YXt4yxm7OuRnfH62Fp1c3bXJrXlCu3Zvc29Twzn3r+pPkn56qVWYd7YrNmbX3q5m9qsLjeDmPPFlvOc3vV51L/WXnm4S+B1QY7EDhzAmtEv/W9d417JcavKP5l4epulGYQFhambgFrC+jcpiyU9Uao2NcbCy1s9puNWRCrCxYH3y4eKZ924yM5pJsxqztwQ9oCe0Ae1V7rVfekzoRhLTzOnUXWKZ02xt086dhIu3aj37Ut41HHS9mVm1OZl+4Goc0zsZHbtBi8kGv1KUo9L6L9cnPu7Hs7/mallYud0U19tl/PiT5+J14aBx+fnxcy7+zG3Jfva388J8o5I/lXGDImkk88n9pcGOdV15huHrXWzV4ra3vSv453K3Z7rr+bA7WBlJUcels1ttpYdpy9UO7Pka7CCzidM25ujfLWNjY3nL9R/L3tcg61udzH0h27/LsaGdDMxrazBqmg1rk4Z+0O1YmJIqTdXLJzuRY5Jrl9Y6jnmub91PPTzSHnp+WWE6rzQ3IecR6xqGXJhtoei/+ck425B9jWjzamOU+LIc/J0tfFJlbUrkJsdmr5Eaw/ngT7kcB4bXZtZL65a6qrKXOxnUOhLh3IvKnnXqm0Mtv2feS4Xfdc7TCOOB9d67hb5/O8/dBX6i3xja8J+bzJeaU1Kd1XjB4g6nmW6mYP1vy5rFHKujY6Z2MKHEHgHAmYgF+zvXeNeyWwryz+71t0Fm64wgImi2G7AOhi6i4WsojaAli3tV7s5/rxQvs8o7I4+PWCIot4+aqrlMnKXuvmF4x5VMt5KA//5qfs+4vi8oVm7mnvJYusVWAszJPKOmenF876vWZ/sU310rZ7ULLET9kraBtDP59lfzD/F+yLmSU/S+Xi38ZZ2th+HEMXR71JsRYWr8Vv5bZ1fa1oh9vxnPC52bxIZXoeWl2+EbxvbRC2urbYOWwMhOfg3Av2BuNt3es22Wl9JLY4lvWro9JBfVo+4xvgVJpstDbVT9qJc9/VSJx1AuVzosakOczX2dr8nvizl2zT86r2XRij3XaeDWqFRwrkIW1G53azuMxM2yj3OC6tr+2JjXzOz8/ZVmet89aVi48wx0pMgzlU7Zf8zaatA7XeKmzreFX+1UZZB+RtvQ6uWxe0jXwrYbCm1Yc7JV71lce7zpFUtjT32tg91J8lw3bvBMZrc54Lfi2wfT9fFuewJu3mikGQ86ScP3YeWFXdDs6lbK71rW3TzqKd2sidv7P2UpfWzZhUuWYsr8+1/SzWZM/lV8/f5FfOIXHTziULMMZnpWwhAAF+53/1HBgv8POL/9yRLEyDRbDejKQesj+7wW43IIcXZ7OfY6mL6jyQVSXj/JPJejFqF6oab6h7yE2lcDqQR7XXp3Jai/8i60PzRC+iXrz4OdfN0wHHcNPa29ILexmXIPZt7nXj0fcvc1su5HVudF2WynV+qf+5L+nTzptyvvjzSn1YP4u/9ck3Fscxd8ZzwnJrN3BtHFvd/Gapg58Ojb+2Ha1X94jtw+vOnL2Om90wLswXq7bYYtQlv9A3z4HGoOsR5kuZByZExY7tx27p6J74tb3EU950VVulnyUys+sKZvN2UPeQNgfGKY3y+Frk4te/uTAY/9G5Nh8XyTdetx58flZmLe86jv2658TBEK2195XGrt9WUW+x27bFkffKWIb1b962xiydwtxM803jsT79tvfH8bEQGK/NLvrB3M61cj6288X1KLt9vc2Z0nv4MLzv46wuxDE/j12fsvb5Uymuh1eT/NqZF+m1t85/fx+SauT8W1xnpedy/HptkkDsHK6OlvvUJuxA4EwJrHnjb33vXeNeie0rvvmX6/t44ZMFtYmLbgEUUG4BGy2+rb80PSScZeEr9svNRlyon2dUFgffXVAyi/HvGj+K01IezlfI6t4LSmi9+4Ml1qN5UOdJzyYwkZsGN4eUb5yTZkcvsDafEik9Ht60CsaFi24fiyNuflyR7i6V5xuNFKs7X7JfO7+ku4sj5G11kmu8cWp9XF+NZJ8/xnPCnfvKx7+1dHVL4+FYCf+8buS5Mhfzzl5A1M2tUFcORv7dHBytDW3epZGqsXnjS/Esrcmj9lJWbr5HMZq7UZ2LX5pJjJWZb6/tjK0ZHG1H8Uk7z/chbZZ4+XN57t/H7/fzeTI+1+bjZjxlO+6j171w819y6nhKhBKHXkPDud/yqPV9OtbettlYGh93ftS6si6MvgkQ7JZ2n2wrlX5scmNjovP30Dp6r7/gnIMdExivzS5gvx644vm54Ctl3881OUwPKGcvifrz7MBasxCHnEfje8Y8v4fC3oW63N/Wg9JYzjl3TjgTbresB67Edu3cUm4h4OU+1pctBM6VgAn4Ndt717hXgvuq4t9ujuJa5Be5hYWp3nyk+nAzVCi6hXJ5cZW20X5/0/FcY7I4+P6CYhcng+HrNM7uIuNyXJOH5mw+nyvhV7QzZn3PPAmsZVr4J+z9TWp3UddxyyIo3lDL3DJR425EnK/W3vvo7PubZBdXGLel8pRKntNu7mi87eFFri8iTudUa9t8uPh1bCU36WPbVxzwB7henBP1ZqqMVV1L5LgxknGq4rTm3ziFNUb5trrD4d3PT8ZgfnraHPlr+JWn6qubk/P+Mb/aL+2Iv9kNa5oXs7LUtnJxc9rbkv3D8af/UFXnXGOtN+l1HGz+uvreQTnWuerGTIo1vnts9W3UfzpvAzONsZwjnf+53zyXtP+hc21UJ51G5faQ5eD56YSM2nDntEtG45VjsVXY1LIMrc71Oq+L33oOyHFOUB+MLv5BvsrKrR8Sm/rNc9hiSAGVNSWPW5tvmefj/FXH7OycwHhtvj/oMGcXmtf5O6gPdf58GbTVojpvfQM3r33x6H6t1IvfNrelf1nb3PnY+9Nc3TpWXY36uPPSnfbpdLf1q1v7exvVODsQgMAa0W99n7rGvTT9Vxb/kl65uNensv5Gr1uojEa5+ZBFsS2kVinbfGOR73G6GznfTH17f/0NSWj85IPFwQ8XlBazOgp1UvIYTg/PI16MnpzibjqOWN87T/55/lagXTi7cdFM41jUtnoTkYSizuU0r+qFVWzYxdff3Do71Yg4cOXJlp/jMl7VvqO+VN6LCbVebYjtW72BV/d6Xl3lhxaSQ73hKPOpnqMWk8TZ8nLh7Gp3NCcy43bux/NA8mp1PTPh74dL+vpjvVl7CBedL9FPBDePo9bLWP0f/2cVarW87Fg+fWy5etnu/FyJczf4sfhna5W1Wvaj4vM//1/Tf+5Y9uLf1nKZi39N630VoObCb4WJm6PDtg9p051/i2/cii0/9hqOlufzQvhbTOFck4YhljYPFvtI+6vR+anG2nnrmQYfEks7X5uf5ltjsoRsfNXGqE1eF9r6tDRXYrn4vbiWB1fpwVYSJcbH3NoDmFye/Ip/98Dgfn86Cvw4AgLjtfn+wPMcSg8PD330fEkPugYf6W/zrZ0H7Vxt177SebTGjcpS87z+O1u6Jtn5I2ui1bVzUbzEfqP21s+uv12fer0Wa95Py1Vr3Jrk1wOp4wMBCDQCJuDXbJ+6xrUoXmZvB+L/ZRLbk9W9Dv6eGD1XLLCOJPWGwu5yYtX86MDN0rzx8ZQwJ45nrA5Hmm5oHzqXDxs6ztqTOj/jA4HjHBCiXkvgZdfml51j/gHCWg70hwAE9kdgjei3vi+7xj2dGeL/6ewe3HOvg//gBI6oIazbYOU3GvYGoZUv7p2UuGhZMicai6PeS/PznLV/eCt/1AMpwb+sMDt6PGeSwIuvzQtv51fjPdFr5WouGIDACREwAb9m++Jr3BN5I/6fCO4x3fY6+I/J4VjawvpYRmq7OJkT27HGEwQgAIGHEmBtfigp2kEAAlsTWCP6re9e1zjE/wazaa+Dv0Hqm7uA9ebId++QObH7ISJACEDgDAmwNp/hoJMyBI6EgAn4Ndu9rnGI/w0m4V4Hf4PUN3cB682R794hc2L3Q0SAEIDAGRJgbT7DQSdlCBwJgTWi3/rudY1D/G8wCfc6+BukvrkLWG+OfPcOmRO7HyIChAAEzpAAa/MZDjopQ+BICJiAX7Pd6xq3mfgXAPyDAXOAOcAcYA4wB5gDzAHmAHOAOcAcYA7sdQ6sEf3WV3Lb42cz8b/H5IkJAhCAAAQgAAEIQAACEIAABCBgBEzAr9ki/o0mWwhAAAIQgAAEIAABCEAAAhCAwA4JrBH91hfxv8OBJSQIQAACEIAABCAAAQhAAAIQgIARMAG/Zov4N5psIQABCEAAAhCAAAQgAAEIQAACOySwRvRbX8T/DgeWkCAAAQhAAAIQgAAEIAABCEAAAkbABPyaLeLfaLKFAAQgAAEIQAACEIAABCAAAQjskMAa0W99Ef87HFhCggAEIAABCEAAAhCAAAQgAAEIGAET8Gu2iH+jyRYCEIAABCAAAQhAAAIQgAAEILBDAmtEv/VF/O9wYAkJAhCAAAQgAAEIQAACEIAABCBgBEzAr9ki/o0mWwhAAAIQgAAEIAABCEAAAhCAwA4JrBH91hfxv8OBJSQIQAACEIAABCAAAQhAAAIQgIARMAG/Zov4N5psIQABCEAAAhCAAAQgAAEIQAACOySwRvRbX8T/DgeWkCAAAQhAAAIQgAAEIAABCEAAAkbABPyaLeLfaLKFAAQgAAEIQAACEIAABCAAAQjskMAa0W99Ef87HFhCggAEIAABCEAAAhCAAAQgAAEIGAET8Gu2iH+jyRYCEIAABCAAAQhAAAIQgAAEILBDAmtEv/VF/O9wYAkJAhCAAAQgAAEIQAACEIAABCBgBEzAr9ki/o0mWwhAAAIQgAAEIAABCEAAAhCAwA4JrBH91hfxv8OBJSQIQAACEIAABCAAAQhAAAIQgIARMAG/Zov4N5p+++HLafpw50vSfjr+MpX3xV0rDo+cwM3lNL154/6lYz77IXCZxuamDycVvDmyc7NfY+RY5p3kZvthHsqcdDn6Nl9+6IFwDAEIQAACEIAABCBwYgTWiH7ri/gfTYr+xlzb3CH+R6xOqewuiahLUV98dkvgFMW/zLs3lw35fetP316YMG8bP/YgAAEIQAACEIDACRIwAb9mi/gfTYz7br6lj39DvPTmzbeRt3jWTm/e5U2e/XM3/r6PtdcYkyit7aWfewu41CcIpbvkP/VLZrK55LPaS/vDT+mj7ayNlDnfYtDHIj6r3dKu5ylt7JsVj41d2HkuYrseS2zOfwpt/JGYB+0+XCY+H1xdOraP+PF9TKz5sfQCrG+fXA7f6GrsqbLadmy9batXH3fdGFiQaXtozH1MlVnpY/a1XOw7PjZWzk3+Joxro/0vS4ul/l257+PngZY7Dt5vyM8qbhI/197n6cckzE2J/b4+g3iTq/wRny7/Wp5ql/xbV9lKG+Pq9/u62kdiKfH27XWeXNaW7EAAAhCAAAQgAAEInB6BNaLf+iL+R/Oiv7nWNu7mW2+2O+HgRYbZFEHjy030Sn8vvsSftDtoN9Wb4PS/gnCoTxBKd1nQJTNDPz4ei9/ikuPKROy43L34l3y9HfEvedW+xbDn0Asw43Uo9uoj2RYBZsfmT91InY+z+FZ2qY8JL89P+lfGJWe13duS48vU4K4xnY2J1JeP5G8xSpHnajZCPKVvP0/qfBK/o9yS7SVuKq5dTJ5V6FNs2Djo+CYuNxK4//QxpAbGztsO/Zf6SLn30bdzfvtYtUp8Fx6jPI1t6Ot8LPZxbcSPzpVL2cnxml0/hxZtaaDtRz0nbho3q611ViDbLhZfJT79/PJ17EMAAhCAAAQgAAEInAQBE/Brtoj/0VSQm2//Vq/uF4ERxJsYGNzAa3G6Ka8iKhWY+OhFnd3sH7SbfNQb/Lu0/4BYzJ/EYoIlmYniU+pSoYknORx9amzOt7Y70Nf6WH5mV+IS4WT1Vu45LsXu2amdD4XLII7er/ipAq46zeMi8VhctcpspjrjrXVSfllb5R1p4wWsq+7Fmc97KZ7kQmOtY56OxY7OJ/FVxt+50d0lbn1u3m/okxz3c8HHW/31MUi/SwnyQP+lPqlbiKFvV5127azc+RzlaQyXfCz26eKwuefZWQhmw7ZWbn3s2LbCVNeVSytp29G8XRL//cOGZoU9CEAAAhCAAAQgAIETIrBG9FtfxP9oQtx3811v3JPY6x8MeHt6Y+7amAhR8eDKTUgesit96oMEJ0oO9RFmuLnGAAAgAElEQVQhUuMr+zcpwFl+zp6PX/dThyBSpG1v1wnRPjeJuRe/JpCeEruJqX6rorOPKx1XZiUx6+fzNB4SVwq3fSRXy63P+7I1s3EOvpIhz97GXnqJP2vb87I+8jCij1X8aL9U149BcqefpTGf5ZY62LwLda68mGwPHaxAthKDsZFj62dbKSufEPeoT2kXYvftzFDahlitXHyW9sGGzYfL3DD0vWvxL/aRNmajbJOr2biIdT+HbAzrtvjPUeSf1l7nTper1fn2M96pUufOwHboxwEEIAABCEAAAhCAwCkQMAG/Zov4H82E+26+h/UDQ1X0lDrpJ+JtJOpEHB6yK7bsa8ZeCBzqMxM7RdxaHDXkFJOJp1rW7Yh/FbB3TTRpE9dX7JqglDrvpxdY9ua/5tT5W4rd2Fm9HVfx2dnpD0eCSWwN43G5VT9iUMove8tZmIqdXtBVdqWL5xLsdib7OrFTxb8TjD4n46KmUiz2bQTL0Vws9rmZzwUfr/X3c1DLpF+KT9m42KSu9pd4fJ31kUZ+v28n9eUT8rNC6VvsDutHfZ2PxT6ujZoofv77h/n4G99FWxZr2QoTm/vSp384ZHW1Wx9LqqhcayN2IAABCEAAAhCAAAROlMAa0W99Ef+jyeFvzGu9u/lW4eREjBdStX3aqWKtFNrNurT3N/smDhftOt9qyh0v9kkNgxCRPkX8930kLh9PCTf0txiHos8JrypabpJASv7sDbfZlK0JpT4OPb7MLQ/G7sSS9LHYpY/3Z368b40/tbM4fQzev/Sx8ZL9EI/kJnHaVhqkj/nz/cyfxSjtRvUWj7VPpocPiZ4q/mX8/AMLzyrkVvKoHCXHxEviCZ+7xN2dA56Ft63l1v9AH2ESGHjbznEfq1ZJjKV9n2edt6lh6OtiWezj2gQ/Ur4whxZtuRxkN+Qr8Tt7oc769bFYOVsIQAACEIAABCAAgXMgYAJ+zRbxP5opD7n51pv8dMOuX+1dECqhjbQt7VRkWt+yTff/+gl9SnsRLeqn314u95GamdhJ/Yd+ip1srf0McVqOdwPRN8or2ZRcvOg1yxKXCb1RvtJuKXYv1qWdHFcfEptjVAWsNPSfm8gzHdZPiOcyF8/ykP6lTuaKjU2NQ+otjlR/86G1F4vSJ8Tm2xc2FodvJ2V6fBfzFF/JhH6WuEnlMNZUHvpIw86+jZVU1Y+0KeOuZSkAYzLsL/XC5LJa0KDlWMfUl991tl0XibWy7faNv89T/Yk9aevj7XzM+ohP6+f81PG4iXGkw/oZ2qq1eUfaeK423mKnr9MeEouPv7Sr8WSzOpbebilmAwEIQAACEIAABCBw3ATWiH7ri/g/hjkwE2cStIiPy2OInhgh8PIEwkOgl3eHBwhAAAIQgAAEIAABCGxJwAT8mi3if8sRe6ovxP9TydHvXAgg/s9lpMkTAhCAAAQgAAEInCWBNaLf+iL+z3LqkDQEIAABCEAAAhCAAAQgAAEIHAsBE/Brtoj/Yxlt4oQABCAAAQhAAAIQgAAEIACBsySwRvRbX8T/WU4dkoYABCAAAQhAAAIQgAAEIACBYyFgAn7NFvF/LKNNnBCAAAQgAAEIQAACEIAABCBwlgTWiH7re/biXwDwDwbMAeYAc4A5wBxgDjAHmAPMAeYAc4A5sNc5YAJ+zVZy2+Pnzd/+/T+mpX/PFfBek3+u/O6zc+7538fnOeth/Zw0T8MWc+I0xpEsIACB0yLA2nxa40k2EDglAmtEv/Xd6xqH+N9gpu518DdIfXMXsN4c+e4dMid2P0QECAEInCEB1uYzHHRShsCREDABv2a71zUO8b/BJNzr4G+Q+uYuYL058t07ZE7sfogIEAIQOEMCrM1nOOikDIEjIbBG9Fvfva5xiP8NJuFeB3+D1Dd3AevNke/eIXNi90NEgBCAwBkSYG0+w0EnZQgcCQET8Gu2e13jEP8bTMK9Dv4GqW/uAtabI9+9Q+bE7oeIACEAgTMkwNp8hoNOyhA4EgJrRL/13esah/jfYBLudfA3SH1zF7DeHPnuHTIndj9EBAgBCJwhAdbmMxx0UobAkRAwAb9mu9c1DvG/wSTc6+BvkPrmLmC9OfLdO2RO7H6ICBACEDhDAqzNZzjopAyBIyGwRvRb372ucYj/DSbhXgd/g9Q3dwHrzZHv3iFzYvdDRIAQgMAZEmBtPsNBJ2UIHAkBE/Brtntd4xD/G0zCvQ7+Bqlv7gLWmyPfvUPmxO6HiAAhAIEzJMDafIaDTsoQOBICa0S/9d3rGof432AS7nXwN0h9cxew3hz57h0yJ3Y/RAQIAQicIQHW5jMcdFKGwJEQMAG/ZrvXNQ7xv8Ek3Ovgb5D65i5gvTny3TtkTux+iAgQAhA4QwKszWc46KQMgSMhsEb0W9+9rnGI/w0m4V4Hf4PUN3cB682R794hc2L3Q0SAEIDAGRJgbT7DQSdlCBwJARPwa7Z7XeMQ/xtMwr0O/gapb+4C1psj371D5sTuh4gAIQCBMyTA2nyGg07KEDgSAmtEv/Xd6xq3A/H/abq+eD+9f2//rqbbOjFup6tabvVle9VaafPbq2TjYrr+VDuX4q6f2jMfYt/2pXnxd3E9dWai0UceLQ7+p+vpYhCzmP90fTG9D3Hcx+mxeSyw7bk+MtfXbr7I2gJbmCdWzfb0CIznRJ7/w+muc8SfT+V8dGuR73d79X7qj0drkSer57ezl9e/+frV+pTz3ztKlUM70kbXltHa9366qItkvwb4nKUuxtPnqb41Hmnr+0rUMd6+rxwvMcp1MfYWs9ju4vbr5DDvPjaxsfDRsXe+O965V+d/lru0ekibEsOjrgOlD5uOQH999PO8a8rhbgiM1+ZD4fXnVTlXh+dpsiPnll8fiul+PTKPs/Kwnrh1RNaJJZ/JWFzDXL++ztkIa7krt9hkK238WnjIT+4nvKL/4Kdb472vh+xH/7ZuRn/Njo8lnq+jdPtcm52Ow8IYW/vlfP1cate62N5yavUx50GuC/FIv5BnmFusVzZee9qagF+zffwatw2BVxb/+eQLJ0S48faLhQMyWHhvry6mq/TPL4zSY3bCpTI9udVptC9t+/7O65N3FwdfF4kUc39xmpU/jtOT8tCFqC1wT072lTsusi5xLc2TVw4b9y9IYDwn5JySc6+/eKfyi1TubpjkfIo3evF8DGuMrE39+fyA3OY+uk5yfl5dDW/k4pqVb6pC2WC9tIcD87XX1oDMpz4nSOGEPNPx0jqqkes63riFvvcwCm2Ln5rPYJ3SOIy5rp3x4W2o1+DGP7SdG3dppeNitqVA/Xc3cZqrcXtgG7FlH435IdcB68C2JyDrup+rfT3H+yQwXpsfEetgPWi9ZS0czIuyNoW1L3XScz09kG3leS2tx9261a9T1a+0q538Opn361pWHpBqU82jXYvEdmtXLJe1p5Yf8JN75OvU+7CmSVnz09bwGv2KncG1x1nzvPr8+vM3r8UDBmKv56BFaf0cLgDL+YYYOv4u7DwvbDylnbseBBsutv4eQNrJA34zI02lrB4f8O9jYX9bAmtEv/Vdvca9UMqvKv7lBB+dsO2EiiduZdAteuk0Sjfs6YZvcAKFE8wM1BPY2/f71vB5touDX+K47m5chMvVdVtkHsdpIY+a8zinxnxcfyyli6w1gYV5ovPGnvDKVi6O+ULWvpGS6/N8FcatfV3Akw/h2PrYjYe/Ccl9cx9nxxsJbw3NRh6BZr9dwKVmVj4bb/FV+vT5mm89r67dN3HMh48/x1GiSTZjfL52L/vjOZF5XMu55r9ElBhcpHMvsHIX+5qTsCrlwt5s+P3aVsfTWLbSuqfjcaA+NdQ1IcUp9v2aOVobZmWz9TLPbYu5xlH85BtX4RPHts9N/LS2Pv7S97rdBPu+ft/7tv2+3ufT1+U+Lp/ZvNekwg2b+QnbxTFwtv3Neujsb/B9+9io8YrlejOb5tJ91wG9zrl1x+af3QzbuiPjqr5c2zbWOT5rK9tWJ+Pm1i+b9z1TN/e97zYvxYfNnWwz+1iwP1prW1ABVsjL4pPzK7WXuWF51VgkVp9T2q91OuatjxdszVaZ1wM7ep3o2YRoObiPwHhtdr3u4SvjVMfTddPd2bonpTIH00NUt2ansyVf88ocWph6tW+9XNwTm8YgP3SeyTzy50WtHe/MYs99Ry+4qoHqx3zKuZ3zrTHP7Hb11dho5562Yruek13/wGrOoV/jxc7tUB8scViI7cH5zmPSDDzTVODjrPWWs/iSa+Ztu3dfnlvzeMfXto4jh5sSMAG/ZnvvGrdpRs3ZK4p/Odn8jUcLqu3NTxCt607odkLObY5OKL2w6wrf7Dcbzftz7S0Ovi2IKZ92AZMc0oXC6g7ccLb4HpBHtdd61b1ugavlR7izyDrl0sa4mycdG2nXbgS7tmU86ngpu3KjK/PSLgTJX5tnYiO3aTF4Idfq7WIR7bsb0GLf20mOqt9WLjZLPxnHes50+fTxOzHQOPj4xJh9ZN7ZTb6V7W87nhPlnJH83d1efgMRz6c2F8a51TWmm0etdbPXytqe9K/j3YrdnuvvxloatPG25t24S3Ede2vj7FlR3VqdbOPY1jxL2zY/rE+uqPPe+a19FxnVAFK40W/LcR5T61WDmgl96e+GeNZFC1ysswa1LuYZ21mdbWNtPlqoMybJT5sHZRytLhmI80Rsleuna6N+5Nge9KUCHae6LsVzuY7LY+wLD7Untuwa7nNrPtrYHYi/2tPoB/PVlbu86jzTfP055NjUscs2Wjw+9lSnNsq8c/G09i6GyrL088elGZuHERivza5vP7ddVR4zd43zdWnfz22rsjLbWrltl8q13s2L3L7Nc+s/3NZ++RyRB872QKqd77GnxOHrbB7aNrYuR9WPr/XnZSqXNmExlPq43vrecb+zFSq78ynU9depOTfJK8bV98kGLX/bejfDsXtovt2aaXaXxsHqh3NwYc7G+OYse1/VBzuvRmCN6Le+965xr5TdK4v/+xad+QminMIJLQtJuwDoIuIuxnJC2UJbt7Ve7Od6v9A+91gsDn5dJFIcFpOUyeJc6+YL5Ty+5TyUR8mx5m83jcXQKS06i6xVtC/Mk8o6A4kXlu6iJm3dDaj0WOKn7PVCa2Po57PsD+b/gn0xs+RnqVz823Ve2th+GfaycXHMbh4sXos/9kwRjXPom73y8XhO+NxsXqQyPQ+tbnwD0qcjbPXcsnPYGgjPwbkX1prBeFv3uk12Wh+JrY3l+Pzu5lVYL5PVgz4td9lGO/0cavPb+iTbmnPh6fwuMqpJ2s58romfnL/zY837reY2X/Mbv75DPm65DOotj4dwe0ib3oX0sXlnc0jK5IStdbNOTXgvtil9JH6z262D/Zg2L27d6+2bPSnv1sLc38bw0HjdY3+wWEmsYRzNv21b8AlbERM2dqWuzSXXWHfbfJ/58U0tdyvr2Vg52wcRGK/Ned0drZ1+WhwcJ53ncf3y59LSvB+Xy9zIa4r3LwmO2/vU27zK626cw7P+Mr/Ul12T1Evyn48fMn+993yNbrbqeVEbufhqWbdTY4rrajgX+/NiZqJds6Qq5l34dnDnuUq7ZQ7z9mUeBbt9vnkdEuYhHwlysK5I3KHdoI2fZ2LGPiHnQb+ZbevI9tUImIBfs11a414tqeL4lcV/XBDmMNrJHupkobETergwtUU/nHDBiByY/bIAmM1Zu3UFi4NfbxzsZsktiqHuoZwO5FHt9bn0i2Fff1zHi6wPzRNdiP2FrV0s0xWg3WQLigHHcNHpbemcKuMSxJTNvY5v37/cdMgFZ2kuL5VrrOp/7kv6tJurcr7480rDsn4Wf+uTL4DHMXfGc8Jya+dcG8dWJ2V1remGyg6Nv7YdiqFmz/rY9n77c/Y6bmWtajGbxXLDU8VeKl8c19an7Vmssm3rqNRbnta2xe77uLXK+bW+y4zMqtmy45zPg+fb4PzMN3Exl2a97LlYl+vmsbW2VmfbVtP2FupqzDLWOU7j1a83mV87D/PyYg8Pmqc0WlWw6Hyp8yGV1/2FMS1rjvSr9l1ZtVfj9n5l3+bsnPkwfu0iDxJaXqNzrjKp7grPURw2nrYtfcS/v3kXm5qP+u7YVz9uR+w5fnlueRv+2uH6sTskMF6bXdPR2Gq1jP18frWefX07t6TNfC7lnkvluTbP67L0atGj2ksu3fVBzwdvMDvK9xmlrffRz9+luMxMXgfcnOzOh1x/iGOzNLPlqiRGf165qrQ752Zl+dy7muTbEH3/Ptf7OPTtNYZH5NvnMBqbmY/BmPZrtrHw8Y9Y9v6tH9vXI7BG9Fvfe9e4V0rvFcW/rG/zE144tJOgXNx7OO6EjidUbtj6Z1ujtbW0rE8S7SK+3LYP4uHHi4PvLmyZxfh3jR/FSRcjdwNuYTpfVqTb/mYmVB7fwRLrg/OkZxOYdBcu5esupgmRzTcZJ//HdfRYJ5TdeNhWuPY3J4V1H0sp1h4LF1jz75qasfytGHe+ZL/+Qu3iCHmrx3J++LitXG4YXN+5892UjOeEW1uUj/ytA7sJcnVL4+FYtbmV58pcuDh7gUpuf3DNGfl3c3C4NvR9wvjnAFrMISBdk3P887Ht+7T5nfOT36MNuTu/re8SoxJHH3sq9jk2Oz5ux3HQP99o2tj6fn7/YWM09p9jtNwf0sZ71mtPEZQ519F1oOd2IGfh7oWRm6vqy024Fusj7Uu8bh6GfOpbV7Fp3A/YT539GKcFNc6jYlxiDQKh+p+PXZ2bna3mR/p4e3KcY5358cl5llLezbfq1/dhf5HAeG12zTu+taYfh1phO37upTKdK/4hTd4P8yk1a+eD2Ynbfm4st8/zPdofz9PYxvzZfMzztD2gKjnUc3jkx2zItvPZnQ+zet91tt/ZqvUWay2Y7Sxzyk1H9e1clTb3cejWEIvgEfnGczdzrZiLvRhTKhzNz1GZZJDWr2ZvzjLWWwJsX5OACfg123vXuFdK8FXFv53Q7YRIFORkrU9H5yeIcqondKr3T+ENorNx+ISK9vXkr77N2Prt4uD7RcIuTgbD15WFz6oqgxrr0/OIC976XF/bwpj1PfMksE4ZyPyp86q/CHQXWx230U2jjImJIelTboKdL5mb+cLvfXT2/VNzF1cYt6XylEqe0+6io/G2hxe5vsSm501r23y4+HWAJTfpY9vXHvXD/hfnRDh/0ljVMZe8GiMZJxN22VMeWzsfwxqjfBvDw5Hdz0/GwPw0W22OSH1/89jGrfSQce2NjOLU8S9zYfBwKuSZTDc/mUdbt+d+Q9+R79JlKZ+ao/a1GHMnjcPGTuptv9jMN/5tPK2436odN+5Sr2Pv7Y1iD9xSp4e08c59zKVvHa9a180Vf67WNtloGxc5znPF5nYYh1Tbjh9uv62P2XaeWr6/Wy9qbL5eHesb99bXjc9ovkoqmnNrp2NT5rXs1zni525nq84v5dxs5bF362AZ88iyxNDPB3c8ay9x81kkMF6bF5vXiodwbnO7dqs7S3WxvJuz9aGWmXHz3Ip0K/3G14A4T935J/PUzSNdQ/xxsS95x3k+9tPCkVjaPE8e43Hvt3V8+F53Lo06xrhz3i0P4ehjzBb6Pt7uqC6OnbVeytevXblt7C/94nVGW9X1LPeROOpabS67NlYc7bux1wYL/qwz21chsEb0W9+nrnEvnfAri39JTyZ9eZqpW78IdCeu0SgX9NECkJu0E7s/4cxE3vb2c7+wCMcOTzpaHPywSLSY1Umok5LHcHp4HsKnLcJPSm9XnUas750n/9x95TRcuLtx0WzjWFRdJWNW53Kax/XCKjbahaQxd3aqEXHgypM9Pz7S174qV/+Cr/RYKB8Jn9ZWbN+m2MoNhJ5X6S8hWw715qPMJyuvMUmcLS9Fs8MfozmRGbe1po2JJCB5tTotqXwzfz9c0tcf6w3BQ7jofIl+Ir55HLW+zK2/ys2HGxfdr+NWWpf1svatO3GeRfHe19m867aaeG7rGagL5/chjDK3zr7LrdoP51lq/7/be4PdynUk7Tbf6T7IqUm9TL6Ah//wB3LaA7/AneSwgQY8buCggQv03H0mBXSh5r4Mkh8ZpKi9d6ZsmrLWBpyURAYjYkUopNj2qfL+9nNRvuZo1FE2KiDqgdnsdG5e7JJj9R6Ja0cx7PmN1mS1ZnPxoas3bq7hE3woOevWpB297uC7/a9Ph3z+j1GuOD4P759z7y9T5njXOjWud3v7Fz8yjtjk78So2aMwi4bEOqbYmS1aW+1KX1jp3PTW9a4Ohu3qXBc373tU62u+7detl0+MQwLj2jxc2lzc5Ewzm09c/emnTX6UYpvrLr8tVxqZzX2XtCjvlFtprHlRc6t9trdydb233dYof9v1yuVezmpBe83r938hFPdrHPSabxz398Ro6YZVV6NiMWkFva/tTHsfp7mtn5LZ8zc958WtjcXovSnt178LtWzjmo2v2cI+54ybe9YorrKb8fMJqIE/Mv5ujfto7xdo/j/axc/ff9Xgfz6Z97cA1i3TX3qg33hZanc91xk5cY547b/sdQ3xIXfCS+LvvOAe0rmG8Jhv26ivYSlWXIXAx9bmj83tzRcFpw/ax9bGj+Q1rm2nDwgOfDKBI02/ZD+2xv0+IJr/32f3sOSqwX/YgRMthHUNVvrGe/DNdF3SHtH8tzw4m0pg/wXuHZv/kOMX7f3jb8K3v1362AZpagKh7HQEPvx5vfNb2MOgvuKz8sNr4/5v5w/F46NifMgohL8CATXwR8YPr3G/CZrm/zfB/YrYqsH/FR/OshbWZ4nUPDvJiXms0QQBCEDgUQLU5kdJsQ4CEJhN4EjTL9lVaxzN/4RsWjX4E1yfrgLW05Evr5CcWD5EGAgBCFyQALX5gkHHZQichIAa+CPjqjWO5n9CEq4a/AmuT1cB6+nIl1dITiwfIgyEAAQuSIDafMGg4zIETkLgSNMv2VVrHM3/hCRcNfgTXJ+uAtbTkS+vkJxYPkQYCAEIXJAAtfmCQcdlCJyEgBr4I+OqNY7mf0ISrhr8Ca5PVwHr6ciXV0hOLB8iDIQABC5IgNp8waDjMgROQuBI0y/ZVWsczf+EJFw1+BNcn64C1tORL6+QnFg+RBgIAQhckAC1+YJBx2UInISAGvgj46o1juZ/QhKuGvwJrk9XAevpyJdXSE4sHyIMhAAELkiA2nzBoOMyBE5C4EjTL9lVaxzN/4QkXDX4E1yfrgLW05Evr5CcWD5EGAgBCFyQALX5gkHHZQichIAa+CPjqjWO5n9CEq4a/AmuT1cB6+nIl1dITiwfIgyEAAQuSIDafMGg4zIETkLgSNMv2VVrHM3/hCRcNfgTXJ+uAtbTkS+vkJxYPkQYCAEIXJAAtfmCQcdlCJyEgBr4I+OqNY7mf0ISrhr8Ca5PVwHr6ciXV0hOLB8iDIQABC5IgNp8waDjMgROQuBI0y/ZVWvctObfAPADA3KAHCAHyAFygBwgB8gBcoAcIAfIgVVzQA38kdF8W/Ezrflf0XlsggAEIAABCEAAAhCAAAQgAAEIiMCRpl+yNP+iyQgBCEAAAhCAAAQgAAEIQAACEFiQgBr4IyPN/4KBxSQIQAACEIAABCAAAQhAAAIQgIAIHGn6JUvzL5qMEIAABCAAAQhAAAIQgAAEIACBBQmogT8y0vwvGFhMggAEIAABCEAAAhCAAAQgAAEIiMCRpl+yNP+iyQgBCEAAAhCAAAQgAAEIQAACEFiQgBr4IyPN/4KBxSQIQAACEIAABCAAAQhAAAIQgIAIHGn6JUvzL5qMEIAABCAAAQhAAAIQgAAEIACBBQmogT8y0vwvGFhMggAEIAABCEAAAhCAAAQgAAEIiMCRpl+yNP+iyQgBCEAAAhCAAAQgAAEIQAACEFiQgBr4IyPN/4KBxSQIQAACEIAABCAAAQhAAAIQgIAIHGn6JUvzL5qMEIAABCAAAQhAAAIQgAAEIACBBQmogT8y0vwvGFhMggAEIAABCEAAAhCAAAQgAAEIiMCRpl+yNP+iyQgBCEAAAhCAAAQgAAEIQAACEFiQgBr4IyPN/4KBxSQIQAACEIAABCAAAQhAAAIQgIAIHGn6JUvzL5qMEIAABCAAAQhAAAIQgAAEIACBBQmogT8y0vwvGFhMggAEIAABCEAAAhCAAAQgAAEIiMCRpl+yNP+iyQgBCEAAAhCAAAQgAAEIQAACEFiQgBr4IyPN/yiwz3+8vT2/djPh/I9wvb/creL05ARent7evn1zP+GczzoEnkJsXnpzwoVvJ7s3+xpj55Z35puOmzy0nHQ++jV/PPdAOIcABCAAAQhAAAIQ+GIEjjT9kqX5HyVF/2Ie17zS/I9YfaVrr6GJerLui8+yBL5i82959+2pIr9Xf/r1xoS8rfw4ggAEIAABCEAAAl+QgBr4IyPN/ygx7r18m4z/DfHeb978GvstntbFl3f7TZ5+3Iu/l9H6aGNoSst6k3O/BdyTaRql16A/yIVt0nZBZ9kvHA8/WSau0xq75nTbht4W01n2zet6nrZGf1nxq7YbO8/F9i7nZpvTH0wbf8zmwbrnp8Dn2c2Fc31Mj5dRs+Zj6Ruwfn1QOfyNbrQ9TJa9HVu/t+ajjtcuBjIyjLdi7m0qzLKM9o/XbX/HR7FyauKfwPg1Uf4pr9iT7657GZ8H8brj4PU2/mniJfBz672fPiZNbpp/92QG9gZV6WM6HaNyPczu6ZeojbZGXP1xP1dkzJZsb78+5slTWckBBCAAAQhAAAIQgMDXI3Ck6Zcszf8oL/qX67jGvXzHl+2ucfBNhva0hsZfV9Nr8r75Mn227ua+YV4Np/23B2oEbsk0jZLJhGYlbDPU4+2R/bLLzgsTpzuuCxuqiTJ//T6m3/wqsnljz0Gy0iFet2wvOkx30KFz6evtymrT8Jo4qPHy/Ey+MA6rze64t+lx8Y5feDyFBXmvMJ2O85q4p4/301YAACAASURBVM3nT9nHnctP7dHYk2VtH/lmoiWfXsN1b0/e14Y9brG5djZ5Vo1M3qPY95IYh6H99DbYuqe0xO8dWeW883kbV0rG9tIam7DzR/xL6mJSKz4jP8W28dPp2JVxa6JZz9lHux7s1b4+h3b3kq15LPfES+WmJWVOF2zsbPFTptPniZ/jGAIQgAAEIAABCEDgSxBQA39kpPkfpYK9fPvf6pXj3JDYfGmObIPBC3y8HF7K/To1H31Tp5f9m/sGHeUF/7U2R7dkpC/6aDK5wRrK7DRbUTb8U2Sc7jgX7FLjpbUaJWOjGiWbM7vsXPNa7znu2e7ZxX2eM5eBHb1e0xMbtaeiMR7IHo1lVnu+Vt5xzq53e6iJD1ObT9+ceb/37LF9vK+2qe0T8+m1s8dp3OPW++b1NjJBcR9Pb29R1dtgck9m5A35PZkg1tjQrytKu3W67nSO/NR9s6djV6azQ/Hw7GSC9tCo65LRuUZjGuvKk67UcZS3e81//2VD3YUjCEAAAhCAAAQgAIEvROBI0y9Zmv9RQtx7+S4v7qGJ7b8Y8PvFF3O3Rk1IbB7cdTWSt/Y1mfJFgmtKbslYI1Lsy8cvwcCNf24/b388DgJNk2Jr+33dFwe9b2Zz3/yqQfod29VM9aN+w9z7W5hlxyTn/RQPsyuYWz/mq3zr/X6qyxTnRlfYyNui2JuU6dPanpdk7MuR3lbTE+XCXB+DoC5+9mK+8S0IKO+aOXc9b1m/dNAFG80GsbFzyWm0a/nT2D2Syesa2/06bRTGxlZdN515fbOH8vQpLWxkX6v9uzK2RnvkMajaxMV29zmkGJYx609WpH+1PuZO56vm/PoN7zAZc2ewdyPHCQQgAAEIQAACEIDAVyCgBv7ISPM/yoR7L9/D+cFGpenJcyZnzduoqbPm8Na+tlf57flrbVxuyWyandzcyo5icrBJzVO51h2Y/tjAOt1xiZO1fdVQ2pzX0zdY+s1/8anTt2e72Gle56X57PbpT0cNk+01tMf5VvTYhnb9qd85Naa2T9/QFXZZxHNp9u227Odsn9L8u4bR+yQucatgi/7aQz5Kxa7MyzYXvL2S3zSjJhfsi2ycbba+yJs9fk4ytsgf9+tsPn8a/3TRZPO+w/mRrNOxK+PWxC2ynv983sZffHf3kq15NCbKfZPpvxzSXBHrbQkThWtZxAEEIAABCEAAAhCAwBclcKTplyzN/yg5/It5mXcv37Fxck2Mb6TK+nBQmrV8US/rtt6/7Ks53N3X6Y5bufNdmbCwaURMJjf/vYzZ5e3J5jbysnHY9LnGqzQtL6FBCvr0G27taaMapd6OeP6UVt603TVLJiPbTcbrkx6vO9of1slOb4PXbzKKlx039phvZqdGWxA+0uflpE822rrRvOzR+rD18Eui323+LX7+CwvPqvEt+1E4mo+Bl9nTfF4Dd3cPeBZ+73hd8jdkjEnDwO/tFPe2ximzMa/v/Sx5GxY2ss6WXRm3ptFj13dyaHcv54MdNv6a/W6/Zk5yvS26zggBCEAAAhCAAAQgcAUCauCPjDT/o0x55OU7vuSHF/b4p707jUqzxtbmdbHJlGwew/t//DQyeb01LVFPPz7ty9jMptkJ8kM9eZ+0W/23sVM+vg6avpFfYU/zxTe92tnsUqM38tfW7dnum3VbZ+dFh9nmGJUG1hb6z0vLM5yWT2PPU7q88cPk85zlimJT7LB52RHmX57retvRZBrb/PrMRnb4dXYtnr+2fpqusEX87HGzyaGt4XojYwu7/RUrmyofW5PjHq8FA8RkKG/zxuSp7BCNtvMYU3/9tdvbiZithW13LP7ez6jP9rO13t5Ox0bGdErO6SnxeGntCKflM9yrzKYDW+O5Kt62Tz8XJcwWb39eV+xJ28ZY+n3zZQYIQAACEIAABCAAgXMTONL0S5bm/ww5sGnOzGhrPp7OYD02QuDjCTRfAn28OjRAAAIQgAAEIAABCEBgJgE18EdGmv+ZEftdXTT/v0sOuasQoPm/SqTxEwIQgAAEIAABCFySwJGmX7I0/5dMHZyGAAQgAAEIQAACEIAABCAAgbMQUAN/ZKT5P0u0sRMCEIAABCAAAQhAAAIQgAAELkngSNMvWZr/S6YOTkMAAhCAAAQgAAEIQAACEIDAWQiogT8y0vyfJdrYCQEIQAACEIAABCAAAQhAAAKXJHCk6Zcszf8lUwenIQABCEAAAhCAAAQgAAEIQOAsBNTAHxkv3/wbAH5gQA6QA+QAOUAOkAPkADlADpAD5AA5sGoOHGn6JWu+rfj59o9//utt7+e9DF7V+ffy794+V/f/Hp/3nIf1e9L8GnuRE18jjngBAQh8LQLU5q8VT7yBwFcioAb+yLhqjaP5n5CpqwZ/guvTVcB6OvLlFZITy4cIAyEAgQsSoDZfMOi4DIGTEDjS9Et21RpH8z8hCVcN/gTXp6uA9XTkyyskJ5YPEQZCAAIXJEBtvmDQcRkCJyGgBv7IuGqNo/mfkISrBn+C69NVwHo68uUVkhPLhwgDIQCBCxKgNl8w6LgMgZMQONL0S3bVGkfzPyEJVw3+BNenq4D1dOTLKyQnlg8RBkIAAhckQG2+YNBxGQInIaAG/si4ao2j+Z+QhKsGf4Lr01XAejry5RWSE8uHCAMhAIELEqA2XzDouAyBkxA40vRLdtUaR/M/IQlXDf4E16ergPV05MsrJCeWDxEGQgACFyRAbb5g0HEZAichoAb+yLhqjaP5n5CEqwZ/guvTVcB6OvLlFZITy4cIAyEAgQsSoDZfMOi4DIGTEDjS9Et21RpH8z8hCVcN/gTXp6uA9XTkyyskJ5YPEQZCAAIXJEBtvmDQcRkCJyGgBv7IuGqNo/mfkISrBn+C69NVwHo68uUVkhPLhwgDIQCBCxKgNl8w6LgMgZMQONL0S3bVGkfzPyEJVw3+BNenq4D1dOTLKyQnlg8RBkIAAhckQG2+YNBxGQInIaAG/si4ao2j+Z+QhKsGf4Lr01XAejry5RWSE8uHCAMhAIELEqA2XzDouAyBkxA40vRLdtUaR/M/IQlXDf4E16ergPV05MsrJCeWDxEGfhCBP398f/v5l23+59uPH39+kJa67Wx9VTNHZyRAbT5j1LAZAtcgoAb+yLhqjVug+f/r7ef3v7/9/e/6+RFeU/QJLyzluubz2L/I/Pkj7KEXHcmHV54fnVzcTzpsfx2bTNb3/edbfF+q2xw62g3+Xz/fvg9sNmV//fz+9vfGjnucftWPHbY910OezxfeZS1TdvJE04xfj8A4J1L+D9M95oi/n/L96GqRl7Ma05+PapEnG+9vt1+qf9v6VWXy/e8VhUnb53vq7uJS7WvLhrWvqSl193gU/e7qpdbHWtXNNbWz26s/7ffu/EjL+5rUxuDxNWllYtHt8ej9v/H3Vmx6Zxc6d34Mkb+3qbP1vbf97DeVwLg23zKhrxE774PawvJRNUzXwtjW7O7darA+FNp2H6sjOzeUanB9pzUbVT96+3XdGRffQ33d2pdpdfm9Wp8aU909Wu3y+h8/Hj5jdp8L5of82rev3VPrW5vM7/Lc62PTLu2eg26/hsPf634m7+e6fGiYN2B9nHwsuvcHL+P1NL1J5wSnn0LgSNMv2V+vcXNc/eTmP90s/l4Id2oolLpBfbFwQAaF137j8CP8lIKQl7dFPl2MN29U2u5va3t5p/W3D3eDH4tWsLkrLulB46//Gqff8iMWobZg/bbDnyi4yzrbtJcnn2gyqj+YwDgn7J6ye0y1RkaE69/D9VKDchPdFqn4paQuNTXGalN/P2vrG6PtsfcyGcXs/vzxw708pc02L0Gd3bLxhuo61dfVWJ/yF6H+OEvEOvqAr+llqeUc/fWysf60X6KkZ4GrSY+sqd7Eo5broI5269Op5cD7fgE8VMNFCFycwLg2/wKUWBNcjWhErcEczMV3zFprmhoa5K1mNO+Bue70dd3WPVJfmxpke92pLXG9q+ObLx6Kj1bPal2NdTYb1PvQ/EWOk4k19o49Rd3dg9TQN+ycjOe1a1/3DPI+la1yPLyePoZl7e5+fW4YS+VKyzUyUqBtP88rnCc7ku9aFtr9kHs5NrsywcrOvmI3B0sQUAN/ZDxc4z6IxKc2/3s3bC0M3U0oCJsbJqyzGzIWhVoMbbkvOBKvxdTv74/Lync52A1+fhD8DF9auF/eBfPCFxk/60Pi1zjt+HHnoVOZv4vLn7bJLuto0U6e5IdJ/abecigV83ot/YYhFXpjnH/jEMZa8HOjWOYUV/+gSbJJxu3jN9FfoMR9tEdCanFKNm3zvLm+ibfpyjK9v9Id76uf7i9xpMPb70Nre7b2+dlVjsc5kXj8tHut/qlRfBh/D/dew8o/7OWUe6D7GuOPtTRsWverF+tRjIdY18v+KNaE/Nv8vZeevk6MbfG7dsd9XfU55I8lNrqmOY27vqX7K7H3xxJMo/mUvhR5ZE0rm86MfbpH473TBjvOlXtccQ4cfvyZ5NKcz3F/PdyLksksfpb708sk26WnxC+y0f1sY82B6Hd//7v4xHk982RDcLhcD8dt/CuHlpLZJlvrmihrzyDVMset2pZs19Rj+lrtnF2bwLg2OyZ3aozlXLmfnFg8dPdLnbIcD/f3rcbd5HRP2bE94/6s72Nlrzu2xXXxHq/39d1mL9oc7HO1YFdm41/yLb276J5O1to9GzltZIo3Dxxo/52ltre49UsaVr7mpIXFvpGcZxHfy8IzO7wzt3G/Y5v27eOh62EsudSvcX5t7Cx+bfWrHu7LpHrd+uEM4vDTCRxp+iV7t8Z9kpef2Pzvv8xVFtsbKs51BazeXNs9dQPWPdNNnl4o6/51D7/yfY53g6/CEfypBcB8CA8LzeUmVC9YY4se8KPsN9jB5poCO1hzkku7rIP9NcZdnnRsbF39LWy3NsejxCuyyw9a95AwXJZ7tXFJa6oN7mGTH2jpC6Ckr90/vzy4/f0+8eUgP3Tr9ZxHilu5Zzp/evtzo2RilYPJtC8TaVvLu9F1KV1jHOdEvmfMf3dzpd+QtPdTzYWxP6XGdHlUV9f96rV6ZPIl3vWyO3LyLgdsQY23W5Mli11up5uHYe/GDu+PP86bmG6Hbrx1ybvBdJnb2l5Xa05jnalHt+bCKtMTm1j3Eh4ve+62R/qSIOa9z+son2TbWFWZEIjYKBd+JpPvSZOpOdTJuJflcr/Fvdw9L8gjXk1c0t5er0STT+0XlYlfvbdtjeyPNpdngqsZ3rawQdzX+XlfX9LKvxAwAuPa7Ng0+e2u22GXi91sfP4qHzWnmqhR1/1Y7sP24uA39vXe8Uv9senRPWXX4z0WnqWbLwKjkN2/dt9rTDvtypR6kNaFQpefx1u75FPcK365nb648184apf9sbWrXedqRDsRz5Je/ce0+/ZtRF0dtTnto9GvvxXTsq7br1xv3rPNPvescJw3eksObtko9vsy9mgKNfe7YjGqz9VCjuYTUAN/ZLxb4+a7FTV+cvN/r3HY3lDRanczhnLQ3Kh2o+nlx9baDahCW8bywmX7p3lfoKOOd/xnN/jlwRbskE12zZ5YZW5bKLem7fsReWQfi//5JVf7qEjp/MzjLutbeVJYJ8/bYm38XVG2teWlOK3f4xfZx7cPxdDnsx0P8n9nf9tmT8/eddOvlx9bo+M2vs6OzYNR9sr+VrK+bPTX1zof54T3TQ/6cC3eh5qrLxu3PDK28d7SPazFxnNw7zW1ZhBviZcx7FNlzLYay3p/y4cidaf21XU6avM+XPX3RbRzW0urXdqlHes90F6PZ6rjNxnkWDyyZqAiXUrMagM+Wljv863Nda6VdNc39umeMd3tfV72NxmXM+Jf5ltlVgDilwhaF6fdHvEed38xVu75vMb+KmFbA7ydNYdMtomtYjWyKfvwmL5+A86vTGBcm1PdHdVOn7+bHG1AKq/dxf5e8X/xpWW2pnu+xyknq6U2lpz3F3U82Ku32e5l+VTv61zz8j57Mts6UWtNa1etf3a9afh3/JILcbR7/95zzNa4WtbIh5PWnv682tfKVX/SdTtPNaqyqhKja3XWjvr96uyYZX7eKUBxi1SDJVl5dvkWY59raFc7W5m2Jtf/PEMaGD+TwJGmX7J7Ne4z/TLdn9z8t4m/hVFv9mbO30zDwlRftvqi0+xTvmG1Gzfc6P4mbxceOtsNfim8tXAUe5u5Rznd8KPs17uyXxD7lWc432V9K09yoa4PuPoSHF5Dts1/95BrHjr9XjGnclyaJmAnt3v5/NC1F/GSG10g9q7H5i3q3+oymepvvl/8fRV1SE72V5nUGJwjd8Y5Id/qi0iNY53bvhR08MOp+Me1oxfHUme2svf337KPccu1qtgc87vWPdMku7xWu6ZcKvHPe23W+5rhj7VhzNVWp6bKuMmpMmMG5ppbebvZfKg5jdsVYaPyUjictVyP/3sJ2zqaYlbz2lAUpm4zz2Yk03xREuUsbsZmYJv83tzr+y+2ccsYY/PFdS2KSz8GAdncj86tcKj8auMombJWNscL5lNlppd+yfRj2YMDCHQExrXZLVJeu0vp0HKwzdl2ST+v+zFLh5rgb6O7e+7YoVxvdaezWCe2SpqlZU2z/6BmOKki09yTtsD7rPva7tMfb/aft6nup2e3NvQyurY37ttlHNp9/R7JlhbF2L4qtZXxrI1Br2907dZ+Zc44+nc6i4V/jnfzkX+uf/4/z038c10M+/kvW/dlihXx4DbHdi1nH09ADfyR8W6N+3g3hho+sfkfv2SZlfUG2Ck2ruj5giAPq3x9AdJcO7r94w0/eiC0Er9ztht8V/BT4Rr/t8Z7Ra36+YAfTlfjQ1fYmrkTnuyxvpknPZuGSfcQinnivxyo+ZoKfJ2L5/GJZ3vYi4pGA2sxG7y89La4GNR4u4u20+6D1/QFe9z9kvT6B7Wzo/HbdCivvN26brY7Wbu86GecE/ItGB352P/WgeLh5vbi4VjV3DJOXXMWmbj9GkZpfftS1CywItn8djjOuhz0tcHs8C8x1S63Z5ML7npsAuV/vu51++Mi1udFmXAHj/k+tDXsUu+hlOcjVn6NU5wOzV+9yPljNb1lQxeLDSPNpbE237oeDW1fGAtP87/lWuztmZre8NL4X+HFtupwHskujTaV9ygvmm7PyHT0lwBuy7DBoDYl1s3LtXTa6P2x8/zi/Ji+RjknFycwrs0OistndzXVbN+wNZN2orzOE7aP/8LKfameVth9euP9b8eOvbqV9N/Yr5iVmthYEzb2tXUji8SaGO9N3ZOaKM/rcqEcyE7T09zXN2SKcDnYq+XbGldE8oH099d13s6nurq1MzfWnlOp31YKe9+0+2i/Ylh9PuRLpT5LfO9dzeY3MZBQl3+6fFNm/xnnxTmeR+BI0y/ZuzVunjuNpk9t/kOqbwtufLlQA7VTbMoNF+ZHDwC3R1tUGt/DSbt/KsDS3a/9/fPd4PsHih5OKmZ+7hc5/Yof20L3+36uIDlmfSdPGtbBC8ufklfpwaGw6KFeHkwxbukhbblWrueYpZd49yBwuup6ryMd133cnLOridve9eBKygX3EhLtrTme5vNLRrxv6tqqw9kfg2z3jcloXCHy+zbs5oSaQsWqxLytCxanthmz+cqpqTGRb53bt8pm7vOzGNTc0241R2y+5kqyS+eNXVm05pz2yqPLyzLjr/ljLYi+1lzS5X5MOdaui0wL7yAR9+q4xXx0L8CPrPHKB+uj3gi0Y9/k/mAu2jq4rjzIusTe15Cq04xLMYommIxnoPs47pV56VoUDXUpJ4PtWfawl2Ht4/aMemWfaZaM7VU+7t7eyCpmtQbVmmAbpOvS/Zi+opgDCNz/b/53GLV5OF40zve0tpmL95urM6Pt3L1Rp929Uy/mo65WxKv1PtLy8Z95m+z23tvK+HVh1tUK86/Uonif5v2ir9o7yAz9kqYHx37PgVj7nEq1aGifr4+DfXSp38+uNzHVwhv7xRxS3Szrw4H5k+tsvOz9c4xtzvZIS/vYhtho712ZPkdsDxebqJx/PpOAGvgj4/j98zO9Sro/ufk3I+wG8N/o+eTvipt42c0U7rhRAUhL6o04LghlI1dk7VqS08uMVh0dd4PfFN5qc9TXzNmVX+H0uB/tQ+Kop58vP2J9N0/+Y/tbgVr7u7hEF9tYlLXxIaFcDnlcir7tUV8uKnO3T9nEFLjr4d6oD8n0gEt/ru3vk/3r8UFWXiRSfEy//uT7+88/42+ro/p4X/2o96MeXrov3H2abDI7q19p9/X+HeVEYlwZ1piY/eZXnYtXHDNj58Nlsv48vlQ8wsW/VAyxbe0oy3Ju2W+JfX7EF8Bsn4+z4j2sbU3e1twoMubccE2NffTZQyiG5gOz1+WPmth2WZv35Tf2zaJH1phAXrexKV03ZilO2d+wrsmBxt/OT/nhZWx9eHH78V38fP7kepzlSrwaHUlO5lbbqu4Y27og/aVB3MOtiXak/5vCGH+tNyJdnias49oU14b/VEIxKzaLa/Ql6LX/FfR8rzymL2nlXwgYgXFtvs/Gcq3m5M76+Dxz/4mMW+bvhZi3uqc1lmdfFnL3VdlmdE2T8b70NUATbf1yt6cWhNHWeNl9mdZ2Vwf6+1T/W3umJdq2rVN3a7izsDnMzyKvopm3kw0r71O1u9Y92WejZ5F2tnVt/HtmdZ1qWB1tP6+/6ip7Ns+rap/t6pmX9Taxw/VxmVaPyfH5XAJHmn7J/m6N+2jPF2j+P9rFz99/1eB/Ppn3twDWLdNfeqDfeFlqdz3XGTlxJ16bF7O6/vH8CS9T4zfZutlXPrrB8Ixu++bojPZj8zkIfGxtbr/Yem8iX+8e+dga/pG8tl8GvHe02e+KBNTAHxk/tsb9flRo/n+f3cOSqwb/YQdOtBDWNVjpG+rtt+Z1RXdE898Bucjpjcb14eY/5M6Ve//tb7bOnTsf+aJ+bjJY/54EPvx5faO2HfLjKz4rP7yGj387fygOJvxRMT5sGBucncCRpl+yH17jfhMyzf9vgvsVsVWD/ys+nGUtrM8SqXl2khPzWKMJAhCAwKMEqM2PkmIdBCAwm4Aa+CPjqjWO5n9CNq0a/AmuT1cB6+nIl1dITiwfIgyEAAQuSIDafMGg4zIETkLgSNMv2VVrHM3/hCRcNfgTXJ+uAtbTkS+vkJxYPkQYCAEIXJAAtfmCQcdlCJyEgBr4I+OqNY7mf0ISrhr8Ca5PVwHr6ciXV0hOLB8iDIQABC5IgNp8waDjMgROQuBI0y/ZVWsczf+EJFw1+BNcn64C1tORL6+QnFg+RBgIAQhckAC1+YJBx2UInISAGvgj46o1juZ/QhKuGvwJrk9XAevpyJdXSE4sHyIMhAAELkiA2nzBoOMyBE5C4EjTL9lVaxzN/4QkXDX4E1yfrgLW05Evr5CcWD5EGAgBCFyQALX5gkHHZQichIAa+CPjqjWO5n9CEq4a/AmuT1cB6+nIl1dITiwfIgyEAAQuSIDafMGg4zIETkLgSNMv2VVrHM3/hCRcNfgTXJ+uAtbTkS+vkJxYPkQYCAEIXJAAtfmCQcdlCJyEgBr4I+OqNY7mf0ISrhr8Ca5PVwHr6ciXV0hOLB8iDIQABC5IgNp8waDjMgROQuBI0y/ZVWsczf+EJFw1+BNcn64C1tORL6+QnFg+RBgIAQhckAC1+YJBx2UInISAGvgj46o1blrzbwD4gQE5QA6QA+QAOUAOkAPkADlADpAD5MCqOXCk6Zes+bbiZ1rzv6Lz2AQBCEAAAhCAAAQgAAEIQAACEBABNfBHRpp/0WSEAAQgAAEIQAACEIAABCAAAQgsSOBI0y9Zmv8FA4tJEIAABCAAAQhAAAIQgAAEIAABEVADf2Sk+RdNRghAAAIQgAAEIAABCEAAAhCAwIIEjjT9kqX5XzCwmAQBCEAAAhCAAAQgAAEIQAACEBABNfBHRpp/0WSEAAQgAAEIQAACEIAABCAAAQgsSOBI0y9Zmv8FA4tJEIAABCAAAQhAAAIQgAAEIAABEVADf2Sk+RdNRghAAAIQgAAEIAABCEAAAhCAwIIEjjT9kqX5XzCwmAQBCEAAAhCAAAQgAAEIQAACEBABNfBHRpp/0WSEAAQgAAEIQAACEIAABCAAAQgsSOBI0y9Zmv8FA4tJEIAABCAAAQhAAAIQgAAEIAABEVADf2Sk+RdNRghAAAIQgAAEIAABCEAAAhCAwIIEjjT9kqX5XzCwmAQBCEAAAhCAAAQgAAEIQAACEBABNfBHRpp/0WSEAAQgAAEIQAACEIAABCAAAQgsSOBI0y9Zmv8FA4tJEIAABCAAAQhAAAIQgAAEIAABEVADf2Sk+RdNRghAAAIQgAAEIAABCEAAAhCAwIIEjjT9kqX5XzCwmAQBCEAAAhCAAAQgAAEIQAACEBABNfBHRpp/0WT8fQJPf7y9vZr4y9vbU/jhA4HlCYSE/eMpWfn6/Pb2HM75QAACEIAABCAAAQhAYFECR5p+ydL8j4L7HJrZb98GP2pyR0LvdO0p6H0Je5kNsZEOJyNbHmmyX5462XD+ER9rnmRjMPdTP+az2HiW1tzZ3B/Pn2oeyhciUO6PCff1Qm5jCgQgAAEIQAACEIDA+QiogT8y0vyP4m6N9+Y3gaF5/GNCk9A3rPZNwLfQtDYfsyV/SdBcdyfWkKsJdpcvddiz9F8MXAoEzkIAAhCAAAQgAAEIQAACZyZwpOmXLM3/KAMeaf7Lbw3tLwRcc95cz389oC8S/Nzeb6Cfw16ht4+/pX4x48I/fn/ZKxv9b93tt+9q+G2fl+f6G/lmj9f05YF+Wy/71CxHHXnNi5nwVPe1OVsnPY1MWGx7mszmk+eizhtfoth+z8/VbrPNfO3l9vz2tso2uxbUv5mMfG3sC5NiIb/i/OuYk80Vm4K9JlvkOpmwdfyYbou52eR9MdvsPK4L/3zLbOTfiBolcgAAIABJREFU838GOccrXrfz19Y22d/7JwbJiCQTdYUL0m2yPh+LTNahPb3PZb2tCfY8P2W/wl5ab/s/PTs7w3n5vNT18tnmokyYs4/p++P/OnmxMx0dl3ifZE5+j7RT+tf2i3F6TTaHIX4K03zuB+9ziZMtsD2cPWUu7z3iYWJ+v5Iztt1z5SF+tp4PBCAAAQhAAAIQgAAEAgE18EdGmv9RKtkL+uYFPL/UhyG9qOdGw+RtvZqhvvHQXn2DYdf9y//IjnjtJTQFT92sXQuNx0swxv8FgNcRm0wn5220uaJbewUVpekzdW5v75OaFMl7GdNRmiBvct5LTOMezja/1PYTS+mSXGHmbIumPge9OR7eVm+b19Ef27qow/bN+9gauy4/Y3MZzl+ysNkiu3qdjUzer/fFZORnkQ+by4+y/8AmrYmm2LyzK5tXhoaBWxvtcb4WtkFSMsWucM2OfR4WNnlP+dI34T4fio4sI34+H4rOl1afz8fonO3h7O/1lhgUEuk+jdc7WfOlYZplvF12yewvfg72CCaX+6asCxe194hhyTvF0NY/2UZ8IAABCEAAAhCAAAQgUAgcafolS/NfcLqD0ni5a7H5yM1GaWI0373g+8ZDew1lHnnJt72tOel+1DjJhDg6O6yhadZoTqMTlG1q+uLUa20qS0Nm1wKD56faFEvGGiVreHTutk9flgQZ/xmts3m7Xux+qY2TzZkdpamyC/q4dcXWMLenQ2JxdLL3rouTrbPjIBo/RedgL1tn/vSNpM+ncix5jbZ7kFWTG/U81/Oo3OYDsyAy/DQM3FrvSxQMG6jpjDK2Nue7zTdxCefFH7dn3Cf8I5838co6iqwEwig7xVJ7lCW9ns6+323+h0yL0vag8cf0P9V52R/j1cVDvowYWj6PeNSdOYIABCAAAQhAAAIQgAC/+T+aA7vffOhlvVHgmo3NvJtT8yJZrbWxb+D1G0GtHY4vtSkbzoeL1lSUvXPDVpoRCcnGwX6y2WwsX1zY+tzEaL4fbWvp6UeptTE2N97GfBz/dNtdtyZZ+0T5zlbT75t/W9v7LRtNvtkrbjj4p9NRVgyuN3u7xrhcNxlvUz42psbA2+6b+qjTy7q9y7rXIG/XNcpQOw96gvjw0zDK9tjaW/koGb/nhmWYjF8WvGa7nHblfOGiuSyzmw9hL5MxhiUPJWt6vJ/5vOGduWmPMhf2tE/Jb5P1LHWelrX/vrQxLTEM18txkCh8BnuJh7gWuyweT4PcaC3gDAIQgAAEIAABCEAAAvrt/ZFxt//9ZLzf/vHPf73t/byXbbvO62W9UeRe6ksToQWhEVAj3zc82kujRB4ebe/QIAw/NhcaiNFvyjf6ZKNGt2Hx5zU1WL45CcvTf4f9nBsmndtE+FhD82xz4UfneSpdCP9uGt8ysz0oTZRNhY2878Y26rHrO357/s1eW1Xpiu3lm22tG1xvOAVb9Ck6TcZd17yNseH1c6+VZ5kzeTWlwb9wGgTTuuen3BDn8zCkj51rra65sWHg1m7yYyDjZe245FlYW2x2e2oL7V3ipYmXxOdWPoilRolufqNuen3cbO983ssqbhrvMs1KbR/taZfsXHluPvgvKAqr1208xKOsKU6lg8Kyu84pBCAAAQhAAAIQgAAEMoEjTb9kd/vfT6a8dvMfX9Zd42Ev92oKRo2HNU29zMMv/C+pYRoFpN/D7FCzMppTs2JNiI5jgz1qHl0TE5sgJ+N9tL2sEQ9mxs+wwcl7lebR7d371ciHTX0zreZr5Jv87m2TXb0ef246o22dXXZ9xMnrsH38eSMT5rR3tFl6soxyxtZEO83fnFe2Ps5nm3RdjWu4nD55/kXn3Vj2tutubbTH5bBnWmTCpuJvPurYtrI1kU3eU77EfMr7Rhn5FmSa5tux8Hb1LIMJ6ZP1NOfO/l5viZvT2+vfZZpVlvV23vlZGOW15bxb19vlGZqvPsbRt/BPsSvvzQABCEAAAhCAAAQgcHkCauCPjDT/ozSyl/7SqGqBvdS7ZkONTfwteXiJt4/JNb+Rzte0VyPj9orCe/9YM5D3Hy2xpiPaYM1UWOt/C9zo83u8pnVFLpxvPnnNS5iI+zzVFXau5qo0gXm6NEF1eToKG0lfz8gvbeRNptOrJnPP7962sMX9j7NNfkWh1y0nNfHeFx37LxB0TfvFZj74YvGJc+HYPt5e3yjaXGw+/98koxx6r+ZfumWnbzh9DHwDrPw2GcVB9jzl3Le5gDN+om/BT+koMlF5vW7z8s/z8F9IqPnW3tL7mnV5draHdMYxnNun+BKELA7SudkrLY+OlH2Cfy/PYd+wl+dQ5sN+kaHtHdaOeMiGIhP20sfnVbErTFos/LnWM0IAAhCAAAQgAAEIXIrAkaZfsjT/l0oZnD1MIDbxoQnsP9YQ3mrS9uT6fU53npvdMGw+vpHfTJ74wjDW4qDxxP5hOgQgAAEIQAACEIDAcgTUwB8Zaf6XCysGLU1gr4kfNoTOkz05t+SchzeaXZr/c4YUqyEAAQhAAAIQgAAEliNwpOmXLM3/cmHFIAhAAAIQgAAEIAABCEAAAhCAQCWgBv7ISPNfeXIEAQhAAAIQgAAEIAABCEAAAhBYjsCRpl+yNP/LhRWDIAABCEAAAhCAAAQgAAEIQAAClYAa+CMjzX/lyREEIAABCEAAAhCAAAQgAAEIQGA5Akeafslevvk3APzAgBwgB8gBcoAcIAfIAXKAHCAHyAFyYNUcUAN/ZDTfVvx8+8c///W29/NeBq/q/Hv5d2+fq/t/j897zsP6PWl+jb3Iia8RR7yAAAS+FgFq89eKJ95A4CsRONL0S3bVGkfzPyFTVw3+BNenq4D1dOTLKyQnlg8RBkIAAhckQG2+YNBxGQInIaAG/si4ao2j+Z+QhKsGf4Lr01XAejry5RWSE8uHCAMhAIELEqA2XzDouAyBkxA40vRLdtUaR/M/IQlXDf4E16ergPV05MsrJCeWDxEGQgACFyRAbb5g0HEZAichoAb+yLhqjaP5n5CEqwZ/guvTVcB6OvLlFZITy4cIAyEAgQsSoDZfMOi4DIGTEDjS9Et21RpH8z8hCVcN/gTXp6uA9XTkyyskJ5YPEQZCAAIXJEBtvmDQcRkCJyGgBv7IuGqNo/mfkISrBn+C69NVwHo68uUVkhPLhwgDIQCBCxKgNl8w6LgMgZMQONL0S3bVGkfzPyEJVw3+BNenq4D1dOTLKyQnlg8RBkIAAhckQG2+YNBxGQInIaAG/si4ao2j+Z+QhKsGf4Lr01XAejry5RWSE8uHCAMhAIELEqA2XzDouAyBkxA40vRLdtUaR/M/IQlXDf4E16ergPV05MsrJCeWDxEGQgACFyRAbb5g0HEZAichoAb+yLhqjaP5n5CEqwZ/guvTVcB6OvLlFZITy4cIAyEAgQsSoDZfMOi4DIGTEDjS9Et21RpH8z8hCVcN/gTXp6uA9XTkyyskJ5YPEQZCAAIXJEBtvmDQcRkCJyGgBv7IuGqNo/mfkISrBn+C69NVwHo68uUVkhPLhwgDIQCBCxKgNl8w6LgMgZMQONL0S3bVGkfzPyEJVw3+BNenq4D1dOTLKyQnlg8RBkIAAhckQG2+YNBxGQInIaAG/si4ao2j+Z+QhKsGf4Lr01XAejry5RWSE8uHCAMhAIELEqA2XzDouAyBkxA40vRLdtUaR/M/IQlXDf4E16ergPV05MsrJCeWDxEGQgACFyRAbb5g0HEZAichoAb+yLhqjaP5n5CEqwZ/guvTVcB6OvLlFZITy4cIAyEAgQsSoDZfMOi4DIGTEDjS9Et21RpH8z8hCVcN/gTXp6uA9XTkyyskJ5YPEQZCAAIXJEBtvmDQcRkCJyGgBv7IuGqNo/mfkISrBn+C69NVwHo68uUVkhPLhwgDIQCBCxKgNl8w6LgMgZMQONL0S3bVGkfzPyEJVw3+BNenq4D1dOTLKyQnlg8RBkIAAhckQG2+YNBxGQInIaAG/si4ao2j+Z+QhKsGf4Lr01XAejry5RWSE8uHCAMhAIELEqA2XzDouAyBkxA40vRLdtUaR/M/IQlXDf4E16ergPV05MsrJCeWDxEGQgACFyRAbb5g0HEZAichoAb+yLhqjaP5n5CEqwZ/guvTVcB6OvLlFZITy4cIAyEAgQsSoDZfMOi4DIGTEDjS9Et21RpH8z8hCVcN/gTXp6uA9XTkyyskJ5YPEQZCAAIXJEBtvmDQcRkCJyGgBv7IuGqN+/Y//9//vvmff/zzX2/6ea/4rOr8e/l3b5+r+3+Pz3vOw/o9aX6NvciJrxFHvIAABL4WAWrz14on3kDgKxE40vRLdtUaR/M/IVNXDf4E16ergPV05MsrJCeWDxEGQgACFyRAbb5g0HEZAichoAb+yLhqjaP5n5CEqwZ/guvTVcB6OvLlFZITy4cIAyEAgQsSoDZfMOi4DIGTEDjS9Et21RpH8z8hCVcN/gTXp6uA9XTkyyskJ5YPEQZCAAIXJEBtvmDQcRkCJyGgBv7IuGqNo/mfkISrBn+C69NVwHo68uUVkhPLhwgDIQCBCxKgNl8w6LgMgZMQONL0S3bVGkfzPyEJVw3+BNenq4D1dOTLKyQnlg8RBkIAAhckQG2+YNBxGQInIaAG/si4ao2j+Z+QhKsGf4Lr01XAejry5RWSE8uHCAMhAIELEqA2XzDouAyBkxA40vRLdtUaR/M/IQlXDf4E16ergPV05MsrJCeWDxEGQgACFyRAbb5g0HEZAichoAb+yLhqjaP5n5CEqwZ/guvTVcB6OvLlFZITy4cIAyEAgQsSoDZfMOi4DIGTEDjS9Et21RpH8z8hCVcN/gTXp6uA9XTkyyskJ5YPEQZCAAIXJEBtvmDQcRkCJyGgBv7IuGqNo/mfkISrBn+C69NVwHo68uUVkhPLhwgDIQCBCxKgNl8w6LgMgZMQONL0S3bVGkfzPyEJVw3+BNenq4D1dOTLKyQnlg8RBkIAAhckQG2+YNBxGQInIaAG/si4ao2j+Z+QhKsGf4Lr01XAejry5RWSE8uHCAMhAIELEqA2XzDouAyBkxA40vRLdtUaR/M/IQlXDf4E16ergPV05MsrJCeWDxEGQgACFyRAbb5g0HEZAichoAb+yLhqjaP5n5CEqwZ/guvTVcB6OvLlFZITy4cIAz+cwF9vP7//ePvT9Pz18+3Hz78+WONsfR/sDtt/CAFq84dgZVMIQOAdCBxp+iW7ao1boPm3l4S/v/397/rJLygxcH++/SjXNZ/HH/E1pob3zx9hj+9v/TvNnz86ubifdNj+Oratsr7vP9/e89VoN/jhJez7wGaz5K+f39/+3thxj9Ov+rHDtudqxpzos8taPuzkiaYZvx6BcU6k/B+me8wRfz/l+9HVIi9nNaY/H9UiTzbe326/VP+29csate+bda1ttm+sc029kLbRfd7q6W3pffHntmta39pwaw9Zsjf2st/7Il501lr+u2tkw/i5YPu3fmn9lxhjXpuPbfw/zLfZ+j7METb+KALj2nxL26iehZzui5S2sPo5qIttze7erfz6pv762rAnY9cfu7+s7vk61tdB75OvV2NXjYu3TwC211s9j9mq3frR2zV+h/cSW1tstufQ7ul98rF3du/EWJr399OKrQ0NozHw+MxtpnZzJT+f83Pcx7x9vntfq22PHjU2l3cGx6nbyLg09tt8z7LU8PTs9es918anPRm77jdo7Nm7n7JNxZ+/798zo717f8J2u3YP4qcG/sj46zWuAfNhJ5/c/KebuYlZTBzdBONiEaK3SaI/f3x/+xF+miTMgW72D9fiTRIvtvtbUvTy70F+N/gxMYPN/mFjCjfXf43Tb/kRE3+/ULwHhxl77LLOyvfyZIZt6PgcAuOcsHvK7j3VGtkWroeXt+/uRSo+LJoi0t6PNl+mrTb197O2vjFudeTFsRa0X0bG+tXoMJt/RLu3fXPys15vX063em/4Fk1K875JvrfHDbcHX1rkl4ACdPTFxu+t8XY0MSsT5lufD2WSAwhA4J0JjGvzLyi5+d7S1rqya3zHrDXb6ql/77PakM5TnSmlyNX2fZmgZVCzi24dRLulJ10c16T0vlrtG/sUa/Cmdm1rdaimTY2r78Iy7MiYeFVb272G/vUcund7b1+NS9g3ytVa3cejaL6xX1nT29Dt3ejNQol3zaFgUPwl5ihXYr9Sntd+nT8OG7v8KrYdOIg2FoO6jTouaTbZU99f2lxpmDe2ej9uyAQlZtPIpD5+nnkj42PT2BA3b+7jZG/40qKwT2vqubfbH9d1R5p+yR6uccGcj/h8avPfB1wO1sB3iVQXdM1/WGcB9omR1zaJI3lbFxPC7++PtfB9xt3gZzt+hi8t6st5KvY/fsrGvvhXm8acdvwoPld5f1T38lfPd7zLOrqykycxb9I3m+nba3uo5ELovnG0ufRgM8Z1vS9mxrF+A6642l46TrJJxu3jN9FfoEQdkkuxqPvXB5/NbK5v4m26skzvr3THB8JP95c40uHtT3Zka8KerX1+dpXjcU4kHj/Di5/cj/YGBt/Dvdew8g8POeUePMZee/hjLe1fuOr1fBTjIdbd7CaOYb6/Fm3+K1wOfy0kQ8o25qePkYtlv49kdnyzafPvV/lo283o9LRzzub3WtMq2HkJqfdIjKPVYN3n4toxi8yVH2ZrWK+lpjLOu2s6jzVCcrHWhBj9TPK1ziSjzZZUU2qO1DxLdSrWJdPvlEe5eO5inowa/8WZ9y36EvTlaz+LDT6XjJdsC2Pvj/58zvZocjD5xb8QGNdmx8XnpLusQ8vxvWYz3OTN/ZBk0j3+I8i5W0Xb5SVBruSyn6r1wV+Nx6bLydT7c7MyXEj3Y/vLqu4edWKtj+l+b2yPfoYvf/V8N9l4z5mPnc0bJt2807s9vLO2Y9DID+M44tBIZT9q3auzPa87tkkwcvH7PWBDwyzxtzp7O8b79tgzYJyz+zIy34839W/89JI9uzQX7foR3n9cHnuplLfj+2bfp8Sr5OswD1ot8azk0paJ/N7o9HubvD1z/qx91EBLfD7fioUa+CPj3Ro3MmzCtU9s/rukGDq7DXxc1tyMVh90M233VKL47e1aekmq+9c9/Mr3Od4NvpI1+FMT0HyoL13hlb79RnFo0gN+SNdI3ub8g2O05iTXdlkH+2uMO6YdG1tXX6K7tTkeJV6RXX4hLgUrwap5ZnukNdUGNVL2hlznVWDb/fPDyu3v94kvOblg1+u2p3vIlXum86e3v29UYtX29vlEsLzzzYCfW+d4nBP5njH/y5PJYmL+tPdTzYWxT6XGdHlUV9f96rV6ZPIl3vVyOhrsaTGuJrvYxFi6mMcd+hjV9bbPw77ZXpZDsU5Ufx7ZIzmy/bfm6v7ce63pNZSYNRPVr3jvlpro7pkmHrbeNb3x/gzPohKcJFe+ECj8ktKoo9xfbp/45d+2pngWxf5yX4c9/XHMBT3nasxNc/JtcN8W39z6vE/Jz+hj+ksU26dcz19YJted/C19ZgyfSxMY12aHpOSku6bDmJt9vdNkyvNyK+bLum801tX1aLemudyvq9PRRsbfi91i3cca03SoJeEdoXzZWGpPmA171fusvbfCZG76NXbKyny+vrHL5Aa1oN8mnu/psEmza9wYxtnyjh43iv/If411xh3tMR/E/lZMy47dftKtsaxzB22dqxM39XV6qtQNTrsyVdof3dK/Z3OUH91TuqbRKyrHe7lywyf/LEvKy7tw2XZwYPHoezQtk2+bmA1yIn4J9htfZsRnaZA70vRL9m6Nk2OTx09u/u8VnZ1iYzdJqeqWePUBEJPGBdsSJf3WxI1l3vZP12txff8I7Aa/3GjBDtlk18y3Mmf+PcJp7Efk4X87k48LvuCubqb393z+jrus48NpJ08K62RvW1S6wmZr/YP5Br/IPoJWDH0+2/Egrjv72zZ7cdq7bvoVZ1uj4zYqzo7Nw0f2yv5WMr14DHzol33y+TgnvG/Ki3At3oeas9swvJD5P8sZ+GJsY43RPaw1xnNw7zX7DeIt8TjGeVe7+npl8yWwKVeb/W88fB/1LW1vTJRDv8an8ced7OWtLZFt77XGqY2H4/uh+rXRq2eO8c5xjnu4v9CKLww/7C9ncj7FteE3cvmleLNnjK2t7WrMA/4n+7v7Ujbqy0T7S4IYPLcurjEbB/etfCv7REO6euf2aqB6H9yaW/oaeU6uSGBcm9P9P6qdpdQFWJv7qQHoclDXld9Z1u+lJfG9q3u+p+dcqsEPyzhdZe94UGuMaly8XGqBVod17nliaxOP9r6te9R9tUMa2+txn8YJm2/3bOXDmd3D955jtsbZ2++R6pW/Wu2qPvh5Ox7ZluqM2dM+5+ozo9+lnvf73bGh+K33g7qTHW19ildLT9FgDlMlhhtOZseN/LJty6eubWLi99zkUhFOB7Emt/+bacWX3bxN/o6YRzu8fqdudI8WXW5dc+jt98d5Udmz88Ou+/8cMS7f8efRWKiBPzLu1bjG5084+eTmXy+Te57Xm7NZ4YNeblD/glyL2e1E0/65oPR3a6P09092g18Ssz6oir3N3KOcbvhR9uv9MAaVVz97tvNd1rfyxNg0Dzdf7BPTkhoDjs3Dq98rCua4NJyVex3hXj7bZUW35EYnsnc9vshE/VtdJlMfHjn+/r6KOiQn+6tMegicI3fGOSHf6kO8xrHOxYdECX4HPp+Kf3qg+NzR+rqfrmi8u/8g39ILaopZG8ccn+ZB3MfIYplk7+oORsq3qKdwqP48sod87UeT7V8mtEZzGnXdj5rT6Od0vDcnv7QujdWvzbzuDcWjH22DvKbIhvPvP/8MvFP9LteLUumrMdGU7N7KpBV23e7fEhK7LBv7UV8G/CU9GqUtj6o9Pn/kZ1naypqdtY7IHq3px7IJBxCIBMa12cHZ5J/m+rqm6xr7eeVimh/fV72M9tJoeyjHdW1HZsdur1f3uHZqx7qvydQ66WxodNj6B549qg1FWdVTLu0e7OlIz4lqY7+BszlP3eewlel3bbnca/63+923IWs0zgO2Xr63LVgzyJXi/M4XJTdktgrKs7mfijW5eTC0KzbzPieanKpyG5k6lY5sD//cCFf3ZG5z6/Nxm3M+7lGHvjjxX8TLvh1/NB2fmZ3daS7F4kjTL9m7Na4YM/fgE5v//Zu1Bncb+IjHJesokap8fXkdY3X7xxu8L+xjqV+9uht8l5iWxHv/LW2a039AWbVXPx/ww+mqO4SjwU3bzJ/sZI/1zTzp2TRMuoIc86R9yCoOqRDVuXgei7DtYQ2XRoNqMctNt2fc2+LmpMddiod719MDKNjj7pek179MODsav21r5ZW3W9fNdicbLVnzn3FOyDdzMzy4fvjfhrq5vXg4VjW3Uq7Uv0oSD7efLsUxrb/xnLYiWX7TXEUVj9G+ds3nVX8u2bDbcO9wvfftR+DTvPw4vQ/sUe3ujvZk/b3xXms61TVmfqL6tbmnYo7Uv8iy/wY+3douPlqTx/SfkNQYb/Y03yLXukbWqOZvZPIC2a8xXo56XR7LHjX/o78EkEIbxVqjrjWxV/4km2uuex/ymnv6vG6OL0lgXJsdCp+L7rKvUf5yPVae5ivxXqtfXusLq9qw2r1///2vvR9vyAztTuulu4zDB4BqkY2+ntttGr5wCzLpfaP3qV1bn+GZQ6kJIiU9Or817q3d2tjv0tSpWN97u8N54ZBqSY1Nv1s6FwfNqmbqvI6j/czmWzZU6cSw52qPydv50uaK2y/mYn1PdDNxz3t+a/1Yf/K1oNRiP3Y5YPuUXCxMqn2R87BBdpt2Pt2SGdtte6WYtLZvc25XvvMrWje8D/ftdjMxFmrgj4x3a5xXOvH4U5v/YbAtgOVlYxv4yKYEOcyPktLtsZsoaaNQALokd+fvFYfd4PvEjDePK4B+bnRTOB8Tx9/zoy+g7+XzZ+0zZn0nTxrWwXJjW/KqL6bdgyTGLT0YLNdq4bbcVTxNJj88nK663uvo9vffIDu7mrjtXQ+uxHX+pSba2+dKti3mVH2gVR3O/hhY881kNH5WtB/Tu5sT5V7PsSoxt/PKyOJUX0xMZ1qvh1RTYyLfyvC2hQ/wc/lS9lIMQ7xqvpXZ+NCK9oYvm8LfizS+hIyouWiePOCbvRjI16Sl3fPeHtWy7VGULdxtPuW/5/1ea7x227P1yWarX1FnyYFkU1yf41vqg4+P3T9xUdgn3O+bxj7eX6O8yj4XDmaHuyfz9Xo/prgl+6vNsW6VmmPuyJ68v/bscqBwcb6Yrphb2d+SZ7ZntMfZGNGF6yVPHtRXFHNwVQLj2nyfhr8X9laP7/G0upmLOZ7vt2azLsf9fbMrkzco916zYXNS7jG7Wu6rvMT2zwUqfYlYRc32cj+Wy64OlGt20F/vznu9jeyDJ5FFrWsjqcbXbkE7Z/aNarOrwVm+iWG41p+nZXv7tUY0NvRMzL9Sm6tcq8/0+Bwye9O57e2fZ7Uu78tULb961O85kN/xJ67s5szHxva83b5PKQ4jmSRauTSWxRzy/OrsLucuTmZTvmWqcOfPvt09t2TnkaZfsr9b46oTH3P0yc2/OWXQQ4KVH19EbM6fZwgW9BBlC+S2CNqaWijaxMnyZej3T3Llxa6sO3awG/wmMavNUVszZ1d+hdPjfhifMcNjPn+W9Ij13Tz5D/sNnM9B//Dp4hIda2NRCk4sYNon5G0pTrZHLWyVudunbGIK3PVgl4+PyaZ7pb0v9q6Hm2TzJ2t1re1d/yw5PZTCf6MsFuWBl/NJ14tNZmf167Nifk/vKCcS48qwxkT861y8Urgn/j5cJuvP4wPmES6D2Gx8aXJKsTfmbU41ctpXst44/wKbhXw+1AYuTca5Rt6uW9x/jY/P4ay2DImXfGvzXYvea43262OWrle/4nz8i4dkV7E/MnU5b+e6T/JzSc9XxzGhAAAaSUlEQVSf9ALU1o/GD8nlmNj/+reegx55jU9l7u2Pe5qA6fdx6ewpPgxyIPrvfYkxDn7+l/mX/ncL+rrT+BL0m01JR/L5rj4Fg/GyBMa1+T6Omms31pb8367x948d674ro+5N1dD87NN9eVMmqPP7b7WnK3b/1HskVA1rEvWMlf64tHv+yohm41q7mst3a3WtZaWOtBvcPzPOjb0Dkaa2tPOeQ8NALEpNMx9rrDy70TPJtNzer9rhbdjK1bpbJQYx3skVk2nyxbPak4nXx3q9DZvjh+TuvDvIvs425abSb+jTHZn4Pqr9nfHNXoqx1sXn2jjuXq7Nh7y52aN98iUv0+RtZ7v5qQb+yPi7Nc7h+ZDDBZr/D/FrqU1XDf5SkN7JGFi3IOPDT9W6ndqe3XhZ2i4+zxVy4pNjFR6qP+78jyZ+soUb9faC8OhtsxH+5Qs3XsZ+ea93Fhi8PL2zBra7MIGPrc2fdF+d9p4JzfUHFr2PrKl98/4Vbqk/w5fP7f8s3zt69Unveh+ZA+9Ip2x1pOmX7MfWuGLqLx/Q/P8ysl8XWDX4v+7J+hKwrjFK33D+wgPkkx4I1eKPOSInPobro7v+Ff7b75P1/g/95u5R/++v+6Qm5b5h9quzzW9OHhFjDQQeIfDhtXl6/i58L98LSHj+f2DvH7Tv/XXCPcPuzE+P8R173mX6Y7+IMROnN+InfL9UA39k/PAa95v5RvP/m+B+RWzV4P+KD2dZC+uzRGqeneTEPNZoggAEIPAoAWrzo6RYBwEIzCZwpOmX7Ko1juZ/QjatGvwJrk9XAevpyJdXSE4sHyIMhAAELkiA2nzBoOMyBE5CQA38kXHVGkfzPyEJVw3+BNenq4D1dOTLKyQnlg8RBkIAAhckQG2+YNBxGQInIXCk6ZfsqjWO5n9CEq4a/AmuT1cB6+nIl1dITiwfIgyEAAQuSIDafMGg4zIETkJADfyRcdUaR/M/IQlXDf4E16ergPV05MsrJCeWDxEGQgACFyRAbb5g0HEZAichcKTpl+yqNY7mf0ISrhr8Ca5PVwHr6ciXV0hOLB8iDIQABC5IgNp8waDjMgROQkAN/JFx1RpH8z8hCVcN/gTXp6uA9XTkyyskJ5YPEQZCAAIXJEBtvmDQcRkCJyFwpOmX7Ko1juZ/QhKuGvwJrk9XAevpyJdXSE4sHyIMhAAELkiA2nzBoOMyBE5CQA38kXHVGkfzPyEJVw3+BNenq4D1dOTLKyQnlg8RBkIAAhckQG2+YNBxGQInIXCk6ZfsqjWO5n9CEq4a/AmuT1cB6+nIl1dITiwfIgyEAAQuSIDafMGg4zIETkJADfyRcdUa9+0f//zX297Pe8VnVeffy797+1zd/3t83nMe1u9J82vsRU58jTjiBQQg8LUIUJu/VjzxBgJficCRpl+yq9Y4mv8Jmbpq8Ce4Pl0FrKcjX14hObF8iDAQAhC4IAFq8wWDjssQOAkBNfBHxlVrHM3/hCRcNfgTXJ+uAtbTkS+vkJxYPkQYCAEIXJAAtfmCQcdlCJyEwJGmX7Kr1jia/wlJuGrwJ7g+XQWspyNfXiE5sXyIMBACELggAWrzBYOOyxA4CQE18EfGVWsczf+EJFw1+BNcn64C1tORL6+QnFg+RBgIAQhckAC1+YJBx2UInITAkaZfsqvWOJr/CUm4avAnuD5dBaynI19eITmxfIgwEAIQuCABavMFg47LEDgJATXwR8ZVaxzN/4QkXDX4E1yfrgLW05Evr5CcWD5EGAgBCFyQALX5gkHHZQichMCRpl+yq9Y4mv8JSbhq8Ce4Pl0FrKcjX14hObF8iDAQAhC4IAFq8wWDjssQOAkBNfBHxlVrHM3/hCRcNfgTXJ+uAtbTkS+vkJxYPkQYCAEIXJAAtfmCQcdlCJyEwJGmX7Kr1jia/wlJuGrwJ7g+XQWspyNfXiE5sXyIMBACELggAWrzBYOOyxA4CQE18EfGVWsczf+EJFw1+BNcn64C1tORL6+QnFg+RBgIAQhckAC1+YJBx2UInITAkaZfsqvWOJr/CUm4avAnuD5dBaynI19eITmxfIgwEAIQuCABavMFg47LEDgJATXwR8ZVaxzN/4QkXDX4E1yfrgLW05Evr5CcWD5EGAgBCFyQALX5gkHHZQichMCRpl+yq9Y4mv8JSbhq8Ce4Pl0FrKcjX14hObF8iDAQAhC4IAFq8wWDjssQOAkBNfBHxlVrHM3/hCRcNfgTXJ+uAtbTkS+vkJxYPkQYCAEIXJAAtfmCQcdlCJyEwJGmX7Kr1jia/wlJuGrwJ7g+XQWspyNfXiE5sXyIMBACELggAWrzBYOOyxA4CQE18EfGVWsczf+EJFw1+BNcn64C1tORL6+QnFg+RBgIAQhckAC1+YJBx2UInITAkaZfsqvWOJr/CUm4avAnuD5dBaynI19eITmxfIgwEAIQuCABavMFg47LEDgJATXwR8ZVaxzN/4QkXDX4E1yfrgLW05Evr5CcWD5EGAgBCFyQALX5gkHHZQichMCRpl+yq9Y4mv8JSbhq8Ce4Pl0FrKcjX14hObF8iDAQAhC4IAFq8wWDjssQOAkBNfBHxlVrHM3/hCRcNfgTXJ+uAtbTkS+vkJxYPkQYCAEIXJAAtfmCQcdlCJyEwJGmX7Kr1jia/wlJuGrwJ7g+XQWspyNfXiE5sXyIMBACELggAWrzBYOOyxA4CQE18EfGVWsczf+EJFw1+BNcn64C1tORL6+QnFg+RBgIAQhckAC1+YJBx2UInITAkaZfsqvWOJr/CUm4avAnuD5dBaynI19eITmxfIgwEAIQuCABavMFg47LEDgJATXwR8ZVaxzN/4QkXDX4E1yfrgLW05Evr5CcWD5EGAgBCFyQALX5gkHHZQichMCRpl+yq9Y4mv8JSbhq8Ce4Pl0FrKcjX14hObF8iDAQAhC4IAFq8wWDjssQOAkBNfBHxlVrHM3/hCRcNfgTXJ+uAtbTkS+vkJxYPkQYCAEIXJAAtfmCQcdlCJyEwJGmX7Kr1rhpzb8B4AcG5AA5QA6QA+QAOUAOkAPkADlADpADq+aAGvgjo/m24mda87+i89gEAQhAAAIQgAAEIAABCEAAAhAQgSNNv2Rp/kWTEQIQgAAEIAABCEAAAhCAAAQgsCABNfBHRpr/BQOLSRCAAAQgAAEIQAACEIAABCAAARE40vRLluZfNBkhAAEIQAACEIAABCAAAQhAAAILElADf2Sk+V8wsJgEAQhAAAIQgAAEIAABCEAAAhAQgSNNv2Rp/kWTEQIQgAAEIAABCEAAAhCAAAQgsCABNfBHRpr/BQOLSRCAAAQgAAEIQAACEIAABCAAARE40vRLluZfNBkhAAEIQAACEIAABCAAAQhAAAILElADf2Sk+V8wsJgEAQhAAAIQgAAEIAABCEAAAhAQgSNNv2Rp/kWTEQIQgAAEIAABCEAAAhCAAAQgsCABNfBHRpr/BQOLSRCAAAQgAAEIQAACEIAABCAAARE40vRLluZfNBkhAAEIQAACEIAABCAAAQhAAAILElADf2Sk+V8wsJgEAQhAAAIQgAAEIAABCEAAAhAQgSNNv2Rp/kWTEQIQgAAEIAABCEAAAhCAAAQgsCABNfBHRpr/BQOLSRCAAAQgAAEIQAACEIAABCAAARE40vRLluZfNBkhAAEIQAACEIAABCAAAQhAAAILElADf2Sk+V8wsJgEAQhAAAIQgAAEIAABCEAAAhAQgSNNv2Rp/kWTEQIQgMAXIvD//J+3N/18IbdwBQIQgAAEIAABCFySgBr4IyPN/yVTB6chAIGvTkCNv418IAABCEAAAhCAAATOTeBI0y9Zmv9RDjz/8fb2/NrNhPM/wvX+creK05MTeHl6e/v2zf2Ecz7rEHgKsXnpzQkXvp3s3uxrjJ1b3plvOm7y0HLS+ejX/PHcA4nnNP9DLFyEAAQgAAEIQAACpySgBv7ISPM/Cn3/Yh7XvNL8j1h9pWuvoYl6su6Lz7IEvmLzb3n37akiv1d/+vXGZJC3NP8VKUcQgAAEIAABCEDg7ASONP2SpfkfZcG9l2+T8b8h3vnNW7PGfoundfHl3X6Tpx/34r+7b2hKy3qTc78F3JNpGqXXoD/IhW3ix8v4xiNPpyHLRL1PecauOd22obfFdBY787qep63RX1Z4O8THNO3Zbuz8Otu7nJttTn8wbfwxmwfrnp8Cn2c3F871MT1eRsx8LH0D1q8PKoe/0Y22h8myt2Pr99Z81PHaxUBGhnGPmy3xNhVmWUb7x+u2v+OjWNke5dOtifJPebabK/LddS/j8yBedxyKznDQ+KeJl8DPrfd++piYrPzsdQxlBvYGVeljOt1+5XqYHe4luTzaGnHxxzbdn0cRsyX72M/HPHnKG9eB5r+y4AgCEIAABCAAAQicnYAa+CMjzf8oC/qX67jGvXzHl+2u2fBNhva0hsZft+bDXvhN3jdfps/W3dw3zKvhtP/2QI3ALZmmUTKZoD9sM9Tj7ZH9ssvOCxOnO64LG6rxMn/9Pqbf/CqyeWPPQbLSIV63bC86THfQoXPp6+3KatPwmjio8fL8TL4wDqvN7ri36XHxjl94PIUFea8wnY7zmrinzedP2cedy0/t0diTZW0f+WaiJZ9ew3VvT97Xhj1usbl2NnlWjUzeo9j3khiHof30Nti6p7TE7x1Z5bzzeRtXSsb20hqbsPNH/EvqYlIrPiM/xbbx0+nYlXFrolnP2Ue7HuzVvj6HdveSrXks98RL5aYlZU4XbOxs8VOm0+dJnqP595A4hgAEIAABCEAAAucmcKTplyzN/ygH7OXb/1avHOeGxOZLc2QbDF7g4+XwUu7Xqfnomzq97N/cN+goL/ivtTm6JSN90UeTyQ3WUGan2Yqy4Z8i43THuWCXGi+t1SgZG9Uo2ZzZZeea13rPcc92zy7u85y5DOzo9Zqe2Kg9FY3xQPZoLLPa87XyjnN2vdtDTXyY2nz65sz7vWeP7eN9tU1tn5hPr509TuMet943r7eRCYr7eHp7i6reBpN7MiNvyO/JBLHGhn5dUdqt03Wnc+Sn7ps9HbsynR2Kh2cnE7SHRl2XjM41GtNYV550pY6jvN1r/vsvG+ou5X/p374E4AMBCEAAAhCAAAQgcG4CauCPjDT/oxy49/JdXtxDE9t/MeD3iy/mbo2akNg8uOtqJG/tazLliwTXlNySsUak2JePX4KBG//cft7+eBwEmibF1vb7ui8Oet/M5r75VYP0O7armepH/Ya597cwy45JzvspHmZXMLd+zFf51vv9VJcpzo2usJG3RbE3KdOntT0vydiXI72tpifKhbk+BkFd/OzFfONbEFDeNXPuet6yfumgCzaaDWJj55LTaNfyp7F7JJPXNbb7ddoojI2tum468/pmD+XpU1rYyL5W+3dlbI32yGNQtYmL7e5zSDEsY9afrEj/an3Mnc5Xzfn1G95hMubOYO8sx2/+G4CcQAACEIAABCAAgVMTONL0S5bmf5QC916+h/ODjUrTk+dMzpq3UVNnzeGtfW2v8tvz19q43JLZNDu5uZUdxeRgk5qncq07MP2xgXW64xIna/uqobQ5r6dvsPSb/+JTp2/PdrHTvM5L89nt05+OGibba2iP863osQ3t+lO/c2pMbZ++oSvssojn0uzbbdnP2T6l+XcNo/dJXOJWwRb9tYd8lIpdmZdtLnh7Jb9pRk0u2BfZONtsfZE3e/ycZGyRP+7X2Xz+NP7posnmfYfzI1mnY1fGrYlbZD3/+byNv/ju7iVb82hMlPsm0385pLki1tsSJgrXsqg5oPlvcHACAQhAAAIQgAAETk1ADfyRkeZ/lAL+xbzMu5fv2Di5JsY3UmV9OCjNWr6ol3Vb71/21Rzu7ut0x63c+a5MWNg0IiaTm/9exuzy9mRzG3nZOGz6XONVmpaX0CAFffoNt/a0UY1Sb0c8f0orb9rumiWTke0m4/VJj9cd7Q/rZKe3wes3GcXLjht7zDezU6MtCB/p83LSJxtt3Whe9mh92Hr4JdHvNv8WP/+FhWfV+Jb9KBzNx8DL7Gk+r4G7uwc8C793vC75GzLGpGHg93aKe1vjlNmY1/d+lrwNCxtZZ8uujFvT6LHrOzm0u5fzwQ4bf81+t18zJ7neFl3fH2n+99kwAwEIQAACEIAABM5G4EjTL1ma/1HUH3n5ji/54YU9/mnvTqPSrLG1eV1sMiWbx/D+Hz+NTF5vTUvU049P+zI2s2l2gvxQT94n7Vb/beyUj6+Dpm/kV9jTfPFNr3Y2u9Tojfy1dXu2+2bd1tl50WG2OUalgbWF/vPS8gyn5dPY85Qub/ww+TxnuaLYFDtsXnaE+Zfnut52NJnGNr8+s5Edfp1di+evrZ+mK2wRP3vcbHJoa7jeyNjCbn/FyqbKx9bkuMdrwQAxGcrbvDF5KjtEo+08xtRff+32diJma2HbHYu/9zPqs/1srbe307GRMZ2Sc3pKPF5aO8Jp+Qz3KrPpwNZ4roq37dPPRQmzxduf1xV70rYxlnlfmv/MhAECEIAABCAAAQh8AQJq4I+MNP9nSIRNc2ZGW/PxdAbrsRECH0+g+RLo49WdQQPN/xmihI0QgAAEIAABCEDgMQJHmn7J0vw/xvpzV9H8fy5/tK9PgOZ/EyOa/w0SLkAAAhCAAAQgAIHTElADf2Sk+T9t+DEcAhCAAAQgAAEIQAACEIAABK5A4EjTL1ma/ytkCj5CAAIQgAAEIAABCEAAAhCAwGkJqIE/MtL8nzb8GA4BCEAAAhCAAAQgAAEIQAACVyBwpOmXLM3/FTIFHyEAAQhAAAIQgAAEIAABCEDgtATUwB8ZL9/8GwB+YEAOkAPkADlADpAD5AA5QA6QA+QAObBqDoya/r/97W9vez+j9ebbip9v//jnv972ft7L4FWdfy//7u1zdf/v8XnPeVi/J82vsRc58TXiiBcQgMDXIkBt/lrxxBsIfCUCo2bero2a/721q9Y4mv8Jmbpq8Ce4Pl0FrKcjX14hObF8iDAQAhC4IAFq8wWDjssQOAmBvYa+/wLg1rpVaxzN/4QkXDX4E1yfrgLW05Evr5CcWD5EGAgBCFyQALX5gkHHZQichMCtpl5fANxbs2qNo/mfkISrBn+C69NVwHo68uUVkhPLhwgDIQCBCxKgNl8w6LgMgZMQuNfYPzK/ao2j+Z+QhKsGf4Lr01XAejry5RWSE8uHCAMhAIELEqA2XzDouAyBkxB4pLm/t2bVGkfzPyEJVw3+BNenq4D1dOTLKyQnlg8RBkIAAhckQG2+YNBxGQInIXCvsX9kftUaR/M/IQlXDf4E16ergPV05MsrJCeWDxEGQgACFyRAbb5g0HEZAich8Ehzf2/NqjWO5n9CEq4a/AmuT1cB6+nIl1dITiwfIgyEAAQuSIDafMGg4zIETkLgXmP/yPyqNY7mf0ISrhr8Ca5PVwHr6ciXV0hOLB8iDIQABC5IgNp8waDjMgROQuCR5v7emlVrHM3/hCRcNfgTXJ+uAtbTkS+vkJxYPkQYCAEIXJAAtfmCQcdlCJyEwL3G/pH5VWvctOb/EUis+d83GMCAHCAHyAFygBwgB8gBcoAcIAfIgc/Jgf/+7/9+O/pD8/+/nxM8bhq4kwPkADlADpAD5AA5QA6QA+QAOUAOPJIDRxt/k6f5f4fm/9///d/f+IHBe+bAIwWANTwoyAFygBwgB8gBcoAcIAfIgWvkAM3/wf8+w775eI+b5T2bPvbiSwTLgffIS/a4xoOAOBNncoAcIAfIAXKAHCAHvn4O0PzT/PMXB1/0ry4o4F+/gBNjYkwOkAPkADlADpAD5AA58GgO0PxPav7/7d/+7eZvYvltPb+tf+8ceLQIsI4HBjlADpAD5AA5QA6QA+QAOXDeHPjb3/52s9dUbGn+JzT/1vjT/NPcv3dzf28/3eSM5y3kxI7YkQPkADlADpAD5AA5QA7cywFr/h/5AoDm/4ObfzX+NP80//ea9feev1ckmOdBQg6QA+QAOUAOkAPkADlADpw/B9T83/sCgOb/A5t/3/jT/NP8v3dzf28/Cvn5CzkxJIbkADlADpAD5AA5QA6QA/dywDf/t74AoPn/wObfguS/ALgVtHuNHPN8efCrOXAr35jjIUIOkAPkADlADpAD5AA5QA58jRzwzf+tmNL8f3Dzb/D1BcCtQPxqY8d6vgy4lwO38o25r1HoiSNxJAfIAXKAHCAHyAFygBxQ838vF2j+JzT/FgT+7J9m/V6z/t7z925+5nlQkAPkADlADpAD5AA5QA6QA+fPgVt/6u/jS/M/qfn30EfH7934sR9fNozyjGvnL+7EkBiSA+QAOUAOkAPkADlADvxODtD80/y/8UXB1/yi4HcKAjI8SMgBcoAcIAfIAXKAHCAHyIGvmQM0/zT/NP//TvNPgf+aBZ64EldygBwgB8gBcoAcIAfIAeUAzf8izb8CwsjNSQ6QA+QAOUAOkAPkADlADpAD5AA58N45QPNP8//23knFfhQqcoAcIAfIAXKAHCAHyAFygBwgB9bKAZr/d2j+/+d//ueNHxiQA+QAOUAOkAPkADlADpAD5AA5QA589Rw42EJ/iPi3f/zzX297Px+ikU0hAAEIQAACEIAABCAAAQhAAAIQmEqA5n8qbpRBAAIQgAAEIAABCEAAAhCAAATmE6D5n88cjRCAAAQgAAEIQAACEIAABCAAgakEaP6n4kYZBCAAAQhAAAIQgAAEIAABCEBgPgGa//nM0QgBCEAAAhCAAAQgAAEIQAACEJhKgOZ/Km6UQQACEIAABCAAAQhAAAIQgAAE5hOg+Z/PHI0QgAAEIAABCEAAAhCAAAQgAIGpBGj+p+JGGQQgAAEIQAACEIAABCAAAQhAYD4Bmv/5zNEIAQhAAAIQgAAEIAABCEAAAhCYSoDmfypulEEAAhCAAAQgAAEIQAACEIAABOYToPmfzxyNEIAABCAAAQhAAAIQgAAEIACBqQT+fyilfRueZA6xAAAAAElFTkSuQmCC[/img]

Всем доброго времени!

Суть идеи в сравнении показателей в отчете между собой, в частности, что, скорее всего, самое важное, сравнение периодов.

Например, я построил продажи по товарам (в рублях и количестве) и поставил в фильтре Отчет за период: значение "этот месяц". Хочу теперь сравнить эти же товары с предыдущим месяцем, предпредыдущим месяцем и так далее.

В развитие: есть потребность считать долю продаж в этом месяце во всех продажах и сравнивать эти доли с предыдущим месяцем и предпредыдущим месяцем и так далее.

То есть, в итоге, получатся некие сводные отчеты. Наверное это есть заключительная квинтэссенция идеи, когда можно видеть общую картину с детализацией по периодам.

Также хочется видеть прирост (+) / урост (-) продаж в процентах с предыдущими периодами и аналогичными периодами прошлого года, позапрошлого года и так далее.

Данная сводная аналитика, на мой взгляд, должна касаться Сделок, Заказов, Товаров, других коммерческих сущностей; Ответственных.

Спасибо. Надеемся такие отчеты появятся.