{ "elk_mod_counterparties": { "GET": { "counterparties/requests/outgoing": { "headers": {}, "body": { "total_count": 2, "filtered_count": 2, "data": [ { "request_id": "0be518e2-8319-4c0c-ae8b-c5038d1dd143", "status": "waiting", "updated_at": "2025-11-27T10:33:56.506771Z", "name": "ООО \"Мир\"", "inn": "2834320146", "ogrn": "8201290532446", "ogrnip": null, "fid": "3210321", "email": null, "message": "Налогоплательщик хотел бы добавить Вас в партнеры.", "is_active": true, "disable_at": null }, { "request_id": "d5a2b1fc-12c7-4ae6-91fc-11da60197dde", "status": "accepted", "updated_at": "2025-11-18T05:20:18.640544Z", "name": "ООО \"ИСКРА\"", "inn": "5030162336", "ogrn": "9363969508454", "ogrnip": null, "fid": "61001236", "email": null, "message": "Налогоплательщик хотел бы добавить Вас в партнеры.", "is_active": true, "disable_at": null } ] } }, "counterparties/requests/incoming": { "headers": {}, "body": { "total_count": 1, "filtered_count": 1, "is_new": 1, "data": [ { "request_id": "4dfffac4-4c4b-4253-b6fc-8eb55ec2e774", "status": "waiting", "updated_at": "2025-11-18T05:16:19.47634Z", "name": "Самойлов Семён Михайлович", "inn": "207029793583", "ogrn": null, "ogrnip": "325799735982273", "fid": "473672111", "email": null, "message": "Налогоплательщик Самойлов Семён Михайлович хотел бы добавить Вас в партнеры.", "is_active": true, "disable_at": null } ] } }, "counterparties/requests/blocked": { "headers": {}, "body": { "total_count": 1, "filtered_count": 1, "data": [ { "request_id": "966fdd41-5d27-4b92-b4f9-1f6184d6a9c9", "status": "blocked", "updated_at": "2025-11-18T05:33:57.904752Z", "name": "ОБЩЕСТВО С ОГРАНИЧЕННОЙ ОТВЕТСТВЕННОСТЬЮ \"Сейсмология\"", "inn": "0477746413", "ogrn": "8269909586081", "ogrnip": null, "fid": "6327052", "message": "Налогоплательщик ОБЩЕСТВО С ОГРАНИЧЕННОЙ ОТВЕТСТВЕННОСТЬЮ \"Сейсмология\" хотел бы добавить Вас в партнеры." } ] } }, "counterparties/partner/61001236/activity-indicators": { "headers": {}, "body": { "calculated_at": "+00.00.0000", "years": { "previous": 2024, "current": 2025 }, "groups": [ { "name": "Справочно-расчётные показатели", "code": "reference_calculation", "indicators": [ { "name": "Налоговая нагрузка ниже среднеотраслевой налоговой нагрузки по РФ (с учетом таможенных пошлин, без дивидендов, без НДФЛ)", "code": "M02", "type": "boolean", "value": { "previous": "0", "current": null } }, { "name": "Расходы максимально приближены к доходам ", "code": "M07", "type": "boolean", "value": { "previous": "0", "current": null } }, { "name": "Доля вычетов по НДС более 89% от НДС, начисленного с реализации", "code": "M11", "type": "boolean", "value": { "previous": "0", "current": "0" } }, { "name": "Количество сотрудников, работающих более года (на основании справок 2-НДФЛ)", "code": "SREDNSP_CHIS", "type": "number", "value": { "previous": "0", "current": null } }, { "name": "Среднемесячная заработная плата на одного работника меньше среднемесячной заработной платы на одного работника по виду экономической деятельности в субъекте РФ", "code": "M09", "type": "boolean", "value": { "previous": "0", "current": null } }, { "name": "Размер зарплаты ниже прожиточного минимума в субъекте РФ", "code": "ZNACH34", "type": "boolean", "value": { "previous": "0", "current": null } }, { "name": "Применяемый режим налогообложения", "code": "OSN", "type": "osn", "value": { "previous": "2", "current": null } }, { "name": "Количество не снятых с учета филиалов (обособленных подразделений) на 31 декабря года, предшествующего году анализа", "code": "S01", "type": "number", "value": { "previous": "0", "current": null } } ] }, { "name": "Общие сведения", "code": "general_info", "indicators": [ { "name": "Наличие \"отказного\" допроса ( Руководитель, учредитель отказался от участия в деятельности/регистрации компании)", "code": "ZNACH01", "type": "boolean", "value": { "previous": "0", "current": "0" } }, { "name": "Наличие допроса номинального директора", "code": "ZNACH07", "type": "boolean", "value": { "previous": "0", "current": "0" } }, { "name": "Наличие сведений о дисквалификации руководителя", "code": "ZNACH02", "type": "boolean", "value": { "previous": "0", "current": "0" } }, { "name": "Наличие сведений о смерти физического лица до или в момент регистрации НП", "code": "ZNACH04", "type": "boolean", "value": { "previous": "0", "current": "0" } }, { "name": "\"Массовый\" руководитель", "code": "ZNACH08", "type": "boolean", "value": { "previous": "0", "current": "0" } }, { "name": "\"Массовый\" учредитель", "code": "ZNACH20", "type": "boolean", "value": { "previous": "0", "current": "0" } }, { "name": "Руководитель, учредитель в одном лице ", "code": "ZNACH22", "type": "boolean", "value": { "previous": "1", "current": "1" } }, { "name": "Ликвидация регистрирующим органом других ЮЛ с тем же руководителем, как недействующих", "code": "ZNACH10", "type": "boolean", "value": { "previous": "0", "current": "0" } }, { "name": "Наличие решения о признании недействительной государственной регистрации ", "code": "ZNACH15", "type": "boolean", "value": { "previous": "0", "current": "0" } }, { "name": "Наличие сведений о недостоверной записи в ЕГРЮЛ", "code": "ZNACH46_47", "type": "boolean", "value": { "previous": "0", "current": "0" } }, { "name": "Частая реорганизация (более 2-х раз за последние 2 года) ", "code": "ZNACH29", "type": "boolean", "value": { "previous": "0", "current": "0" } }, { "name": "Неоднократное снятие с учета и постановка на учет в налоговых органах налогоплательщика в связи с изменением места нахождения", "code": "ZNACH35", "type": "boolean", "value": { "previous": "0", "current": "0" } } ] }, { "name": "Сведения о налоговой дисциплине", "code": "tax_discipline", "indicators": [ { "name": "Непредставление деклараций (НП, НДС, спец режим) и бухгалтерской отчетности", "code": "NEPREDST_OTCH", "type": "boolean", "value": { "previous": "0", "current": null } }, { "name": "Предоставление \"нулевой\" бухгалтерской и налоговой отчетности", "code": "PREDST_0_OTCH", "type": "boolean", "value": { "previous": "0", "current": null } }, { "name": "Непредставление справок 2-НДФЛ", "code": "ZNACH17", "type": "boolean", "value": { "previous": "0", "current": null } }, { "name": "Неуплата/неполная уплата НДФЛ", "code": "ZNACH18", "type": "boolean", "value": { "previous": "1", "current": null } }, { "name": "Неуплата /неполная уплата налогов (по всем кроме НДФЛ)", "code": "ZNACH19", "type": "boolean", "value": { "previous": "0", "current": null } }, { "name": "Сумма начисленных налогов, сборов и взносов за анализируемый период, тыс.руб.", "code": "SUM_NACH", "type": "sum", "value": { "previous": "18206.011", "current": "16281.787" } }, { "name": "Сумма уплаченных налогов, сборов и взносов за анализируемый период, тыс.руб", "code": "SUM_POST", "type": "sum", "value": { "previous": "19021.371", "current": null } } ] }, { "name": "Данные о финансово-хозяйственной деятельности", "code": "financial_economic", "indicators": [ { "name": "Отсутствие основных средств", "code": "ZNACH24", "type": "boolean", "value": { "previous": "1", "current": null } }, { "name": "Стоимость основных средств не превышает 200 тыс. руб.", "code": "ZNACH31", "type": "boolean", "value": { "previous": "1", "current": null } }, { "name": "Стоимость активов не превышает 10 тыс. руб.", "code": "ZNACH25", "type": "boolean", "value": { "previous": "0", "current": null } }, { "name": "Стоимость активов не превышает 1000 тыс. руб.", "code": "ZNACH33", "type": "boolean", "value": { "previous": "0", "current": null } }, { "name": "Отсутствие активного рублевого расчетного счета", "code": "ZNACH27", "type": "boolean", "value": { "previous": "0", "current": "1" } }, { "name": "По книге покупок установлено расхождение вида \"разрыв\", тыс.руб.", "code": "R02", "type": "sum", "value": { "previous": "0", "current": "0" } }, { "name": "В книге покупок отражены счета-фактуры датированные ранее 01.01.2015 года", "code": "R30", "type": "sum", "value": { "previous": "0", "current": "0" } }, { "name": "В книге покупок более 50% счетов-фактур отражено с кодом вида операции 17", "code": "R31", "type": "sum", "value": { "previous": "0", "current": "0" } }, { "name": "В книге покупок установлен контрагент, по которому оплата по банку в течении анализируемого года составляет менее 20% от суммы сделки, отраженной в декларациях по НДС", "code": "M54", "type": "boolean", "value": { "previous": "0", "current": "0" } } ] } ] } }, "counterparties/search-info/450069764505": { "headers": {}, "body": { "is_registered": true, "fid": 123456, "inn": "450069764505", "ogrn": null, "ogrnip": "325016675235192", "is_active": true, "name": "Семёнов Семён Семёнович" } }, "counterparties/user": { "headers": {}, "body": { "name": "Иванов Иван Иванович", "inn": "100000000001" } } }, "POST": { "counterparties/requests/0be518e2-8319-4c0c-ae8b-c5038d1dd143/cancel": { "headers": {}, "body": {} }, "counterparties/requests/d5a2b1fc-12c7-4ae6-91fc-11da60197dde/exclude": { "headers": {}, "body": {} }, "counterparties/requests/4dfffac4-4c4b-4253-b6fc-8eb55ec2e774/accept": { "headers": {}, "body": {} }, "counterparties/requests/4dfffac4-4c4b-4253-b6fc-8eb55ec2e774/reject": { "headers": {}, "body": {} }, "counterparties/requests/4dfffac4-4c4b-4253-b6fc-8eb55ec2e774/block": { "headers": {}, "body": {} }, "counterparties/requests/966fdd41-5d27-4b92-b4f9-1f6184d6a9c9/unblock": { "headers": {}, "body": {} }, "counterparties/request": { "headers": {}, "body": {} } } }, "elk_mod_msp": { "GET": { "dictionary/badges": { "headers": {}, "body": { "badges": [ { "id": "6", "name": "Выставки, ярмарки" }, { "id": "1", "name": "Деньги" }, { "id": "8", "name": "Имущество" }, { "id": "4", "name": "Консультирование" }, { "id": "3", "name": "Маркетинг и продвижение" }, { "id": "7", "name": "Обеспечение хозяйственной деятельности" }, { "id": "2", "name": "Обучение" }, { "id": "5", "name": "Регистрация, разрешения, экспертиза" } ] } }, "user": { "headers": {}, "body": { "name": "Иванов Иван Иванович", "inn": "100000000001" } }, "dictionary/regions": { "headers": {}, "body": { "region_default": { "id": "20", "name": "Нижегородская область", "region_code": "52" }, "regions": [ { "id": "71", "name": "Республика Адыгея", "region_code": "01" }, { "id": "12", "name": "Республика Башкортостан", "region_code": "02" }, { "id": "5", "name": "Республика Бурятия", "region_code": "03" }, { "id": "38", "name": "Республика Алтай", "region_code": "04" }, { "id": "81", "name": "Республика Дагестан", "region_code": "05" }, { "id": "82", "name": "Республика Ингушетия", "region_code": "06" }, { "id": "79", "name": "Кабардино-Балкарская Республика", "region_code": "07" }, { "id": "72", "name": "Республика Калмыкия", "region_code": "08" }, { "id": "80", "name": "Карачаево-Черкесская Республика", "region_code": "09" }, { "id": "27", "name": "Республика Карелия", "region_code": "10" }, { "id": "28", "name": "Республика Коми", "region_code": "11" }, { "id": "13", "name": "Республика Марий Эл", "region_code": "12" }, { "id": "14", "name": "Республика Мордовия", "region_code": "13" }, { "id": "1", "name": "Республика Саха (Якутия)", "region_code": "14" }, { "id": "83", "name": "Республика Северная Осетия — Алания", "region_code": "15" }, { "id": "15", "name": "Республика Татарстан", "region_code": "16" }, { "id": "39", "name": "Республика Тыва", "region_code": "17" }, { "id": "16", "name": "Удмуртская Республика", "region_code": "18" }, { "id": "40", "name": "Республика Хакасия", "region_code": "19" }, { "id": "84", "name": "Чеченская Республика", "region_code": "20" }, { "id": "17", "name": "Чувашская Республика", "region_code": "21" }, { "id": "41", "name": "Алтайский край", "region_code": "22" }, { "id": "74", "name": "Краснодарский край", "region_code": "23" }, { "id": "42", "name": "Красноярский край", "region_code": "24" }, { "id": "2", "name": "Приморский край", "region_code": "25" }, { "id": "85", "name": "Ставропольский край", "region_code": "26" }, { "id": "3", "name": "Хабаровский край", "region_code": "27" }, { "id": "4", "name": "Амурская область", "region_code": "28" }, { "id": "29", "name": "Архангельская область", "region_code": "29" }, { "id": "75", "name": "Астраханская область", "region_code": "30" }, { "id": "53", "name": "Белгородская область", "region_code": "31" }, { "id": "54", "name": "Брянская область", "region_code": "32" }, { "id": "55", "name": "Владимирская область", "region_code": "33" }, { "id": "30", "name": "Волгоградская область", "region_code": "34" }, { "id": "76", "name": "Вологодская область", "region_code": "35" }, { "id": "56", "name": "Воронежская область", "region_code": "36" }, { "id": "57", "name": "Ивановская область", "region_code": "37" }, { "id": "43", "name": "Иркутская область", "region_code": "38" }, { "id": "31", "name": "Калининградская область", "region_code": "39" }, { "id": "58", "name": "Калужская область", "region_code": "40" }, { "id": "7", "name": "Камчатский край", "region_code": "41" }, { "id": "37", "name": "Кемеровская область", "region_code": "42" }, { "id": "19", "name": "Кировская область", "region_code": "43" }, { "id": "59", "name": "Костромская область", "region_code": "44" }, { "id": "48", "name": "Курганская область", "region_code": "45" }, { "id": "60", "name": "Курская область", "region_code": "46" }, { "id": "32", "name": "Ленинградская область", "region_code": "47" }, { "id": "61", "name": "Липецкая область", "region_code": "48" }, { "id": "8", "name": "Магаданская область", "region_code": "49" }, { "id": "62", "name": "Московская область", "region_code": "50" }, { "id": "33", "name": "Мурманская область", "region_code": "51" }, { "id": "20", "name": "Нижегородская область", "region_code": "52" }, { "id": "34", "name": "Новгородская область", "region_code": "53" }, { "id": "44", "name": "Новосибирская область", "region_code": "54" }, { "id": "45", "name": "Омская область", "region_code": "55" }, { "id": "21", "name": "Оренбургская область", "region_code": "56" }, { "id": "63", "name": "Орловская область", "region_code": "57" }, { "id": "22", "name": "Пензенская область", "region_code": "58" }, { "id": "18", "name": "Пермский край", "region_code": "59" }, { "id": "35", "name": "Псковская область", "region_code": "60" }, { "id": "77", "name": "Ростовская область", "region_code": "61" }, { "id": "64", "name": "Рязанская область", "region_code": "62" }, { "id": "23", "name": "Самарская область", "region_code": "63" }, { "id": "24", "name": "Саратовская область", "region_code": "64" }, { "id": "9", "name": "Сахалинская область", "region_code": "65" }, { "id": "49", "name": "Свердловская область", "region_code": "66" }, { "id": "65", "name": "Смоленская область", "region_code": "67" }, { "id": "66", "name": "Тамбовская область", "region_code": "68" }, { "id": "67", "name": "Тверская область", "region_code": "69" }, { "id": "46", "name": "Томская область", "region_code": "70" }, { "id": "68", "name": "Тульская область", "region_code": "71" }, { "id": "50", "name": "Тюменская область", "region_code": "72" }, { "id": "25", "name": "Ульяновская область", "region_code": "73" }, { "id": "51", "name": "Челябинская область", "region_code": "74" }, { "id": "6", "name": "Забайкальский край", "region_code": "75" }, { "id": "69", "name": "Ярославская область", "region_code": "76" }, { "id": "70", "name": "г. Москва", "region_code": "77" }, { "id": "26", "name": "г. Санкт-Петербург", "region_code": "78" }, { "id": "10", "name": "Еврейская автономная область", "region_code": "79" }, { "id": "36", "name": "Ненецкий автономный округ", "region_code": "83" }, { "id": "47", "name": "Ханты-Мансийский автономный округ - Югра", "region_code": "86" }, { "id": "11", "name": "Чукотский автономный округ", "region_code": "87" }, { "id": "52", "name": "Ямало-Ненецкий автономный округ", "region_code": "89" }, { "id": "88", "name": "Запорожская область", "region_code": "90" }, { "id": "73", "name": "Республика Крым", "region_code": "91" }, { "id": "78", "name": "г. Севастополь", "region_code": "92" }, { "id": "86", "name": "Донецкая Народная Республика", "region_code": "93" }, { "id": "87", "name": "Луганская Народная Республика", "region_code": "94" }, { "id": "89", "name": "Херсонская область", "region_code": "95" } ] } }, "dictionary/categories": { "headers": {}, "body": { "categories": [ { "id": "municipal", "name": "Муниципальная" }, { "id": "regional", "name": "Региональная" }, { "id": "federal", "name": "Федеральная" } ] } }, "widget": { "headers": {}, "body": { "count": 38, "sort": "WEIGHT_INTEGRAL", "region_services": [ { "name": "Бизнес-обучение. Экспресс-проверка компетенций", "available": null, "region_name": null, "preview": "Бизнес-обучение. Экспресс-проверка компетенций", "region_support_date_begin": null, "region_support_date_end": null, "link": "https://мсп.рф/education/checkup/?proactive=116787170", "badges": [ { "id": "2", "name": "Обучение" } ], "category": null }, { "name": "Бизнес-обучение. Мероприятия", "available": null, "region_name": null, "preview": "Бизнес-обучение. Мероприятия", "region_support_date_begin": null, "region_support_date_end": null, "link": "https://мсп.рф/education/events/?proactive=116787171", "badges": [ { "id": "2", "name": "Обучение" } ], "category": null }, { "name": "Бизнес-обучение. Наставничество", "available": null, "region_name": null, "preview": "Бизнес-обучение. Наставничество", "region_support_date_begin": null, "region_support_date_end": null, "link": "https://мсп.рф/education/mentors/?proactive=116787172", "badges": [ { "id": "2", "name": "Обучение" } ], "category": null }, { "name": "Бизнес-обучение. Акселерация", "available": null, "region_name": null, "preview": "Бизнес-обучение. Акселерация", "region_support_date_begin": null, "region_support_date_end": null, "link": "https://мсп.рф/education/acceleration/?proactive=116787173", "badges": [ { "id": "2", "name": "Обучение" } ], "category": null }, { "name": "Сервис 360°", "available": null, "region_name": null, "preview": "Сервис 360°", "region_support_date_begin": null, "region_support_date_end": null, "link": "https://мсп.рф/services/360/?proactive=116787174", "badges": [ { "id": "4", "name": "Консультирование" } ], "category": null }, { "name": "Лизинг для бизнеса", "available": null, "region_name": null, "preview": "Лизинг для бизнеса", "region_support_date_begin": null, "region_support_date_end": null, "link": "https://мсп.рф/services/leasing/?proactive=116787175", "badges": [ { "id": "1", "name": "Деньги" } ], "category": null }, { "name": "Проверка контрагента", "available": null, "region_name": null, "preview": "Проверка контрагента", "region_support_date_begin": null, "region_support_date_end": null, "link": "https://мсп.рф/services/counterparty/?proactive=116787180", "badges": [ { "id": "4", "name": "Консультирование" } ], "category": null }, { "name": "Конструктор документов", "available": null, "region_name": null, "preview": "Конструктор документов", "region_support_date_begin": null, "region_support_date_end": null, "link": "https://мсп.рф/services/constructor/main/?proactive=116787181", "badges": [ { "id": "4", "name": "Консультирование" } ], "category": null }, { "name": "Центр поддержки инвестиционного кредитования", "available": null, "region_name": null, "preview": "Центр поддержки инвестиционного кредитования", "region_support_date_begin": null, "region_support_date_end": null, "link": "https://мсп.рф/services/competence-credit/promo/?proactive=116787182", "badges": [ { "id": "1", "name": "Деньги" }, { "id": "4", "name": "Консультирование" } ], "category": null }, { "name": "Запись на обучающие мероприятия, проводимые центром Мой бизнес", "available": true, "region_name": "Новосибирская область", "preview": "Запись на обучающие мероприятия, проводимые центром Мой бизнес", "region_support_date_begin": "2026-01-11", "region_support_date_end": "2026-02-17", "link": "https://мсп.рф/services/support/novosibirsk/262/?companyId=2253851&proactive=116787183", "badges": [ { "id": "2", "name": "Обучение" } ], "category": "regional" } ] } } } }, "elk_mod_scoring": { "GET": { "scoring-info/requests": { "headers": {}, "body": { "total_count": 2, "requests_for_statements": [ { "request_id": "57227", "sent_at": "2026-03-10T00:00:00Z", "statement_status": "completed", "changed_at": "2026-03-10T00:00:00Z", "statement_number": "4506-1013", "created_at": "2026-03-10T00:00:00Z", "pattern_code": "custom_pattern", "pattern_name": "Произвольный шаблон: Для контрагентов", "pattern_details": [ "4P13", "0K03", "0K04", "2P11", "0K01", "0K02", "2S05", "2S04", "2S02", "0K05", "0K06", "2P02" ], "available_formats": [ "pdf" ] }, { "request_id": "39611", "sent_at": "2026-03-10T00:00:00Z", "statement_status": "completed", "changed_at": "2026-03-10T00:00:00Z", "statement_number": "4506-1003", "created_at": "2026-03-10T00:00:00Z", "pattern_code": "all_patterns", "pattern_name": "Стандартный шаблон", "pattern_details": [], "available_formats": [ "pdf" ] } ] } }, "scoring-info/scores": { "headers": {}, "body": { "total_score": 6, "is_match_criteria": true, "calculated_at": "+00.00.0000", "values": [ { "name": "Среднемесячная заработная плата на одного работника превышает уровень средней заработной платы для соответствующего субъекта Российской Федерации и ОКВЭД за 2024 г., руб.", "code": "K01", "score": 1, "value": "193 456", "description": "Используются данные о суммах выплат и иных вознаграждений сотрудникам ИП, отраженные в расчетах по страховым взносам, в случае отсутствия - по данным 6-НДФЛ. Не учитываются выплаты по гражданско-правовым договорам. Для расчета показателя численности учитываются только те сотрудники, которые получали доход у ИП не менее 1 полного квартала и имеют ненулевые выплаты за все 3 месяца. Полученное значение среднемесячной заработной платы на 1 сотрудника сравнивается с уровнем средней заработной платы для соответствующего субъекта Российской Федерации и вида экономической деятельности по данным ФНС России. Подробный алгоритм расчета представлен в Письме ФНС России от 04.07.2024 № БС-4-11/7577@. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя осуществляется по данным о доходах самого ИП, отраженных в налоговой отчетности.", "details": [ { "name": "Фонд оплаты труда за 2024 г., руб.", "code": "D020", "value": "75 575 825.86", "description": null }, { "name": "Численность сотрудников за 2024 г.", "code": "D030", "value": "14", "description": null }, { "name": "Средний размер заработной платы, установленный в регионе с учетом ОКВЭД за 2024 г., руб.", "code": "D040", "value": "60 874.30", "description": null } ] }, { "name": "Численность 5 человек и более", "code": "K02", "score": 1, "value": "Численность участника более 5 человек", "description": "Для расчета показателя численности учитываются только те сотрудники, которые получали доход у ИП не менее 1 полного квартала и имеют ненулевые выплаты за все 3 месяца. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя не осуществляется, в выписке отражается значение, равное 0 баллов.", "details": [ { "name": "Численность сотрудников (за 2024 г.)", "code": "D060", "value": "14", "description": null }, { "name": "Численность сотрудников (за 2023 г.)", "code": "D070", "value": "13", "description": null } ] }, { "name": "Отсутствие факта снижения численности сотрудников", "code": "K03", "score": 1, "value": null, "description": "Отсутствие факта снижения численности сотрудников (работников) по данным отчетности за последний налоговый период (календарный год), представленной ИП как налоговым агентом или плательщиком по страховым взносам, по сравнению с данными отчетности за предыдущий календарный год. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя не осуществляется, в выписке отражается значение, равное 0 баллов.", "details": [ { "name": "Численность сотрудников (за 2024 г.)", "code": "D090", "value": "14", "description": null }, { "name": "Численность сотрудников (за 2023 г.)", "code": "D100", "value": "13", "description": null } ] }, { "name": "Продолжительный срок существования ИП", "code": "K04", "score": 1, "value": null, "description": "Государственная регистрация ИП произведена не менее чем за 12 месяцев до даты подачи запроса на предоставление выписки.", "details": [ { "name": "Дата создания ИП", "code": "D120", "value": "02.11.1999", "description": null } ] }, { "name": "Налоговая нагрузка с доходов (без учета НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г., %", "code": "K05", "score": 1, "value": "6.47", "description": "Соотношение суммы всех начисленных за календарный год, предшествующий году проведения оценки ИП, налогов (не включая НДФЛ , подлежащий уплате в качестве налогового агента) и выручки по данным последней представленной налоговой или бухгалтерской отчетности.", "details": [ { "name": "Среднее значение налоговой нагрузки с доходов (без учета НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г. в регионе с учетом ОКВЭД, %", "code": "D140", "value": "3.28", "description": null } ] }, { "name": "Налоговая нагрузка с доходов (с учетом НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г., %", "code": "K06", "score": 1, "value": "7.05", "description": null, "details": [ { "name": "Среднее значение налоговой нагрузки с доходов (с учетом НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г. в регионе с учетом ОКВЭД, %", "code": "D126", "value": "4.45", "description": null } ] } ] } }, "scoring-info/statement/availability": { "headers": {}, "body": { "default_availability": { "name": "Стандартный шаблон", "code": "all_patterns", "is_available": true, "groups": [ { "name": "Проверка соответствия", "code": "compliance_verification", "details": [ { "name": "Отсутствие существенных прямых расхождений по НДС", "code": "P01", "description": null, "is_select_available": false, "details": [ { "name": "Сумма расхождений по НДС, руб.", "code": "PD020", "description": null }, { "name": "Налоговые вычеты по НДС, руб.", "code": "PD030", "description": null }, { "name": "Налоговый период по НДС", "code": "PD040", "description": null } ] }, { "name": "Отсутствие в реестре недобросовестных поставщиков (подрядчиков, исполнителей)", "code": "P02", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие недоимки, превышающей одновременно 1% от величины доходов Лица и 3 000 рублей", "code": "P03", "description": null, "is_select_available": false, "details": [ { "name": "Сумма задолженности, руб.", "code": "PD070", "description": null }, { "name": "Задолженность по состоянию на", "code": "PD080", "description": null }, { "name": "Доходы за 2024 г., руб.", "code": "PD090", "description": null } ] }, { "name": "Отсутствие решения о предстоящем исключении из ЕГРИП", "code": "P04", "description": null, "is_select_available": false, "details": [] }, { "name": "В отношении ИП не проводится процедура банкротства, ИП не прекратил свою деятельность", "code": "P05", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не является лицом, указанным в абзацах втором-девятом подпункта «ф» пункта 1 статьи 23 Федерального закона от 08.08.2001 № 129-ФЗ «О государственной регистрации юридических лиц и индивидуальных предпринимателей»", "code": "P06", "description": null, "is_select_available": false, "details": [ { "name": "Лицо, в связи с причастностью к которому возникли ограничения", "code": "PD130", "description": null } ] }, { "name": "ИП не является дисквалифицированным лицом", "code": "P07", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не причастен к экстремистской деятельности или терроризму", "code": "P08", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие решения межведомственного координационного органа", "code": "P09", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не признан иностранным агентом", "code": "P10", "description": null, "is_select_available": false, "details": [] } ] }, { "name": "Анализ параметров", "code": "parameter_analysis", "details": [ { "name": "Среднемесячная заработная плата на одного работника превышает уровень средней заработной платы для соответствующего субъекта Российской Федерации и вида экономической деятельности за 2024 г., руб.", "code": "K01", "description": "Используются данные о суммах выплат и иных вознаграждений сотрудникам ИП, отраженные в расчетах по страховым взносам, в случае отсутствия - по данным 6-НДФЛ. Не учитываются выплаты по гражданско-правовым договорам. Для расчета показателя численности учитываются только те сотрудники, которые получали доход у ИП не менее 1 полного квартала и имеют ненулевые выплаты за все 3 месяца. Полученное значение среднемесячной заработной платы на 1 сотрудника сравнивается с уровнем средней заработной платы для соответствующего субъекта Российской Федерации и вида экономической деятельности по данным ФНС России. Подробный алгоритм расчета представлен в Письме ФНС России от 04.07.2024 № БС-4-11/7577@. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя осуществляется по данным о доходах самого ИП, отраженных в налоговой отчетности.", "is_select_available": false, "details": [ { "name": "Фонд оплаты труда за 2024 г., руб.", "code": "KD020", "description": null }, { "name": "Численность работников за 2024 г.", "code": "KD030", "description": null }, { "name": "Средний размер заработной платы, установленный в регионе с учетом вида экономической деятельности за 2024 г., руб.", "code": "KD040", "description": null } ] }, { "name": "Численность 5 человек и более", "code": "K02", "description": "Для расчета показателя численности учитываются только те сотрудники, которые получали доход у ИП не менее 1 полного квартала и имеют ненулевые выплаты за все 3 месяца. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя не осуществляется, в выписке отражается значение, равное 0 баллов.", "is_select_available": false, "details": [ { "name": "Численность работников (за 2024 г.)", "code": "KD060", "description": null }, { "name": "Численность работников (за 2023 г.)", "code": "KD070", "description": null } ] }, { "name": "Отсутствие факта снижения численности работников", "code": "K03", "description": "Отсутствие факта снижения численности сотрудников (работников) по данным отчетности за последний налоговый период (календарный год), представленной ИП как налоговым агентом или плательщиком по страховым взносам, по сравнению с данными отчетности за предыдущий календарный год. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя не осуществляется, в выписке отражается значение, равное 0 баллов.", "is_select_available": false, "details": [ { "name": "Численность работников (за 2024 г.)", "code": "KD090", "description": null }, { "name": "Численность работников (за 2023 г.)", "code": "KD100", "description": null } ] }, { "name": "Продолжительный срок существования ИП", "code": "K04", "description": "Государственная регистрация ИП произведена не менее чем за 12 месяцев до даты подачи запроса на предоставление выписки.", "is_select_available": false, "details": [ { "name": "Дата создания ИП", "code": "KD120", "description": null } ] }, { "name": "Налоговая нагрузка с доходов (с учетом НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г., %", "code": "K06", "description": null, "is_select_available": false, "details": [ { "name": "Среднее значение налоговой нагрузки с доходов (с учетом НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г. в регионе с учетом вида экономической деятельности, %", "code": "KD126", "description": null } ] }, { "name": "Налоговая нагрузка с доходов (без учета НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г., %", "code": "K05", "description": "Соотношение суммы всех начисленных за календарный год, предшествующий году проведения оценки ИП, налогов (не включая НДФЛ , подлежащий уплате в качестве налогового агента) и выручки по данным последней представленной налоговой или бухгалтерской отчетности.", "is_select_available": false, "details": [ { "name": "Среднее значение налоговой нагрузки с доходов (без учета НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г. в регионе с учетом вида экономической деятельности, %", "code": "KD140", "description": null } ] } ] } ] }, "custom": { "name": "Произвольный шаблон", "code": "custom_pattern", "is_available": true, "groups": [ { "name": "Проверка соответствия", "code": "compliance_verification", "details": [ { "name": "Отсутствие существенных прямых расхождений по НДС", "code": "0P01", "description": null, "is_select_available": false, "details": [ { "name": "Сумма расхождений по НДС, руб.", "code": "0PD020", "description": null }, { "name": "Налоговые вычеты по НДС, руб.", "code": "0PD030", "description": null }, { "name": "Налоговый период по НДС", "code": "0PD040", "description": null } ] }, { "name": "Отсутствие в реестре недобросовестных поставщиков (подрядчиков, исполнителей)", "code": "0P02", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие недоимки, превышающей одновременно 1% от величины доходов Лица и 3 000 рублей", "code": "0P03", "description": null, "is_select_available": false, "details": [ { "name": "Сумма задолженности, руб.", "code": "0PD070", "description": null }, { "name": "Задолженность по состоянию на", "code": "0PD080", "description": null }, { "name": "Доходы за 2024 г., руб.", "code": "0PD090", "description": null } ] }, { "name": "Отсутствие решения о предстоящем исключении из ЕГРИП", "code": "0P04", "description": null, "is_select_available": false, "details": [] }, { "name": "В отношении ИП не проводится процедура банкротства, ИП не прекратил свою деятельность", "code": "0P05", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не является лицом, указанным в абзацах втором-девятом подпункта «ф» пункта 1 статьи 23 Федерального закона от 08.08.2001 № 129-ФЗ «О государственной регистрации юридических лиц и индивидуальных предпринимателей»", "code": "0P06", "description": null, "is_select_available": false, "details": [ { "name": "Лицо, в связи с причастностью к которому возникли ограничения", "code": "0PD130", "description": null } ] }, { "name": "ИП не является дисквалифицированным лицом", "code": "0P07", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не причастен к экстремистской деятельности или терроризму", "code": "0P08", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие решения межведомственного координационного органа", "code": "0P09", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не признан иностранным агентом", "code": "0P10", "description": null, "is_select_available": false, "details": [] } ] }, { "name": "Анализ параметров", "code": "parameter_analysis", "details": [ { "name": "Среднемесячная заработная плата на одного работника превышает уровень средней заработной платы для соответствующего субъекта Российской Федерации и вида экономической деятельности за 2024 г., руб.", "code": "0K01", "description": "Используются данные о суммах выплат и иных вознаграждений сотрудникам ИП, отраженные в расчетах по страховым взносам, в случае отсутствия - по данным 6-НДФЛ. Не учитываются выплаты по гражданско-правовым договорам. Для расчета показателя численности учитываются только те сотрудники, которые получали доход у ИП не менее 1 полного квартала и имеют ненулевые выплаты за все 3 месяца. Полученное значение среднемесячной заработной платы на 1 сотрудника сравнивается с уровнем средней заработной платы для соответствующего субъекта Российской Федерации и вида экономической деятельности по данным ФНС России. Подробный алгоритм расчета представлен в Письме ФНС России от 04.07.2024 № БС-4-11/7577@. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя осуществляется по данным о доходах самого ИП, отраженных в налоговой отчетности.", "is_select_available": true, "details": [ { "name": "Фонд оплаты труда за 2024 г., руб.", "code": "0KD020", "description": null }, { "name": "Численность работников за 2024 г.", "code": "0KD030", "description": null }, { "name": "Средний размер заработной платы, установленный в регионе с учетом вида экономической деятельности за 2024 г., руб.", "code": "0KD040", "description": null } ] }, { "name": "Численность 5 человек и более", "code": "0K02", "description": "Для расчета показателя численности учитываются только те сотрудники, которые получали доход у ИП не менее 1 полного квартала и имеют ненулевые выплаты за все 3 месяца. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя не осуществляется, в выписке отражается значение, равное 0 баллов.", "is_select_available": true, "details": [ { "name": "Численность работников (за 2024 г.)", "code": "0KD060", "description": null }, { "name": "Численность работников (за 2023 г.)", "code": "0KD070", "description": null } ] }, { "name": "Отсутствие факта снижения численности работников", "code": "0K03", "description": "Отсутствие факта снижения численности сотрудников (работников) по данным отчетности за последний налоговый период (календарный год), представленной ИП как налоговым агентом или плательщиком по страховым взносам, по сравнению с данными отчетности за предыдущий календарный год. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя не осуществляется, в выписке отражается значение, равное 0 баллов.", "is_select_available": true, "details": [ { "name": "Численность работников (за 2024 г.)", "code": "0KD090", "description": null }, { "name": "Численность работников (за 2023 г.)", "code": "0KD100", "description": null } ] }, { "name": "Продолжительный срок существования ИП", "code": "0K04", "description": "Государственная регистрация ИП произведена не менее чем за 12 месяцев до даты подачи запроса на предоставление выписки.", "is_select_available": true, "details": [ { "name": "Дата создания ИП", "code": "0KD120", "description": null } ] }, { "name": "Налоговая нагрузка с доходов (с учетом НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г., %", "code": "0K06", "description": null, "is_select_available": true, "details": [ { "name": "Среднее значение налоговой нагрузки с доходов (с учетом НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г. в регионе с учетом вида экономической деятельности, %", "code": "0KD126", "description": null } ] }, { "name": "Налоговая нагрузка с доходов (без учета НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г., %", "code": "0K05", "description": "Соотношение суммы всех начисленных за календарный год, предшествующий году проведения оценки ИП, налогов (не включая НДФЛ , подлежащий уплате в качестве налогового агента) и выручки по данным последней представленной налоговой или бухгалтерской отчетности.", "is_select_available": true, "details": [ { "name": "Среднее значение налоговой нагрузки с доходов (без учета НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г. в регионе с учетом вида экономической деятельности, %", "code": "0KD140", "description": null } ] }, { "name": "Фактическая совокупная фискальная нагрузка за последний налоговый (отчетный) период соответствует нормативному значению", "code": "5P11", "description": null, "is_select_available": true, "details": [ { "name": "Показатель фактической совокупной фискальной нагрузки за 4 кв. 2024 г. г., %", "code": "5PD190", "description": null }, { "name": "Показатель нормативной совокупной фискальной нагрузки за 4 кв. 2024 г. г., уменьшенный на 20%, %", "code": "5PD200", "description": null } ] }, { "name": "Отсутствие задолженности, превышающей одновременно 1% от величины доходов и не менее 3 000 рублей, по обязательным платежам на 1 января года проведения анализа (оценки) в бюджеты бюджетной системы Российской Федерации", "code": "3S01", "description": null, "is_select_available": true, "details": [ { "name": "Сумма задолженности, руб.", "code": "3SD020", "description": null }, { "name": "Задолженность по состоянию на", "code": "3SD030", "description": null } ] }, { "name": "Отсутствие на первое число месяца проведения анализа (оценки) недоимки, превышающей 30 000 рублей", "code": "2P02", "description": null, "is_select_available": true, "details": [ { "name": "Сумма задолженности на 1-ое число месяца, руб.", "code": "2PD110", "description": null }, { "name": "Задолженность по состоянию на", "code": "2PD120", "description": null } ] }, { "name": "Среднемесячный размер заработной платы работников за 2024 г. выше размера среднемесячной заработной платы, установленной в городе Москве, или выше среднеотраслевого уровня заработной платы", "code": "2P11", "description": null, "is_select_available": true, "details": [ { "name": "СЗП работников ИП за 2024 г., руб.", "code": "2PD140", "description": null }, { "name": "СЗП по данным Росстата за 2024 г., руб.", "code": "2PD150", "description": null }, { "name": "СЗП по данным приказа за 2024 г., руб.", "code": "2PD160", "description": null }, { "name": "Уровень достижения СЗП работников ИП СЗП по данным Росстата, %", "code": "2PD170", "description": null }, { "name": "Уровень достижения СЗП работников ИП СЗП по данным приказа, %", "code": "2PD180", "description": null } ] }, { "name": "Среднесписочная численность работников за последний отчетный (расчетный, налоговый) период, предшествующий дате направления запроса о проведении анализа (оценки), составляет пять человек и более", "code": "2S04", "description": null, "is_select_available": true, "details": [ { "name": "ССЧ за 9 мес. 2025 г.", "code": "2SD050", "description": null } ] }, { "name": "Отсутствие факта снижения среднесписочной численности работников за последний отчетный (расчетный, налоговый) период более чем на 20%", "code": "2S05", "description": null, "is_select_available": true, "details": [ { "name": "ССЧ за 9 мес. 2025 г.", "code": "2SD070", "description": null }, { "name": "ССЧ за 2024 г.", "code": "2SD080", "description": null }, { "name": "Динамика изменения численности, %", "code": "2SD090", "description": null } ] }, { "name": "Отсутствие ИП в реестре лиц, уволенных в связи с утратой доверия за совершение коррупционного правонарушения", "code": "3P09", "description": null, "is_select_available": true, "details": [] }, { "name": "Отсутствие привлечения к административной ответственности в части нарушений по ККТ", "code": "3P10", "description": null, "is_select_available": true, "details": [] }, { "name": "Минимальная среднемесячная заработная плата одного работника выше уровня минимального размера оплаты труда, установленного в Российской Федерации в течение 2024 г. ", "code": "3P12", "description": null, "is_select_available": true, "details": [ { "name": "Минимальная среднемесячная заработная плата 1 работника в течение 2024 г., руб.", "code": "3PD170", "description": null }, { "name": "Минимальный размер оплаты труда по РФ в течение 2024 г., руб.", "code": "3PD180", "description": null } ] }, { "name": "Отсутствие в реестре работодателей, у которых выявлены факты нелегальной занятости", "code": "3P13", "description": null, "is_select_available": true, "details": [] }, { "name": "Среднемесячная заработная плата за 2024 г. превышает средний уровень, установленный в разрезе вида экономической деятельности в целом по Российской Федерации", "code": "3S02", "description": null, "is_select_available": true, "details": [ { "name": "Фонд оплаты труда за 2024 г., руб.", "code": "3SD050", "description": null }, { "name": "Численность сотрудников за 2024 г.", "code": "3SD060", "description": null }, { "name": "СЗП организации за 2024 г., руб.", "code": "3SD070", "description": null }, { "name": "СЗП с учетом вида экономической деятельности, руб.", "code": "3SD080", "description": null } ] }, { "name": "Среднемесячный размер заработной платы работников за 2024 г. выше уровня минимального размера оплаты труда, установленного в городе Москве", "code": "4P13", "description": null, "is_select_available": true, "details": [ { "name": "СЗП работников ИП за 2024 г., руб.", "code": "4PD180", "description": null }, { "name": "Минимальный размер оплаты труда по г. Москве за 2024 г., руб.", "code": "4PD190", "description": null } ] }, { "name": "Среднемесячный размер заработной платы работников за 2024 г. выше уровня минимального размера оплаты труда, установленного в Российской Федерации ", "code": "3P14", "description": null, "is_select_available": true, "details": [ { "name": "СЗП работников за 2024 г., руб.", "code": "3PD210", "description": null }, { "name": "Минимальный размер оплаты труда по РФ за 2024 г., руб.", "code": "3PD220", "description": null } ] } ] }, { "name": "Справочная информация", "code": "reference_information", "details": [ { "name": "Объём уплаченных налогов и сборов в бюджет города Москвы с учетом НДФЛ за 2024 г., руб.", "code": "2S01", "description": null, "is_select_available": true, "details": [] }, { "name": "Объём уплаченных налогов и сборов в бюджет города Москвы без учета НДФЛ за 2024 г., руб.", "code": "2S02", "description": null, "is_select_available": true, "details": [] } ] } ] }, "additional": [ { "name": "Для представления мер поддержки Правительством Москвы", "code": "pattern_support", "is_available": true, "groups": [ { "name": "Проверка соответствия", "code": "compliance_verification", "details": [ { "name": "Отсутствие в реестре недобросовестных поставщиков (подрядчиков, исполнителей)", "code": "P01", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие решения о предстоящем исключении из ЕГРИП", "code": "P03", "description": null, "is_select_available": false, "details": [] }, { "name": "В отношении ИП не проводится процедура банкротства, ИП не прекратил свою деятельность", "code": "P04", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не является дисквалифицированным лицом", "code": "P05", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не причастен к экстремистской деятельности или терроризму", "code": "P06", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие решения межведомственного координационного органа", "code": "P07", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не признан иностранным агентом", "code": "P08", "description": null, "is_select_available": false, "details": [] }, { "name": "Продолжительный срок существования ИП", "code": "P10", "description": null, "is_select_available": false, "details": [ { "name": "Дата создания ИП", "code": "PD090", "description": null } ] }, { "name": "Отсутствие на первое число месяца проведения анализа (оценки) недоимки, превышающей 30 000 рублей", "code": "P02", "description": null, "is_select_available": false, "details": [ { "name": "Сумма задолженности на 1-ое число месяца, руб.", "code": "PD110", "description": null }, { "name": "Задолженность по состоянию на", "code": "PD120", "description": null } ] }, { "name": "Среднемесячный размер заработной платы работников за 2024 г. выше размера среднемесячной заработной платы, установленной в городе Москве, или выше среднеотраслевого уровня заработной платы", "code": "P11", "description": null, "is_select_available": false, "details": [ { "name": "СЗП работников ИП за 2024 г., руб.", "code": "PD140", "description": null }, { "name": "СЗП по данным Росстата за 2024 г., руб.", "code": "PD150", "description": null }, { "name": "СЗП по данным приказа за 2024 г., руб.", "code": "PD160", "description": null }, { "name": "Уровень достижения СЗП работников ИП СЗП по данным Росстата, %", "code": "PD170", "description": null }, { "name": "Уровень достижения СЗП работников ИП СЗП по данным приказа, %", "code": "PD180", "description": null } ] } ] }, { "name": "Справочная информация", "code": "reference_information", "details": [ { "name": "Объём уплаченных налогов и сборов в бюджет города Москвы с учетом НДФЛ за 2024 г., руб.", "code": "S01", "description": null, "is_select_available": false, "details": [] }, { "name": "Объём уплаченных налогов и сборов в бюджет города Москвы без учета НДФЛ за 2024 г., руб.", "code": "S02", "description": null, "is_select_available": false, "details": [] }, { "name": "Среднесписочная численность работников за последний отчетный (расчетный, налоговый) период, предшествующий дате направления запроса о проведении анализа (оценки), составляет пять человек и более", "code": "S04", "description": null, "is_select_available": false, "details": [ { "name": "ССЧ за 9 мес. 2025 г.", "code": "SD050", "description": null } ] }, { "name": "Отсутствие факта снижения среднесписочной численности работников за последний отчетный (расчетный, налоговый) период более чем на 20%", "code": "S05", "description": null, "is_select_available": false, "details": [ { "name": "ССЧ за 9 мес. 2025 г.", "code": "SD070", "description": null }, { "name": "ССЧ за 2024 г.", "code": "SD080", "description": null }, { "name": "Динамика изменения численности, %", "code": "SD090", "description": null } ] } ] } ] }, { "name": "Для участия в закупках Правительства Москвы", "code": "pattern_purchases", "is_available": true, "groups": [ { "name": "Проверка соответствия", "code": "compliance_verification", "details": [ { "name": "Отсутствие в реестре недобросовестных поставщиков (подрядчиков, исполнителей)", "code": "P05", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие недоимки, превышающей одновременно 1% от величины доходов Лица и 3 000 рублей", "code": "P01", "description": null, "is_select_available": false, "details": [ { "name": "Сумма задолженности, руб.", "code": "PD030", "description": null }, { "name": "Задолженность по состоянию на", "code": "PD040", "description": null }, { "name": "Доходы за 2024 г., руб.", "code": "PD050", "description": null } ] }, { "name": "Отсутствие решения о предстоящем исключении из ЕГРИП", "code": "P02", "description": null, "is_select_available": false, "details": [] }, { "name": "В отношении ИП не проводится процедура банкротства, ИП не прекратил свою деятельность", "code": "P03", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не является лицом, указанным в абзацах втором-девятом подпункта «ф» пункта 1 статьи 23 Федерального закона от 08.08.2001 № 129-ФЗ «О государственной регистрации юридических лиц и индивидуальных предпринимателей»", "code": "P04", "description": null, "is_select_available": false, "details": [ { "name": "Лицо, в связи с причастностью к которому возникли ограничения", "code": "PD090", "description": null } ] }, { "name": "ИП не является дисквалифицированным лицом", "code": "P11", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не причастен к экстремистской деятельности или терроризму", "code": "P06", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие решения межведомственного координационного органа", "code": "P07", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не признан иностранным агентом", "code": "P08", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие ИП в реестре лиц, уволенных в связи с утратой доверия за совершение коррупционного правонарушения", "code": "P09", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие привлечения к административной ответственности в части нарушений по ККТ", "code": "P10", "description": null, "is_select_available": false, "details": [] }, { "name": "Минимальная среднемесячная заработная плата одного работника выше уровня минимального размера оплаты труда, установленного в Российской Федерации в течение 2024 г. ", "code": "P12", "description": null, "is_select_available": false, "details": [ { "name": "Минимальная среднемесячная заработная плата 1 работника в течение 2024 г., руб.", "code": "PD170", "description": null }, { "name": "Минимальный размер оплаты труда по РФ в течение 2024 г., руб.", "code": "PD180", "description": null } ] }, { "name": "Отсутствие в реестре работодателей, у которых выявлены факты нелегальной занятости", "code": "P13", "description": null, "is_select_available": false, "details": [] }, { "name": "Среднемесячный размер заработной платы работников за 2024 г. выше уровня минимального размера оплаты труда, установленного в Российской Федерации ", "code": "P14", "description": null, "is_select_available": false, "details": [ { "name": "СЗП работников за 2024 г., руб.", "code": "PD210", "description": null }, { "name": "Минимальный размер оплаты труда по РФ за 2024 г., руб.", "code": "PD220", "description": null } ] } ] }, { "name": "Справочная информация", "code": "reference_information", "details": [ { "name": "Отсутствие задолженности, превышающей одновременно 1% от величины доходов и не менее 3 000 рублей, по обязательным платежам на 1 января года проведения анализа (оценки) в бюджеты бюджетной системы Российской Федерации", "code": "S01", "description": null, "is_select_available": false, "details": [ { "name": "Сумма задолженности, руб.", "code": "SD020", "description": null }, { "name": "Задолженность по состоянию на", "code": "SD030", "description": null } ] }, { "name": "Среднемесячная заработная плата за 2024 г. превышает средний уровень, установленный в разрезе вида экономической деятельности в целом по Российской Федерации", "code": "S02", "description": null, "is_select_available": false, "details": [ { "name": "Фонд оплаты труда за 2024 г., руб.", "code": "SD050", "description": null }, { "name": "Численность сотрудников за 2024 г.", "code": "SD060", "description": null }, { "name": "СЗП организации за 2024 г., руб.", "code": "SD070", "description": null }, { "name": "СЗП с учетом вида экономической деятельности, руб.", "code": "SD080", "description": null } ] } ] } ] }, { "name": "Для применения налоговых льгот г. Москвы", "code": "pattern_benefit_taxes", "is_available": true, "groups": [ { "name": "Проверка соответствия", "code": "compliance_verification", "details": [ { "name": "Отсутствие в реестре недобросовестных поставщиков (подрядчиков, исполнителей)", "code": "P05", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие недоимки, превышающей одновременно 1% от величины доходов Лица и 3 000 рублей", "code": "P01", "description": null, "is_select_available": false, "details": [ { "name": "Сумма задолженности, руб.", "code": "PD030", "description": null }, { "name": "Задолженность по состоянию на", "code": "PD040", "description": null }, { "name": "Доходы за 2024 г., руб.", "code": "PD050", "description": null } ] }, { "name": "Отсутствие решения о предстоящем исключении из ЕГРИП", "code": "P02", "description": null, "is_select_available": false, "details": [] }, { "name": "В отношении ИП не проводится процедура банкротства, ИП не прекратил свою деятельность", "code": "P03", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не является лицом, указанным в абзацах втором-девятом подпункта «ф» пункта 1 статьи 23 Федерального закона от 08.08.2001 № 129-ФЗ «О государственной регистрации юридических лиц и индивидуальных предпринимателей»", "code": "P04", "description": null, "is_select_available": false, "details": [ { "name": "Лицо, в связи с причастностью к которому возникли ограничения", "code": "PD090", "description": null } ] }, { "name": "ИП не является дисквалифицированным лицом", "code": "P09", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не причастен к экстремистской деятельности или терроризму", "code": "P06", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие решения межведомственного координационного органа", "code": "P07", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не признан иностранным агентом", "code": "P08", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие ИП в реестре лиц, уволенных в связи с утратой доверия за совершение коррупционного правонарушения", "code": "P10", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие привлечения к административной ответственности в части нарушений по ККТ", "code": "P11", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие в реестре работодателей, у которых выявлены факты нелегальной занятости", "code": "P12", "description": null, "is_select_available": false, "details": [] }, { "name": "Среднемесячный размер заработной платы работников за 2024 г. выше уровня минимального размера оплаты труда, установленного в городе Москве", "code": "P13", "description": null, "is_select_available": false, "details": [ { "name": "СЗП работников ИП за 2024 г., руб.", "code": "PD180", "description": null }, { "name": "Минимальный размер оплаты труда по г. Москве за 2024 г., руб.", "code": "PD190", "description": null } ] } ] }, { "name": "Справочная информация", "code": "reference_information", "details": [ { "name": "Отсутствие задолженности, превышающей одновременно 1% от величины доходов и не менее 3 000 рублей, по обязательным платежам на 1 января года проведения анализа (оценки) в бюджеты бюджетной системы Российской Федерации", "code": "S01", "description": null, "is_select_available": false, "details": [ { "name": "Сумма задолженности, руб.", "code": "SD020", "description": null }, { "name": "Задолженность по состоянию на", "code": "SD030", "description": null } ] }, { "name": "Среднемесячная заработная плата за 2024 г. превышает средний уровень, установленный в разрезе вида экономической деятельности в целом по Российской Федерации", "code": "S02", "description": null, "is_select_available": false, "details": [ { "name": "Фонд оплаты труда за 2024 г., руб.", "code": "SD050", "description": null }, { "name": "Численность сотрудников за 2024 г.", "code": "SD060", "description": null }, { "name": "СЗП организации за 2024 г., руб.", "code": "SD070", "description": null }, { "name": "СЗП с учетом вида экономической деятельности, руб.", "code": "SD080", "description": null } ] } ] } ] }, { "name": "Для индивидуальных предпринимателей клининговой отрасли и технической эксплуатации", "code": "pattern_cleaning", "is_available": true, "groups": [ { "name": "Проверка соответствия", "code": "compliance_verification", "details": [ { "name": "Отсутствие существенных прямых расхождений по НДС", "code": "P01", "description": null, "is_select_available": false, "details": [ { "name": "Сумма расхождений по НДС, руб.", "code": "PD020", "description": null }, { "name": "Налоговые вычеты по НДС, руб.", "code": "PD030", "description": null }, { "name": "Налоговый период по НДС", "code": "PD040", "description": null } ] }, { "name": "Отсутствие в реестре недобросовестных поставщиков (подрядчиков, исполнителей)", "code": "P02", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие недоимки, превышающей одновременно 1% от величины доходов Лица и 3 000 рублей", "code": "P03", "description": null, "is_select_available": false, "details": [ { "name": "Сумма задолженности, руб.", "code": "PD070", "description": null }, { "name": "Задолженность по состоянию на", "code": "PD080", "description": null }, { "name": "Доходы за 2024 г., руб.", "code": "PD090", "description": null } ] }, { "name": "Отсутствие решения о предстоящем исключении из ЕГРИП", "code": "P04", "description": null, "is_select_available": false, "details": [] }, { "name": "В отношении ИП не проводится процедура банкротства, ИП не прекратил свою деятельность", "code": "P05", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не является лицом, указанным в абзацах втором-девятом подпункта «ф» пункта 1 статьи 23 Федерального закона от 08.08.2001 № 129-ФЗ «О государственной регистрации юридических лиц и индивидуальных предпринимателей»", "code": "P06", "description": null, "is_select_available": false, "details": [ { "name": "Лицо, в связи с причастностью к которому возникли ограничения", "code": "PD130", "description": null } ] }, { "name": "ИП не является дисквалифицированным лицом", "code": "P07", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не причастен к экстремистской деятельности или терроризму", "code": "P08", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие решения межведомственного координационного органа", "code": "P09", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не признан иностранным агентом", "code": "P10", "description": null, "is_select_available": false, "details": [] }, { "name": "Фактическая совокупная фискальная нагрузка за последний налоговый (отчетный) период соответствует нормативному значению", "code": "P11", "description": null, "is_select_available": false, "details": [ { "name": "Показатель фактической совокупной фискальной нагрузки за 4 кв. 2024 г. г., %", "code": "PD190", "description": null }, { "name": "Показатель нормативной совокупной фискальной нагрузки за 4 кв. 2024 г. г., уменьшенный на 20%, %", "code": "PD200", "description": null } ] }, { "name": "Отсутствие в реестре работодателей, у которых выявлены факты нелегальной занятости", "code": "P12", "description": null, "is_select_available": false, "details": [] } ] }, { "name": "Анализ параметров", "code": "parameter_analysis", "details": [ { "name": "Среднемесячная заработная плата на одного работника превышает уровень средней заработной платы для соответствующего субъекта Российской Федерации и вида экономической деятельности за 2024 г., руб.", "code": "K01", "description": "Используются данные о суммах выплат и иных вознаграждений сотрудникам ИП, отраженные в расчетах по страховым взносам, в случае отсутствия - по данным 6-НДФЛ. Не учитываются выплаты по гражданско-правовым договорам. Для расчета показателя численности учитываются только те сотрудники, которые получали доход у ИП не менее 1 полного квартала и имеют ненулевые выплаты за все 3 месяца. Полученное значение среднемесячной заработной платы на 1 сотрудника сравнивается с уровнем средней заработной платы для соответствующего субъекта Российской Федерации и вида экономической деятельности по данным ФНС России. Подробный алгоритм расчета представлен в Письме ФНС России от 04.07.2024 № БС-4-11/7577@. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя осуществляется по данным о доходах самого ИП, отраженных в налоговой отчетности.", "is_select_available": false, "details": [ { "name": "Фонд оплаты труда за 2024 г., руб.", "code": "KD020", "description": null }, { "name": "Численность работников за 2024 г.", "code": "KD030", "description": null }, { "name": "Средний размер заработной платы, установленный в регионе с учетом вида экономической деятельности за 2024 г., руб.", "code": "KD040", "description": null } ] }, { "name": "Численность 5 человек и более", "code": "K02", "description": "Для расчета показателя численности учитываются только те сотрудники, которые получали доход у ИП не менее 1 полного квартала и имеют ненулевые выплаты за все 3 месяца. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя не осуществляется, в выписке отражается значение, равное 0 баллов.", "is_select_available": false, "details": [ { "name": "Численность работников (за 2024 г.)", "code": "KD060", "description": null }, { "name": "Численность работников (за 2023 г.)", "code": "KD070", "description": null } ] }, { "name": "Отсутствие факта снижения численности работников", "code": "K03", "description": "Отсутствие факта снижения численности сотрудников (работников) по данным отчетности за последний налоговый период (календарный год), представленной ИП как налоговым агентом или плательщиком по страховым взносам, по сравнению с данными отчетности за предыдущий календарный год. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя не осуществляется, в выписке отражается значение, равное 0 баллов.", "is_select_available": false, "details": [ { "name": "Численность работников (за 2024 г.)", "code": "KD090", "description": null }, { "name": "Численность работников (за 2023 г.)", "code": "KD100", "description": null } ] }, { "name": "Продолжительный срок существования ИП", "code": "K04", "description": "Государственная регистрация ИП произведена не менее чем за 12 месяцев до даты подачи запроса на предоставление выписки.", "is_select_available": false, "details": [ { "name": "Дата создания ИП", "code": "KD120", "description": null } ] } ] }, { "name": "Справочная информация", "code": "reference_information", "details": [ { "name": "Показатель фактической совокупной фискальной нагрузки за 4 кв. 2024 г. г., %", "code": "S01", "description": null, "is_select_available": false, "details": [] }, { "name": "Показатель нормативной совокупной фискальной нагрузки за 4 кв. 2024 г. г., уменьшенный на 20%, %", "code": "S02", "description": null, "is_select_available": false, "details": [] } ] } ] }, { "name": "Для участия в закупках ГК \"Росатом\" и ее организаций", "code": "pattern_rosatom", "is_available": true, "groups": [ { "name": "Проверка соответствия", "code": "compliance_verification", "details": [ { "name": "Отсутствие существенных прямых расхождений по НДС", "code": "P01", "description": null, "is_select_available": false, "details": [ { "name": "Сумма расхождений по НДС, руб.", "code": "PD020", "description": null }, { "name": "Налоговые вычеты по НДС, руб.", "code": "PD030", "description": null }, { "name": "Налоговый период по НДС", "code": "PD040", "description": null } ] }, { "name": "Отсутствие в реестре недобросовестных поставщиков (подрядчиков, исполнителей)", "code": "P02", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие недоимки, превышающей одновременно 1% от величины доходов Лица и 3 000 рублей", "code": "P03", "description": null, "is_select_available": false, "details": [ { "name": "Сумма задолженности, руб.", "code": "PD070", "description": null }, { "name": "Задолженность по состоянию на", "code": "PD080", "description": null }, { "name": "Доходы за 2024 г., руб.", "code": "PD090", "description": null } ] }, { "name": "Отсутствие решения о предстоящем исключении из ЕГРИП", "code": "P04", "description": null, "is_select_available": false, "details": [] }, { "name": "В отношении ИП не проводится процедура банкротства, ИП не прекратил свою деятельность", "code": "P05", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не является лицом, указанным в абзацах втором-девятом подпункта «ф» пункта 1 статьи 23 Федерального закона от 08.08.2001 № 129-ФЗ «О государственной регистрации юридических лиц и индивидуальных предпринимателей»", "code": "P06", "description": null, "is_select_available": false, "details": [ { "name": "Лицо, в связи с причастностью к которому возникли ограничения", "code": "PD130", "description": null } ] }, { "name": "ИП не является дисквалифицированным лицом", "code": "P07", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не причастен к экстремистской деятельности или терроризму", "code": "P08", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие решения межведомственного координационного органа", "code": "P09", "description": null, "is_select_available": false, "details": [] }, { "name": "ИП не признан иностранным агентом", "code": "P10", "description": null, "is_select_available": false, "details": [] } ] }, { "name": "Анализ параметров", "code": "parameter_analysis", "details": [ { "name": "Отсутствие ИП в реестре лиц, уволенных в связи с утратой доверия за совершение коррупционного правонарушения", "code": "K01", "description": null, "is_select_available": false, "details": [] }, { "name": "Отсутствие в реестре работодателей, у которых выявлены факты нелегальной занятости", "code": "K02", "description": null, "is_select_available": false, "details": [] } ] } ] } ] } }, "scoring-info/templates": { "headers": {}, "body": { "total_count": 1, "templates": [ { "id": "1bb03649-473d-40e8-a213-b7b541028b48", "name": "Для контрагентов", "request_date": "2025-11-24T08:46:39.320925Z", "groups": [ { "name": "Анализ параметров", "code": "parameter_analysis", "details": [ { "name": "Среднемесячная заработная плата на одного работника превышает уровень средней заработной платы для соответствующего субъекта Российской Федерации и ОКВЭД за 2024 г., руб.", "code": "0K01", "description": "Используются данные о суммах выплат и иных вознаграждений сотрудникам ИП, отраженные в расчетах по страховым взносам, в случае отсутствия - по данным 6-НДФЛ. Не учитываются выплаты по гражданско-правовым договорам. Для расчета показателя численности учитываются только те сотрудники, которые получали доход у ИП не менее 1 полного квартала и имеют ненулевые выплаты за все 3 месяца. Полученное значение среднемесячной заработной платы на 1 сотрудника сравнивается с уровнем средней заработной платы для соответствующего субъекта Российской Федерации и вида экономической деятельности по данным ФНС России. Подробный алгоритм расчета представлен в Письме ФНС России от 04.07.2024 № БС-4-11/7577@. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя осуществляется по данным о доходах самого ИП, отраженных в налоговой отчетности.", "details": [ { "name": "Фонд оплаты труда за 2024 г., руб.", "code": "0KD020", "description": null }, { "name": "Численность сотрудников за 2024 г.", "code": "0KD030", "description": null }, { "name": "Средний размер заработной платы, установленный в регионе с учетом ОКВЭД за 2024 г., руб.", "code": "0KD040", "description": null } ] }, { "name": "Численность 5 человек и более", "code": "0K02", "description": "Для расчета показателя численности учитываются только те сотрудники, которые получали доход у ИП не менее 1 полного квартала и имеют ненулевые выплаты за все 3 месяца. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя не осуществляется, в выписке отражается значение, равное 0 баллов.", "details": [ { "name": "Численность сотрудников (за 2024 г.)", "code": "0KD060", "description": null }, { "name": "Численность сотрудников (за 2023 г.)", "code": "0KD070", "description": null } ] }, { "name": "Отсутствие факта снижения численности сотрудников", "code": "0K03", "description": "Отсутствие факта снижения численности сотрудников (работников) по данным отчетности за последний налоговый период (календарный год), представленной ИП как налоговым агентом или плательщиком по страховым взносам, по сравнению с данными отчетности за предыдущий календарный год. В случае непредставления ИП расчетов по страховым взносам и отчета по форме 6-НДФЛ, расчет показателя не осуществляется, в выписке отражается значение, равное 0 баллов.", "details": [ { "name": "Численность сотрудников (за 2024 г.)", "code": "0KD090", "description": null }, { "name": "Численность сотрудников (за 2023 г.)", "code": "0KD100", "description": null } ] }, { "name": "Продолжительный срок существования ИП", "code": "0K04", "description": "Государственная регистрация ИП произведена не менее чем за 12 месяцев до даты подачи запроса на предоставление выписки.", "details": [ { "name": "Дата создания ИП", "code": "0KD120", "description": null } ] }, { "name": "Налоговая нагрузка с доходов (без учета НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г., %", "code": "0K05", "description": "Соотношение суммы всех начисленных за календарный год, предшествующий году проведения оценки ИП, налогов (не включая НДФЛ , подлежащий уплате в качестве налогового агента) и выручки по данным последней представленной налоговой или бухгалтерской отчетности.", "details": [ { "name": "Среднее значение налоговой нагрузки с доходов (без учета НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г. в регионе с учетом ОКВЭД, %", "code": "0KD140", "description": null } ] }, { "name": "Налоговая нагрузка с доходов (с учетом НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г., %", "code": "0K06", "description": null, "details": [ { "name": "Среднее значение налоговой нагрузки с доходов (с учетом НДФЛ, подлежащего уплате в качестве налогового агента) за 2024 г. в регионе с учетом ОКВЭД, %", "code": "0KD126", "description": null } ] }, { "name": "Отсутствие на первое число месяца проведения анализа (оценки) недоимки, превышающей 30 000 рублей", "code": "2P02", "description": null, "details": [ { "name": "Сумма задолженности на 1-ое число месяца, руб.", "code": "2PD110", "description": null }, { "name": "Задолженность по состоянию на", "code": "2PD120", "description": null } ] }, { "name": "Среднемесячный размер заработной платы работников за 2024 г. выше размера среднемесячной заработной платы, установленной в городе Москве, или выше среднеотраслевого уровня заработной платы", "code": "2P11", "description": null, "details": [ { "name": "СЗП работников ИП за 2024 г., руб.", "code": "2PD140", "description": null }, { "name": "СЗП по данным Росстата за 2024 г., руб.", "code": "2PD150", "description": null }, { "name": "СЗП по данным приказа за 2024 г., руб.", "code": "2PD160", "description": null }, { "name": "Уровень достижения СЗП работников ИП СЗП по данным Росстата, %", "code": "2PD170", "description": null }, { "name": "Уровень достижения СЗП работников ИП СЗП по данным приказа, %", "code": "2PD180", "description": null } ] }, { "name": "Среднесписочная численность работников за последний отчетный (расчетный, налоговый) период, предшествующий дате направления запроса о проведении анализа (оценки), составляет пять человек и более", "code": "2S04", "description": null, "details": [ { "name": "ССЧ за 6 мес. 2025 г.", "code": "2SD050", "description": null } ] }, { "name": "Отсутствие факта снижения среднесписочной численности работников за последний отчетный (расчетный, налоговый) период более чем на 20%", "code": "2S05", "description": null, "details": [ { "name": "ССЧ за 6 мес. 2025 г.", "code": "2SD070", "description": null }, { "name": "ССЧ за 2024 г.", "code": "2SD080", "description": null }, { "name": "Динамика изменения численности, %", "code": "2SD090", "description": null } ] }, { "name": "Среднемесячный размер заработной платы работников за 2024 г. выше уровня минимального размера оплаты труда, установленного в городе Москве", "code": "4P13", "description": null, "details": [ { "name": "СЗП работников ИП за 2024 г., руб.", "code": "4PD180", "description": null }, { "name": "Минимальный размер оплаты труда по г. Москве за 2024 г., руб.", "code": "4PD190", "description": null } ] } ] }, { "name": "Справочная информация", "code": "reference_information", "details": [ { "name": "Объём уплаченных налогов и сборов в бюджет города Москвы без учета НДФЛ за год, предшествующий году проведения оценки, руб.", "code": "2S02", "description": null, "details": [] } ] } ] } ] } }, "user": { "headers": {}, "body": { "first_name": "Иван", "patronymic": "Иванович", "is_inspector": false } }, "scoring-info/statement/57227/pdf": { "headers": { "content-type": "application/pdf", "content-disposition": "attachment; filename*=UTF-8''Выписка_4506-1013_10.03.2026.pdf" }, "body": "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" }, "scoring-info/statement/39611/pdf": { "headers": { "content-type": "application/pdf", "content-disposition": "attachment; filename*=UTF-8''Выписка_4506-1003_10.03.2026.pdf" }, "body": "JVBERi0xLjcKJb/3ov4KMSAwIG9iago8PCAvVHlwZSAvT2JqU3RtIC9MZW5ndGggMTYxMCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTiAzOSAvRmlyc3QgMjkzID4+CnN0cmVhbQp4nL1XbU/bSBD+fr9iv5UK0ey716cKKUCB9ErJEVoqIT64yV7wKYkj2+nBv79n1nYSkkAoR0+tsy/zsjOzMw87knGmmBFMM8k1M0xaySzTRrII24I5Zq1iMXOxY4Ljv9IM28JK/EgmnIyZUBgd6KSE9qHGCOxbJiMJ/gijsWDCGBsGknRE5BgtmAVGh7VkMtZYK6a4A1EzJTWEDFPakG0YHcaIKYMf6ZiyHOsYI/Qr+OI4hAVGKFUSY4QfxTSHXzBdC9o3TEsL5XDUwi8VMR3DHuUwgknFGEHXHGOsf3v/nrXOfJkMkjKBBoTsgrW6ydAXCFtYXN5PPWsdgj7Khmx/P4gc5j4p02xylJSe7Rz9jthYrniMUWq1y9Ubzt+8rfmynO10+r6P+Zh1j47Zh0FKm+qdjMFzlg22qenm2WDW99Bz0v3ETm6zoiz6eTotcWnvuH3H384Ny2aTEtfe+iMdFOwat05OIIo0IGg03DROVX7OJSeln5Twu+JCWAZpcpDdQQvHP4PbdaDdkFwOziZAF77IZnkfmio1oyzvTZO+p7sNDB/uypNeSS7ilsPOMc6iK66inWf9ni9xTIuC0+qMYdYhbPR3JZ327fz7375fUmoQ//7+svmN9ef5wOfpZIhID2BbWt6/JcuGaVHm92ynPci+e+z0ZtPpyI/Jet6IHiSFDwa1Lrq97vn5bjtPk9HZJQyf9LMBKW1dpZP2pEgXG8dpXpSHt0lOQQ3+HPnqSnCxtWOfkiWW3ux7Gawm20XjQnXuVToob+m2ZOTgcW1Xu+hXdrbaP4aBJdCRitNTnw5vA4n0U/B2WgXFHC6SHbXc8SgZFswaY+PqqIPFdQrO65+binacjjyKSS1u6HMy9utB6aAQ0n57Mhx5OuMsuVuy7SwtCsRnaadX+vFXYlw4vBSp9Ss4+vj108nuCbKo+NLZww3ORohg7dUggZ0ZJek1IVadzItbae5+73Ql4HR+9mWSgtEz/aCyw7nPtuOwc9S7L+BTZ/JXxup0xuZldtI5OkumCxtg8xUzhq/5LGqUmRsIcWIhc+RKYsBPRXlh6JocZlG4MKi4JnwM3w2BMpagKMAajYY+87xPBY2KVLhKOY8JOCrN0sznMswtRJqP9og3AtqbyNAaqQ4eAHeE+6HPQtYC8B0QnIwP6xgfTLWK5DBC3slqHWRU0G1Il9MVL60jsgV0g7UhpKc5dBnIRoYQvdIXPtAN/rDQ2WFNMpaHPdKhaV6fF3QSH9lNtopwntPkC+kUJnwRImCCLcrRZZgQL7Liuiml1eqNIRKSBjWqazxcFHCgNgW7J3m0XLPuQc3uaegPLAJ/HILkUuFK+LNWuI+k8EoBVwUqjHq6RF8FYE9P/vxyuTDpIBsNNpa2fnFpR9tLe6MRD+tayBcVtvnlhf2c6qR5VM9Dhj+jOonWWLFaoaDpgA6ymhNfU6H/Z0WS3s3V+PwKdNsqMN5egXH1Ul6vwHi1Ajdm2iPlZ54uv16blfnMN0yLJ1VNv+jgPeTxCpuWs2S0kQ3vq87hIdXBAHGtKmwue+FHeND+8OH5lo59maf97VrEkpZXAYje6ef2wbd5xOgJOhtvggipXgoRRm6HiEfMeAgSUmwFCb4OElL/FEhIqlhjtiW2UdsS221PbOoC8fd8LbGNXk3sR+LzSGrrp1P7QlKvWfcS1Prx+p1fUUEStqFyajjreWg2lzmRE8Y0VDS8cykHvGnmMXClnqOITdzMgUsr5wrWEAE2QjWMgu6kmscsWhaZd1BW/JcOalFuii+1S6ppTlfapbpN2twWLUXvNfx6rc5QRaudoXJLrmr+c52havLgl3WGB8ennYOr3UsgY/HZ/3ORjZNJtxcQnXqidXxS5qX4ZNV2fNpizkOcUg02/BROKfvCx4yI5tPQHCicfxP+4FOjIMM8PENsFObhke3cfB2eIfgNH4o8wuMjRss238NnkcSki2QilLFDHUM2lrUszcMzBZVosRZCWmxaTofRm0EDlAy3aAU17Yf3g4ns4oMg7ZtmnxoqGk0lo2MR9mxMDlmpGz6rNyA1YHUB1VavQnVFnmO1gl2PY7UBfAUWWTXwq2BtzSpYb0mWjaBNb80toL0G1E+Ds6Ybrql4KdnoMVBaBiI8MJRuGP8FFOB0AGVuZHN0cmVhbQplbmRvYmoKNDEgMCBvYmoKPDwgL1N1YnR5cGUgL1hNTCAvVHlwZSAvTWV0YWRhdGEgL0xlbmd0aCAxNDU5ID4+CnN0cmVhbQo8P3hwYWNrZXQgYmVnaW49J++7vycgaWQ9J1c1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCc/Pgo8P2Fkb2JlLXhhcC1maWx0ZXJzIGVzYz0iQ1JMRiI/Pgo8eDp4bXBtZXRhIHhtbG5zOng9J2Fkb2JlOm5zOm1ldGEvJyB4OnhtcHRrPSdYTVAgdG9vbGtpdCAyLjkuMS0xMywgZnJhbWV3b3JrIDEuNic+CjxyZGY6UkRGIHhtbG5zOnJkZj0naHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIycgeG1sbnM6aVg9J2h0dHA6Ly9ucy5hZG9iZS5jb20vaVgvMS4wLyc+CjxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiIHhtbG5zOnBkZj0naHR0cDovL25zLmFkb2JlLmNvbS9wZGYvMS4zLycgcGRmOlByb2R1Y2VyPSdHUEwgR2hvc3RzY3JpcHQgMTAuMDYuMCcvPgo8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXA9J2h0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8nPjx4bXA6TW9kaWZ5RGF0ZT4yMDI2LTAzLTA5VDIwOjIyOjQzKzAzOjAwPC94bXA6TW9kaWZ5RGF0ZT4KPHhtcDpDcmVhdGVEYXRlPjIwMjYtMDMtMDlUMjA6MjI6NDMrMDM6MDA8L3htcDpDcmVhdGVEYXRlPgo8eG1wOk1ldGFkYXRhRGF0ZT4yMDI2LTAzLTA5VDIwOjIyOjQzKzAzOjAwPC94bXA6TWV0YWRhdGFEYXRlPgo8eG1wOkNyZWF0b3JUb29sPkljZWNyZWFtIFBERiBFZGl0b3IgMy4yOTwveG1wOkNyZWF0b3JUb29sPjwvcmRmOkRlc2NyaXB0aW9uPgo8cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0iIiB4bWxuczp4bXBNTT0naHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL21tLycgeG1wTU06RG9jdW1lbnRJRD0ndXVpZDoxNTAwZGFkMS0xZTM4LTExZjEtMDAwMC1jZjU2N2YwMmY4MWInLz4KPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6eG1wTU09J2h0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9tbS8nIHhtcE1NOlJlbmRpdGlvbkNsYXNzPSdkZWZhdWx0Jy8+CjxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiIHhtbG5zOnhtcE1NPSdodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vJyB4bXBNTTpWZXJzaW9uSUQ9JzEnLz4KPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6ZGM9J2h0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvJyBkYzpmb3JtYXQ9J2FwcGxpY2F0aW9uL3BkZic+PGRjOnRpdGxlPjxyZGY6QWx0PjxyZGY6bGkgeG1sOmxhbmc9J3gtZGVmYXVsdCc+VW50aXRsZWQ8L3JkZjpsaT48L3JkZjpBbHQ+PC9kYzp0aXRsZT48L3JkZjpEZXNjcmlwdGlvbj4KPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAo8P3hwYWNrZXQgZW5kPSd3Jz8+ZW5kc3RyZWFtCmVuZG9iago0MiAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDI2OTggPj4Kc3RyZWFtCnicvVpLbxzHEZ7WipR2SXC53F2+RFkD5GAywE6me3pe1yBBACMX2QRyiHxKbAeBVoGUQ07+I/p3hiMhtGRZYiInBwfIV9WP6X1yxwYigtzZ6uqqr7uqq2uq9DROkzxO6cd+/mHaS+Mvek97ir8qS4x/edn7xcd1LFV8+XlPMlXGeZEUda3iUhaYfjntnccXl38Go5SOs4gvf9s7j76OfojeRlfRdfQq+uriw0BWxgwxaPxnydyr6B9RBzNfRu8gh2R8he/fRf8G5Q3kXeHbFZ5e4C+Nv4j+BY7X0X9B+yH6HqNvMfMl6PRJnFfRt+D4J2iv8fvNOjzzyNIQ2bUYCiH2xBb+DvC8J87EoydRR5yAcEvsir7Yu3mxMyLfYOYBRPVFLE7xHENaB2L3RRf0HSHw/QCjW2IbKu+AOmRKB9+JtgcKzemLW/jbZXBdQU9bYgR5u+I+aH3x6BmG9yGCptFnl6c+egaeIYi7Ynsd8l9f9h720qTMszot4sWHZ6tcCAuulrlQkToXit7DPt+tBX9b9G9Cz45oULZ25yLNQndulg74+Zy9rlaAtI6wFuN9uCY54yss9zUc8iXcd5byzRKOq+g/KyyTyxDpvGe9BYQ++8kg8KM+sBBtyF7XMd4TvcbnEfPsMPAhz8IY+000wsAH7Pv7zERngBbeFXfpe7QDsUfsjDuiG+1aVbfBQc69563X5SNyx7rtA1CfY/aY1OLzW4bV5+3dYXc851n9BWffRH84h01DIMZsFJp+wGL70b44xNNdWukTuyU0h48MzSIRsbMfk4mpe5O7evCrHTYiQCOrkY721oxmth9thAA6c35xUt4gGnaidwzjAMNdPvoICdEwOo4GsNQYf8f4NsZ3s78UCfejU/weYvwAv8PoCH9/Ft13nlOS42hZJTLW8eUf4T1HJrA7p5uYwUnJo+aYpHmiK++BK+NoEz/gofhBqJAyS7K6iqUuMpxCHEOFkQxh5LPe5726wKg2g1LLpCiasWZmVvuZSpvBokqTVJkxVYFR+SEvE0NWphvCBlTxF39FxPhoXYT7+DeNfACz8i2wTyBFpSTlaazyguNLidAhy4SU1hRfcNOCSce/+gu2Ak85sa8OVnyekzRNJR9qekpzG7iyKk+qIo/LQia1NFGUrDrA76G3/4m/mysvZ5KliUoRIiZVUqVpWbE9+UIb8tEew50G5Kdde/KEP3XhtdT1svOkgHB2IJmW2BPvQqNl+qVKkxqBa5LlSV7XBbH+/jx6RefeRokmaHX5AAo+FWfiEP46qepMJqqCg8K/h9EJvJpWjnVffHr50RI/07CdlLokyxXYL0kWtN5UljrJ08qPZ9idnLzOjv/YC2+F2XDflGmGzzJjtWw3yk/eLN3NIqkqt5fjJXuZVQpoYUrL8w67doeDDLbNBEiORZQbzATeeJk6+KiqUu0UHvr7dHE3U/g+IOAYZUqrWBMknCtzQHOdlNksT5rN8dRFkuZyvSCVwZnoDK1lKqukqNZrA2W9kKxg6nopOlVJoW+Ao3WW1EV9gyQcXlWuF5QrZEe1voGpKHH6b1h9kdaJyhomlRrJM0yVRDyhaOaYKjNp1mrsyzr+G2Kcec7sm0SNf6V2rxPGTZwL6HhqfEIVnvK4oUicZkNxszzlT71P4oc36ZqTPDW+pWd0OUqja0H7RrrmJE+Ni3pzkxxPaXQtaN9E17zkqfH0WoW6HMVLXtS+kS6SU4b2ymSd1DO6PKXR5Wa10jUveWoOn8xDXY7iJS9q30jXnOSpOcOZDnR5SqNrQfsmuuYlT00oyMtQl6N4yYvaN9I1J3lqI8qMLkdpdC1o30gXyZnRxZGpClQ5QqPJzWmlaU7u1ES3IIw8bihe8ILujTTNCZ6aGKlCVZ7SqFpQvokuDqxShvFJIm1OQx/0FC/Zz5rTtT5ZVIRDLWYdyHzLTOs4R45jsw4kXMOLCbJTmeQlJWrmucwcHetQszzDBZ5N6LNy5nlIb6VrMJ3jJeU6+h6JkE/iQE0V4aaHAtkyPiXSjyxMRapCmUxCmYsXCXoN281mEI6pgglLHO0ZpiZv10RWJnfnZ+wg3RRIsKvKSDApfL1xCp+vTuGloswFV6wuElVokwteL3lBH9Fzk4y1vIQrqZMUGdLUvAGBwVEeb+C+83Ma920jxWEpcWWkRRlgcZQ2WBopDksbKR6LhkWROwdyLaUVFi/FY2khxWEpKqQIeJtr5DpKGyyNFIeljRSPJYfDFjrEYimtsHgpHksLKQ4L0lTMUQEWR2mDpZHisLSR4rFI8rEQiiG0QuJkeCCby3A4NEei0FccpQ2SRoqD0kaKx6LpNS70FUdphcVL8VhaSPFYKNDOYrGUVli8FI+lhRSHBZIwJwukOIqR8lOqCmm15IJPTVlBS9CRtJgLnhoLXHDc5pKiK+RsL9Z4LyZalriSFZVhwpFHT4Lr+Efdcg5aVmcO2rl4Ho2iAXV0+I4bBaXoba7cjsQpAIS1WKr9mNoQFaTt1wEXlw+5rjFT6N2nUi/3h65toSOPS4bFhQ5VyaRComQLHceeJ1wFsmVZKl9aeSEEsU20Qj4AiyNvMYUrLGa8ZjEdxrltlzNg2h7XhKkmM+Ayril3Hdh2klmoqTILjJxyDbhPkqIdHtnibdgSx36kz9XoAx7d5X2wHR3aj11KuJQyayBzSlOzBfLDNcgdSnYhqsQ1HRiqA1LD6wHbydTWwWu8jBis03HdH7a+62rUvFCq2h9zOfyMq3t9NuGWXWLTiOhefNijhga1Mg65vk0/pGDE5SzSDBZnEWJdaillS5zPo6M1yyXYJ2E7LejlNO25bVNbMyXQXWzAsZ1i+gF3udj+d246vl3qenWeZBStDNaTpa6narxYy5tcjxZ0zAv62mwv7/9Jg2cVhhpJsANwugxAliAn1w0A9oWgNGsaNLR9sace8UaN6EyCdotjzQ6PuG0W5ECEaUbeNnNR7bkrXNumLx7wgmWKtwRdY8GpK1Iva8XcJ+YWXnDCmxYCiaF0F3+3/aJ22Qu56WKaNKYL4wrR7AQd7kPdYjI8lg9uhz1lYGbuM+AOQ/b91z63g0a8PVxwj6ZiHH3JY55K0M+56WaiABbJFh3zQXhvG1uDhQYpQaGIsMdWcG2he9wWuGfbAkOW+5wP5jg6i/aj99xun3IL9jZv6sg2uOfbYdzUIqPd5iMwZAhH1v0f8JWxxad72/QIeE94L+l4rGmZNfF9dXeaAs2XwYFXq0yd0UWpfHg+3cDeW/ZId2xXccz2Dzsg3uyNa9DLa6bK+cB6+XNWe29BrVnWse33Y1dN21N8AMX2djB9lwPGtbNJB3KXP819PWDXo5YopODVuq7qIOpbWGctYiCH8Tu2kUornnMI43Q7/M464D3cs/7Qn+Gg0dumZ3sxqbBnC6hM72rZdt017VrrO33vdYFFBIQTpKG1ilKFDKwSFEc4vHF5CgnKRBaUk8igV/WT/pPDquzMNX10at7xZ/9nDLRW/7//9cILfIprFXuA20BrStC4wg90zz6Lfxc/WbHCbN0Kc5XkGbVEzQoPguYR58yZTmRRGW5q+8EQNfJN6sQWmvoNXFfJclNXedj7Hx4w9JllbmRzdHJlYW0KZW5kb2JqCjQzIDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9TdWJ0eXBlIC9UeXBlMUMgL0xlbmd0aCAyNzkgPj4Kc3RyZWFtCnicjY/BSsNAEIZ3kxw8hGpE9GCF8dZCLRRBDXgJOVkIShsfYE0mzWKaDZtFyTPkTfo8Hn2P7NFNKHpR8PIx/Mz8//yUOBahlB4EkrMiivv5Up9TPbb02NYXLmldu3WdVl8d6zNPnxxq74jY5oZ8kE96H4qqkXyTK5gkU1j4/mLW83rgzcDbgXcDfQhS8YKwbmqF2xoeykTISkimMJ0DBEUBq96thhXWKN+MOjwGvAYGSrIUt0y+gsggzhEiUQrVVAjh3oWLcgYSN9zYS0yBl6DM3vMankxEqYCVKcTfNo9ZxhMcRCxqfM/N0T4wiifhFH7q/aPaXx/Nf+0FhBBqQIlFqeN1u1G3a1vaLVu7W56OCPkCzjh7t2VuZHN0cmVhbQplbmRvYmoKNDQgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCA2MTQgPj4Kc3RyZWFtCnicXZXBbuJAEETvfIX/APdMAUGK+pJcctjVand/wNg9EYcY5JDD/v3iKmZWWqQ8iQIj90u5Z/vy9vo2n2/d9sdyGX/FrSvneVri8/K1jNGd4v08byx103m8Pd6R48dw3Wxfvg3X33+u0d2/EEXvvw8fsf253zMxXTNepvi8DmMsw/wem+f+/vLncn/5Jubpv48PR111Kv++nr0x9c7oyRvTTtHJG9OTotEb01FR8cY0MrLeG9OkyLwxhaLkjako4h2JWfdl8MZsinbemJOivTfmrOjgjRmKOJ2YNaMdvTHvFQ3emA+K6EDMMmF0IGaZsMkb88AoSTEJDbTn5+JwYnTgG/GkKGiKhOnCoCkSJhPBHyZhMhHUQsI0dlALCdPYQQckTDMGHZAwzRh0QMI0Y9ABCdOMQQck7HH3HIWEqRMRXglTJ4KdIWHqRGFnSJg6UWiCxKOrhSZIJJkoNEEiyURhZ0gkdaJQDokkOYVySDx6X9gZEkmdKPRFIslX4dgkksYuHJuEHgXr1/sWoUZbn7wSarTxSRShRlsPr4Qabf3OK6FGW7/3SqjR1h+8Emq08akWoUZbf/RKqNHWD14JNdr47ItQo43Pvoh8UjR5JfJj7PBK5ElR8Upk/reNG0JELoroi4QeGOOGEAH54oYQAfnihhAB+eKGEAH54oYQAfnihhAB+eKGEAH54oYQAfnihhAB+eI6EAHJ4ToQAckxyiEByTHKIQHJSZRDApLzxBlXpnVJrtGRN7EyrWOt67/u+fUkWI+Veop049eyxHzj2cOzZT1TznO04+l6ua5Xdfe/zV+fZpeFZW5kc3RyZWFtCmVuZG9iago0NSAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDM3ID4+CnN0cmVhbQp4nBOY+f+PAAMUsAAhEij7/7+n/v//9w1IYhwMDAogGgA5wQnRZW5kc3RyZWFtCmVuZG9iago0NiAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDg0NjkgPj4Kc3RyZWFtCnic7XwLWFvHne/MOZIOEiAdCSQBAj0QiJdAAiGJtwAjsBFgkAEj22CDHb/ysOPEjpM4jfPoxuHmNk1umnaTbvx10+27sXTqZh3XX5zuNm6T3q7Jbbq5m5vrdtvGdbats22a7aZbxP3PnCNxJOG4t3u/7/bbbzmeM5o5RzP/x2/+jxklCCOE1Og4YhG/88jtdqNL8Qb0fBrK3t0H99z8Zrj8rxHCCihv7rnpzt2I/nG1CPk+t/eG+V2lh5+6A6HwJHQG9kKHalDxU4SYH0G7au/Ntx8V3++B5xy66cDOebHdsYQQe//N80cPspeUevgM4yP7wUM3HNxlKfpzaFchpGAQj8bgWo+icL+L3nvQx9Et6GEUoZ9JaYHSA+0IakOd0BNFYdSO+tF2tJVwttKG1PgYUjNdiGGuIiUzCtQZoH0OqVk7cA5/ZxByR84g9fhMAuOPxc7glY+eQQMVL8BTdvtc4xmE3XZ7eN9AHO+ABuOGjnoHfGLd9sE4Wz0YnXHG7Iv2xQ27Fu2D9r3zu+KKalrDgxsWYx57HG2a2Qf3yRlHvDdmSX+8IRbrgHEUZBwFHWcxBiPsl0bYT0eAAZbhJaU7Yo+zrvGZiZn48QFLvHcgZnE47OH4S+Mz8ZcGLI5YDN5SpSmF+p59JRLNHNCsqocPeeIom2bivZY4ii0uii2nI358cdGyCHxI7TPopawOjLI7eqUOkAQZka0On8HHx+mj406HhXQ4HU4H0BkbgLnV7simmTBQ6og1xjXueEu4MZ7vjvvC8KzAnajBJ+yLm2Ze6EUKtPNMHjoxGbefOMOjyR0zL6AW9srBmCXuhGnEzlQf5brQHe89ccaOtkCvD6EBC1TslYFYIygX8M2+vkLwVJY8uPI2u0J65H/4JdID900w8QzAVHyuBZwgxS7ow0BeA2CkAZ2FZzbENKDz8GEQANeI7MgAL+c1nIe3s3tYNIpCGT2KnHeUOT0q1IyqYRojIYH2cDnv5OX0qFGM9rlQidSjQXXwvAwVo3ypJx8Wi9iXGrkg551CGKULNSFHemRtzlw6mGsDLLI6VCr18Dnv6Ok7HdBnknoMsHC3oD7osUo9RfSdNlSbfqeYctEu6zGiYaBHPrIpp8eMdqIJKulyqacEzYHsu0BlqZ7SHArLaI8bqEn1WNA47atJz16O5tFGMC+NaalWoEn6TmX6W1bUDaCrkY1sy+oB3BBLwxEQiavyLFqCEfBtZ9FLpL79LBhgsa1DVbT2SnVcqn8k1YjU9H2xjsvbh8+iFan2ABLI+xul+qRUn5fqXlLD9+6V6lNSfVGq35VqHakPS+8dltqp8ejzWtr2SPUBqe4lNTwfl+p3pZon9WEyX630/Xrp+/USn2JtIzU8D0n1P0s1T2pKj1ifTLfdEn1N9Ps/lGobqSmfTRIdYn2e1FReTdL3vJK8vBJ/Yh0i9e2IGIMWsBJ/w4A5gQXpAZsKRQUFvQWfebCBbyGxQ0ke8OIDJdT4LW9ztd6hZx16Bz6bPJ6HP548mIf/Ocnjf00itLKCyld+x3yG+VsQ6bHfIuTCT9QRd3kM701+FAxNaGU/3gC+y4J4QVFeoTe0o7jRE1d6vM1FrYFgIOhTcVrWaCy2MmaT2emqcbn8oWZrZeNNXhdvK9HpSmy8y3tzY2VFMw4c+lwg1NAYsoSjC23F/tlouLy/2dvX9uxNxFLaYaY6mMkOM5U6KulMZk+cg5lwsZbhVJwzEOxh/f7WJqbGVeMzma0wL67Tmsp1le6bPKvTeW50O3XlJi2uDMzBHH3e5v7ycHTWX9y2EA1bQo0NIcvA5EJ7MaL83YC+B8ZBiVoEhYqjs6LwTBx5LAlk74klcH5c0zDj+J+W38TiiI+zS+SuWIorgC6f32fknNtv2dJ6yy1Pk9Fc2Iyb8D7QUqmAFEpxNE+CUaTHALE5jA4Xzkv+K94XJd8ZW/kAXYKoIh85BVRQmEuBSiP7trnS5W8N+FpMxmLVk9b6eisUrt5qq6uzWQGMqAGk+ApIESIqGQVxhkjRh534wJbkuS3M1d8fA0wFVz7A74LmjWCq+gXkboS346Ylcfp8mD6/qSeWSYtplZN4Pp9wyBlTVjYxoJ0extdiZQARWqampYeh+nJWahmKEVzkj7ZVVLRF/ana2uTQ6x1NVqnm7MNHY7uitw3a7YO3RXfFjg7bo8X+LYO7eidbiotbJnt3DW7xU81BhIV/DpGUBo0JOL8gLTcl0KpMEa6GhpoQjlYpFRRKNeFU4RFYBfkkMCwRFFEst+RtDvr0nB9uPqNj6xc+//m5xeTBKMPeuefO5SejMG87zPtLkJoVbRU4mz09Lw9T8al5K6BRQea1yOZFFrJ+BMyTKs7zCU72UMPRh2X0IRBRFAj4W13OSpXRmRIpWQUcoKd9pd7THwz2b7O3jzU1jbXbi+zukm/jnuRIBJs8/a5gf3+wfjhotweH6y2tPp/l7wndTaDtnwLdXnSrgJpb0nQ7gFRHjqLVMtJUagchTe9AhG695/RJ/Sk9M5vQycDg4BMlsq9YSvTkK3V6HeWGQsNXbPK1UKacfulDBncqzmQiPGJ1y0S7bXZdZ+e69cN+/2B/dzDYPVsRGPN6R4MVvY3BXlv7BGf1D9Z5e/uau8PRns7Gjna3a11zRUXLupquqJ7ftq5uyG8ldtMJN5aipBBtFlgtoSfO8vF8CeYsMMxmo0VALEUILN1CGVNMIRWAcklEilBA3wL76vBjAhen0enXs3hn8iXcsn9gYNs/nBzEbyT90ZO/wiPJ0wSzYdDBO0BNJdopIGdVWgcmmNiUo4N8uQ7yTUSgFSZKQoUnoZc9LNbTXlOGDkSp1/isbFrYnFMP8DEGJPuBzc0Rf4VijuHL68v9vb1+V5shio8kL+v7qjfvv4WzuIMVBWVGbWTz5uGacnxr9LzZesexjxwhcg0BJz8DNDnAed4mIG8zIaBSEioHHHDZ7AhmjlJp9pxGZt7MzMY5PqGVcZFv1hIWi81IXIyJShm+zHyiLpM3l180hOB0XKJ9IXylLU/ALwHMWGzCRbsOHtw1tlu/PT9QXdHo0JvDnob1/gprcKw50NsbgMId3PX+n909GK2z8rX9zW0WW0VgpCngiQQqon0dgc6+vo5gez9osAfUeAU0qEIdgpLLS2uQAS6ZFMvUBAHLcYbPNDyIoYDBDr/DyDrxieTz+Ev/uJPZHx1cXiS+PWWRbSDVEDoioN4+Igs7RZx3aQ1Dk5ZuG0/F1gars+1UG6zOWrw6cV5bLRFtSW2bJFq7TLRgiLw5dhx8O3jynLVJLXqrq0alIta8qJJWZvDKrS5c5INl2+5z+Sr8w42Nw/4K+AgdE74KT6VhsKNj0FDpqfB2G6y1RmOt1dDNWVuH6kITFeaJLrp2m9e5uibMFROhuqFW64TBVlfSuS4vb11nSZ3NwNR2ucsbrEUKRZG1odzdlYXAm7MRaAGxWHIWlNze8hYqL95zWsfbeGZWUHA8kVEhb4EqA3uWXOxB+AHGjHg3lcq56vdMgDYVm4U9CXflTRm4I4hMYU+EXV8LhV3EE2gaCVRQPOIIxR1FIFl1NFZgSiFWMBOPXVJKWCiQeDYAmwZ3Ns+y6CFu4BMF1wom2DUCC2t2gIE/ng41gJqOlWeZy8z/RgMoij4raDZNEmo0fDwMBG3yxBGg1iM8ivBsfBMf1yzFNR6hDGnIS2UewVMG/YYloFpwaqgqnB7BXOYkOnA5y0hHzVK8xhMv4xPhwlW9ucMGcZpEa6E8Mkv0yF7q66EDOPnESGEOskVFAZiJ4mqI/lwp9ZkhoCsWFdsqGhWAN5jPoFGVrdYvbjqxo9W37Z7hvzytszVX6uwVJZy+v3rdpLk26Kjs0WywGDX6Qu7B48Ht4Zra4b19HTurXLObXQ0NLiizvj1P79319N7AhZeax9vtHF9hbrRv2Vzr7m80Oe1d/6OzTmNra/rMU/WT907F7t1UYy+dNJXhKk+gtrXFG6gNeIj8jXA7DLaIA+82KahpDBRX8yB4WQSZWgTUQNmlhgoaKmI1RIsEoVAiT7Y21Ck75Sty1jg4J2ZZbJxf2R1KXg4t4GcOHmTOLQ889xxGOJz8BrFbC0DJNFBigDyhCh0ScLWLDIv5eNESuZevRZEeGnpCRDkiwUK8HExX+alyMF2lMtOlLqcg1/OJIkWGviszgupMM+V0BqVIw1iU+rBwuXtbj63b3TFk654L/dsHk8PDk0+fmFg/FD3BnCtvDtcFRvXaqQFYn9ZobzDYexX3dHubu94kfrt/5QNmhNqacQFVOtNWnwYM2WYGVJDgZdIs5FMOrVTWay1Vr4ZGck+mMoqg62Egt1Lh4Z6FgapHjt18X/Fc0di6iS1md6jO6a+xaObMD3Cu8WPT409/cvctQx17jo4PzHWU6mwtVbfvJDQTnehAJ/lou8Bm5xUpmjXQ0FBU8PIsBXChEXFx+qTilAJUopIJH9ZeXnZGk7oW8FeTCexJvoY3Jjcx56L/EP1lNEXNFkrNVgFfixoFNBRNWRjNoFNgkIoQxgBhzCkGCMukxAeprk8PYY7euTCHu+bmkt+aY84lf4AblgdwKPlNiZK3gJICdCNEdNq1KckIC9PuPJ0XEUryEE0a8jwCk8cSq8UpiZ5P13MdHHNI0EgtTYeGOUQoKyoihLFOFkhbuHRp27YXB1/cBrSNYWF5gClOPozvWP4FrGqCtShgTQ+xK9j4qmoyi2HpQwCXMMiUA+CzrJGVBUTnlM7J0kBLAezYI1UDCz21vW7zlgmKMgDX3QCuT33q6fHpu8ddm0o7ZgfG79yz587xgdmOUmJ/iCTHaGxdhDYKuNgorfn8tVZ7OrbmEI2tOY88viX402ctaOKJYN06UytYv/CLe+87fvxjc7+YGh2d+hhz7s7de44m8cYN4YENybdBswagp5baw4CA8tRrx2ZpWGXGZpDSw6ROiMuceufVtxjTW3MQlkWXn4RxSQ6xiWJ3S8ZKwjAUXhO7NADOwS7SKAhOWA6TSqUgS0xQ0xbYWpYghC1yshAYMt/d+xcnd716af+pxG58AI8mVzBOfj35KHYl3ySSr1/5HT4DcYAdMvfPCyYpc+fjriVZPpEdCtBGGTTKCDEqE3WRKs/p86qLKoh/VlR4VtCp8K2nPaoQ6TgJn0lOkc+kpXT6hfxX8uERr8ontJeXmSTL5lh9J67iE9Xs6leer75Qzcymgw2f5Fk5Zw9LdKx3+rUsDdcJIotNL2+Izsx/pNlXVmUqwNOsyb3Ou2PLqKasJlDQNXRXe2OTamLD6IQv0JxfVFJga3WZYluTT8/oKy38yFC3vc7tdIPGWiE2fB3kQ+w1ltlrunhTcqHqI3LJ5xPFMo+jL8YikBMWWa/Vki+312JgvGqxSWpL7bXauzFoswU3emuHApWKWF6gtX1goL01wG0x7OFs3bGOkcBUp81U31nl8EZGRqZGWmwbx4lOUzQTrd4lqOkOGPHmZfKln61ToUItJYSnz1dcrAB7WCgXfeGFQsizyNpa1Y9gKtSLQyfK5Jote6WMqCnDXjjEKJcwxkL66HO5RP4OzM8fSJ7B69pLq0u1bIxf2NQewu8zIZHBg4cPH1q3dWOhqVw3NoJfD09MhCX+rgB/eshuwK7ZHTl2LSd2NeAMuyYLC1IJYHqzSZWV8Wl3HbG1j7e0jLfbjuzqGhzsgsLdfTsVvq1zKjBy+91jo5MjIxHQwSQ5lkORlTb8W6YEoionOiiYRLsLa0ovt2ZuuUtINWhCllpgxdAoriSeirp9oUj0/pBkmWTcKPlEBc4wd/LsFSLSGj21e6scRTaaR9vrB30VFb7B+sBwUezNwMBAoCscZgwz7hZr+3RwpHNLl7WlJnkZ64CzCPxRzjBInOxYGda2X265/XL/8farqMZnDvo4CBg557ef3XP46MKzz+85sbgTG5e/8Y1/S77z+uuEkpU2BgMlPIoIkDunKaFG2S33FBmyrSQbeMpVBCv1dNsuTymGUGYCUdF8alnnbHmdrazg73eefHT7y8balv6muzWlDQ7Gmozi55Z/3L6hnifarkGb8XuMEfL4QjQoMOK+EEO2dRD4C0HF6ETrKLAMCTgEpYqR3lAvkf0jSGeUPKReYO3ihUvxQrIf7g8aObPRL1Y1lz/5SfiHTb3n548du+G8WMHM1fgwbgf/XgixMqwDuqce115z56QKeNfqV5HD8QmjXo6c9EZI7io41bdhQx8pjspKBxR8eGSodmiE3npcnlqPi96IPLrRZkadlodClIdClAfkbYUaEigBmwJXSCNDjqQZglpTKFkpZolkfixIgo+rQCogj2Cwxm82clLVDeK4TGRy+cyqOKBaWUnlMYwKcgd5XMGDLZwXlGUWuuuWtRJTQtJBQ7dmBCuy4InrMkILYCphzoleU/urq4mDfgF/Lfnlj4V29NntfTtCv0gFHRPftLWNeT0b22zRoa7uoeQH5AxFyn+Ag2rKgWXlI4xAOTCjzUKRmKcX8XElcJDvydV0ITQKs7apCdDy+bhuiajckBEqxc10m5ochjjIviOJWqr1TpL/WMKlVr0Sx6e2JK1b8U8/KK2LuuZv/7PIM8tPvn7//a8zJSOP/dOERLGOUlxLz6kbIeqs+/+4OyxuqGTvDotBQsbmcH3nllC1Yi5veHTzcGQ6Gg0PDITXD6m2KSq7p9vapjus3Y2d6+2hHZw1EGlq7+trb+uLdvt83Z2t9UPUeNa1jep1U+HGSMAqZQO7yO8x0IiANfn/t9lAHjTyaF5Cw30pB6CJCCbhPiZpyCCkIWchDVn+MWOFUN+6/OMUZnaxDzIu9A4ogMMvoodAE/nkByGeM0jzlrc5lTfdQ7OVBYG9VrZy7dgzna0wiMvMmzJUyKhTVPvAiGIn6yT50/7Xb/w1Vh36x/0khbqIm5NfTv457kheIHSZAC+DQJce5JZvKMq05E1Z0slI9xPImhErauSLkRzwkeSNgBliRJOzxabFz839S3kwGpxRlg0/dAgzIML98f/63A4nK0nxLYpjL0pJdQttN9C2lE1BuwWl5DlOc4RegZXlCNffKyEGRpFpOKREE1+dS/4d0S8QBgmDRMUYpcKXpmKEUuGibSlTgXaQUmWE55uBKh34xQJev/ZZFpVmttnL3F/W5VEQKvLEMyQISVf94oOdPfnq3+/51umd7+pdrUMtEUeFEbziKP7a8vfqgg4d2cchm4zvAR1F4JuckB9L2aeZ7j/bJPObQQfddCQA0xvyxPVP/AKXZxBzPOInucztZhhMn2EOYGBvc7Xkxvw+o+jJIPHDYAP0YAocEF3rwaPhGz/1+OOfmqM3XD9/443zSQ25Bx59rOr+xUBg8f6qxx4N4LtmZ5OTCzfdtIC/MjtLpC3lbyDtThEDYJ2/QPO5dYJSioc0nmukijm2T4aBeB5Q7iA7DqSAIWbGksVzuHZuASC4/CRBA4l6wMIyxTBfKZoQFNSbrXHEmnEEVAKNEiJVpamEOj9PhgcwLgnIqBTTRtAsjdh9qa1Ksv+Bn9c43L7y7pk2yxxf1VkfiJjm5nBHnp7XWLp2hF94wdtXo68twZXLA9Lu3WWgTwveyoIOCXy5dEBJzrnhXrKW36UkZvuvzBSTQYWizYGgIMMdQOptzNq2WcMBEwO6MPdQygO//fbU2NjUQ/g7c8QcXc3ywiDrAXnsQHiJCqzoeVniRtfgIUX2v5fShbncOCGHQoJEKW8HJA4glM6J3gGr0Ar2HfkD4ra3SKoVqLPmJPFWsr9CgggedOMRTPnU71iQVcrEa2RZhpVPNGXmTFLuCmY2aNSyHPxLpx05GRTJnQoap4dr2twOfZ65pruxoa2SZ8wRX9No0LqaVdkH9g6tH3xwT5+CUajy86aUHKdkGbtvoNrZbGufaJFSrfD69WGSkLAoAovwpzQLKEWV6BEB05NQsnOkp7vFZWtlXCmDJ5SJgV0ZZLxlFyFlPe0pC5WR7YoyfGvCnCfLfs0XzNCvLjOT93UZSTA9A5Nnv/ZX7CT7LZKOBmi0oZJtI6c/RC4szOYbKwzNLbMLb77Z3tTU/sABcj/AGCZ69ZVWk6pgoDEcjdTVuGqfuVLjdNY8QWwO4flh4FmJfAKb/TuTjBwsFcsqM2NUcIkR3PN2jDGMJjsJdvQrDzCVVIofHmO6c2JMfI0YE/+BMabeYy7nVXimbyr51DS+4ysm55gxND7b8liy67v33PNdfMfQ/Cc6AO3SjgagfT21uxYg+/tAsRE9LShM5rXz0IzMOiMVLIBGQcrI5ObcdG8RF4h+5/R57iJHsMGFOIINDrChXcWGgLSclMWwS0I+R5MbLR83kE1A1mcmbsgXJLtxNeRQ38k5zz61+97BmcEH5586uftB+HBiAWtw3iX4W0HJq1fgj3BoA47/milFTehBocnjTXNoAwJtKT6aoNFEjyNlmzIKGyFI0NmaKFg9wkkdvvX0ed1FHeFCF9KRrR05uMWtHRufMMlGKTXpaGCtKxQT49RB5bXj6hTUf75rQTXD+Tp6W1t7h8MBT1PQ41ZtY63N62q9Qx6ziPgFLjpS09BQU9MwXOuqrq2tdrTVmUy1QUeRk+A+3Dg0lcL6u+R3zhAbstkxdUoKNKbOUPofEFNLW+iRqd/OwD/GkLwRf2L5Kv5E8kZiXcV5v8O4sBo+qfD57bnxNLzDqIC2AnSLoM6Op6+/F5IbTwsnGaIo5iJDFMWEaGytXCu2liEqEgt/aee3Xt97ehDW86VLyZXkuwAgWCGAnx8BdTq0UciXxYEZ+yOrGa88xAb7hmyZgTXOCqz9UmCtclqstSUaPBv76syeSUV5+0zv90CKLx//8mckCc1SCc3mno9cX3vXOx+RDkayTkQi2+KnNk8tTi5OgVK/jiNAzn3J32J18l4ZnvLRntyzozV1dp2zo7V0lpdhb0FZfiDOT3X16xj8I3pahoUu2bUr1K5FUQrvbwN9a+YUKZKunVMos3MKauqfil2BOYlakp0E2+LuJMy5iWYQq7Z1EKX2+L5BaVjj7CNHLOTsY3XajLOPs1/EX/riDH55dJTOK+3YwTzbEMkQWqH9OHNByhD+i2CWMgSyHUTuayYJVAMZ62nNs4lUhriaWFT20NNGc4ZnSthkzRI6q31p9RdBa2UQ1akMIvjA8eMPzNx3//33zWB2cmZmMhndOLttnDt2ZOjmu7761btuHbrt7m/if9k4ljy2cUIxPYYfjIwRKYg7qCCFraLGwfdWUUSunUFkCDxnW1um8dUMwidmEPhi8ljsUmwDWQedRPevkvkgt8XPwXxFaEgooOdsKFeW1CW65eIjoGd5moqxnkSB3B5US7978ElHFwTteErfXTczHfMFGjzqWOxXxZat+x55aCBYqb+4fFWyDN+kXI/mniivuQ4pCtxZ61Ae2sRVS2JQLV2OSOz5medjy4sp9vHLMLUocVZDLeO0wEmWUXs9iWfg7hriJ5ucBRlKkFK5ry8/SWlZVYWoDhq/MnuAFnLuaYZ8SSHGXgq6Ewz34rXiVxqjZMQ1KaTTzE+0T2opC1FnnLqR5SqLXUXz1JIVoJJsKRKb3rd9+75Tp/q83r5pvD8GFuTV6Y1jU5F6j6dewN8msmSovfqJRD/kSOK5LZt1bptNahZ1ykzqso1nNnWR2NF9c3P7Xnst5PWGjkpUjdY3NtWfQtJvUy9C3OREdwoGalFESujPaHPOvLQVdKtRC1Ge9qKWhHdaCO8K5NFRwYUC8eBL7ooVBZSDCgh1Zb1mg3Y1WKI/lgxCpOTKOKQEZt6f2mGIKXWlLkvnAPPieWagzVJdplNuVth94br5w0e4jSO6clPhCKR/kUJjOe9srzPdecvQkWPi2dIHzGeAvyLkAJspnkiSTKdCkjiNza9vIFOOVlBz1LeqwZOpiSdTX1SDC2OVMgmwF1hRArKjTZLdWrIO0Ug4Anj3BdY+QsCv7biZmYvF5pibd8wfODDf1htqbw/1cofvugIe8bZDhw+OHL1jbHjzyPjQ0PjI5mHCbSOo9DXAVyEyoe1CvpluYUCawS+tEc1k7BGmQnxBq8oTVZzQyJM2ctyS0MnBRn+lGPBRX805sXSI7Et0BOb2vRI7cNcCjhwkmPsBP9Y1NrV89dVXsekUwR2grgWH8N/gx2BFW2W/lRc8CM/m/mS/hfyHE/ixKP2vsBAzypyD71Wtfu9ae4jS7+5/E0s2xMgWIVKQPQr2a8zfQnxMzoDq0DMCU98gnS5plsidp/dqSV5GGMqYGjfjRwcZwtNCQ1tFVmqedIBNzmPyyHkMJEZ0Z1CjpWLVeBKFulWxavlEuVq2u8QnnOqM9YzpnhL8A7sY/JDzpoVtuHfbtuRL25j1y8sfIQdP/Rs29JOjJ4fDAcxfZsqWBxjL8tvYHTqx9lEURtXMz/B/Yx8E2bghTdNlSrcWeAWmWI+gY/GswCGW8rMknoNJvzD3Favemp+OuVt87plp5mcTI96GBu/IBDnlYAbxRuY7MLY3d2xXauzndayN9bDsh4z/YmRwwuaotI0PMoPrQi6HwxVaR//Lvcasq4tet6Kv0Ov76Je4GNfjh/HLjIP5NPMTdj37LfY9xcNKVjm8eqk0qo2q81wpXDvo9Vfp633u/bzhvMel60XxUnM51yfh+pX6V5r5Na5EvjXr2pn/heteb3/YVeAtuOU/yHWk4GLBGwVvFNYWeuH6SuE7hb/Xrtc+on1C+2ntZ7VvaH+o/Zn2XZ1P94zuc7pLfJN0PcH/RLp+rt+t/5FBbdhiWDB8v2i66PGizxa9V+wv/kjxheK/MyJjnpE3dhkHjOeN3zaumPpNx00XTBfMLvMB8w9Lpku+9B/kunCd6/LqVXr4/9H1bOn3wfP8Buy6VNDvYEVmFbDb5amC96IQFHu6uKE9iVxQj8H3GxgXCkLZCqUdShMUJ5QwlBCUHul5iL6/RmHtqINZREYoC8wR1E9LCD6nyrncwvaIhXkC3j0Otbx0IENGOQL0XKfgJKqXSispTN4fWMqhNKDIhxUYTw9+/t9fvKjmjy14DjyGF3X/Z/kTKinMp8oSsqQxPwte+ALUFyjGF5gvIBPF+zkJ84KEdbJWCMZvQka2FfVRPF+g/bXywq7PWiNQCN4pfs2A0acAq2OAMYLpq8iC/wnZYNwILWaKYwvQILbJd7xpbLfi/y7h8wJdO3pmAPo/QF62AEXYerEAvRGGpaWJ+QEdo/E/y59OkfuDP6YA/mxrFfYK2Ok/oYLPoGp8DCJOTE8WUSJ+6ux2Xdf7KB+ewt//+vVrD9H6vY92JQ+uNLMr7F/Q//sKI/6fKP4Pc+rtMmVuZHN0cmVhbQplbmRvYmoKNDcgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCA1NTMgPj4Kc3RyZWFtCnicXZTBbttADETv/gr9gcXdsRwDAS/JJYcWRdsfkCUq8CGyoDiH/n2tGe8WqAA/QGPJ5syS3L+8vb7Nl1uz/7Feh19xa6bLPK7xef1ah2jO8X6Zd5aa8TLcHnfk8NEvu/3Lt375/WeJ5v5ATLr/3n/E/md3oGJ6Z7iO8bn0Q6z9/B675/Z++fN0v3wX8/jf191Jb52nf49nr0ytU3ryynSQdPbK9CRp8Mp0kjR5ZRooWeuVaZRkXplCEv9ezCrC4JXZJB28MidJnVfmLOnolRmSaEXMMmQnr8ydpN4r81ESDYtZto2GxSzb3eiV/ZnSkTfiWVLQMAmTx6BhEiZDQcMkTIaChkmYDAUNkzAZCrojYao+6I6EqfqgOxKm6oPuSNzNU6I7EvaoPrwQpnMMnjMJ0zlOPGcSNkmibRKP/pqSFyLpaCd6JJHkcaIhEomGrN1+RYTaxNrkhVCbGHtZhNrEWngh1CbWHrwQahNrOy+E2sTaoxdCbWKcCxH5UdfJC6E2sbb3QqhNjNMjIveSBi9EPksavRB5kBReiDxKmrwQmdkbZ0xEniQxLxJQXsa8SEB5cexEQHlx7ERAeXHsREB5cexEQHlx7ERAeXHsREB5cexEQHlx7ERAeXHsREB5cexEQHkZ8yIB5WXMiwSUlzEvElBeiXmRgPI6sYiNabO1LdCyKbddui3msoeb4WtdY75xe3M7b1v5Mkdd8Mt12d5q7p/dX5TubM9lbmRzdHJlYW0KZW5kb2JqCjQ4IDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggMzQgPj4Kc3RyZWFtCnicE5h5/wcDDLAAIRKI+/2kof7///8NDChAAUQAACkHCWJlbmRzdHJlYW0KZW5kb2JqCjQ5IDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggNzgxOCA+PgpzdHJlYW0KeJzte3t8W9Wd5zn3SrqSZUlXT9uSZb1syZZl62VJfsV2HDvk5diJ87BJHBPIC0hwntg0AYcAsRtoXNrAEkpoGabttGUX6X7STkhZwnYXCl1ma3Yp7czAsPsZ4MMwnZSWshQ+tby/c+6VfCU7pJ+d/WM+s6Obo6Nz7r3n/M7v+f2d4yCMENKgk4hF/C13HnVbNqqmoecJKLv2HNx74Ny5TBIh8hD+X3v337UH0Y/qXYQaPty3e+euinsfvxuhzk3QmdwHHaoNijcRYuA+qt534OiE+Hwz3OfQ/rFbdortplmE2FMHdk4cZP9O8QL8VkOn++Dh3QfXfv7n56FdC+Uy4tERtB9tRxNoDD2JvoRuRQPoIjqLHkP74PdWuLMatUA9gLbBc2tRL7oNnh1E7egO9BB6gKxsvhlp8AmkYdoRw1xFSsYEv59HGtYNq4bPJYRCay8hzcBQBuOzw5fw/AOX0Cbnc3CXHd3RcAnhkNvde2tPGt8EDSYEHUEP/GJD7pVptmblxiHfsPuM+8zqXWfcK937du5KK2poDTd2nxkOu9NocOhW+N405El3DTvyP3cPD7fCOAoyjoKOc2YYRrhNGuE2OgIMMAcPKUNr3WnWPzC0YSh9sseR7uoZdng87t70iwND6Rd7HJ7hYXhKlacU6rtvLZdo5oBmVRB+qMVRBofSXY40Gj5zRmz5POmTZ844zsA6pPYl9GJRB0bFHV1SB3CCjMjW9F7CJwforZM+j4N0+Dw+D9A53ANza0JrB4d6gVLPcEO6JJSO9DaktaF0tBfulRIBGAeHMgE87T4zOPRcF1KgWy6p0fSmtHv6Eo823TT0HIqwHxwcdqR9MJnYmesbpovXhdJd05fc6EbojiLU44CK/aBnuIEIGdSXfWO+GiGFPXtw/peKEqrQsg9+kfTAdz9MPQSqKt7XgyYjhRX6MJBZD7pSjy7DPRdi6tEV+BFBAVSFbEgHD6vrr8DTxT0sakMNqAaVI4PUo4B24TPKRW+pkBfaFciS7+HgLR+qhB6t1KNGTUCOVzayBgygFZ5zI6PUUwK/7fAOn39LCzO54Z2FnlKgjsxlzc+lQwkUgpEX6NFDT+FcBtSF4qgO3szNxaNlRT1GtA51wtp8MLbYY0I7gcWdQGOF1GOm49TK3rLAKtpQI7yV67HCyDHKodzsNngnCOtYoLAMrQGzj0CfReopB7fQDe/VwVNiTwXlmA/u5Ea2wzx+GNcCXBB7HGgFSlEe5sapBDezFigK5ml25uWll3qq6Lh2GT2uIimD3rhBZBxRItE6L6NZ4Cg+chkdJPXRy+CExfaLUtuAqmn7f0o1IjV9TqzT8vYxqQ3PRaR6Xur/JqyRtMNS3S/VV6TaINWTpIbnu0h9VOqH9m+k9rNS/XOpnpTqMZCfOE6tNI9YD5D6KHlfrLuk+lmp5kl9jIwTpLUBtI68945Uu0hN5wlJ44j1FVIfI+sLSe810ue/KdWdpD5K1knaiBhxDKz7Jwy4ATCkMPhEKCoo6C34zYMPewuJHUpygxdvKKHGb0WiNUaPkfUYPfhy9qQafzV7UI0/yvL4D1mE5ueRcf4PzDPMS8CKE58i5MfnakmoO4H3ZR8ABxGcvw3fAnHHgXihtNJpNLWgtDWcVoYjUXNTMpVMxVWcnrVaLVVMma3M5w/4/YlgtMrb8I1IDe8q1+vLXXxN5MmQ1xnBycPfSXbWN3Q6ejfe3GxJjGzsreyORpY3P72feDglzNQBM1WRmVxu+UzYouJUnC+Z6mATiaZGJuAPxG1lVTAt7og6vfVPhv18VbnBUF7F+8PfCPkMlTY99u5/unl5JNpd2btxJGFpvnljr6Ozob7T0bPp5hYLXdlm9DbEYiWKCQoVR+dDvUNpFHZkkLtjOIO16ZL6Ic+vHL8fTiM+zc6Sb8VsWgEUxRNxK+frP7t33dmzPyDUe7ACxyFOs6hCQAqlOFo4wyjyYwDDPFaPB5uyV/GJCfJO+/yn6CP0A3BkPgGV6hZToCqRvV3m9SeakvGYzWpRPepvavJD0dBvKKAhgflP8TzI0Qqm3C2gUAOMl7bNikNqYUhtqGO4cHzbAnVpLZ/xyIlVehsZYHYHE49VMSBfPROIdTCU/T6vnqESx+a2obaqKvjK1WW+stJS+JJqjXvN+NZdm4+tcrtXHdu8a+v4GveEIbi2fVfr6jqDoW516672tUED4UUffGUB15Sg9QLWluZ5oQRalTnCNdDQEMLRAqWCQqkhK1WEBVZBfgkMS9hPhMXNRqKpuJFLwFfc6un71vnzM6ey/eP4Rzed3Tn343GYF0It/gS4Vom2CZyzKj8vD1PxuXkd0HCQeStk86IKB5kN86RK83yGk90s4ejNcnoTiDAnk4kmv8+rsvpyLAWd5kAhov8UqG0MBBqnPW0bIpENbZ4V0UewJtu+DRsbOp3BxsZg/doWj6dlbX3zranvjBNeuUHSvwOaY2hMQPGmPM0eINOzSMgaGVkqjYeQZfQgQrMxLPQb8UjGIFMDD58pl73gKDeSF+qNBroOqhRxiy0eo8vxJaQfBevSM5zNRiqsSW5Z5n4oVl8fS7UuW5aMhgKB0EPOlsFkfGObi6/wmCJJ97ItGldqddAbjgUb4xOhkL++1h1YmahyNa2qrYrU2DWWzZ2hNc2AWCDUIsZMdUSHtgqsntCUZvm0VlJyFpbMFuuKgFiqH2CMOtnCGB1lgXJW1BOhlD4FvtKTwERZfFaf0cjiddmfYs+3Ojunv/3QXvxqdtXEQ2DnbHYOpBADKXwK1HjRLQLyVeelYIGJLdeRgoUw1WGhJDjCcgEIJgPttfBy6xQ5D07Plmc45zOC9liTSUmZsCWxodmtmOECNTXhcE1VrfYefC77e77ZX9cbqzyicca7/U5f6+rVbQE7nhp/gHdWLRtdfuou4GsQVvJH0CcPBL4jAopECQFeiamUj8XLESo0lMqK8EVUwVcwI2kNn+Flq9BV8GSJtgokmmLGK9OxCj5TV7g2v+RpSATxi+5FWhisLABLlpTMarFh89iXnG1bW288aP6aJuAor7brbODX1yRdx++oD4froWiOH/9h/1ive/32Kmupp62xzGKratkQc+8+NhGNumPRSIM/GgUJxsGYPgYJqlCroOTUeQkysEomt2TqgGDJaYYvdDuIoQqDPQmPlfXhvdnX8ItvPMz0ju+Z+z6J0zl/7AJ/3IbuFFD7MsILN9W40OwSbibP3Saesq0pfHGsabKJGREMTfiQAF6e8FTd5Keuxd8ksdYtYy24odAiLw5xGqKyzO+I5hmgqhRQqYCrZmAuCeEQYJv82Nwy1O5KRfxRV8uGeHxDiyvqj6Rc7UMtDanmUKg51eBvhFhrMEDMbdRUJVYH2wcryzYka3ubqqqaemuTG8oqB9uDqxNVRxPVDR1qdUdDdQK/31Bj9dqNCoXR7rXWNBTp3YFivasAZlQsMiO5j+VF5eLDFw28iwcuKTiqdDq+AqrraZxoTCSiqVQ+MdbR4Eo4wxZp3FK6NvalqtatrTmNW6xqkg7iQ1TbqN4RHMfB132gcxx4sWFBQyMdGE8azcpif27ZVBHdUkMFDRXRDlHzIOBl1DJuaGiv8JoGjwDSiJt9AR/nwyz7+aMfnw9/FDmHHxrYwDw/1/Pgg5jFXPYz0FCIucxOoIWHxMCLjgmYerE05tPGWfJtX4omAzQMhAw7ov7XDkHEjkeEUTs+lCnDCwRx9jJy38BnjAo5kJLrK8FEFNBIKunz1EiRxWrO/ejDqjvviwea2qq6blmZ/RirVrakVo2Pp+Kx5nHm+Zu2Na2xWdb3gLa5xiOhxvBzuK6hOtDwbbDvpvlPmU3UAvsEl9uTt28OlsDl1oOhgYtie5or9GaVFTLFyvkr6p9Ef6WiaAhcM6BhFV5z7yOP3Nuxo9uvmtE0t3auMntj7raEdkZ3SvNn3x147IK7fXMi3rx590Brf8Takjp4XMI/jAVkoUUjAluMBXO0lkCjhOoDL0eWoBElEgTqV0A8V8lWUsLLtUTEoLmrD/80+wo2Z/8JN2dbmOfHn5r44XiOljFKy7CAr0WLAhqKUJFuFlApMEhFyGKALAbIKqQjDklJ3AhBzOjrm8GKmZnsH2eY57Mf4PK5HhzKvgG2QuR3E8hPBxIEREslmNbPLiHEvH/QFwqxbHGYkYxcJaHZvPREsZHiinvNqzqp3DRPfXfg/IUL5we++9RxS6S/dWD3li1UbhZiy4RPOygeMaN+AVuskvVol7KbPB7hEMUjXDijLbQLYyF/qF2A/vsWLCH74PT0g2Mz2RuWLbsBBHTP7fvv+Qe8swU+7xJ6XPOf41cYB2BZP3pZMAVqyTwmPl0l0WMCEkzBIpbRhg0aNkKcymQjL6nCwhUVHrk4qhpTMYeWa8BBqyArVUFGqkKjUBSHL/5GNQ/3LrpUYaiEGfL4pGpGxRyGKTNaZkE7v6wF96BXaYkJfVkPv8ttJil0ORceS6sgAWEX3jrtIY5MSnriOcyTpOIz+hJ6NkWcNJGe5fKqwR077qgJBT3MMWbbvgM3HSuxV0fU0cRo0KMaWD8w6GqoqaxYv2X7ruy3B02ecv3+ZNzkcS4jul4HMegd4JkPfISvuiav6zRhChb7CMeCfyMJk0Xm7qocFNQZLY4FpJyLuQtewkadhJ7Fmvhgq9vdOhiPr086mWlldU1dJFJXU62cZqsSfRp35/a27tTQMndlrCfgrGte3r2qrc5ZtyLmADnnaC6DXPmrgobmyiSGlMshW7GcBYdGgpsXXZDPEJE5wCh1cpbr8AhVRJnwLDqSAIAGrEQWtAXKHih3QlFQzFcul3M5kZhSHks9NpvkFVmQXtzvF9c9vmvXePZ1HK7zeJX3a/dsrwuxaTYkLvrQ8eOHV69p9pStuRFfCnd0hJG04o9hxUa5JzB90XIzJpmogNAKvCTgXBJh6m877m7bnEhsbnMfv60hGm2Aopkcp/JwLxtKdY9PHmlb1b28mYqF0Nc238wwTDn4AQ86KCi8PuqO+bRF7gmCckSZa+ihoc+ZITVQL/Gcegr1jLRK6ws0La3k5XpIXIU1mYcuPkA2RuoyFhbUdrelt2XLzRWRnvpoj3nqvWA0GoQlMabB2ugdx7u7R9odDf7sVRyDRXWmUp1kUZicLkBmbIIocGNBRKLGEJRHgVyDuuRFUQCVKMhaWA6TSqUgoUrQ0BbQzsbLUnEO0Arn+w+PPbp5y8OPffvRm295GPOYefzxuew/PvMMsVIV8LcUaOHRWgFwep4WGneCcg+ba1Bg7SVbBcoFDVUa6QaBWinmemUQAlJs3GyOs3rWN1Thr7Sqf3Zu4vaZv7TWt/SlhjVmTzljy34dH5j7sLMvSDfTq9E6/BHjBheoQytBThQDMSSFRCTQqRiD5D9ZhgQ/QalipCc0syRXLZkF+aVLZ8HdpXWzaR3ZR0ukrFyZNSFW1e+fOAH/sHHNSyf37nvgJbGCme34CO6h0dBBbIDuxX1BNKwm0VBTEA2tGrnWFEVDucI8u7K/fyUpdofDDgUf6V9ZS9rwNeDy1/pd9IvwowutA8nk+KEQ+aEQ+VESFnQletKhCwucjmIUjkBdQVOik3wWMwsQheyt6fi0CrgC/EilAokyKydVXcCO9wlP3n9tgR1Qzc/nsDSjAqmQnUwJz0K7BuVwDAfxWYniAlu8w1eAYxZjKhEpATbBl7O/AGAyPvdjWK1+/h7mP0qIeatgttOtHzOfVsJqteHFktBBQ1e0YUUUQcunDbNEJKYCCJCuoBtWZJfTQ/YgILP01Rh9dEtFv9rmMCjxz7bemx28F7/6I0WpzTTu7Rs9uua5uR9/durUZ/i/dXfs3zlUl+OEhXKilnLCCUgqyryCGtG4gMKRPCdcQJ9rUfppcFG3YwDcZiAhohCmyFMwhY5wNe0q2KwQKgwERAirKyDWBwy6HGaWbV/INo44XwdbmJfimjsf0M2oW1M9LS0927Y1xeNN8VZmWlHTOZRatr3DFW9Idrm7d2sO7yKOrDE60VhdGw7XNvQ1u6uaVgXjkA/039DYl6rK6cBd5LwUbRHYEu3SOlCwcZRP+ElDDQ01xbJK6pFfAiArcOLvn3FiqmXEBMdiAmNLH57J/vYswNggfhNg7JvZYE4ad7H3M370D0ASh19AUyAVLTm6DV9CJW9FojlKTwGlpegmgdXp/wTUXeBvKWARUTcnR90FG0+M6PiA5jg4PbOP9RH03Sk89fZvv/dCJ8Hf72N7Vsh+DddnfwE06UFvtgFNRrRO0JrMhX43VMQj2jBCw0g1vqoA2pXITYvs4xPgn1Ntb8iuwW/NvFLRuqP3PoW98/ZN2DnXw/R+5+6nRmtZiYNjVJ/rqaVLmQG0Y3lL302z6i6BVWuW5t2S2TTRaEWh2RO6gC1M+cznMyRjZnrnfizRsIPSEM/TsInS4EdkvweEyLJAgxk5UQBdEFBtHZFDGd3v8Ul+mvIqJA/3RGRGk1rcj12uRQYKcoyAuI2AuI2AuI1IeYg4TU5tEhOH5eTkkwMnxCE3lAhZNhR4qoQ6lWqZwcL0xoItXSAlEq2RnH8ibhX9P6QZGMzRSJIiD8lljRAJ8OC5s2fPnaVf2LNioLbZx2fX8b7m2oEV8ZlHvKfPxONnTnsfmYnjuwZ7sk8Ya5dHo8trjXhXzyCRSgg4VgccsaIbBMZWtnT+TZmQa9C9U8IRlrPQzd2wPKOLRDHZqwHS47l8m6SQ+HHb6uThvTOaisbqyg7jzAzWavg7jn7w00CTS69V4/a5HiIvKTsCefWgBUz5GfICA6cEFI2RCXNysgMh9kWpkp1GcU0Ywi4At+VGEJYehKUHYelBWHoQlh7SIz0agzIJRT0iWCjsFsqQXcp5fDIoZ+czwaWAKRhIyqpnOZWKu+Y+KKBUY2z4htr2Rp+x1BlsCfR2qBzL/dENLTLU+uBjXYNndrcpGIWqRH2E06iVjLKv2+lxtw02STC2JZlsIYiPHPQj/DtAWSZAGNVoRsA1fimjNdP9oMql0GzO4IVKRDKFdCXkF5XhSsgMn628UknSjErIDPsrRyuZw5kKtSzbIOFBW1lBNZ/PmJmCKOOVJxZe0dHKTxcgM07l8uL8j7bXmwfiZToIlNHIrjvee6/O663bszHo8QQ3MiZrIOGyeB0WlX5FdGX/viqn03nsl5X2isrbia6StZ+DtS+JFYJLYQVlIVYAl9GGh//7FGMay44Q/dLM38ckYEQ96P8mwUj1HxYKNoqICi3KBHIOPMMtjJy2AuNnCU7SEdyY4eWTpuLJZDFQUHGaWMCE71lxV/blu/AtJ0yuscijIyezI7++++5f4ybv1tMJYgtSBgm2sIr6T8D6zHtAqxX8lkJmqQVYv4DaArBdCo1Stxx5u4sNmsOlovO6+A73G44BjeBGSTXJzXDMoYxehtKRnpOQIjsraDm9mAJBuiemC8RpxcWcAbxWwsf5nrj/ke31p+tvevj+r5/fEzoduv0c1mLuNfhAAvEmfGCFRljxS5BBRtADQoTauuzMbFGunD8gu9hvHDUyhy+6jGEj0WV6XMYWaKpGpqkqA93b8RQmxtIh2pch386fpJUVnucsCYhyqv6PyYFUJZ5iAkFygHZDt8fn9bq8zDR2J9cEE33RclHjb9XYGzp8Tp/P6fTc7HLY3W67r72+vLyu2WWrrgS97w2t3JrT9Xnyd2QQ1RdhoqAcEwX/FEwkwiGKKswECbG+tolX74N/jCn7BN41dxXvyj5BtE6c968YPya5pQpfGV2Mgkg6rQfaStGtgqYYBV0/61yMgi5OMjMMeKN3mN8wDMAh5VJwSKZQbVM19z38nefOPxQAU37ttT9mP6T6w4P+fAR0QUBejISKfWEhLALnhlyFYEhZBIYSeTDk4+0ekwp/ZWrKFhtoPcHaG1fUvw0sfPqO9eMDdTkOHaAcGhGYa3Ho2tLLc0iN6DG5OiwwanZBjkJJXpxmKk7OFwDXNv3oI5MTh3YcmQCh/j2gs6t44Fe/yqZl2qRFdyzeLV5SYtfZLS6U2MV+ZpQITi0T3Gm1GBCs4AuM4AKI1H40Bf+IxOaugsAkH/cx9XEbUU7ryX7GkhgxR9q1MaJyCYzYhi9PPQOTEvlkR4iGi/tAMOcgKvSzKykNKvh6mdKQFJCMBjrtIvaQE0dZLFAQB0hdvdH39AX84oXT+OmxMTqvtD8C82ynWLQO2heYlwGLOiAXflAo8wcoFiXJN/n2LAVHqSQKrGrJveICJc/tWJFzBtnhD+GYR9Ysp7N6Zxc24eXI00yRZzJRkwee7onJyYnT4ydPjp/+36n29lT28VJHyN2R0ExOdI3d84Mf3H2oa3zyCv5kRXP2J62rcU3Mpccdzd3ACWnXCjixTZQ6ROEw1c4VglLSzpLwNZi+aBNRJvW0Gqj3kDMLegFe/svs/VN/NtVDLGKEyP/XZD4HfL0A85kB8+roiQBazE8aIoNyFlLMy5skzFsqx4Q1C5iXbqYSlccpY6tvaMvp6lqnn5ua+rnOPLTj3z8WC5TrQP0lH/E6XXXf4tOkJW2SakKwyCblICetmhUTR+nytE3de/reqbnbcsvHT8PUIsdZK8xtgIyb4410bv31OF6ge9dgP9lWKi0QgigI5sLck5SWBVGI4mCIvTEt1Fda0U6BFTEYu7AvW0BQzjMW2Z2gYLTi6RrZ8tfJDRJQa4FbIMaZO7fJg9LTJzG35eCePQfffrvB623YAkb7w+2Dg9vGXG63exKJuJsZByrJOVIZOiwoyiukXTTd7DV3kSmyKkBjiw5zGPGkiQmTDXDZiQxZoGyPX/SkxWSTTY22qSAhPJOJVVfHgrhxCnwdpX2fp8bv+Qr+PpE4Qz3rVYn+jQIrnoOxRedgxaQWUacspE55HerapuQslajKcVT8C6m/oac6M4JJdqpD/5BrEdrTO8Rtdshc9GE9yVz0V/QE7elJ5qIf1UPmUirPXErFc5ICLFFKV+PgMyZZ75dNAPmsJj2Ff1bxQCuP+1IA+vwFiA/W+ElsXbKKPcX5/XURxTe/xUbrfH7ubuxMrA03kfMIjaOx02f3xjpubY177d6OcKV72VBz18QkPYX4lHkGVm0Gn/9VAYs+H/I2lyQHuht5fQefgwuChqMIQQMRWTOjAYa8oyEM0YxqIB6z8njMigyRn1Lo+IyzKLUl8AoMNp685hns6zsPKNunptqVB3buPXp0r8Vt1YZq6+q1Vrdm7OCbEN33HbjrSPfx40d0VTF/d08i0dPtj1XpYO1O8v87QAd1yIZGBW1ZOaFcy6f52SVwWsGOVS55EfQqtagGmRJ5Lkq26jOGAsTmFw8ljTT7wOIhpC3+9Xh4z8G/mVq99yu4fVPI5wv9V0tf8+C2uavPPYerJ4lukjwEDIbsqLGoeuHvRK+1UxWJ4jj24XfHsw3jZCcKKcguFPsK8xLEOXIOUIeeFJhgvXTCUDJLvnn6XSOt2wpDWQv+1mHJbTt6DFVNrFKNJa1hZ9NqsicPqZua4kI9ZU9JOKMzLLBHz2cqZacMVj7jKzhliGO6RQP/PFZP6gvOHPqmsWl6Ont1mrkZq7N/uL/oCIJ5PhvCb8z14F9m63Bo65NLH0hgZGfew0+y9wN3QpBIGgr5WwurhWWxYcHAkn1cxNIVzYqnIdLfNcYtqrf23Xi/0+Opuu9G5r2NfTUuV03fRrKLznTgUeavyH8vWDy2Pzf2xUl2hgXcamBdUF17khe2rD1gh8+BtUzHuhV+p9O/Yp34nzkaiq52eh1C36PXLPoQG+E6iJ9hVMwp5lW2kf0++9eK2xTvFl7KoPJx5UfKj1RJen2p4PoZZ7ru9Qz3jFoF1+QS1881LUXXpOa/XO8qwV94rSs586/k+hpcj5f8Z22Z1gXXE9q/0/62tK10Eq6p0pnS/1T6aunr5NLdSK+nFl3f08f0af1fGwKGsOFbvJ+/mT/Kv2hUGvuM541PGf+H8W+Nf28ymMpM50xPmN4wl5k3m79hvmpZb/l3VpP1q9Z3//+4bArZde7/0fUT2ycQSX6PYrmCPgeLLCrkRCRX8D4UhKLMlxC0NyEP1O2kMH4UgNIHJQrFDcUMJQYlCCUu3Q9+YTmDOCh9zJ2oiZZO+J0rz39BOQfPnoT6n1lwFrmkUkcKo/4TSyWUetT2RQXG00DcVv2zSwRV/98WvAPiRgR1/Vv5F1REnRf13gRlFunzOj8CsfhlqF+mOt7H/AXcIyWn84Kkuzl7gcI2oWiuQDt0vUL0nepvGejo46Cr60FPiU5fRRr8Idh+K/SRUkb1mIf5xTZ5J5LX7Tr8mqSfL1Pb0TA90P8ZcrClqI0N0nFVQG8bw9LiZn5Bx3D+W/lXVPaDvixR2A9Q37+kgi8hOz4BuRSmJ6Qok3728qih/ROkhbvw+dvfvX6C1h8/0J89OB9WlLAX6OkRIwLX/wN7jSNkZW5kc3RyZWFtCmVuZG9iago1MCAwIG9iago8PCAvTiAzIC9MZW5ndGggMjk1IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlID4+CnN0cmVhbQp4nIWRMUsDQRCFX87YiIiFiIXFgY2FgiSNljFFIlgcSQS1SzaXUzzvlr07oxDIn7LQf5C0ilb+CCsrC9/sKSfC4SzLfPN2eMwygNMGo+oCiYpMp3Xonp6du/gVfZXohucdozQ+XlCR/LxT3lMaS0M/UcyfvD2lTQpUPPLQcBDyPXktyHkmPMj5TXicaul/t/qVsFMVNr1Ok7xBXg1y3hYe5LwvfB1m6nsGmX7Zj066zPK2iRYuECNByqtgcAlNdnGEiNmnEqGPkIpHjjFiRwi/xLNtPZvs07izbgH9xa/BKmU9ouct6671SjGmu6HmooY9ngPsWqqhXuwnnnLcObCQFZqaAA9PwPqk0LZegRUfeFwstGJnf/dtXTJz8/MPp/5//QWv91OfZW5kc3RyZWFtCmVuZG9iago1MSAwIG9iago8PCAvTiAzIC9MZW5ndGggMjk1IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlID4+CnN0cmVhbQp4nIWRMUsDQRCFX87YiIiFiIXFgY2FgiSNljFFIlgcSQS1SzaXUzzvlr07oxDIn7LQf5C0ilb+CCsrC9/sKSfC4SzLfPN2eMwygNMGo+oCiYpMp3Xonp6du/gVfZXohucdozQ+XlCR/LxT3lMaS0M/UcyfvD2lTQpUPPLQcBDyPXktyHkmPMj5TXicaul/t/qVsFMVNr1Ok7xBXg1y3hYe5LwvfB1m6nsGmX7Zj066zPK2iRYuECNByqtgcAlNdnGEiNmnEqGPkIpHjjFiRwi/xLNtPZvs07izbgH9xa/BKmU9ouct6671SjGmu6HmooY9ngPsWqqhXuwnnnLcObCQFZqaAA9PwPqk0LZegRUfeFwstGJnf/dtXTJz8/MPp/5//QWv91OfZW5kc3RyZWFtCmVuZG9iago1MiAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDE2OSA+PgpzdHJlYW0KeJxdjzEOwyAMRXdOwQ1oSJUpYkmXDI2qthcgxkQMAUTI0NsXSMNQS3zpGz/rmw3jbbQmUvYIDl4YqTZWBdzcHgDpjIuxpOFUGYg/VxRW6Qkb7tK/Px5pGkB9+EmuyJ7dtXSagwGncPMSMEi7IOkvqUSvUwmCVv198wOadZ1uuKjKE5NNJ6q2bVlzAnljjnemobCHgDaWG0rGnM1YrGd65zNF0yNf7U5Y32VuZHN0cmVhbQplbmRvYmoKNTMgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAxNCA+PgpzdHJlYW0KeJxjYFBiIAcAAAdkACNlbmRzdHJlYW0KZW5kb2JqCjU0IDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggMTM4OSA+PgpzdHJlYW0KeJztWE1sE0cUfrO7dmwSsDfEIYmJs4vJn3+6ttdJSUiDA3YKAoohbrWLyk8UEkIEimkTRFUqokpUkQ+IM2rLoadeyjjqwVhtE1W9t5U4VAUVDj0gVaJVSyUObdw3u4NjyKUHjtnR+Jv3zfub2bez2QABADcsgAjeiUtzivNT30fIfIx9Zip/9sK90fYyAHFh//ns+femwLrqkihfmZ4cP9P6/s3PATy/Itk/jYTzkPQAQGDyzukLc5dt/QbUF784PzsxbssuivKHF8Yv58VfHG04Rv+g5N+ZzHuPbJVQ7gGQGsAL43ACjsEU4nX8fRteh8/gKtyA4zg+BG/BPuhH3A85ZPbCCLJTKO+GN+AmXIIZtrbKLnCTK+AWhkAQHoND2If5NaL8FbhFBdduXSWAyMESuLNGkZDrZolUrpUg3X4H58VTJ6MlIBFFyZxLU3IaBSGCREjFkRhRRqnYOXrMCJpKQSkcOFNQRpXp8TNU6rQQJyYLpqZQGDPO4W/OUGnK9FeHk6Y5iH4k5key/BRM9DDDPcxYHtDBv6jkiBxUqNiVNY4adCHtp6m06VdVJUNXsgZdSftV00QtZzVTxA/OtfCc6zBnZwgHLtvLmEFTfgpmoWBLQZUuFAr+Aq6DyyVYeYEg8CKR4gTuBPModmZKZCFrTS0EVT8jgmpQxTzNNMZ2Rw6OGRnMVDWjdFOE6pkorY/QZAbnGiLFbrKoFMaMOymQYKLkgsUcVRZLXsidNu6ALj7Km34axDA2+YyzVr05QlOLJQWOI4vVlvYjiI/SZhRvLta4eLeyE2uqbTVfeSg5GPPctY0xZAWOYmAD6vj8FqwUkGaRI5heGGskDGWcU0AIwzIOdkEUgtACHlbT4WXUfpERIY0l2g3bQeaMtE7HsY5xQg+o0AY+loLF1K3TccEQaM8xbiz7EdCRa+LMJhxvRw0v1HOmHiKca+BMA2anQCs0VnU2wzDEkF3zvAVjxaCzhvHAAeSiNbG8kOI5NnJGhjFcfRKZZs404uOZwxyjEODMVu4nULVqgsOwB+Jo5eOMDx/tfgjV6DRjhgkrw2e7ug39ZjA+y9FmWuBNGEWmp8q08lW0Vv20rdtVv5VP7R5uh5OYEcvxmZ92PIaYnVL1E0CvAZxf28MOjBRCjTXPCu5EbSysJBVvWR0rK/s5LeMxHATybhl+4LjCcK6MFp2WHONIOT7kCAznmL2NtFaeL0OFowf3jOlrHI9wvMVxmWOKIdpf5XiL422O33P8naPld57rW3F6eRwbZzlmGc4x/73cXy/3Y6OXoWUf5vZhnp+NCkMrfpjbh7k/G5cZWnlEuR/NsnvAsYOhtS6Nx9W4ncb3SeN2cb4/cR7fRlaXZA4f8wSeFt8KeKzgg6nh2YrdiR3u49iLZ+F9sAkHm/DaEw5Ecj8W75RVWVRllZRXF1zkxmreRf5Y9ZKnq9ZJpVRmyF18T+H7eAkkh9w4gHdTo4IWixOdBMnExdWvLwqP/7mCut2Vp+Q34Tssi4tLEE/YuhmDqpq/qGrDpiUACqAOm0W3RDeFDfUn/xNzyelWUXtJVgGBytqXs/JVWThR9KzpUNVbbKkx8bfIzKRX9iDE4o4drwh9elOznujvS3YFg318sMPpCyaHBT0REHxNzrrmZl/TFoG4k7lBZX5Q1wf37B0YGB5Ialpyvn1XVo9nBwJDPfpuZTDn6ujbH+p9dSDav3sqqYcSsa7utB4I6KPdrx2WZXMkdKC/g53K0f/R9vH2zUbbaBvtpTYgTyDxkrpS24UufH1stI220V5ms75/8G8WKNLb5VOeob+hXnzEXqT3/vyxaOFf1zL4XRSTHOIn1n8DBPuj6D8FrWirZW5kc3RyZWFtCmVuZG9iago1NSAwIG9iago8PCAvQml0c1BlckNvbXBvbmVudCA4IC9Db2xvclNwYWNlIC9EZXZpY2VHcmF5IC9GaWx0ZXIgL0RDVERlY29kZSAvSGVpZ2h0IDc1IC9TdWJ0eXBlIC9JbWFnZSAvV2lkdGggMjU2IC9MZW5ndGggNDcwMiA+PgpzdHJlYW0K/9j/7gAOQWRvYmUAZAAAAAAA/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/8AACwgASwEAAQERAP/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/aAAgBAQAAPwD5/q3pml32s6hFYaday3N1KcJFGuSf/re9e9eD/wBneBI47rxXdtJIQD9itmwq+zP1P4Y+tet6T4J8MaHGq6dodjCV/j8kM/8A30cn9a3fLj2bNi7P7uOKwdW8D+F9cRl1HQrGYn+MRBX/AO+hg/rXkXjH9niPypLvwndsHAJ+xXLZDeyv2+h/OvB9R0680m/lsdQtpLa6iO14pFwQaq0UUUUUUUUUUUUUUUUUUUUUUVb0vTLvWdUttOsIWmurhxHGi9yf6V9gfDv4d6d4E0dUREm1OVR9quiOWP8AdX0UfrW94g8S6R4W01r/AFi9jtoBwN3LOfRR1J+leI+IP2kJ/OeLw9o8axjgTXpJJ99ikY/Oo3+JHxRi8JJ4la1iFq0pGw6cdoi2giTdn7pJx/WpfD/7SE3mpF4h0ZDGes9kxBHvsY8/nXt2geI9J8UaauoaPex3MB4JXgofRgeQfrXN/Ej4caf470hvlSDVoVJtrkDnP9xvVT+lfIWo6fdaVqNxYXsLQ3Nu5jkjbqCKrUUUUUUUUUUUUUUUUUUUUUUV9Dfs7+D0S0uvFd1HmWRjb2mR91R99h9Tx+B9a9j8S+ILLwt4fu9Yv3xBbpnaOrt2Ue5PFeKarpD+IJdC8ceLxK1i7sl5ZOSYrdHOYGXBGEwykk9xzV3w34IsviHod/rF7ZGN7ixW1tJwscIldWJMm1QcfMqjOPu8VVk8Q6hd2X/CohDOLpbcWf8AahU4JXnGzHCYG3dn3q54p8G6f8PdPtNVsrEmJbIWd1cMkc3ks0iYfDAZzlwTjkEDis7SdJm8MLrnjrwosq2AmH2SxUkRzQJzMzZJyuAdpz16V7h4e16y8TaDaavYPut7lNwB6qe6n3ByK8T/AGiPB6Klr4rtI8MWFvebR1/uMf5flXz/AEV3Fj8Nbu60G5vJ9QsrW+RoBFZyzAMRLkqHPRCQBgH15xVG08KWUehzalrmpz6cY75rEwJaeawdVDHPzDHXFRaP4c03UodZvZ9Wlt9O03YRMLXe8od9q/JuGPXqa0W8C2kfiG7sJNYcWVtpi6kbkWuWKMqsBs3dcN61V07wzomp3d/9n124+w2NibuadrHDcOq7Qm/n7wOc07/hCRc6nokenaktzp+rMwjumiKGIIcSb0zxtHPXkVRHhaZfHaeF5J1V3vVtROFyMMwAcDuCCDWrP4J0+S1guNN1uS5V9VTTJBJaeXsZgTuHzHI49q5fULA2GtXWnGTeYLhoN+MZwxGcfhW63gth411Pw59uGbGOdzP5f3/KjL9M8ZxjrVbR/CVxrHhnV9ajnRF08KViI5n7vt/3V+Y1No3hWzvNJttS1XVjYQ3d0bW1SO3MzyMNu4kZACjcvfvWPrmmHRte1DSzL5ps7mSDzNuN21iM47dKoUUUUUUUV9w+CdJTQ/BOjacqhTDaJvH+2Rlj+ZNeN/tG6+7XukeHUciIL9rnAPUklV/LDfnXtOiafaP4RsrF4Ea1e0WNoioClSvIwCRj2BIrxzxloPijwh4p0nTvBWqSJaXR3xWUYAMIUgHeQMtHlurevNewHw7Auuy+Io4o/wC2GsRahj93IJP88D6CvH/A3h/xJ4w8QatZeNtUlltrNh5tjKBul3dNpIysfy9VxmvX/E1jbHwZqNmIUW3W0ZFjVAQFC8DBIH5nFePfs4a/Ix1fw9I5MaAXcAPbna//ALLXrPxB0ldb8Aa3YsoYtaO6f76jcv6gV8S0oOCD6V66Z9C1/QvEOrPrsNpFe3NhNcQvG/mwMgcMqgDDZ/hIOPXFEet33iDQNUvNEXShcXOuy3Bg1A22ViMagECbjPuKzNP8L6sngLWVb7At1qt7GiK17BGpSJnLsMsARvwBj09K6KS1u9O8WSzpJp++78MrBaPLPC8MkqJGjLliUOGUjnjiud026u9Iv/EVzr0OjyTy6Kwjt4mh8mX99HhcQkDPBOOvFRaJ4otriy1HUtWihtrSxsjY2Njp5ETK05Idk3bjnaGyTnqKvwS6RqHi/wAMeKLa6jt7O3t1kvFu7hPNU2xCjPTczL5eABzz6Gsvw9qFsfDlsZbiJJG8UW87KzgEJtOWx6D1rZ8UTySWniB9fm0eQPdK2ktbNbtNnzeTmLnbsznd3x3q1ceMDP8AEvxDatNpn9ntb3ixzrbwqzfuW2/vQu4knjrzWfomteHPD1p4Z0y++0zO6ST3T286CJftI8srICCSRGF7jGaq6ZeWvhjRWsb7+z9UJ1vZZxStvWBUIEkwKkEBvkA5wcE9q5HxpNHceOdemhkWSKTUJ2R0OQwLnBB7isOiiiiiiivv2Pb5SbPubRt+lfKn7QG//hZz7s7fscW36c/1zXs/wd8WR+IPAtvEyEXGnqIJQqYHHQ8KF59BnHc11t2+gjXdMnult/7UlLw2UjL+8Py7mUH0281s1j6e2hNrOpz2K2/9orIsN7Iq4fcFDBWPf5TmuN+M/iyLQfBlxYIFe9v4yiRld2E4DNypGBkDnHXg15H+zyH/AOFjy7c7fsEm76bl/rivpzUtv9l3e/7vkvn6bTXwW33jj1pKuf2TqP8AaCaf9in+2SBSsGw72BG4YHuDmoreyurtZ2t7eWVbeMyzFFJ8tAQCx9BkitG0g13xLBbaZZW1xfJYI5iigi3GNWbLHgZxk96lv9P8SPcaf4fvLC8FxAjC0tGgIkCuxY4GMnJyaq3PhzWrTVItMuNLu476bHlW7REO+em0d/wqS88K6/YS28V3o19DJcPshR4GBkb0UY5NMvfDetadf29jeaVdwXVwQIYniIaQk4AX1544puqeHtZ0RUbVNLvLNZDhGnhZAx9ASKqTWV1b21vczW8scFwCYZGUhZADg7T3weKvx+F9el0w6mmj3xsQhkNx5DbNo6tnGMe9UbGwu9Su47Sxtpbm4kOEiiQsx/AVYutC1ax1OPTbrTrmG9lKiOB4yHcscDA75PpVm88JeIdP8n7Zot/B58ohi8yBl3ueijI5J9KpR6VqEpuQllOxtWCz4Q/uiW2gN6HPH1ol0rUIDdiaynjNmwW53RkeUScAN6c1btvCuv3s7wW2jX00qIkjokDEqrDKkjHAI6VTudLv7PUv7OubOeK93Kv2d0IfJxgY685H51BcW81pcSW9xE8U0TFJI3GGVhwQR2NR0UV9v+BtWXXPA+jairbjLaoHP+2Btb9Qa8c/aQ8PyefpXiGJCY9ptJiB905LJ+eW/KoPDHjHRbHSvC1zN4ki07TLKzlivdIjQs9zNhgWIUY+YEHLf/XrtPANv4buYJPEdvrk/iDVFeae3imnKyQ5XBRY2bg7QBuPXjmu70/xJDe+FI9emtpbGJoy7xXQKtHg4OcA8d8+lcv8Q9S0/QfDsmtWerfYJbgtGfs4DfaWcBc4yMuoAw2eMVw2v6pev8P9a1BZ4bLUre1TT9ThvIlmmnU4EeHBCjKPnhep9s0n7N/h6RI9V8QyoQkgFpASOuDuc/8AoI/OvV/iHqyaJ8P9bvmYKwtXjT/fcbV/Uiviaiva4U0D/hbmktJPqI1TyLXCLEnk5+ypj5t27GPas34d2DWeg/aJJbOOLWb42dwLm5jiJtApVyoYgt80g6d0rndJsp9F0fx3bT5Sa2gjtWPT5vtKD/2U10bPIltNcRMwuk8GRmNwfmGZFDEH/dLfhmmeB3eaz8DvcMWkTXp44Sx5Eflxkge24n8a5rwLLL/bWryrI5uIdKvHgOfmV/LPK++M1ueCJJJ9F8Om4ZnMXiu3WAuc4BUFwPxC5o1xLS98I61a6HJezka5GblbwAEM3mKgiwSOTuznnpWh430aRvCF1YLNZSR+HWgFuIbmOR9hUJOWVSSv7zaeR3q2Utrtb3WG1CSK5vPCrsulvGf3KLGEyGBwFOzcB1w1cJ4OZ4tB8XTwErcppihGX7wUzRh8f8BOD7GrvhKTWLzxH4IjvYybGG9/0ORl5ZRIGcZ6kA/lzTZ7yVvh9qF1HK28eIkkRs8g+W5BFa/jzUbOPwrb3NiwFx4olTUrpFGNmxdpX6GUyN+ArqbWDRpNMlPiaWZNQlt9NOqqiApnzD5e8k5DFNm/jjr1rmVd1h8fHxT9qWYXVuJhaEBgfMbbt3cbcYx7YqHQfC0Vj4vstVsrozWSaYdXge9ZYircpGrknaD5gXnOCKxfiRYSxazZ6rI8Ltqdok0rwSrKhmUbJMMpIPzLn/gVcZRRX0F+zx4xQw3XhO7kAcE3Fnk9R/Go/n+de0+I9AsvE+gXej6gm6C5TaSOqHsw9wcGvjXxj4O1TwVrkmnajEduSYZwPkmTsQf5jtXpXwW0LwldJDPq6Sy6tLOGt/mO1NpJH3TkdOS2Aele83Gt6f8AZWne/sGsfM+aUXChVUJu655OR09DXE3XiL4eyWMtpb6pYTWFhE8kmmJGksbszBzIu/7xHzdPU8dq8Q0HTvEfxO8VajbWbSR2V9Ost45H7uGNT8g9OBwB7V9X6Doll4c0O00nT49ltbRhF9T6k+5PNeG/tD+MUle18KWkmTGwuLzaehx8iH8yfyrwOitUeI9VGuQ619qP9oQhFSbYvAVAi8YxwoAqtdapeXtvZwTzborNDHAoAAQFix6e5JzVzUfFOs6raz215eb4riYTzARqvmOBgFiACePX3NJB4n1i2v7S9hvWW4tIBbQsFXAiAI2EYwwwT1zmpp/GGuT6rZaibtUnsTm1EUKJHDzn5UACj8uazdP1K80rUIr+xuGguom3JIvUev1B9K0rvxjrd5fWN290iPYSia2SGBI443yDuCKAucgckdqluvHPiG7lt5JL2Nfs9wLpFit44180dHZVUBiPfNZdvrF/az3k8VwRJexvFcEgHzFc5YHPvzVh/E2ryX1zeNdkz3Nt9kkbYuDFtC7AMYAwAOKraVq99ot6Luwn8qXaUOVDKynqrKQQwPoRWlJ4z16S9+1i9WOUW7WyeVCiLFG3UIoGEzzyMHk1lrqd2ulNpgl/0NpxcGPaOZACoOevQmp9Q17UNT1GC+upUaaBVWJViVURV6KEA2ge2KfdeI9WvW1Jrm8aRtTdXuyVH7wqcjtxg+mKvReO/EMU0032yKR54ooZfOtopA6xjCZDKckevWqt94q1rUVvFur1pFvFjSYbFAKxnKKAB8qg9hgVRl1O7n0y206WXda2zu8KFR8hfG7B684HFVKKKtabqN3pOpW+oWMzQ3Vu4kjkXqCK+vPhv8SNP8d6SvzJBq0Kj7Tak85/vr6qf0rpde8O6T4m017DV7KO6t25AccqfVT1B9xXlv8Awz1YW95K2neJdTtLSXh4Uxkr6FgRkfUV1Oh/BzwZokCxnTftzg5L3jeZk+u37v6Ve1D4W+CtTnhmn8PWatFnAhTyg3+8Fxn8a6DSNE0zQbEWWlWMNnbg58uJcAn1Pqa5H4l/Euw8C6W0cbJPrEyn7Pb5zt/239AP1r5Fvr651K/nvbyZprmdzJJIx5Zj1NV6KKKKKKKKKKKKKKKKKKKKKKKs6fqN5pV9Fe2FzLbXMR3JLE2GBr6d+DvxO1Xxu9zpuq2sRns4RIbuM7fM5xgr6+4/KvWaKCQBk14B43/aDdWuNO8LWhjdWMbXtwASCDjKJ/U/lXg99fXWpXst5e3ElxcytueWRizMfrVeiiiiiiiiiiiiiiiiiiiiiiiiitDRtc1TQL9bzSb6ezuBxvibGR6HsR7Gvo3wz438RX/hoXVzqJkn2Z3mGMfyWsHwL478T6n4j8RC91aWZYLfMSMibUIbqFxivKfEnjbxPq+rSve65ev5ch2KspRVweyrgD8q5Ykkkk5Jooooooooooooooooooooooooor//2WVuZHN0cmVhbQplbmRvYmoKNTYgMCBvYmoKPDwgL0JpdHNQZXJDb21wb25lbnQgOCAvQ29sb3JTcGFjZSAxOCAwIFIgL0ZpbHRlciAvRENURGVjb2RlIC9IZWlnaHQgNzUgL1NNYXNrIDU1IDAgUiAvU3VidHlwZSAvSW1hZ2UgL1dpZHRoIDI1NiAvTGVuZ3RoIDQyMjYgPj4Kc3RyZWFtCv/Y/+4ADkFkb2JlAGQAAAAAAf/bAEMACAYGBwYFCAcHBwkJCAoMFA0MCwsMGRITDxQdGh8eHRocHCAkLicgIiwjHBwoNyksMDE0NDQfJzk9ODI8LjM0Mv/bAEMBCAkJDAsMGA0NGDIhHCEyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMv/AABEIAEsBAAMBEQACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/APn+gCWC3luphFChdz0Aq4QlOXLFXZFSpGnHmk7I6iz8JCGJJ74OwfO0AEKcdee9ezQy6K/iO77HiV8ym/4asu52lh4Ttv7F+3WzQK5jLJEqgMWDhWH4KwOfeupOFOfLGNv+GORqpVhzylf/AIc2JvDemQ6qAt15tgIsMUnXcZd2zbnHc4bp0+lCrzcdtf0B0IKe+n67Gdf+DrCe2uJd3mMFkliDRAgosmwAvn7xI6AenrUycKjSnFdPyuVGM6abhJrf87HGa74FksZpEhZVkT7yLIHUHOMZHQ5HQ1yVMBCa5qTt5M7KeYTpvlrK/mjjp4JbaVopkKOvUGvJnCUJcslZnsQnGceaLuiOoLCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAlt4JLqdIYl3O5wBV04SnJRjuyKlSNOLlLZHqnhDwlbRiIXSyrb3AZPtMZH+tAyAeuPYcZr34QjhoWhrLqfOzqSxM7z0j0NzWNTtBoEVvdXUI0+3OEvGiKs5AAAjTqTjg9uhzmjmVKTqS0fb+vwDldWKpx1Xf+vx6HB3fjq1t18jTNM8xFJKyXrluT1IQYAzgdc1xVMwbfuo7qWXJL3n/AF+RcfVvEsegDV3srQLvx5H9nJgR4zvz1xzWP12rv/n/AJnR9Rpbf5f5EWmfEZVaKO8smgVJBIHs3IAYdGMbZU/pWkMcn8a/r8zGeAa+B/1+R3Oj6lbXemRRWt158M7SIZt+2MvIMbpl6hgOg6E4wa7uaM/fj/VuxwcsqfuS/wCBr3Oe8ZeFLMytBZmWXyogzyFDmJj0DHHGeDjtnHanOmsTT9/R9BQqPC1Pc1XU8rngktp3hlXa6HBFeBODhJxluj6KE4zipR2ZHUFhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB2ngnRftJa4kby1YEeaULCNfU4BIBOBmvawFPkg6r3ex4eYVOeapJ6Lc9I1u/j03TBDNfCewtYQ88kTBTNk4WM7SQxO1SCfmA69K25lFOo1b+v6+ZhyubVKLuv6/r0Oam0kai+m67rqgIFKyWw+aNFJ/d4AOAoBGf1rx6lR1Hdnt0qapqyLFnotr4jsZL+eLa9xbCBJNoUtg/ewB6gY74rK1zXYje7lmLeDi0wm+yCM3xQ4Y45GPTHGc0eQeZbn0iw8PQRXcUBxHAtu0m1XKgsPmOfqcn0p2sG5mx6OumrqeuaOuYDt8q2ziN41/1mQeoOCQfpitKVSVN3RlVpRqxszq9Ivk1nRobBLxotOuh5qO3URjG6InouCBkn29a9hSTtWirv+tTxHFq9GTsv60PMvHGlW8F1JPZzCeON9nmL/EvY/geKwx9JygqtrPqdGX1VGbo3uuhxteMe2FABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHt/giyvrHSnuI3gjsUUJcMZSjrtGcgryDycdj719FOMIxjTe6R81CU5TlVWzZx3ju/dk07Ty5P2hjdzk4BYs21c9vujP4muHHz1UEd+XwunNnpUEUYso4Qi+V5YXaAMYx0wOMVwHpHJ67a69b6pYW2h32IXO4WxA+QLjJJxkrz39al6FRV9EdX9hjF6b0Rj7SYhFuz/DnOPzpc8e5p7Cr/K/uZyWgWmu317qFrr9yWt42w9uyD95nPQ44Xg9Ka1M3odXdxJ/Zs8QQbPKZdu0EYx0wePz4qiTzXwZcm70vU9MySICLmDd252sPyIP4V6WXVNeVnlZlSuuZf1/X6G54j0FLbTLqNb2G4dCYZURWGx8EjGR8w4PI9K9Ccva05Ra3Wh5tOPsakZJ3s9TyivmD6sKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPdNMEJ8PMkVtdx3jh8XMKjDDn5Sdw+XAIxivp6l/aatW7HylO3s9E79zzXx/u/4SCDONv2K32/TYP65rxsdf2uv9as9zAW9lp/WiPR/B2qHWfDsEojIeBRHLhTgEcZ6Ac4zx0rhdWEWk3qd3JJ6pGpctaJKDL5YuHhlSIsPmI2EkA/hn8KK38N+h04D/eqf+JfmdRcab4bbwg1y0enveLAViMbNHnoAxHJzzn8RXnuNP2d9Ln08K+MWL5E5ct9b2fy9Dm7aK1lvZmiEQnyscrhec4BAJ+hH5128/JS5rXsj5fER5sTNeb/ADMvxrevomhXAKbp5YyqADPB4LdCMDPeoo4ulWjeDM50J03aSPNvAGf7avP7v2CbP5cfrivVwH8T+u6PMzD+F/XZno+vwQLpHmPp80V55iq05tTCp+U5H3yCenRR0r2KTfNa+nrf9DxaqXLe2vpb9Tw0/eP1r5ln1KEpDCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPb/BerWz6Ohu9UmiiLKWtjcPHG6kfNkKpJ6YxxX0Ur1IxnFXut7HzUbUpShKVkntc5L4labt+y3sbRyCEtbSNECFxnch57bWwPpXBjYNpTPRwM0m4f1/VjpND8TaVa6XoNy+vQ2llb2jQ3GmqmWlkwQSQOnPOT/WvjKuHqylOMYe9zXUuy0sfTwqwSi3LS2xoaNaaffRy6hZ6gdWeQyOg34eJWG0qEJ+XjjNemsVHl5K65W++337HNCEqdRVaXvWd/6Rv2upXOpaAttcO1vbqmHWeBBIijjBbH+euamslTgle99tj06WYp1XVULPrq7fd3K+uXMGi6es73H2eKUeX8gBMkjcA4OMsMDk9MelcFOUK0pSS96L77JL/h9jmquSa5npK/3tmbr19cxeD9Wu4pIbW8giNveJOgldjwE+YEDlWz0P3q46MYOvCLV09V09dDWo5KnJ3s+pwvw90uWS0u7gIxa8dbSEBSSRkM5AAJOAAOB3r7/Ax5U6jPj8wlzNU0dV8QCdIsfsr3rXPlRlkEgUtECBhN+dxGT0IHsK7I1EqUqlrfqcUqbdWFO9/0PFK+ePpAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA7bwJrosZjE8EM7J80aTAkdc9ueCAa9jAz54Oi3Y8XH0/ZzVZK/c9F8WaRDFF/p9ys9tfgQyLHCEEe0DY6Y4OOPfHB5NdMEq0HC2xzTbozVS+54trWi3WiXpgnXKH5opV5WRexBrxKtKVOVme7RrRqxuj0b4b6FpAsbW9uAz6hPIWjIcgxBScYx06ZJPWvExdafvLSy6Nb/wBeR6VGEdH/AEj0WXWbRYnZpUkjydzbgu0detc1PLKjtK/K181f0NZ4yGqte/yM2LW/CstnLDHe2cttbIzvZ/IynJ3bsHqc56HvXFWw2JVWzWsuq/LTZHRTrUnC6ei6HkdtPrHi/VdUjjl8qxvJVlunYfJEiH5fyGAB34r6rC4GLcVFfD1/rueHicXyJtvc9M0+zttJ0cXUums+mxp5FtHKuCVOCZT3wxP3hyOAK+jUbWpQdn/Wh885N3qzV1/Wp5v471aKe7NnavIbdT8gkfcUjB+Vf64rkx9XliqXXdnXl9Lmm6vTZHGV5B7IUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUASQTyW06TRNtdDkGrhNwkpR3RE4RnFxlszu9N1WPU7ZSGxIgw0ZP3fp7V9NhsRGtG636ny2Jw06ErPbodV4Y0228Ratb6HqgR9PmLFt+AYzg8qf4TnA96jGRj7Nytdl4KUvaqN7I6Qfs9y2t1INN8V3VtZy8MiqQxX0OCAa+dcaMmpOOp9InWSsmjYs/hf8O/CcATWbtLmXqRdz4BPqEBreCnP+HD9fzMJuEP4s/0/Imu/BHwr1pYtSzZwwREofLm8pXPHDA8nH9aqUa1+WULv0/yJjKhbmjOy9f8AM8/8VR6fpur3Gk6GkcOlQlTGkRyHJUEsT/F1OM17WDhamm1qeHjJ3qtRehzGpeJZ9J017RbqUpMP+PcSHa3PUj0zU4qtTo+81eXQrCUKld8qdo9Tz6aZ55mlkYs7HJJr5ycnOTlLc+mhBQiox2QypKCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAkhmkt5Vlhco69CDVQnKD5ouzInCM1yyV0eg+FNQn1TTtSeVNrRLHH5ig4JZs/gcIa755s6cU5xvqZYLh765VlTpztp1+RvprGuxQeRHq14sOMbBcMBj6Zqv7WwL95x19Dd8KZvF8ikrf4ikYWdi8sjMx5JJzn8a5K2fPajD7z18JwTBLmxdW77L/ADf+Q6KxM0qpHuOSAABmojn1RQScbyNKvBeHdRzjUah0W7+85rxL4nCatew2kZ3JMyb37YOOB+FenPMbQUaa1PjIZZeblUehx000k8rSSuXdjkk15Mpym+aT1PXhCMFyxVkMqSgoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA0NI1jUNIuvMsLp4S5AdRgq49GU5DD6ik0mrMuFSVOXNB2Z9GeGNC0zVfDkl9eWiSXHPzKSg+4D0UgdT6VzSoU77HtUs1xnJ8f4L/I5/wcRrmpeIbDUEjltbIRtBGqBNhw/OVAJ/HNVKlCyVjGjj8S5ym53djyzxB4n1tNYmgh1Ke3ht5iIktj5IXBODhMZPuea2jCMdkedVr1arvUk2cuzM7FmJZickk5JNUYiUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAf/ZZW5kc3RyZWFtCmVuZG9iago1NyAwIG9iago8PCAvQml0c1BlckNvbXBvbmVudCA4IC9Db2xvclNwYWNlIC9EZXZpY2VHcmF5IC9GaWx0ZXIgL0RDVERlY29kZSAvSGVpZ2h0IDQwIC9TdWJ0eXBlIC9JbWFnZSAvV2lkdGggNDAgL0xlbmd0aCA4OTcgPj4Kc3RyZWFtCv/Y/+4ADkFkb2JlAGQAAAAAAP/bAEMACAYGBwYFCAcHBwkJCAoMFA0MCwsMGRITDxQdGh8eHRocHCAkLicgIiwjHBwoNyksMDE0NDQfJzk9ODI8LjM0Mv/AAAsIACgAKAEBEQD/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/2gAIAQEAAD8A8i8F+C9U8ca4unacoVVG6e4cfJCnqff0HevqHwp8I/Cnha3jI0+O/vQPmurtA5J/2VPC/h+ddt9mg8nyfJj8rps2jb+VcT4r+EfhTxTbyE6fHYXpHy3VogQg/wC0o4b8fzr5e8aeC9U8D642naioZWG6C4QfJMnqPf1HavqH4R+FIvC3gKxBjAvb5Furl8cksMqv4DA/Ou7orzeX4t2svxMtfCGl6e1+jSeVcXcb8RvznAxyF7nPr6Vd+LnhSLxT4CvgIwb2xRrq2fHIKjLL+IyPyrtrby/ssXk48rYNmPTHFeP/ABI8ZeM/Afje11UKLnwtKqx+QqDGcfMC2Mh85IPT9ar/ABD+M9nP4ZtbLwjcNPqOqpgsg+e2U8FcdpCeAO3X0ro/hH8Nk8F6P9v1BA2uXigzMefJU8+WD6+p9fpXotz5f2WXzseVsO/PpjmuJ+EfiuLxT4CsSZAb2xRbW5TPIKjCt+Iwfzrr9U0uy1rTJ9O1G3S4tJ12yRuOCP6H3rzrwZ8EtI8JeJ5dZa7e+8sk2UUsYHkZ7k5+ZgOAcD1r1GuE+LniuLwt4CviJAL2+RrW2TPJLDDN+Ayfyr5e8F+NNU8D64uo6cwZWG2e3c/JMnoff0PavqHwp8XPCnim3jA1COwvSPmtbtwhB/2WPDfh+Vdt9pg8nzvOj8rrv3Db+dcT4r+LnhTwtbyA6hHf3oHy2to4ck/7TDhfx/Kvl7xp401TxxrjajqLBVUbYLdD8kKeg9/U96//2WVuZHN0cmVhbQplbmRvYmoKNTggMCBvYmoKPDwgL0JpdHNQZXJDb21wb25lbnQgOCAvQ29sb3JTcGFjZSAyMCAwIFIgL0ZpbHRlciAvRENURGVjb2RlIC9IZWlnaHQgNDAgL1NNYXNrIDU3IDAgUiAvU3VidHlwZSAvSW1hZ2UgL1dpZHRoIDQwIC9MZW5ndGggMTI3NiA+PgpzdHJlYW0K/9j/7gAOQWRvYmUAZAAAAAAB/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/9sAQwEICQkMCwwYDQ0YMiEcITIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy/8AAEQgAKAAoAwERAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A8R0TRbrXL4W9uMKOZJCOEH+e1TKSirs5sTiYUIc0j1DSvCmlaVGu23WaYdZZRuOfbsK5JVJM+Yr46tVersuyNrau3btG30xxUHHd7mLqvhTStVjbdbrDMeksQ2nPv2NXGpJHZQx1ak9HddmeX61ol1od6be4GVPMcg6OP89q64yUldH0+GxMK8OaJ6h4U0pNK0KBduJplEsp75Pb8BxXJUleR8xjq7rVm+i0Rt1BxBQBzzeK4X8SxaRbQGfJ2ySq3CH6d8d609n7vMz0FgZLDutJ27Im8V6Umq6FOu3M0KmWI98jt+I4pU5WkRga7pVk+j0ZtLt2Ltxtxxj0qDje+pyPiPWNY0LWYrvaJdKYBSgA4PfJ7H07VtCMZK3U9bCYehiKThtMj8Q+MYW02KHSJDJc3a4BUcxg8dP73aiFPX3isJl8vaOVZWUfx/4Bo+FPDi6LZ+dOA19MMyN12j+6P61NSfM9Njnx2L9vLlj8KOhbbsbdjbjnPpWZ5630MXwpqqaroUDbszQqIpR3yO/4jmrqRtI7MdQdKs10eqNa5tobu3e3uI1kicYZW71KdtUckJyhJSi7NHPaN4Ls9I1N7zzWmIP7lXX/AFf+JrSVRyVj0MRmNStT5LW7+Z01ZHmmJ4r1VNK0Kdt2JplMUQ75Pf8AAc1dON5HbgaDrVkui1Z5fout3Wh3ouLc5U8SRno4/wA9665RUlZn0+Jw0K8OWR6hpXivStVjXbcLDMesUp2nPt2NckqckfMV8DWpPVXXdG1uXbu3Db654qDjs9jF1XxXpWlRtuuFmmHSKI7jn37CrjTkzsoYGtVeisu7PL9a1q61y+NxcHCjiOMdEH+e9dcYqKsj6fDYaFCHLE//2WVuZHN0cmVhbQplbmRvYmoKNTkgMCBvYmoKPDwgL0JpdHNQZXJDb21wb25lbnQgOCAvQ29sb3JTcGFjZSAvRGV2aWNlR3JheSAvRmlsdGVyIC9EQ1REZWNvZGUgL0hlaWdodCAxMzUgL1N1YnR5cGUgL0ltYWdlIC9XaWR0aCAxMzUgL0xlbmd0aCA1NDYgPj4Kc3RyZWFtCv/Y/+4ADkFkb2JlAGQAAAAAAP/bAEMACAYGBwYFCAcHBwkJCAoMFA0MCwsMGRITDxQdGh8eHRocHCAkLicgIiwjHBwoNyksMDE0NDQfJzk9ODI8LjM0Mv/AAAsIAIcAhwEBEQD/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/2gAIAQEAAD8A9/oooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooor/2WVuZHN0cmVhbQplbmRvYmoKNjAgMCBvYmoKPDwgL0JpdHNQZXJDb21wb25lbnQgOCAvQ29sb3JTcGFjZSAvRGV2aWNlUkdCIC9GaWx0ZXIgL0RDVERlY29kZSAvSGVpZ2h0IDEzNSAvU01hc2sgNTkgMCBSIC9TdWJ0eXBlIC9JbWFnZSAvV2lkdGggMTM1IC9MZW5ndGggOTQyNiA+PgpzdHJlYW0K/9j/7gAOQWRvYmUAZAAAAAAB/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/9sAQwEICQkMCwwYDQ0YMiEcITIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy/8AAEQgAhwCHAwERAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A5PSNI8WeOvHviDTNM8S3NobWeaX97dShdol2gALn1FAHVf8AClfiH/0Ow/8AAu4/woAP+FK/EP8A6HYf+Bdx/hQBF8Fp9Yt/itrejanqt1e/YrWeFvMnd0LpMi7gGP1/OgBnxg+LEOoW914b0pNRsb+w1ErJcpIEVwm9SAVbOCSD+FAHoUHjiDwb8IPDmuapFdXnm21vE3lsGdmaPOSWPPQ0AO8E/GHSPHGv/wBkWWnX1vN5LTb59m3C444J9aAMHW4NX+HPi/UfHer6nNfaHNM0cenwTOWQyfd+VsKMYPSgD1Dw7rcPiPw9Y6xbxSRQ3cQkRJMblHvjigDzfxh4qbxprV98OtEe607WI5A325n2R4QBmAKndyOOlAFvwN40j03W7X4b6gt1dazZI6zXxbdHIQDJnJO48EDkUAV/Gfi0+K9bv/hro7XVhrTMpW/L7I12gSnlTu5UEdKAO68F6NqHh/wjYaXql79tvYA4luN7Nvy7MOW56EDn0oA8H8bQ+IfEPx5vvDela5c2XnlPL/0mRY0xbq54X1we3U0Aav8AwpX4h/8AQ7D/AMC7j/CgA/4Ur8Q/+h2H/gXcf4UAc3plv4k8K/F608P6nr91eNGrM5W5kZG3Qsw4Y9uKAOk+Cv8AyV7xh9J//R4oA8w8U+KfEMPi/Woote1RI0v51VFvJAFAkbAAzwKAPQv2ftc1fU/G+oQ6hql9dxLpzsEuLh5FB8yMZwSeeTQBd+Ff/JwPjD/t9/8ASlKAMX4y+MvDGrLe6Fp2hm11e01NvtF59njXzdm9W+ZTuOSQeaAOb8Q+DfE+mfDjStev9cFzo915PkWX2iRvL3ISvykbRgAjigD2jRdZ8P8Aw/8AhL4f8S3Ojo00lrDE8tpBGJmLrnJY4z055oA8x+JGjeINS0GXxw2sO3h/U51lt9PknkLRB87QU+4MY7GgDo/Bvx28P+HPB+l6PdaZqck9pAI3eJY9pPtlgaAOGgF/8SPi3fXHhq8k0ue+Z5opJZGjZFCDIJTJ5x2oA7zIv1/4VxaDyfHEHEuvfdD7f3jfvh+9OU+Xke3SgDz238HeJpfixL4aj1wLrq7t2ofaJBnEW4/Pjd93igD2LwP8NvHHh/xdZ6nrPikX1hCJPMt/tc778oyjhhg4JB/CgDnf+bt/x/8AbKgDlvjJ4i1uw+KWrW1nrOoW8CLDtihunRRmFCcAHHWgCt8J/Emu3vxQ0O3u9a1GeB5HDxS3Tsrfu2PIJwaAOn8W/wDJyyf9cV/9JjQBb+Cv/JXvGH0n/wDR4oApa5+z94n1PxBqWoQ6lpCxXV1LMivJJuAZywBwnXmgDrvhP8J9b8B+JbvUtSvNPmhms2gVbZ3LBi6Nk7lHGFNAHPfCv/k4Hxh/2+/+lKUAdvpOueBfFPj3VvDq+FbdtTtGma4uLiwgKyMjhWO7liSTnkUAcR4LP9qfHHxDoGof6Xotqbn7Pp1x+8t4dsihdkZyq4BIGBwDQB2WkfDfV4PHl9e6tdWd74XfzPsuku7SRw5I2YiZdi7RkcdM8UAc/rui3PgPxBfeJfEckeo+DmlMVto0RMixFvuYhcCMAYPQ8Z4oA9B8P6N4O8R6BZaxaeFtLjgu4xIiy2EIYD3wCP1oA4HxHc6Lruv3vgbwdpkWh+JoZONRigS3QKoDOBJH8/I46c0AZmRfL/wr2yHkeP4eJte+7v2/O378fvTlPl5Ht0oAz1+BPxATUzqa+JrIaget0LyfzTxj7+zPTjr0oA9x8F6Vqmh+EbDTtavftuoQhxNceY0m/LsR8zcnggc+lAHjn/N2/wCP/tlQBd+InwV8QeL/ABxf63Y3+mRW9wIwqTvIHG2NVOcIR1B70AQ+A/gh4i8LeNtM1q8v9Lkt7V2Z0hkkLnKMvGUA6n1oAzfFv/Jyyf8AXFf/AEmNAE0/wW8fW/iLU9T0bX7Kw+1zyPugvJonKM5YBtqfTigCX/hVfxc/6Hf/AMqtz/8AE0AH/Cq/i5/0O/8A5Vbn/wCJoA6D4XfC7xH4O8Y3ut63f2V0Lm1eNmimd5GkZ0YsxZRn7pyc55oA0PCHw41jQPivrvim6uLJ7G/+0eUkTsZB5kquMgqB0HPJoA9MS2gSVpUhjWRurhACfxoA8S8F67q91+0J4g0241S9lsIjc+XbSTs0aYdcYUnAxQBy+p+OINI+MWuxeKmvdV0CKeVF09yJ4lbjaRG7bRjn6UAeg+AdE1668VJ4qtNS8rwfeRO9npXnuvkqwwo8oDYuCD0NAHL+Hf8Ak6bVPrN/6KFAGrrmgXfgT4mah8TNUeGXRQ5XybYlrj50EY+UgL1/2ulAEa63q9prB+Kk+qXr+CpeU0sTsZRuHkj90T5f+s+b73TnrxQBj+EfH154s+P0EtlqOppolz5hjsp5iEG23PVAxX7wJ/WgDX8bfCPxfrXxFvvE2hatZWPm7PJf7RLHKmIlQ8qpxnB6HoaAM/8A4VX8XP8Aod//ACq3P/xNAB/wqv4uf9Dv/wCVW5/+JoAl8P8Awa8aWnjO113WtYsb1owwkke5lkkYGNlHLJzjI79KAJtU+HXxaudXvZ7PxgYrWSd3hj/tOddqFiVGAuBgY4oAqf8ACtPjH/0Oh/8ABrcf/E0Ac/4J+JuoeC/GmqQeMdW1bUoIEktPLSZp1EyyAbgHYcYVuevNADvHbePtKsf+Ewj8UXsWiatdeZZQRX8okjjlDSRqV+6uFGMAnFAFDW4PiVoPg3T/ABRd+L71rC/8rylj1KYyDzELrkHAHA55oA9M+EWheOVu7XxBrviGS+0i9sN8UEl7LKwZ9rKSrDAIGe/egDD134QeOpfHWr6/oOr2dj9suJHjkju5YpAjHODtT6cZoA3fCEvg7UtbXwhrWgW9/wCKbSJhf31xaRyrNIn3m8xvmbOepFAFDX/ht8SH168bw34jj03RjIfslnFfzQrCnZQirtX6CgDxvxLb+JvBPja5S81eb+20VWkvLa5cs29QfvnDHggGgD1v4ZeFPF3iFtN1vxNq41fw1dROzWN7dST7jyFLRsCpwwz1oAveI/D954Q8RXev6w8U/wAPYWAGiQsXQblCriAgR8SHd19+tAG3L4d0nxd8PV1jwBpdloup3WDZ3ghW2liCybX+eMErlVYcdQfegDivE3xDu/CngO68EahqOpv4xttu/UYZSyndIJRiUsH/ANWwXp7dKAOu8JjxJ4r+AUK2OrzrrtzvEd7PcuHG24PVxlvugj9KAOU8Q+P7zwb4FvPBOralqUvi+JQf7QglLKNziRcSlg/3Djp7dKANH4U/F2xk0qw8P6vNqt5rLvKWuJcSKR8zjLM2fujHSgDnvC/xZl8NeP8AxD/wk2pareaeJJoreFWMojYS8YVmAHAIoA7P41+KL+0+H2iatoWoXdj9suY3DwyGNzG0TMAcH6ce1AHLab8Q/hT/AGVZ/wBr+GTdan5Cfa7h9PidpZto3uWLZJLZOT1zQB1Pg3wZqur6xLqWuvb6h4Nu4DPpWmXDmRbdWZWhxERtQrGSvB4zgUAZnir4OeKdZe7iXxTGmiJM0tppzmQx26DOxVXoNqnAxQByesfFy2/4VXougaBd6nY6xZpAk00f7tSqIQwDBskZx27UAd18I9I8ePe2fiDXdfkvdGu7IvHDJePIwLYKkqRjOM96ALfxmsrbw34Tn8Q6Jbx6drUl2ivf2qiOZg2dwLjnnAzQB2Pw4vLnUPh3od3eXElxcy2oaSWVizOcnkk9aALuo+DvDWr3r3mpaDp13dOAGmnt1diAMDJI9KAPKtI8eaR4G+JfinSdX1KSy0aDy49PtEjd4oeAWCIoIXrn8aANPV/jb8PNTim028s7zVLNiCymyDRvjBB2uQeD6jtQBvzpJ4p+EqjwBnRzcYNkP+Pbygs3z/cztzhunXPvQB4n4Z8PXv8Awvu10Xxi0WrXWW+1GZjOsn+jllyWHOBt6+lAH0F4j8PXa+BLvRfB/k6TdEL9lMDGFYz5gZsFRxkbunrQB4/fWNle2EvgDWbWK9+ItwABqsyCRTz5i5mPz8RDb09ulAHonw5+Gll4Z8OWiazpWmTa1C8ha7jjDthicYcgH7pxQBk/FD4SReItOgPhfS9NtdQN0ZbmYjyzIpBzkgHPzEGgDjPhLFd+IvF2p+GPFsv9rWelWzLFa3TebFFJHIseVB9BkA+hoA6Pwj8GTp/jzWb/AF3TNLudEn877Hb/AH/LzKCnykYGEyKAJI7rXPhd4hvtZ8UahK/hKV5LTTbO2lMnk5bdEBGcBQI0YcHjpQBznjbxR8S9K0tvE9vrkMfhzUp/9AjEURkWKQM8YYFODtHPJoAyLTT/AA58QPB2meGfCmlQQeKoIY5ru5mhEQdUXbJ84yTlmU9OaAO90f4teGvA+jWfhbVxe/2jpMS2lz5EIdN6DB2nIyM+1AG9470u4+KHwxtv+Ee2D7ZJFcxfaT5fyDPXGeeaAPO7L4b/ABh02yis7LxEtvbQrtjij1Bwqj0A20AZ3inS/i34Q0OTV9T8Uz/ZY3VD5N+7NljgcYFAHpvgDwroHijwLpOta7pFnqOp3cRe4u7mIPJKwYjLMeTwAPwoAxE8Nx/C/wAfa543ura3t/DH2cQQw2Yy6l2iA+TgAbge9AHIa3458Q/EH4jQ6f4F1u/sre4hAjillMK7kVmYkDPYUAbGRt/4RLH/ABdT/oMd8/6z/X/e/wBR8vT2oA7L4beHPiBo2tXc3i7WTfWb2+yJDdNLtk3A5wQMcA0AdN4jt/DHh0XPjPUtKha6tArPdxwhphnCDB+hA+lAHP6N8bfCWuarDptmNQ8+bdt3wADhSx53egNAGR4o8Waj49lk0H4fahc2mr6dOz3jSHyVMa5QgNzn5iKAMb4n2UvgHwVpGq6OF03X7maOHUL21OHnYxsz7m75dc/WgDM0/wAN/GnU9MtdQt/Ej+RdQpNHuvsHawBGRj0NAHU+EPAXjG71aWP4i3EOsaOISYreafzgs+RtbGOu3eM+9AGH8evEOi23h618F2UbxXVnNDMsSx4jSIRuAAfxHFAHoPww8MaHYeENC1i00u2h1G406LzblEw77lUtk+5FAHk3xm1nwPcrqOn6Zpoi8SR3/wDpNx9n27sZ3/NnnJxQBhv/AMLK8NeANP12PXpoNDdEW3jiueVVs7Rtxx0oA+ivh3fXWp/D3Q729nee5mtg0kshyzHJ5NAHi3iDxtFa/GDV9N8W3Nze+F4pWH2Bl8yMNsBX5fY80AUtC+K1po3xIaSC+vYfBkYcW9hGnyoCnACZ4+fJoA77S9N13x74uGuXFx9t8AX2547C5k67U2jMftIuevvQBu+JfhxZ22g3EvgnS7LTPEClfs13F+6ZBuG/DdspuH40AeGaXqd94H+NcV/41upLi7syftc0Z81m3QEJg8Z4ZRQB69oFx4q8V+P7XxZpWpy/8ITOTttpJdp+WMxnMf8A10BPX3oAn+JHiTT9eTUvhxZGU+ILxI1iV0xFn5ZeX7fKD260AT/Df4YWPh3w9ZnW9IsX1yF5C1ynznDE4+b/AHTigDm/jHbw+AtJttZ8KxjSdRvrwx3NxbcNKpVmIP8AwIA0AcX8TfiPo/i/4f6HpltcXE2qW0kUl00sRUFhEysc9/mNAGrrvxot7b4aaRpHhi7mh1eKCC3uJGhK+Wqx4Yo2cZ3AD6E0AWtBsPjfcWNrqtlrUcsF3brLGLiaN/kYBgdrKcHGKANXw38NPEmseOrjWviNZ2GoQyWZiGGUjeCu35VA7BuaAPZrKzt9OsoLO0hWG2gQRxRr0RQMACgDx3T/AISXV18WdZ1rxBp1ndaHdPNJErybjuZgVJXtxmgDQ0/wDr03jK6stZjguPAyb/sentKCkeP9Xheoxz3oAxtb8G/FO11q7g8K6itloSSEWVul0qiOPsACOO9AHM2/gTUvDPiCTxZ8TIIL3Smyty3mec7yMNqHaMZ5xQAsXhTRLPxE/jy90yA/D+bJhhAyw3DYv7vr9+gDpNK1bUfD+pR+L7e7kt/hkoIt7SM8oGGwfu+v+tJPX3oA7/WdS1Dxn8NX1DwRdPFd3e02srnymAWUB+vThWFAHlGqaXp+taZL4P1K1jufifLjzLuQZDYIkGZen+pAHT2oAteFtG8efDI2uoeIb/yvCWnlmubeCcSYD5AwoGT87g0AdN4vuvD+r/DzUfiN4etxFqqoPs+olCkylZBEevtkfSgCp8Lfi5p95o9jo+t6heXOuyPKWd4iQQNzD5v90UAaGjeCvEmt+JtUXx8kepaCGeTT4ZZVYRtv+U4XBHyEjmgDkvg9ougXXjzxppl5pljcrBOfssNxAsgSNZZFO3cDjGUH5UAYPxivPADRSWPhqxht9at7/ZdNDbmNdqqysB/D97b0HagCnfX/AMUvCXgzStVl1qWDRp44orQRyoxCtHuQYxkfKtAHpHjzxXrumfBDw1rNlqU0Oo3P2Xzrhcbn3QszZ47kA0Acx4i+NIn+G2lWukazdx+JUEP2uXysbsId/wAxGD82KAOq+E6fEa91C11jxDqT3OhXVmZIg0qElmwVO0DI4zQBD8WPi1aWGnXmjaBqdzba9bXSpIViIAAzuG4jHpQBueB/DfxH07X4rzxL4mttQ0wxNmCN2LFiPlPKDp9aAM/xdpuo6brt/rPjXVYLvwK0mF00B3ZWIAT5Qo6Nz96gDevdR8CJ8KoLy5swfCZC+XD5THH7zA+Xr96gDzLwjqVv40+Jk3hmwZp/AscTTJpsg2RhFUY4Pzf61getAFq98WzfDb4xLo9xey2fg+BN8VjCu9FVojjA6/6zJ60Aehf2h4E/s3/haH2Mev2/ym83r5H3f06dKAOa8VfEHw/8SfDV54R8NzzTavqIVbeOWExqxRhIcseB8qGgDEgIs/hvJ8JJuPF02QluOY/mk84fvPu/c5/SgDsfhr8LbDQNAs5dd0e1/t6J5C06vuIBJA5Bx904oA6nQfHmgeJdbvtI0y6klvLLd56NCyhdrbTyRg80AeY6w9lqWs31t8J1+y+K47iQ6nIAY90QYhxmT5T+829P5UAY/wAYvBunaF8PtI1RtPih1+5uohqFwrEmSVonaTPOOXGeKAOL8U2Xj6H4f6PPr1yX8Ov5P2FPMjO3MZMfA+YfJnrQB6Xp/wARfhpqHgDQ9A8SO9z9jtYBJC1tKQsqR7Tyo5xk0AYOvaP4E8c6eNJ+G2mxnXVkEzbhJEPJAIbmQ46svHWgD2XTbmD4ffDPT31+URJptpDFcNEDIA3C8YGTyRQB5L4ti8FfEsXFt4Hs1n8U3MouHkkV4tyD75y+F7igDaU/HlECiPTcAYHMH+NAEdzc+MreEyfFi3spPCYOJ1iVGbzP+WfEZ3fexQBN4d8O6n4l1uJEiWf4YTKzWlmzhRgD5fl/1g/eAnk/pQB2smh+B/hlaXHiSPTY9PSNBDJPEHdtrsoxjJ77aAOe8beFdH+J/giXxD4b0+O71a7VFtLqRjExVJcMMMQBwHHIoAf8N9a0vQNO0z4b6w2PEMPmCW18sunJaYfOBtPyEHrQBR8XaFN4f+LOn+PJ7eKDw3ptqEuZo8blZhIgwg5PMi9BQBP4wm8O6l4F1D4leHIguroq/ZtS2ssilXER+VuOmRyKAIfhd8W9O1HRbHS9d1We41+R5d26A8gFmHIGPuigDn/gr/yV7xh9J/8A0eKAD4Of8lr8Y/S5/wDShaAOqsPCPijxJ4v1W38e2633hdZJZdOiaVAFfzMRn92Q3+rLDn155oA5+/sbrQ9TuofiSgPgGGV4dIg3BxG4OIRiL95xEHHzfjzQB514bbwLD8RNXn161Y+GG877EDFNgZkHl/d+b7uetAHpnwt8D32mfEa98S2VikXhi9t5Tp8glBJidlaP5Sdw+Udxn1oAb8bPiLol34X1HwvYXpfUlukiuYTA4AVGycMRj7yr0NAHn3g34f8AxJtI7XxH4Ztlh+0Q5inFxDko3sx4/KgD3jwV43trp7Xwrq988niy3iIvYjEcb15b5gNh4x0NAFHxn4/+HMsl54a8T3LS+TIBNbm3mIDDBHzKP5GgDbsfEnhLw58PbTWLOQ23hxFAgZYpGwC5H3SC33s9aAPF9R+KGneIPiNdWeuapJdeA5Tn7O0DAHEYK/dUSf6wZ/8ArUAaxtviHdHz/hnMYvBzf8g5A8S4HR+Jfn/1m/r/ACxQBg/8K8+L/wDwlP8Awk3kL/bP/P19pt8/c2dM4+7x0oAPGdl8YYvCV+/ia5L6MAn2lfMtzkb128Lz97b0oAueGPEOm638Fh8P7CcyeJLsusNqUZVY+cZPvkbR8oJ60Ad98M/hTp+iaDZXWvaLEniCJ5d0onLEKSQPutt+6aAKfwx8D+IfDnxF8R6tqliILK8EvkSCZG3bpgw4Ukjj1oAv+MvBGp6Kh1b4a2Atdeu7k/bZhMpLxNlm4lJUZfaeBn8KANHxdH8QG8B6MvhxyPEI8n7ecwjP7o7/AL/y/fx0/DigDyjxD4Q+NXiqwSx1uD7XbJIJVjM1quHAIBypB6E/nQBpfE34l6JqHgW98HrBfRavbtFBKska7FeJ13jcGOfunpQBvfBmL4hK1g+tOT4XOnD7GN0P+z5f3fn+7nr+NAFKy+El3qnxd1vU/EmirNoFzJPJC5uQNzFgVOEbcOM9aAE1XRvjBpWq3Nh4TBg8P28hSwiElsdsQ+6Pny3580Acra+AvjDZeJpvEdvabNWm3eZc+fbEtuGDwTt/SgDntNNlD8U7r/haA343/bc5P73b8v8Aqfw6cUAegfMG87U+fg+f+PZO2P4OB+//ANbnr/KgDT8Q/C/wn4j+Hb6n4A0VJb24KNaS+fImVEgD8SsAOA3WgDzvRdY+KWh61D4B0q8aC9t9wjsgLdguVMp+dgR0JPX2oA7D7N+0F/z2P/fdnQBx+tax8Utc1qbwDqt4097cbRJZEW6hsKJR86gDoAevtQB33wy0Xwf4Z1XS9H120EHj6J5DtDSvjcGZfmUmP/Vn/JoAseIvHHiOy+Oa+H7fU2TSjGG+z+UhGfILdSuevPWgDlIfG3xX8Q+LtZ0rw3qBuDZzy/uvKtl2RiQqOXUZ7DrmgDV/4yD/ANr/AMkqAD/jIP8A2v8AySoA0PhH428Y618QdT0LxNqBm+x2su+Hyol2SpIinlFGcZYdcUAQaR8IrrVPiv4gv/FOieboVzLcTW7/AGkDczSgocI+4fKW60AXPiJ8TNL8KeGk8P8AgvVvsuqabcJatB9nZ/LjQMrLukUg4IXnJNAFz4Vaj8TdX1S31HxLKZfD9zaGSGTbbruY42nCfMOM9aAHfFT4s2ej6Vdad4d1ryfENtcrHJH9mLbQM7hl1KntQB3fgHVLzWvAejalqE3nXdxbh5ZNoXc2TzgAAUAche+H/hT4m8e3umXVsLnxG7s1xHvuUyQoJ5BCdMdKAOh8R6T4M0L4f/2ZrkAg8N25RfL3SttO/K8qS5+Y0AcjN420SXwkvhf4VahnWVx9hthE/Ch98nzTrt+7vPJ+lAHn/gL+3/8Ahoi1/wCEn/5DP7z7T9zr9mbb9z5fu7elAHr3/Fwv+Fu9/wDhDM/9MP8Anj/38/1n+cUAeJfFbWb/AMP/ABy1HVNLn8i9gEJjk2K23NuqnhgR0JoA3dC13TPEmjxapbXP2j4rylhbSbGUkqSBwQIf9SD1/nQB0/hn/hHf7etf+E+/5KF8/mZ3/c2nZ/qv3X+r/wA5oAyPgr/yV7xh9J//AEeKAOW8RfGTx3YeJtWs7bWVSC3vJoo1+yQnaquQBkrk8CgDtvgr8RPFHi/xbe2Ot6iLm2isWmRBBGmHDoM5VQejGgCl8K/+TgfGH/b7/wClKUAdD4H8ceIdZ+M3iLw/fXwl0yz+0+RD5KLt2TKq/MBk4BPU0Ac58RvC/hTxPf6hZeDLY3fjL7a0t7EJZFIUEiQ/vCE+8V6fhQB2Xhj4jeE/CfhjTPD+uaulpqunW6W11bmGRzHIowy5VSDg+hIoA4fxvpfgfx6Lp/Aq/wBo+K7qcTyBXlTcn8Z/eYQdv6UAZFxqnxi+H3heAXGbDSbQLDGWjtpNuTwOMsaAH3HjLw7Z+FovFWmaiq/EWbb9pm8tznccP8hHlfdx0FAGhpGs+K/EWmW9/wDEiXzPAdwpaWbZGgZgSI/9UBIPnA/rxQA3w5otj4V+JCeOLOA23gJA4gvy5cYaMx/dJMnMhI5H6UAZnjQ+I7fxnf8AxQ8ML/xJmKG21LCEEFFhb92/zfe3Lyvv70AaWjeIvjl4g0qHVNLc3FlPu8uURWi7sEqeCAeoNAHHvvm+Laf8LS+TJH9oZ4wPJ/d/6n/gHT8e9AHaaxqXwp8OaTcat4Hu1i8S2wDWL/6Q+GJAbiQFD8pbrQBxXhTxBqXif4rWGqavcC4vJFdXkCKmQsLAcKAOgoA9A+Cv/JXvGH0n/wDR4oA43xJ8J/HN74o1e7t/D80kE97NJG4mjG5WckHlvQ0Adz8EPAfifwt4vvbzWtJktLeSwaJXaRGyxkQ4+UnsD+VAEHwr/wCTgfGH/b7/AOlKUAZfhLxHpHhf49+LL7Wr1bS2aW8iEjKzAsZ1IHygnoD+VAHumh6H4Ze7/wCEo0ext/tGoRmX7YikNKr4Ynn14PSgDwv4zW3w/RdRl0mYN4pN/wD6Wm+U467+D8vXHSgDiNHsvGngWyt/GdhataWs0flxXbCORWV/9kknnHpQB23gbxZrHxU8Sx+GPF9yt9pMkTzNCkawkugyp3IAf1oAv6d8Fd3xUuob3QZh4SBfyX+0/wCz8vIbf96gCtf67p2neO7r4fa/dLB4Es2KrblTlcKHX94o8w/OfX9KAOh8S6n4U8Q/DV/AvgK7W9vCUNrZLvDFVkEj/NIAOAGPJoA57QtM8XaRo9vofxAtGtPAMIYXW7y/lJYsnzRkyf60r09fSgCXQvidY+G/iJb6Fperxw+AYN3l5hLY3RFj8xUyf60n/wDVQAvxS1H4XeINK1bWdOv1ufEsqxeUymYbsFFPykBfuA0AdRN4Y+FOtNpenaamjTXNxcKskdndDzSoRifutnqBmgDqNL+EHgrRtRiv7HS5I7mLOxjdStjIIPBbHQmgDxW30z4h+FfGet6n4fskja7uJlLu8D7kMhYcM3HQUAbH/CW/Gv8AuW//AHxbf40AH/CW/Gv+5b/98W3+NAGh8GvD/iS0+JOq61rtmImvLWZpJBJGQ0jyox4UnHf2oA4Txp8P/E9945167t9M3wTahPJG3nxDKlyQcFs0AfTHge0nsPAmg2lymyeGwhjkXIOGCAEZHFAHjVn8Mm8Q/GfXpPEGmu+jTSzyxutwFJbcNv3W3dM0AbVl4b1jWPFNx4K1m03eB7PcLONZEDjZ/q8sp3nqetAHC3XhLxb4J+IeoXvg7TxFbwu8Vs8k0T/uyB2ds/nQBsf8Jb8a/wC5b/8AfFt/jQBneGfAWueMPiR9t8bacXtrsO9y8c6JlgmF4RsjkDpQB6Fr3w10/wAEaRLr/gawkj8QW5VbdpJ96gMQr8SHb90t1oA888QX3xb8T6LPpGqW8MtnPtLov2dSdrBhyDnqBQBxP/CtvFv/AECf/JmL/wCKoA9Hi+D9sfg4+ovpUn/CVAHA+1fL/rsf3tn3P85oA0PDXw5l8P8Aw3TxNZ6e0fjW1LtAzThlBMhT7pbYfkJ//XQB6r8Pr3XtQ8IW1x4lCjVGeQSbQgGAx2/c46YoA//ZZW5kc3RyZWFtCmVuZG9iago2MSAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDE4NzcgPj4Kc3RyZWFtCnic7RjbbltFcLeunfgin/jY8SV12pV4qIPk03O/vCIhpKovFEs8tDxRqIRIpIa/4e8CStXQNG0DBR6KxMzs5awvcQqkiAdkHZ8zO7Ozs3PffSJ8LxE+/tT7y/2GLx43njRCAkM1KD6aNe7cDwIR+GL2dSOg4UAkqZcWRSiyPIL5s/3GhL3iHe7wCq/Bu8k5q3AXYId3aawLEH7VuWAVdgrvAdE0gboOmBq9BX94COhtQNyEQc63iIjzNjwtINhEmDWB7QCmtGF6nbXUUteBgsNXmzswskUMWzC+QZR1fgtGv1fcm/B+QWI5vAq4Jq/tzb5pBKmY3WtMaLLcS1VNFu8ohj3n4QEMoSzbALRpuktsHbbF+/C1iRs+UJrBOSC6nIUsBKmlxXdpGInqrEKcUGL8qvIeCSQprnNn77YSHoWQGiBBDoFMMhMMBeqpFTugnOrcymRG1AcH6RxpjjfsjJ3D+zWJ4QIaBQHLwliXDVmH9UCpHXi68AyVmp+yY7bFduDpA96Fp8sG8P8B2wUxyacydKk4yL1AxGL2CJzoBlrhzv1CBCHiphI5zQgrEPnxrPEpzs7F4+/AV+82fC9LosJPxfLH/U8aQRB5UZGLICoisd9IC3JcCX7b+Gx+YL9R5LkXxSXahveBmZ+UOMM6iAubNYJzrCVes9JoG9asNc6w9sPAZo3gHGuJ16w02oY1a43TrIvA1gdCNmOJVXw00gIVV43RTPPYFhchm6nEKi4aaYGKqcZopmlqqxchm6nEKi4aaYGKqcZopnGRWUwRsplKrOKikRaomGqMYZqaTeAnotZ45+GabJvbyTb1VbKFYKBk+2DCziBAKbBrFLoyOdV5bTml7k3DJPBTL5qwZ5SFhio91ShLOirWTYLY+2J2VwqReCmKEWW+F2UmRMcyRLWQaeb5RZGKqUL/QBmpZYgUE4zj1A81E0gGJpjXlJ1koewYTfi+LjtHZVJe2nuNV8piQ/k9p/zOzlWKbMM/6dCFbDskTpjoURsdeK5R+dKjW1RfulSR2vTvEAvKvADZMyiDQppD8e+ZnFzhYz4CqhqmTkjCusi0+S4VD0uogxViqNqg5RhTnUCLYdZfVWx7/BbfAVjK5wJ8jd8AuCl3YSV0qkJNXQPeqCKGiw9UusdH1hxO690kchLqEIaHpMTm5fVLlk5ZKgYAX4fCIbUH0rEO8I6jzIvB3yJf+YrxJekMU00wjXNJ8YYkqZJFbO10iWuVbHXZupZ3/A77cYGNroso+u4KAzvoXqsYo4IsH1OdQIfijNyt8y7WlYXapT5IxrgWaSxJK5aDdcjMdVIEBrZLk4eqxcEyrq1HvdUV2I68YNl6YRF4aSJCbTwgHcGkHhtDL9CB/21lTh3bUzVjGilrXqB+aiyGJJWMmqbySlQgUtcMY+orgjj2kiQoM05vYeEgzrC3iNeuSkrkBOmoBi6TctFVgqFd4sTLQ1ppvQ+H63e92umg9Vzlz62/7cULDPuG4W1bYxP2knJLz2rna9Tfcp1TqP+um55bkGqWBamvFkQvRwYMwT5ZssZ+eeFlYWnBi3UcXLWO34t2Zx8+0KeoKnnXhiplMgxV0LtE0FT5fIdCFy1R9gB4wDphr6DuRym6OGrG1HRrqWNTzVw6i1SX5vtZnExIZGzxe/Q/xp/mVzrGGRVhKoUkiJBFEmBMDZv6REjpxaHDT9XoZjlXwYHjGI4dp/P+AD1E5FsBvZhJMmoOQuMQDuKnYQjNiYpD6neqZLYNEK6sjT2Td9GfK9RJcJUYqaaq7ZRb1FUft4hOgJpsLeVIjEeVoVWqZJuLSRJMMQLcgO3sTYMwjcIVBltKknYHU6NlF1u7RXHJe+ZNUn9nk0inV1Zhjuoc36Mmqbqsij/J86rKHS1zUcFbsJbuR/p01L1xURnTTck/iYhrIMumtSVehoT06n/fk29f4sJY3Lts+N9x4SUd/u/DpQ8PKOEML/Ph51SH6tbWy6s1l7atG9I+NWJ09FMWkMeu3kJTluXygK1zeH9BhDDJvSwri/rIFPVM1fRc9f7B6qofeXlcpCWDI+pMynuysdT10uWeY0RW52JVF12yhjA3iPLkVyXv6DGtDuQ1MkqS564e0VeNH7XpPhMbBN3J181pU144uvJUSWXL7KMsXYt3knV2+Z1kZ15/eK2GzeG2voJbrbQTtQZ4EF1eNtVB0LGPH8oZ5WnGDgcTPKTyHTnfkkTe7cV56EUJVOsgSvAw/4jEMpcCV3Bvoi+pY19eFfzI3rJX0Nqcs+fsCFdSnfIJewaaO2dP2WugQfwRwC/ZbzByBrQn1BBh4jgh/DH7BShO2R8w9pb9ipemMBPvO/GNlCfsBVD8DGOn8PwEyqZNPYFmIIeONhapj1IdfiU+FwcX7CZa3E0SgprwuIB7cWXkENu/dIUCKge1izQP9Q0K9nQQvpgPqBHpQiMyH1OxUlQf786Bqsvw6ndEMzuQ+Ud44FE0PaoVeWxDJQ79Lkovxqn9/AnWB77nZW5kc3RyZWFtCmVuZG9iago2MiAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDE5MDUgPj4Kc3RyZWFtCnic7VlbbxtFFJ5ZN258kdfXxE4TuhIPJEhxd+1de12hIpWUAm0RVBZFbQpSmzalJIGE577xK/h3VdWI0JK2ocBLkfjOmdmbL7GDeANF692dyznfuX0zs9m17KZn2fSn73e3s7vZjmtbLdtq9/ym17Uc37b27lk3rJ3s59lz19Gx+cNxg3aDNpLndHvNXq9n6dEQf+6627PWvlOyPJJlN1ue6/ttK/bQtT2761t7m9DUYkktjc+62MdMz7E8Etzzrf79rKN0We2203TctuV2rP529tayccX4esVp2nZr2XhobBl3jJ3g9Y6xYdw0tsSSSImaqIoFURFn8FfHWw1vC2hr4HdRzOGiHvqt4W0eI2s8cp6fGxhJ/VW0NER95Xb/k2zP6l/N9t8FgvcChfeg7qsVG6A7PcdZjoDd049d2182vidAxoXYuG3jFmbuRkPCievrGHolPvuhcTv+ehf955PyN4xvg+k3jU0ACr3zAPLgFaWoRUYw/gvBiFDt3UjElpqzNWwMHjfZlGAsu3lBlOCwKn5r7MQ6BnxjPOC+GvfNh30NduSlPhIFedH22h4yoOl0O57jUoK4ruM6J00Q13aabsu3fBcJard1loQ2fhQ8rBnXYiH4MGh+P9Z4OWi8GlpofDwkKBQddl0MHq4gNpeDyJCtqy0C1+1aqz6jc6z+BsG7Fs0IJ18agYUDfHkIwgcRvjWkYzTrPKSEAj8dwvfZUMsnQ7LD7D4fKR6LgGx0PGVdq9XV1t0YsGUNDo3ehlVO1hNFgj0yXSy+ML6MUHLWIe+scdnlOFY3nlder9np9VpWt0dEiqxaFnMr/YdqpGPT0HbTd3sdx1p1yfBl8VrmpJSzclGmcE/LiixLS6RkUZZkRq7voakgLfziUVKPeI72eWmiAcPKeCljkupHQwGj8ug9hcuUBj+fZiEZlpvCRX0zsipMrSeNtwZ+SVBKVuVZuaAEVqPBZMZqCJ5sAXqebWIOSYh0mMBHbzmZCfFKrY1+Z4CxgL9FZQMaoTrPQgqkeCeGizBJaMizxALZvTNgZipoNDG2zj4ssMgK9JtsAtAByQtxJA7x/iOPNWAlPEqGkTlXYc6AN0sT/Qnp4rWSKnLisX7Oax1V7Z8FjZ3jd+KQiRw7oMIhxyOsQr5ktOdlIHnlHRjwr2jMs1n7MOSJeKpNoVBkVMgS7lfPlFdBrqaD0O5wpE05RwnEIl/G/F9kS2hwJYb/HwVgH2L/CAUPIC2jIS+XcM9pLLMop/UdnewJtJFVJPYQeAPzB+xlrMrTNa4bwm3qUUujzC9hSowvWpxvYj5onYYbzobckGNuIC/RnWqMCvUtrpQiR0NqLJQpklMoXpN5zQNldqlyQ0U7hOXJcshAcXenVb3+xAs1YAgd9ApTRAay0yehickgy4k5qsZx1TjANL2syl8Ux0XWDAKRRl9F50LEDimWRNjpCTQXRpATLs4NASEptxQUOUstkxMRs5XiEjw2kwAgXvIsFU5F3eJ3ZNgR7q8YTVl7HvFAWwV7ohKiWovvkdjx+8jJInZQRWxBq6KMi3ZLVfE2FQsKNsVUWgUPYjVhVGluyVDOBmvHmNhX6ZntUEATLJ1MOosaTZ1HROB5YliWWMK804m1jCblSAcQboujsZofsQ3DVoyzocB9x1li8pJiBmsZpXNGTdSEQMHOcSxPYPfJ623AU8wf0/jqcIKFj3StxpGHdZpEngYAk1tNLthSYOBEL4YeH01i9eNJ7HBoqZhhHo8v6thyMATCxXWl6nMJGoPdE6uMMUtLSW9M2F7tJ1eDUyy5yjuQ0qglgGpcbYRKx5DDopyLbVFGMgJvYybCX5gA/2AsgMQmaSSCKbx35kSb0+MWoNr/C9B/fgEyw21Rmi0pq0qucIOqsTTvFBdR/qUEyyYPNQ30qY1eIWia5cyiSQ32lVRbRO1dElnkrSMFbjRNLR5PUy9ibBwl+iyHuR7LGWLwgGtjlR4dc8YccqY+sKRUMg6cijLDE4gDRmY78jipjdkizzJVxaodaYIclimQSRd1+TDbGumiaMEyWJXKWTlw/JMJv0yu+IFiNkdxaIgqILGqqA7Q2HTAqYZqvBByHc0Hh1dcdc6l6MgZRKbEiWmy+xXAVMLCMrs8j1FlmjcmwvFj9+jjbawcOMKRzZrPUkzCKjM124zIsVMMQeKuzlkytgUqMsyAkBYUN4TJW9YemwvyZ4+rbFZbIcOi5ERPjUzYOY1RmaZWXF4646Smvi7IMTUL/jk+JUdvLvjIJRc1UdNZua43fAoVMf78NIk1+PFmusSiDQZSSp+1FV2XOSABDc7F6iaeQ9UYKEJxP+t2/aZnk8a2T5+UNoJPSvqLaNdr9+yONfww9osoRCe+hXod9c3KtdUHqyfiDQ6+B1gZnonHpMlXsTgQPwPnEfj/FcZQ/2P+pPInfyl4hpYUrkOsDgfc/1S8xojn4i+0vcH5nI7/r3j1oDuNPBC/YsRvaHuO6xdEmo3aRXL4nuW6VscmVPr/CeO/wrUHLfJacFXLV/aUY/6iv78Byqu15WVuZHN0cmVhbQplbmRvYmoKNjMgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCA0NzcgPj4Kc3RyZWFtCnicXZRBittAEEX3PoVuYHf177YNQ20mm1kkhCQXkKV28GJkofEscvtI/7s7EIEf6Elt6quK2r++fXmbbo9u/325Dz/Lo7vepnEpH/fPZSjdpfy+Tbtg3XgbHs87cnjv593+9Ws///ozl259oVx1/61/L/sfOdIEnRnuY/mY+6Es/fS77F4O6+Uv1/XyXZnG/x4n6NTl+u/16I128E2F4I1WpPhcjM+34I0xSCVvjCaVvTFGqaM3RkidvDEmqbM3xizVe2M8Sl28MZ6kBm+MZ6nRG2O/KYvbv4gIB6nBKxFMqnglAqSuXonAUg3mlQgnqeiVCGcpeCWCikDySqwZqLJXYs1AdfRKrBmoTl6JUKTOXolwlWJGEmqt4eKVsCDF2CRMsTF6JSxK8UuQMH2JdPBKWJZi9SRM1SdWT8JUfWL1JDRfllgqCc2XJZZKQvNliaWS0HxZYqkkNF+WWCqJ+CyVTSOh+bLMppHQ5Fhm00hociyzaSSek5PZNBJRTcvMSCIqY2ZGElEZMztEIqpDmbFJQLEzY5OAYmfGJgHFzoxNAoqdGZsEFPvIDpGAOnQMXol1pLYdUZfBti623VNXTTd8LkuZHlxQXEDb4rlNpe2w+T5vp7r1t/sLnA0sNWVuZHN0cmVhbQplbmRvYmoKNjQgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAyOCA+PgpzdHJlYW0KeJwTYIj/w0A50Lb/17zf9t8BKhhFKQAAmYUGEWVuZHN0cmVhbQplbmRvYmoKNjUgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAyMTIyMSA+PgpzdHJlYW0KeJzEvAl4VNX5MH7OubOvd/Z95s6dJZOZJJPMTFZCcskCBAwERU2QkbCFTSUBBFGRqCCKVqhW2axiXau2DBPBAC6pu3UBqy20tYJtat2itD9Eq2Tme8+dgPj7+vue7/9//s/zn5mzv/fcc9/9PecmCCOElKgfMYidv3oV133TJ8PQcx9CCkVP76Irs5OvTED9YYSkxxZdsbYHiR+uF6HpdYsXzl1wuK9yGkJ3PgudVYuhwyQxnkZIdz20g4uvXHVNAf76lxEyfHvF8vlzC+3lTyGktV4595pe3bOmFoDfLU66YmHvsq0zDkN7COAz0juRT3qBmNzMz5ALofxHkGB9+U9yU/JnpMtQILc0f4IxIYSDhTT2CaENKIg+QfeiF1AavUkY1IrLUCeSYDtyIIJr0VTMIhuSYhWKoACaijqQBU1Bf8datAdVoM/wRHQjDqHpgAkeTUNWNAH9FO3Gk/KfohvRe3gJehKufhwLqAhdgCfnj6MZqCP/DNwDoXFoG9qJdcgHIyocyH8IM6xEm9BB9AeUR7PQdulumKUDXYiuyj+DZqN38Sx8Wd6N2tBV6Aa0HT2InkPD+FY8JJHmu1ElmodWYDk24QhzU/5xVCM9ptyXfzl/BLEA/yDM+gWJSSbmv0QC+kSC84uBkiaUhO9V6BdoP/oA23El04x0KAX3SqPr0R4mAmucjG6DZzuIr8N7GF3+YXiaajQfrUcn8DV4iPilx6Qn89ciIzxfCla6GT2MfoNeQp/DbBPxTObKXGN+GsJIgWKoFe60Ad2Cfg2YexG+L2M99uM2mPk3+EP8EXMV8zHM/BgaQafRtziCl+AbSCO5SZoYvTG/D4XhCQWYow1diq5AT+EwFvBlcO19ZA25gaxn9jMfSCKSr/I1+ZeQDMUB9ib0BDzXO+g9dBToNRG34z+QG5gB6S3562C9cbQYnmIDegQdQF9jKVZiDTZjDidxNTzZdXgIf0Q8JEA6mXnMHukd+bX5nyA/8EoaLYQrl6Kb0Ub0DDqM/oo+RyPYCVfG4cpG3IF/grfgl8lh5lJmNnOvRJDcK3lS8qLkjNQgfTH3bu4EYJ3OU47a4ZtGPehawPUgfF9Cf8IMdmEvzDQeT4GZ5uAefD3eiu/BD+FH8X78Gj6CP8Vf4X8TO7mD/IwcIq+Qw+QI42GiTAvzAPOWxC/5k+R7+dxRT+6F3Fd5dT6WT+a35u/L/zk/IlLBDRzfiJqBu5aBLG9AW9E96OeA86fR2+j3wHfHxe8wOgk0+B7LgJscsCIeB3ARLoGnuxR34jV4M74bP4xfxR/hYXyGIKIhPHyjpIpMIbPJTeQLcoZRMQFmAnMNs435HfOdZK00Ad8npfukJ2XD8pDirTO7Rj/ModyS3L25XflK4EUZcJ4JZC6FmoDnpgCVF6A++K5Aq9EawNG1gPH7gHP2oCw6hF5HbwHuD6M/ow/E9dLvp0CJU2gU5TABekqxAr6FtZcDZZqBW7rxQqBt4XsdvgnfhrfDdxe+Hz8I+H0X/w6/h4/jv+Gv4ZkQKSUTyCR4og5yGUnDdw6ZT24kt5On4fsO+QP5M/kr+Y5hGQPjY4qYVmYRcyuzmckwTzPvM7+XhCUTJJMlyySvSd6FJ58sbZPOkc6X3i59UPqQ9EXpb6XD0rzsbtkvZIOyT+QqeZW8Qz5Tfpv8l/JD8g/keUUR8FM7rL4Y/fC5G18miZOtOE8G4bmfJ6uYN8nP8JPnQSDpZljBAjSHDDLPkZ9fv5X5K/MUuQkhSYs4PB602FvoWfSW9D2JRfoJeo040ZegD3/GzCXPkx3EjquYcZKNkrdA66yFdT5EjhM52QMQnwM15qCLsQP9S3IJ+grwf1i6GXA6kXyInySvkinAycfQw+QQ2oF2o4W4Gla3AO1D36Gf4gMMh/cD361HR9AX6MQPq5XER5tIo8xOVsvqgEIH8Iz8a6Q4/zlI/Ud4I/oz8x3w/iV4Go6jR9HfgOq/xynsk+QkLvQuaD4v2gVc+w80ADL4W0kQJOhrdIBJoVmSE0Dz+OgbuRbpKuZmfJpMAHLaRM09nWpj0MHbQVdRPapDe4ATQIuIEv05ehvzgMX3ZH9CO9EWdJCxoBDzCOkneeZ1CYfuQieYC+Cu60A/uXEKZroSLYHn4PIf5x6GGZaiGlSD5+FZqAVGJiNv/kpY+aOgi4T87PwOaZc0ht7BF2ALegG0lx2weK9UmRsByKdBDv+MJuPb0UBuARoCu2LHIZwAbhqRrpZulT4hfVr6vPRtWQW6BqR2F1Dxr+gUWA0OzwdcfIa+AV5vAukpAfmZAKuYDDbsCtLFPIeasRP1gg6MgN5uAhzMAkquhFluQneAPD0CNuQddBKzeDZ6Hh0DybGBnM+H+ytgnqnoYqD6SvQoaMeb8QD0LEBeFAU8fYd1uIasgvtRPXsv6NkhWNMH6GPQHHlxXSV4HG4B6s1H31BZhjtUoQ68F2zyflQLlrKFeQv9HQXBujaBjD4M13UDb+iQB9VK/4YJKslNy9eQJcxz2ArWUAdcNRMs+3jcB6vQw3OMIguejipzk2C2J0GXdUgfESbMFBobxtePq6utqa5MJRMV5fGy0pJYtDhSFA4FA7yf83k9bpfTYbdZLWaT0cDqdVqNWqVUyGVSCUMwKmkNTOzmMuHujCQcmDy5lLYDc6Fj7nkd3RkOuib+GCbDdYtg3I8hBYDs+W+QQgFSOAeJWa4e1ZeWcK0BLvN2S4AbxLNmdEL9Jy2BLi4zItbbxfpWsa6Fut8PF3Ct9sUtXAZ3c62ZiasXb27tboHp9qpVzYHmharSErRXpYaqGmoZW6B3L7Y1YLFCbK11ewlSaGFRGWegpTXjCLTQFWSYUOvcBZmOGZ2tLS6/v6u0JIOb5wfmZVCgKaOPiSCoWbxNRtackYu34ZbQp0G3c3tLhjbfMciied0xzYLAgrmzOzPM3C56D0MM7tuSsV07bP+hCZMbmzs3nT/qYja32pdwtLl58yYus3tG5/mjfpp3dcEccC0JTezePBFufQcgcepFHNyNbOzqzOCNcEuOPgl9qsLzLQy00p7upVxGGWgKLN68tBtI49ycQReu9WedTuFA/gRytnKbZ3YG/JlGV6Brbot7rxltvnDtgEPgHD8eKS3ZyxoKiN2r049VNNrzKwvPjYk1EZzWpl54DrOYrijQBgyR4eZzsJLOADxTDc0W1qDN82sADD5dGK7KLACKLMkom7s3s3W0n16fkYbYALf5awQcEBj54sc9c8d6ZCH2a0SrlE/OsRqMn61nYrFMNEpZRN4MNIU1NojtytKS1YPkgUAvy0EB6EMdgNu5XXVxQL/fTwl8+6CA5kEj0z+js9Dm0DxXFgnxWFeGdNORobMjlovpSP/ZkXOXdweAk59GNMCwZBThcz89azW1Lq7LYOv/YXhhYXzqRYGpM2Z1cq2bu8dwO3Xmj1qF8ZpzY2O1jKm5k3GRsRpxMeIoMOXsc8C00anJSELwk4lMvWBQrgCuFHswNzHDdk8u5F0qv///8qLB/El6lVj8cNnYMjN1sR+3x/2o/aPlaTYzsGBJmEydOWvzZtWPxiaCBtq8eWKAm7i5e/PcwXz/vADHBjYfAHelaHNva/dZig7mD97uyky8owseYjGuA24lqGlvAN86Y6+Ab71oVucBFsKuW2d2Zgkmzd1NXXuDMNZ5gENIEHvJuV7a4mgLAifg9CxRiEOuAwJC/eKoROwQ2/MHMRL7FGf7MJo/SAp9rNgHn1JKe7k/14ouZdH3t+XCsBiMfvQhK2iPbDP6F6pHy8GXJBD1xMF6IfkmQwa8S3IQzcwPSZiB1taEMAhlrEwss5HixAE6kHW6E8+BCdgBgYwPOnDW6hJHULapaaxSVVOoDERLE8cnqCQIfQWJSCBaBPMqXjUQKUucfAHamMkhPca0lzkzwJrhbszogN6UECawzL9RBySCMsxeNASJoOXM12g9JALge7KlFfRGzJ4BlS7BAvxXiIPUD4lBuyHHYluAROG/GjBZ6fT/yOoN4nXHs+WpQmWAtSc6JpiZD2A9bzC/gwDWBy7h78CI+5jXoPRA+SrzOtKK63x4QM8m+uF+DwH4Q8xaVAzDjzDXogSUjzM3gP2lYH/M6gr3+WM2Ek1MUDGPMdeLICuZPnA/fMwVzLJswscdYh6GlQrMFwNKNV3fF1nWkniO+ZRZhswANQxQNp/+OeYqFIdEn2RwQKlNbJ2gYQbhMQcBLT5YI0YPiLnA/C4LE8H9fsn0Q6DtYw4zN4JL52OeYG7KWnxDh5hvRLDTdBa43y+yiiQtBrS6xNAEJfMLGM0w/wKM/0u826mBcE0CTQgzd6BySASQ+jeo/Y0yD/Ml1L4EMn0JpPkSSPMlrOJLYCzEjMDICMDEmQ9RL/NntBXSA1CXwJRrs4DBA2IlGEkcYNYx1wMm2EOAOwy9NwwodXRl12eNJhHs+gGNLtH4HHMUTYdEYPHHBmz2xPJDzJ3io2wdsLvoBe9nlRpA3XUFWsCF11IaPMf0MzeJmLhRxEDmeWhipGduFi/OD2gMifVA/ZnQXA75FkhHIH0FSQJgM+EZZqI5kBgA7xjQ6RP6Q8ws8eK2rC7pe46ZDI8+WcTW5KyFF9c8aQAqMw4xU4FJpjPTsgt8sMAZWbiYjk4bqKlLlB9ipokPPC3rCxS6syaHWJmYVRaYp3lAZaC3axEBY1mFTuyOjckdEx0w2xI+YMY68ZGSVMCZaqBRNeC/GoQhKWI8McAagcUXMAlx2QnUDWk3pAwkCRAyAeAJIGQCfPeE+NhV8ExVKA+JAQJWoZOQCPRXoEZIWyC9AOkEJKnY2w2JQH853KEb8q2QCMwYhzYLuQCpG1I/pN2QhiCdhCRHh5lSuE8pQJdD3g8pA+k4JAkQpATWUQJjRoZDowqEfGg92SHU4fVoPV5P1jPrJeul69n1BoVQGSpJCEtpVkazCGTV3cpeZb+SKVcKyg4lwyo5JRnMD2XldUkoBKOsLvmn9s/av2tnjNVbZVvl5PAEDTag45C+gsSgw+B5H4f0FWaFTczhhuMNXzUwh9uPt3/Vzhz+8PiHX33IHC49XvpVKSO0u+oS1XPwcrweb8ESH47jRjwdS+Ywy5n1zBZG4mPiTCPwgqRb3avuVzPlakHdoWZYNacmW9W71Rn1kPqIWpqRDcmOyE7ITsqkHbJuWa+sX7ZVtlsm88nj8ka5IJOcnNBM/gxI3Q15BhJB/ZBvFWusODIE+RGxvVVsd0PeK7YFyDvEWgDyclqDFIC5/gRw/ZBvhUThaDsAeTltQwqACv8j9PVCvhUSIX8U3Hx5UAgSNsgFCcQoJ4P4SPBEkGSCQ0EyNKGOHBNXeQxWeUxc5TG48ph472MwL9QgBWC1R0W4owB3VIQ7CnC09p/6uiHvFWsC5B1iLQB5Oa2Ro9lAtX6CjeyCGedA/gCk45AYFIe8EdJyseWjEGQX5ALZOVBUkugfJDuzYVCEUPCFwlso3GIx4HAm5kzQk50w5U6YcidMQls+SI20lR8iO7ItFHZHdnyhqEsen1ANppIuZQfaA4mg6ZA/INbikDeKtT0ijP5cOwP5CbHWC/nuc9fNEWs+yM9ey5Cd8N0BNT25FnqvFdQEWa1g6o0GhXGQHMwuMfoGydPZCAvFQKHI0mKCiTCAey3+Usx/LeYPiPnPxPxSMdcL6oD23wHtKwHtYwHtBBWZgoLQfVLMPxXzpYIuqP0kqH01qH0oqP1FUHsI/w3xMOAXnLz277z2L7z2GV77BK+9m9fO5rUzeO0FPJ0qgjikJR6a48vF3C3YOO0ZTvsRp32T077OaR/ktF2cto4DcPwvMJpafJ+YbxPzymdSWl9K60lpDxLQTPiyrB4pDxGCL0NaRpWNNvgGGaVYEH+2PQSFO9s+AQpXtv1CKJzZ9hVQmLLtd/smKIke7wWPxEd0eK+Clpps9EYYVhcKRTZ6ORTSbLTWN4hz2WgAiu+zPR4ovsv2eKE4ne1JQfE1LZ7F/4V6IFL24X9me+6H6fFnKEKnxf9AYfIklIPZ9kaAfqZwd/w0asAh6IaggK4CP5WNwuLw49loBIrHstEgFI8WioeyUR8UD2Z7yqC4P9tzNxQ/z/YMQ7EzG7mCzrcDRcR5tqOwWK7MtrtguC/bTmfozbbHoVieba+EYlm24W0olmQbhumli/BeDJyNe1BUXOncbE8UhueMPUgaRcTh2ahSnHlStp2iZCKdZIIWt449SAtupo4dbsJ7xVmEbLQcwBqy0TAU4wuYq8/2xKCoyUYAx7g6G7kfMFc1doNiSp9ncRCWQScKZKNPApAv21MMhTfb0wqFi14JizKN3dWIGsRFGbJRCsVmo5zveaxGPeKMKhTGO/f7RmHe7xsG8SVZ33fCoAJnfd9EoNjv+6J9nu/z9kFwa32fgQg/ud93HEA/bICqoPZ9EB32/bmH9/02ChCCy/dGtMz3UnitbzByyDfQ7vXthYVleub59vSIM/w6DJdlfY9HBgmGq3f3XODbHo35toUH6RruAuBN9B4w0cboWt9N4Rt9VwMrrGq/zbcy6vH1Ri73LY3QG9l8S6IX+hbDgyyCaxb2LPLNjd7t664UV3x59G3fRZXiM0ztEZ+orUEcmNxzoW8irAAGGukArGAc8GUCLi2rPERxhEpx88DbvournyVghXE/pBVCmfw5+Q3yefKZ8iawN0XykNwv98rNCqOCVegUGoVKoVDIFBIFUSAFIubB/AkhRuMMs0wMN2QSmkvEOktoDhn1SQhWEDQFZUzMVDL1oqZMdWzqoDx/YaYmNjUj77iscy/Gd3bhqZmh+WjqPC5z+qLAIFZBDCcNNOGMcSqaOrPJDsAZcisEQzM7B3GeXrHRRTdGDiCMSzb+xEXLiRt/0tWFrKsb7Y3GBkPtxJb/kHWP5a0tsR8+9ljsRy1P5t6pF3VmnvB0ZRK0kvd0Tc0U082TA+QKsrS15QBZRouuzgN4Mbmi9ULajxe3dAHYOBEMNZBlAIbaaQFgZDZqoGDQP/s8MLwXulv2NjQUgKbjvRQIhGa6CDSrANR8PhBzO24WgZqZ20Wg+ws3jMI64IYCLQBMegWKijeMSq8QwewUbG84DDP1hCnI3kQYAPaGE+LwjB+GI4XhXxWGf0WHBzH+YbwyXFhtBIXFO4RJBGBi/z9+Fjb9v7gID4xffVUn3fTqDrQuhNSduX31Ynumfx7H7b1q9dhuWLh73vzFtJy7MLM6sLAlc1Wghds7vvM/DHfS4fGBlr2os3Vm595OYWFLdrwwvjUwt6VrYNqNNX0/utdt5+5Vc+N/mOxGOlkNvde0vv8w3EeHp9F79dF79dF7TROmifeaemETntrRuVeBmrqaZxfKAaJWgbR0u/xdTVa2t0EUnXF++w2ugxKEH0fqWFdGE2jKaCHRodIJpRPoEIg0HdLRjc2xIfsN4/yug/jxsSEWug2BJrTK3rqkBX4r4bNq1dXwARyvXFnAtb0wsCrWKo4DwCqorRI/AAl1mlaKvWPjq9DVP3xisQIsWhlr7tzb3t5qX9LiAid+gPrdsa6VKBYr3DAWQ3BPeGrR0beKjr5aZk3+vv3v7V+3M0Oih38E0gnRwx8C7/4IpBPg4XuZoYYjDScamKH2I+0nAPbDIx+e+JAZKj1SeqKUqR5bAb1VF4YV/vC9Orbyatodw+LTis8NzVWxlTH6yGdxAK0Y7aVYgU+hX7wuBrPEzl0b+6GysjB4tXhJoXflDwwMetWNkNQthagPIqmmpwl+SSYfZBSCCUklLzFIJZe8hJFDIZO+RJhn8QSkxCF8CbLH2NP1o/XT2FP17aP1qBHq7BnIKsr9Br8hBBl2S9AZjhk6I0jR94iTDFE1Piv/D/wYTiE14p9GbTI1M4hNgppTliuJ0qFZfps9No09k24fQY0jFeU4YbWYZQE+XJmqwmji3HmtrXPn4pRYtLbOA5uApuSHmX3SxRCcx/AUwaF0yXyykLLYJre7LJwlZC9WyhV4jcIDtiBrlBZBMSDTGm2DjEoIISEYTiEhVgZZsgqyceNTAupAuwETzlKjnvfxhKeQui1arBVMlpTWUfL1P+kST8dWtI+kmzsFGy8Ei1I8nYSnk/B0kuU87qO47QJAsdI+Qm2MDVgNgG2U5QBeLOESWu6Dq7ptY1fBs9Onb14rzMNRzu/zE5lex+qILBgIBYhMrVFplBqFRiKzWM1WInPYnXaXnZERzGAJZmTRWHGMyLwGfh4KyyFzm2zzcEQKmV/nmYcDmqJ5yG6FWgxDTVRiNIuOfW5EfbgPm+U6Aogvgm9lqrqqKpmw2qxSlrYDvFwmM7A2qzWZqK6qZvbV8ivvumTe/eNL/LGG5JFVq98ub869JVGFHTUxR8hp1teUJRxRGXn0zcwVm2csSLf07XjoLwd2PPTgrYc+wAvG3V7B2QN7R7/KnZg3qZyruZpyySZgxvlAVRu6+Vmkw7/ClUiBH9nPz5EvlxMMLiLtkeN/Q4RhxY+A4/4NskCPlRBBp1cgqUKugU4fJhj8d4HV6Tr0y/V79Ayrx3qHXfc8uBQK8iqyExs+LnLyMPBxOl3fzo6mKS83Gmu/HjmDv47hdAzY0GCGZ01a/JXJRFVVpSEVpjgoCpFd1ontvtGq4KVTnMYKLtlmxP8lXfz9k+taS0KhyMR+8sLlcT8XHKZPlIAnug+eyI0+EYK3kl+TpximSHMPQ1RqlRojqcu42/q0lVjdBNakUivcg7h7vzFuy9iIbRDzWWxUUHZRa1OKQSb4tE6KNSA6pwQXkrJSIv3A+J7ejV9wY7fTq8f4BYyxw3MQd+KtiLLrcLqPPZ3uaz81mh5GjY0jVLcJJoVg1TYqBJsOMoceMm2tyH+AhObZY/wKECKfApBYulixzLoNjSLssKG21mCsxZDShlpjLTTZNwBlaZT2+yuRsTIl4kpkIBBmuQz7AYfVSabjzF/x8p/fdPnOi0NVH2xd9ET3lIW5p3DoiglRPmjF+3DZ1iW379QODXY/1rbxtgO5fcZYK8WjP/83ZjPgMYYOCz653qZfHFsb22jZaN1lusf6S+Oj1oMmdam70U3MCjyI7xGUCLHUg/SrwcXvBo/TT94CX+Md5EQKeBytISXi1WiBkryzX9BJnVpkhpDuaQ5jqeogvgepsXO/t4BmUAbPGN5DxWwxKaaKwaC3YZuzVO/FXqoevI6S83AeA5z3gZY4NZJmT40aauMO50g9sjc2OkdiMXZ0mB021sbTI8baArpwZQM5H1ug+eQUZcjPUxmELlHiqgAGx1d0Cmtn3TEvNPmjzT955uLLrr4u93Yu99T02qaY38O+dPGUpUPk8YC/9ur6i9b8TPvY40+tnHp7Ze1jN7yfO1obaSyboFM8cPWs2/4BiEkCX/4K8KlCWrRDsDdqcRJjBkmIXKmSKrQaJFFotWr1IJ4tsAibgQRqhOUKtRZL0CF8BkmRirCCRoGlCo0WgYtPFIcYJUwsx92CPS5plBC9xCchEqceURQhh66gQYdB6tLp9lP1osQ1ghk5XQ/MQxnJWLupLCZZx76s1+sLuDHhpCFpCYBh8Vf7DUmy4drrr8+N5Cxz8WacZ5ac2XY4dwSXHyY24JBWsAgD0gsQjzuEMp0MK1UOVQRFGIlZZXFZ3EyNrE32jJRRS7HTpXJLPCzkHgl2Shim8JQ8PCUP2h8jnhUNgPJpI5JgySD+ar+RY15gCADyAxCkOCEOE1R6k89ETB9otGSQvD6A31WgQ0SGeOTBXwtOQdGh2K1gFM4g++4WHvMUB7wjUMDBKbAiw8AkI+wwewoEcyQ9AnaUCp9gZgQQMUYAeWOohDJUVkWJy/WJwikBrgUIyZhQSsaEVCwBlJZZs0a8JNY1kqYXCV6eTsrTSXk6KU8n5QUA4wWjugAb69okLYsB8pHBaKPksAF/or40XpHuw37GL5fQI32ZJHCWK8Eu2Ap8GfTzclxDrls4+lkSdx3ccWcut/PRroYJsaKOueNLfEUXrsztzp1yVUkvyOU2aR+4+aV1X93YUFITa+JaoqzmmpmZD2iwdwHQ70VR9xeBjCvNDO6xrrYS1WD+W8FiNKeiTNDymoVpVEh5u90nVYYtz5HfQtx2D31vEu/cFw6zSAqBu+ppVst/oBnEHw0gZ7F9kLyxT+/0OYmTCq7aTAlhdkTOEgLkdASsdftp6nmA+o+PsCPDIi9SjhSNcZkrpDIFw26Xx0VkxpAuHFLx87DX4JyHOD3UAurwPOwy+eYhvxYydNawxqKxG29EabAlaWzREXlV9Zh4U88GRN4YxDKL2VhAIkvtK/Pivj+vD5R4JjRtf/Oq365c9/6aP+O7c28oKsv8pWWTm2NtEelid9lPD+/wKs1/eeGWE9fehhW7hvFtn45etVnYnMulQssexuYlLWPScBikQYXuFdRI6ZASmQJEWzWI7xf0BYFWYcQo5Vghp/ZEY+TIC4QgwhJCgM33K5UKCdLIBsmbgkrp1GyVY/lp9dcH8E+p3fw4TXFGTUo9GI0C4xLKY4TyGKE8Rs4x7rCxwE6bRPbCIOxUuKUYuEYmD5j8GC/Dfbl/PHJRXTg8j4nkat2SOTHvRfiR77ZT33QyPMmgdD7wRRAl8GQhwmgkJoPGbGrVLA6vDctDuNp2SWKN5GaywbFTuyv4hPaJ4KBiv1mzV0aaZ4KnpmQs+mgF79KE7EiTStJC4qPbX9QzLINir0wrul7nGN8lxGOoEaU0zEWajtB8zUrNzUga0mi1CXswiDR6e6iCRxZXyA5qUmZM4GCQuhsWbcIMIDjI8AlthV4bxAmJ7LzbZGVa15gtdw0ySPBYyis+EJgOZjfDMM5Uwe38QF8eFZTaVJRC6LYosZIyrNKRpAxL3c+RGLUroDtOjcbEVRcWLVrj2k26stgm3bpzMix2GmvlOrZ+k459+WWwNukuEGsosPUHH7s6PCbS1PaAp5OizAi8aWVk4PJZzGP2hxzcsvyb99/4YP3PHrzsH2+8+G7fS6FgTXRK8+VLSn1aM1feFW9bQHJL9l398N9e3XLlwy3X3bfo1sPP9HffrUhcP+Wm1sq5k9t+nnvdbQvc0nb5+ppl6RdB6huBus+IfnwEDQkuFeNkogyzXfm4clD5ukbSopDaAlKFzVeED4mSrsA7B4qKEEWroNFLkdb2LnKwDuKg0m00OaOBD9TvYooz7Cg+J+SnRBkfc4IKQv5jGU84w0qjP6QNG0Iup9vpcTKyUJjTBeYhL+uYh8NKqPEa3zzsNEIWVBWdJ+dRSFTQcdoGprxaNoZUik+jxUwkWERowX+2sFTcGx/9xyZXw6XlO99e/s7yNe/f8HZuKS5WRe1xRyThLmqKtRW53eGf/elOzvHhb245ft2tudwjf8hdM0Ju7b14/88vLbbGxj2a+xzEnJ4AQFx1hnkR4iobShxADohYHUZTStaG5Jo2o1rPtClLXrBgi8N+7LCIDDC9NGwTIw2IBM6LtEznR12XiKHW3LktY9EX8+LcQvQ1d3TF+XEYCzFkBujnR0FcLtzNs2pjYw+7ml0T2MTeEnhC+wwrv1c7oCU4GCCIDwT8Kp3ao7L57R6bGpibKDxKq8HisQJOEW9dGdCzXAD5WT/xB4i/1MCaDQY2QAJ+EtHpzTqdnqzWYZ3qWgP2G1i9xBrwG3SAYVtAzwcjoNMwHmYFVs+Ay6RSKRV6K7YexDehAC4TApzKUR7uDfeHd4ePhE+EZSE2zIWFcAf0bA1nwvItVwKC+tj0KYezfXQkDR5bPQvfxnonjQ5GwUs5pyDS4PWKwqYAjQalnVbSL8eoU1xba0fsCGaHCnn6/Iacra+X19ePSWAM+4EjzGBHIcQA5xhcMGuhQQMskWmKQDXMzPlr3WWupbnxbZe34r+b8KcTS/mG0V7XdM4qI+6lvz2Cb9rQFKt1sYpQSD1/l6Tu+8fvL/ZJQyEr6zWalE3/hd/LlYImjQGtdGATXKBJK/DFwk+327BxoWs1WV3+mP3JkoPegyVvyT8o/XdcFcE1eDJuc11MulwLyS1kQ/nj+LWS90s+9n7Cn/Z+y39bbpisCIfcwWCRjvMoeV7Pecx8oDzkZYKojCuviKKQN+gGw2x2l4VCSnOwzAKiEC1TKJQKxLEc4T50/NwocSaDFfoiXxEpKtXrHInkIJYM+Md32mOxaXR7IT1Mxba5cz8qY8tIWfunadfesvaRLtCAEKyxIzQZqDg7aC5K9FhMAjSCSeSsrp5imwp4rNQfsNqlcluID9tCsnBJKGDl4pinWUxeFsd+e5BmAegLlEqjcRBwtv6sKRdFvCDk1NgZry3/tJSES2LltXxXyS0lf5DLRNUKmdUmhjsQBJ2LGSv9Ygwkk9Ie6JAbDHKzNTnWYrb8ZlrvddtyJ0anX97scrWkyeZPX+y9c/SjOzdNnrThLlxd1bFpcudOcrhUuOynOxasDQVqrmJ6r6rlQxc9kp63wyismjVrZT0evS/XnqiqnrTpojnb6mnENCP/kfRS6TKQS88BZM33DyhVKfdgoZSNlVoohS6oaJxKV5Wp3XmL9XbnFtdtbsUywzLjWsNa422Gx2SPax+xvWZ706WSWVG42TrB3W/daLvFtcH9jOSQVxUPL/atka3WrnbdYjqol1frDMagB80iHgyBmFmAqv+XBqNOutTD6JZalHhO3IANzt4wDhtDVx3ACTFoau4UlHqVT0VU7Q7HKUrogUJtpGsamz6dpr4GtdC1tV+cAkEaOTWCaLg59aK1exMKIG/Q6pZpNUBYhVKuJDJXWGtVhZDMDZnargshpVMawgViRikpcboPgV8rboIYAjSul1FRNFKqVFuoCg+KHhoNvmiX9NKikpPb179f0Tj75fv6f796xTeP/DG355k3cdeLWx6Y7eDicumyXHTw5btWbzuwP/f7Hb23Xb1m2a/xxMEX8eyhhmA8SSlSjJDkO5C/CjxNGLFKHErCJcuTvcmtycdtR81HbR/bvrEp16pWWa4vu425yyy9TbWd2a662/I487hKxplbLUKyI7mWkaoYlYokqfv+M8l9yoclv1Y+apZqMJLP0GjeVHjkHOex83xsRkXFRyWemGwGxm9KPTI/5ynmA1iGNHItsrAWYrHGzBYrY5PbrAPGMntFpBiXaTT2YmJXyOR6+XQ5aYRsi3yP/LD8uFymp3sw8kRyT+yFGInHGmPTY3Niy2PrY1tiD8QUsZtZa691q5WxOoUkTiK91qcl2gY/50iM3ycaHirP9WPETPfRfYO+FXEaAhbsMTsyUn/Wa0kXPJcYEPoLxI6OFWebDCsdU6GxvjR8UB82UBolDYEyEijs2dAmU9Cj1VQKRfsLgkhpDTVS5rpxFRsOa9p75ppSdTOe/3siNP77K0rHBZ06tVTlCjeVSpaHPUu6a3ZKcqPHfnH/aN2qnyVzN/UmuMzTuRkhi4639zDXz7YETO5Qbvnd/V4j0Bf0q8wM9G3GjYKxmQc7BprOo+B5O42y7HQ3WVftbkR21r7bzlAqDZI/PsMnOE+U5+vosAng6gSA0df56vbUMU2cpw5g9vNyOoP83AxyVr5bzmDOI6czBAycx8YHis/OUCzOUOwr3lPMBIDqACNcHkhynlo+wPsjzUiPfODeMkgeLS62222krrZWoZArAqiJbSJNDQl9EsNvDtBxHWrtbiVCa0fr7tZMq6SVK+yuNRgQi+HXwWJ2Xcv41QXPom+FSON2Nt13+mwDnTWiNDfWAsVHqVJNi5KXjv2oKhKWpbQ9f+dtjIJhkX4W6kSBpBr8/1vPf7+ClNuaa0tHxxWIaoU6eYXW9Wp83NpSW0JeLqkPQIvWR+sLdXJHbvbiVFHoLIF/qOf6cf8PrTMbfqjjh8dkW74YaF+FpwsrvNQLUnux0nudl5TXtFZ11DyGXocQwl2F16A17jWeW9Am9ybPDs/jns8833k0vTUnaojP6DP5zGyQDUn1Rr1JbwYzHVJWyVSch/C8k/MYeb6szhPmeTXnMfABX50nxAfinKeSDwzmbxWakcfNYYQibpfZ7XahqiqESj1es8fjRbjK42Z82ImqKgkm4ZDHbTQoEKqucbFO7GxQHVYfVxO1s4aykNLtTYkLqqHWQWmxpmq8vki8jI4Z6FjZiTIyVHYELLKjumYQzwSTvdo+iEs2UrOdXhGjBwPT2NiK2Om0yAOidbYDJ9APzccstAIiQik4UFDaxcrZo1QaH6ZXUBWN+mIY/880xgHgFLo9RvusVedzCnME95JISX3Q8QOJaX30W/voSan20nSuXFc6LaImMBgjUfwOcwPQ029feOam8zhg5PuY5K0zrQtsicZQCPtScfVlzKxFyaIQ9X07wMKeBAurRV78pJBczC42bVcdNR51HHMecx/1/MOolNvlXhuxa2xOm7uILTIVmSNOlbcfDK6NZpYxM6w/zxzTUkERv4DaaQqFaWbchu8lO2Q7FPdqtmkfJY9qXpO+pnzVcxQf1WqJRK6QKWUqG7YRm8amtXqUPY4e9zXSNZrVjtWebfr99v2eo66TCvUlOl0lYqyVcqVR7fBd1SnKLThYggO5WBdxtQsMZpxxrhEcNL3RZyRGMMVUZ/dRkyzofwRgbB8pDI2cPbmg5ngGNcf12MuGPGFzWBmShh1Ou5PI9FpjCPDkCmGLAmo2GdQMGl0Ia90EcmxSWUPIKYEsFquH77nQCsw1Bj6gftfTCpmxVjqYPyWojbXEbqzVQCKD+U+yhlrNYP4LKKS0pa1VQmuvthaddd66zrlxuC+Ng8jAyomfKwobWCQF3jKIYVl1lbGSJWHGhlvwPdtez92du+v1+/EuXHNw7vRrL96xqLVz3oJd0jma3FW53+VyL+fOfPsy1uIyfPcFz9+X+yD3yKOrEgJ2/BX61FdR/kiBvX8EdIITBPnwAcTlv81qajm6nzVbXTs9jLfZT9tOc//mJVGFG2ENaHOeB50u4wNaKuwBV5kRlbndMpORyGUK1o/9H3Zb+60PgJHdHAf/yVVQxqVapGE1pEPTrSGadaHws5hAODYey5G9IJBntTJYXtFxbqwvmNyzKld0kL2+gNlptzlsRBYw++PY54SMt4BPzNm81BmmFIkWXGDaEGXR8iMvlxP3D2SMYWy7OkCKXa2zz7m103Ew9/DWuf/wG67dsOFm0pO7lTqxP7izR+7b8CxvJ9tH95Ofbt92B9WqUyBi0QAGOfTUAcTnhwbszhRP9dA41pjieIHv4Id4STlUCP6LXH4GnE4752F5Xsl59KAh/+J0nvF6fHJnBHGE1StQL6ZeaVTgFXqlT0mUDQ7Wjjl7h32rnbFzrA9zvg7fet9Wn8R3EEeRnfx6wE/FhD0N5q0eDBvdtj5VOCsCS3bWMznrmoDi6kuPuZTU4fjfFJaoyAIGqSbITWsJz1loa64rHa0rmKV5tzVcagtLL8j9dP1yv/H7z35QQxJr3Yx78XLKU7Pz/8V8yLyEKlA9mSJYZCxbK+HY2oRQ35K6vfJu+a5KpoEiaO7Uyv21+Ab5o6VP1T9T+mrpMf/R0mOVH5cqK+Wt8immKba2yk5bj+IetKvyEbwf71doknLc37BDsrP0vgoJauhomG/tblhhu9eyBz9S9wI+0aBSWDsaVo1jJiuIxWgh4+hdXrbVfjUOJ5IQ1cljJZFYSShWUlyffDJ5KMlIkuOT7cl1yZ8kH0j+Kvlc8p3kX5IjSXUveBXjzAq/YqHiaoWEKMYpLlBcq7hN8YDiUcXrij8qlGqFS9GrYMxGBWPXhn0xmLG4Jz5uMklsQ+l4nNiF4lhKb/fZ59iX2x+w77G/YJcft39hPwMUtAs6NmUnPjlR60t8JfGSxhJJSUtxsz7kC5HQZwjFlY3K9coXlBIOCoKULPDAID4ksEJDfwMRGrobSMPjFmyhG3VCpCPSmHdhVwxVs9WkOiEVAqHUclD5pFwqSDuk3VKJ1DG+5mKwfRUbCx5QrH2k71Rf7DdpYJVTYMPo9ujp4bTo5cbiMA5u0Cnq7Y6eGobY1UadYNETHjsCqWXfULD1ELXSfeMVhR3MpzV2j50gunFHA9maOndAxTISPShYf0gdrg3rvAYv0nBKL0SudUy1F7FurRereMhqJOO8YztVNJg9F8jiFX1pBAn3xRA9fA6N7fuEKguHnOK2xLndoMJuf8H8Jqpt4g5XkUFWgEomSNuTt3YsHcSVNiEyIep0h9vGNV684q2rNu6y6VRmrdPlTSxr6ZilWjuuyO8oTWzetmT6sifvvHxpdbHHaLf4YpGK1guSk2+e2NcU3Za7R/CzIfuU5qn34NpJM6qqywIuqgmm5YeZOcD3AfRP4cqvZTioxF3KR72vkFcCx/Bn+K9ErlLgEhI1X+rrUS7yrVauVq3wbjM9ZXrKPEgOmvd7DwZe8R4OGRC2mBCjcx9BJ0CajuATmEiwGbSo32SxO+wnITb93B5Wy/2TJWq9DutimG7ZJhyNtBRcSkNKj/FunIErnHtCXwFX6d0+N3En5GNwtNwfiaWOyLHorys1upTcEay5s7AVmaYvBYgmFZgh1j68QjSdI31svbh3lO6r7RN3mMYOU+n5S19IxDih5/HJs3t05zYUzYVTGEbwNb2y/NCJnuuO/fTJ1ppx7UqZzeYr51Mz26qnVnT+0379Wux89YWf7rlrVm3LtAWNDkey/YEN/xwXK6NaZTpgNw3YtSAOVwqdMuNUc9q83LzYstC+1iwPqR4jr5I3DO+Sd5lj2mOW/2K+1arWWwqHWpcwPcxyfg2znr+ZuUX3mfYTizKqyFuxQqmM0XNBTsEo0lLOivBE6yCOPO0Km+TSQewd0KiVVvEFG0CaVXDwKesSRHEHTT0QXNwp16VoKdgNlcgZ5xv5OfxXvITniguGL8GO4VwsvcZCGS5P0VLQAOKPQHzi8I/hXgw0CptK6dOxGJVVcDVE/J8apfHJqfQwZt/oK5hDg9cTKphDt9HnRU6z1Yu9BpcX2yyQjZlD6prEKJH6sL9Ah4J00CMyI9BKnjpLJguTHs0rZ7XOrZ9Xw18wuPbIsktGn7jz3S8DIUsg5R+Hvz54xUXNl1p33bj7xhc+w5ZPf/HgNT5jsmtXYOxdl2eAOlrkxzMF+2tOXKTBxksVurAWgn5bWK5UqD2CRIwOARsSIQwKUoIlzgA9DJxaKRaTCkWjWAzUjk/RUggCpw4FjgQICgiB7gCtgpZ7IEACBfdPOKLG6jEsiyVMTcv9gFy1g8Yd/U8XVdb0UU8DuDsWSxe4u2+FqGroWzD0nZ76+hGaRMy2YBBwEvJ5OS+RmU0WE5HJwi630+1wM9RLLIKn9HixVWn0IrvcU0S9xCLsZXRe8BFtXuSW2orOe3slFqUbOuDCVkRwLW7DbexajbRXtl6znu119Mu2aLaw/Y7Xyas+1Xp5r7ZXv96+Rd6v7ddvsSvoCXNfF3UIx95REIXMaONlomIrvOZSZaA0xLlrf3flwmuPvjf86eFkm02nnlxW6i3SmsMhJ/PSDZ9sfu2WX+DIS2/g2KT2v/12WXrSFAc/fg72P7HeY6HyVZSbIgFAxKM4XiU4jHGFXobkyOCTsXLWIDPFA+D/BX3yQfyloOZx0Cd7JaAN+gy07QqUbrDJDUaZ0SALhX1qmVzHFuNiweU0VhToS4uBceNTtBTKQSY7Ko5UkPIKoaKjordCUmEsiEtUaxQ0uFwjaDo0Q5ojGqnGUT6tj/o26cLRsgamcfgbNXQ6OyeWWZuPHuJ11Rf2bihVRdCKAmjFGGjFeaCnx5zMEeoiNYpOpo6lkR9Oi/TnwiV2ryMUC3vCRaESe3ERDnshizpLi3DEHSoaczULlgroOi4oNE5KBWi23r7euz68vkSyyrze0eu5PtBbtD620XxH4F7zNvsO7w5+V/BR8y/5J4L7zc8GjS0WTEWTeqtdobPu6liIWFTptxTOY8cOZEGfWs/uuoPA4j228omjnzd4zWVN+NaKZNsli37ZedmvlrY3J6ovmVcVSNWGhYUT5uQenpyyh0LEb+tm/jy/WhK6bjIXv+nvG+78/Dre+fC1tTO/+FfXuLuo/TLkJjIjzGNA//n7xL0xDX0B+tcmSwM1P1PQFO1kZ5dzlquzbKlzqWtx2W2uQdfrLl3EFDHXoBrnRDRRu0i2SL5Isz3+OHrcedShhVm1ca0mrpNp5D6ZxWH1WVj6XzkkPqlZZ/KZo5aiSDCmi8cnOh1mp9Oh0WrtWmuj9nJ6+qvVIYir406HTqtBcktRHAVpFUulzuBnsa1effAzr8UMmJHKnEjdXXGi4mQFI/KX1hxJVdhsTr0lbiGWQcwINmlxMVeUKmopYore8MeQ9IiUSB3lFTA24P/NxYUgRHwFCZyhaa0LWz6OrRD9Z7ol1M5S80ctnmHsmNhYu0lRFovpzp6s6ArvJIju0f/hZAXcJkW9uHEQQ2kpDoskFgXZZKLBSKEpx0Q+5tSce4MBhBz/K/e7lgll+J8VkcTuK8dVNODasrqW3NcLK1oXX7RoUioxHmOFQm93RarCZN/PJ+uA5rw93Ju7C7u2jQuVkFBIOn7v6NTcmfqZc5rrLhCaw2q1J3ovpfwF+Y8ghlkGsn9QaFZopNZ9JqZIG7J2OhY7JBB1m3aZmKh+EUuqfavZNbbbTPfKfm69y/mo8wB7wPS6/nXTUdlR19eab1hWz/mDKQMEuMKEukqZ0QH62SIzOAzEoFNE1Gq3rtKiJARJK92MUqnm6Q68ARlZAGP5YMpoDCr0ap+aqNvtVwXY06PphCEZj6WTyfgoDQjBENYn44XjUUOyD34V5SA6oMpxum9sk5zI/RY/azxr5zhkOLdHXi0lQe+H9w29pSC+0Y/+8NoND11Vdu2/tuXeyV39Hq75xcaHJ3kanNJluQseHMq9me/MHcv9obMvcu8CfBeuGMZtO+udl6B8/ux5IrFCzEzbY2dW0A7RP0NGKLdKepl4hhVGewTWwbq8KbuxVkI2G/9tJBAb/mnA5SnEiF2+YGqR/xk/2al7hT/KM9aAlMMyjjVrNIEIq7J4WIUngojLg4jVfjG/jye8F/HeiGDH5XZst1v0KMyGSbhBhjUeFS9bFzF5Chvn8fQImzszQp37hKEW3PqRLwzJtCGJGkfpqRTNknHI2GFDkrIkWEGwNDGTyJCiJhLR6edpLFhlpPpI6reYCaAXAufvJHPXtTi7poU0n/w2t+XdUXPom99Pv5nckHuyacUc/Ld5AekFIUnTlWdWX9ISy03PfPD2C3hvBanFf1k5CSdXncqV5765zDUFcDd23kDo2TrlRA4hmVs8f3Dsc9p9oZQKeGkASjxWhilvBaCit+sdxI4qKiIOu9nhsDs4pTqFOJU65eCMVuqUnRAqaMVe4ZB4itVcORfiohrOxgU5H2vycB6jTyGXlBZ7pFFi1Et90j1SRkr3ocsFZG/QKGUsr9dg+M3RYM26JEp2Jwk93didzCQlUR8fjCEv693tZbz0IrbC0aBEQQy/jiAOrktQk7Vi6ozOTL+za5TG4+yp+sKrjitO1U+9sDMjOF10jB2tdxY2oUfFrUeas8PDQJiCzqFGZlNZbNO6l+l5guhUnNtVFil19u3PSgM+v5E6D0iiwcmeUnI0fvn4hnR8tLh0zrgcX75UrNWXL6MjsxskV1zVHgpNvvbMhnWTQqGpa8mJUePci2mNuf7ayaHQ9JWjDvoH0pRCss/BD5+EZwvGNcq12m+1zCLzGjMppwTjxghlGyvrKcHMlGBl+jhhK/QynwzcKXUYPUd2IB1TiUxIwVQKfsZkYpi6MuukSZF4mTkeL4tTilopReOUotazFLWWTYpLko1+biI3jhN4rpSr4yrDxckqT6RS4XE2NXpcAonoXT7XHhfjKlDUWtbAK91hXs9j+M3hMb+uDbV1txGhraNtd1umTSJU8nUTUIpN7U4xKZGik+JA0ToMv446XLdu8v/3FMWGpD2ejNOTJVBtyXh6+ByNQZ/x579aeTauMv0/Jj7jfHuwLjojZm9rnDLRG58WHfd86P+CHaSHr+worlpSW1bWML8qPm1x7uf/F+wBEhwFbfgr6WxUj5sPID/wQN04kScEH1RquMkcCXnf50iR5xrtau+t2k3ebd4ntI+FFN7B/LcDVnvKN5i/bwDUoo/6a6FKKDLCvZFKjUoV8bjMHo8rWkyKjZBKg7w5GORVGo9L4vDJg3yUKS2ScTUcKuOquaQ8sqf0hVJSWoqSiL5cYnHoGVIPirQ4WVSR8iQVXZ4lHtCsGpXEpuHdfD1/Ab8quCEoCxbzUUlZxGYzGiORBlzBl6EkXy3Tl/nKSFkDqsbw66jG1evGi6QfFfkAfmCp6Fd894LumlBNS4+VRusbwX7F6YFhnL5OSX+iM0HPF+gLjekf+RG4cLgQo0cLMaqPRSLSF5MbyNnQuqhwGCyTe4mtcLRAnQnKDuJbGgX6R8mLtgXNd8yc7C9qu3Fu96ppdSuUkmipEAqmyoXWmtmbua7GXF3u0/LS1hlXjjZc3Va3yANqu60nt8x02U3bt3dd2dEweUNTz4YbbyxhUxf98nR1ZYgoOkNMrnJeFTgXE5Yxt6+5ECiuyZ+U/gZ0dgwNCqZNptdMr/GMmdXoU3o3drutHHXAGyZQJhgSylzBFMdZlRJOxykZqpHlKo9SwUaiqNgTJVHeEBE6gkPBI0FmK6hRekmRmk0Fg97CZiiva5AoYxVyHoJH+M2BEHJdaSOEvV4H4D5dEMbhMSFlR4fTgHRApXPk1A+GT6RAI/gVMSBZWsQ1LkiT7exmsd9gJrJzTpgYNRsNdAsZXDTps1cJwsrRmRc2e3MHHX3ZK+Zd0dSwUiMtbbyzzNU+XzJdWjRxzpkZVwjgcbkapkuKcstyudNfXbPogsYZW4Rf4gh2YHRlm5+ECvaPnsmB/Ss/60vQ81lox8T22PkNtBNo7AxPZgRch9DLB5Alf1JIgmaVsJAZacZxUk7BmTidjzNz8ojDZfc4SBBr9B4B6RT0THUPYhDVbqXSBk7pDPJ6DsNvDoe5dUWoqLuICEUdRbuLMkUSh4430V373RpGQ6/QK0AdmjD8OkzYtC78I3U4nP4flSHdWgSFSFUhpYCI/eER0XGLjakrv+F/Ul5iPzMtNr885xc6i0fHxbrqqtIx6afB7vqW2VxoZq9E/f3XN08IhVr6mevWTgmFLlhzZiO0AXdjZxuAu6SIy7G3TaAdFttjO/fQrhZxa4TxtwG3UXRE2Ph4+ECY2Fm9MVUkx0VBHJVgddAV/JONMRppdEo0GpvHE0AoFAwGwEm3W0PBQDAkCZgDJFBqt5ntdlvIao3IpWa5XIpsrI2zMfZASBq0WeUKM4l6walzE0GP9Wa9WamstLfaL7YzVps8SKEUboxL3HFgUKOoSqgG6SuYEtpB3+s6pzXS9A2vQnAhGhS4iDJ2Mk6NCXWNY324EFjIzo8rwB+uHotBAjzEIBiLMYhEjl+d2DUpN2v+TxdcuXx6bVVCpRk3UTDlXA2XXUoedq624oswrmzoB10hm3XHmZdfnL26bVx7Tdslt0SYvuVNslCoxlI8ei/+bnEpX8IAu00Fnv0Z4NUPmE2ioweQFqxBBTjFEjtkl9ofc+9X7bdLiuyTVBPt9HVOtdKudFvlVjV4dW5Fm/xSG2G0ksH8d4KBT1ZqdlszVmK1mqKxSqlXPPH1+VNerx+cOqOC+EHFV9Je1aTK6ZW4sjPcoBxkEoLBKiAT701awbXDLC/lNdCbjTc4AfbpSZXOq1Ls6dgIIBjY96z6oA0nOzrycV+Mqg/40XCkXizS4h+U4ZqaProFChZbRHGi8GcR4D8XXpir5IMU4cEkYBaPvU1V5NcR+sKqjRjIc6sE+ccnn8wN53b5hVmjzdcLX+S+vv0JTP7QtpKQ+f0z269bnjt484qmjo3zAOGket7SP+wYyv1pUpMDEM1MunzDB7dsGUlf1kC+Pzn+N7/cdLAJSy7ef+dDTzZiqi1yq2QIMF+G3hPUpRxrBJSDlnBRc1wOlZISFOKcnIGTceowB34zqA9LBEWxByn8Xq3KI0Aspvf5fHt8jE90pBwNYSVX4hGivD6M4TcnjMPrylF5dzkRyjvKd5dnyiVqxEt/pDiMoDikGH4dEPyvi4uvYfxHxeEcqT9Pdf83tTGmOAwiX9P9l+R/Vhf/qc8QIP7iYE+qritGXnHNa/Euer2Xr5lVQrKui4Rxna7QBbk7QtOvZq5f2xYKCTeduXYh713A3D7W2nD95Nx0fAeN7eh/hlQARu0oALGyR8ayhhShmZfTGVJ8jdaQkkmxjJyWEj3FcjVg+Q3Z6/wfZcf4T2Sf8zItp7SD7TOiiMOhNBs8RuKpBDwrFaFOrl3VK8FI0i0hkkEmKai0gom3Oxu0SuMg/qugU9L/OwG/Di3Wrgv+d1NXP0zfAe0ba498jBqdI9TcieeoFHeiaykGeoC8JCcRN5XOugtUCwBXGgzmsYPRMCkdwDyWbXzjN6PFN0wat54c7G50VbVdveaKjWT4rSdWPX5hiDQuZTZupXYO84n5OU9u0dzp969esStCtetc0KZ+6TJ8EYlLr0RoCAkImQU1skPsancGCwf7p/sMlYDVSP4jxX7pMrB5Veh74eFt/m2B7ZHt0VeLXo39O/VNlULJyYsUSXmVZAm3uGxx+aLUoqqd3LbQE9yx2CcxVYTrDHYWXRKTlFTyjDeCsdLDsZzVbvFYSaKyWEk4PaeUi0iOtyt9SHD7UkgIRFJzENYj3IimozloPdqCXkCH0XH0FVICpSvblQLwdmeNTcF7SINeaQX06zH8OkBlr6s+a+nOoR98wNN95xk+ukkh7jGfbw3BzXeKHkjjmCdCqSO+5pwWD1IC/+HP+cYYGTg5aUT+hMRoYZGfQ5gnBrrNYTSwjO0zQ+t4+h6RIBhZqJFXoGb6zI4fwO4/4YlP5a7LHci9nFtDXn5i6Jm92X30HaI51aWhUHTc5cz1Z2u5fhzGc1/O/ea53LHc5fgGZgiueT73Xm4QN+EYuYVSdexsF2xmi7jX0ZYfZijlfKgEfXwA2fMn6d8OKCnrL4bK9giWMzbmUnOPebX5Dt0dxpvM96oO2l8PvVaiWaJfq7/VuN0okWmsGqI2aXHMpVBMB49OsNhSnKQcxEDiQlxYKw+HTWq1oNSk1Gor8mEcFfQsZukZAttXVjaY788WVYrv/ngjsRQqE8q6y+jLP1Kh7IEyog/4wCQLR6zYOnY6QMt9Gl3KWlMKOj+WHklTqYBqH8RgVMEU/moBXEQwnRCefSm+gk9fxqRwOCk754KDJUUWMwkALVLGMU+R+pLs2VdnmQ286sE7LfGobf2L+hv/PojRR++/81n/Rx85g6WmutxzF49rmJmcZKmRLpv6uoQ59Ievc//865u5v+AALvkE3/ZrwuTKX/skl3vokudP76KuWxv4NArmMWRGDtBAf98HllKTYii6L4HKxVyPdYl9PrfZfgsn2yDfyG3in5bv5/bzrypf4j5WfmIf5tT3yB+R75MzRbIHZA/J32d+r/ya+Vopl1kmOp0aQxCxQe9ErU+jckw0+5BMRv+gUkgYzSmbTSIYTak5kuWULHF/o5/4o4q+kIXG2cQVZZEmcJLFcXaIPcIy4ilXdZ14yjUQrxDLfZ5gip0WpBgHj/wM3ZkCkRlJUywDypOAc7rPWvjbwxHxD3DoC7A0BqJhj5wqrB/0lfgXCz+oqzYi+cU7f8D+z94a/V/tXWlwG9Udf2/3rY6VZK2s+1ivpN2VLMmyHGtly1e8SYgcO4mvHOSwopDSoReNHWg4CnEIGSAFJj0+tMNRM72gtLRuGULSdjCFD5B2mHigHaZtGDI0MEybpLQEwgzx0vdW68QGMgH6pR/k//z2kNeJ9//+5++9XZ9bGZOXwXvOnGloXb/7dvrhr113f1t8ds8e2dzaT2Unioy23/zoL2itor2QS+7eun0Tqf1WAUDvwXr1grsPvWGHSLJwh6HlcVrykqkktV23PWfJLFhMbiB4WZvgZKGTzbG9LM1u8HtEJydwFJemLV7xLRrm6KfpWZqmDTXQhhpoQw30oG+hGk5x58sTp/UK4zS2wAx39nUSrmG5/WJwJmScWG1RVnU2Z3roNtk/PHGkuaTZZVQYokb72hn57K4Vc72lTkomLOQHLP0svqMgrrueeXx1HWwghAz2rAbCo9TFMoqZ9/Or6ul9dbCOfPQ5B6fYLA6nUi8gCTCSg2NZoeSwuAQHGy4FYUAImnrqYb2nB7dbkaAYKXk8Lnv1QYg0A1jBIk4z0MkMMRVmkjnIMCTbq/jumUHRKQAX56JcOiuZ2TVRvshMGrxk+RLEJFFSJgMmoNdo0VxiIhaL6qSkXkwVGNHLmWOtBfrZ5fISrBXthPZv7R+8fOu9vlQbnD73fahcRT8sX1Gc++HIEkp7/d13YZiF0+8MrA5Aufc72sibN5DIZswv48i2Su8GStjTNmD9JWD0CWcgllXIIq7HpSxZmP6mit1X6UZrsC8E/P4SgzwMg/yICcSkQNVeHEpA8kl1kisu0dIM0YS1TsFKlaxhdwMnRFwmYJWhmRWsbKQCpvTcg3Bn9ldVDnA4BqbjDbI4TdiqoXglPhk/GGeGyTOaWJ/xwcZ6C7mywU9oS4pJO1xWUXUMO8Ydex2o4oAzjlkH5SDGhi93DCaxsZV3GS6H81R1BKpnhKfSCaoLRNXpTLlaamVO689r6UyV8aAaywSwBSGyIVNWBluFm+aCCxrdMzZYsTqt4YL6kiuDUM57qZu2aGfhFk3qaPkiPK4koR2mc/B4m5Lrku+Af9DabqdxuTVMLbtHlqniqFaEswOduLZQBuYeW1ckNq2PCTOKvbQbblc9bXCll/qJ/cfeJ+2HvEgmgxQwBilCBslNBim0JkRxF0nHw9R9aq6uzm3BQqsdBVpNZZWDNHTSAr0Teywthpqz2VI45AmHQ9lQuLldap4f0WapSZKkZFEKSjNhGCYjGsZNn7AkpSSE1qTJJ3T5+aggsK0V35RvxnfMh3z6iDaTFazpYr5LnC5CZ3GoWClOFg8WmeEiLJIRLQ4ubWzQRzRrhFMxKYiqOCyOi3tFVBHhDJkAF40RFQd7yDKN/21E9VaR+BZpLXHOqxKQ3caQQtw3fiz/SH/Csd7w0LOKNJRwdfWMNnOpIVk5dPMlRx8Vr96QVW4pNjXlb8s3b7j6/ec/kT1A0IftYR/9JMjDu9Wfm21JW7uNtnArSkoiVAhRrJjkS6HdfgRETsxJRWGVcIN4gD8SJu95KgX9nmDQL4md4gDW7DaB9wgCb2GDfuQzhVWhSenFQxw28YIUY6QWCSSknJQxlYYkKEm4UNXnrICPw51ovc9upvI4W4qZWKpJyOB/g7Ugj8BDGx/mv87fzaP9wv38z/jf8cf5U/x/BLNA4m0kLCiCyEsoEfOovqDiUXEA9niczukYjJGE4Q4oZP8k61JisQLU186HbXVKSkyAjJhjnAkhQSXSb+Xg07nZHJUzkk3OSDY5I9nkBhUj2ZCEi43kbEZvY0lpo5NghJImy7v8HYspy/KHOcuOjiAO2BP6T9zJEOZhIXGpJ+xdOFRX55C8xGbaFjKWhLDEXa/++Bg0ctk8W9mHLUEeX5coXLttaPfK9gkKxvNKOpr8/NaBzaW12ve0f3Snl2hSrjPbjWM5Vdz6Rv8139q5ub84dP3IgfFO0XPFTQd3mWT4nHZ+0wpsNrBlB9VYXlllJ1EriePgvOqWre3WPutRH4qSYOFyeqGXaGt5v6Lvc0V9r+7DavO6vDZbXMKpMIb9nZehAFhTiRciAm/iRXOJPCJBBQKIkGHuOqCShUAiwkFbjaetSO0pOEkvx6EoOoYQUlf2KUhdUUBqRyc+KLThTcsSvMlk8SbZiDdxCW8aBLzB7SQ6DH/7RKOzMddIlfVFK8YXdtj5zjmEh/JkhrCe+rsazn+E4CSDmynr3TIsVzUdc3kuckBej9Er6/POVf6TWtG6THuvaU/f8FV9xS/7m1pae+ji1elOGeZGqd9r17zyyJarenvW7uv69gnIjV2BNU3dMvfwyl5cchg5cz3WdQY8p+ZDkgvnPwYnPBI0iSKdpUQCeGx+i+C1mqKgIZYmSvVWolPRmeixKIrqwdLFYRdLh/0N4nQYOsND4Up4MnwwzAyTkIvtOzyYZTN6sKyrPpeXRlYgqmgYjaO9CFUQnEGzpIWuBks02PQpgqXRLV8gKfMFg06oxjZssNXji3xx2zx/6S115pq74PHWFLQ3dMO/kTNNbm3UzqZa5a511NJNHVhbLRvOnSstk+WOFXOPbVJI65zdDIPamc0FWeckq+uocBUyuqgKEcBjaiND6gkpJPmQFJa4kgAbBMHE+iw2j1/wsRV2ip1hj7GIJcoROVzWpRlovWRRFvOS63inS8CFWTok+EQ1NBwaD+0NoUoIzoRmyfsIqjoMDUYXlBAnF2jwZPmC/haRu9DIBPN5IrZ4cqKANixvbFqqSUsj2lmpXZN6mpYUsWObO8bmXtqEC1h5+Wrq0NzIWBErqHsHlRvLE0bXWKOEtbNOZ3CNFZf4vKRrCxshfRRryw8eOOQmFlfHEnfmbXaFZeuZks3kIxbnDArBSnBncDL4atAUPEw3q2qdkMPV0xSum5DqOOGgCMfiQD7Rjbss7MQUSufc4+4p96wbqe4Tbkr3eitpAnaykyzFHqGbcUB4t0w6SKwboiRcv5LD02+UDe6QUIccUU5VJaR/FBdV9pDqzpZ3rPHJ9I/k+tKXKtlueekY9dPSzrNnrx6Zu7LSCXUbMdbp4LseA+TtA6PaAFPU5wSaQTt4U+UsFqtNsQRw12YnG57URHgfJDXRWnxwh+UO+4HgAR5ZLSa7KWjlU5aEPRFM8ZZECxNF2aTTl0Ntqf0Bh7k1u7/BbJOgENPVyUluQfUA0AE7JhTVGj5ML1HdSBZjHuyBzkSONO92X0sMf/6kmlGtsyxkjWabLRaJDc3zU4TZm49k5e5uEsxOcXMX2KsJQl+d7D15ek53TAJ/q8ufJ+/7qD6OlYG6MRkL4nCZUg1kLhzY6vWWPFnVqQtnHheH23Ky5N/FiXH44tLU6vX3/eLIvZXlkdVwctnWA8889Y3RteIKbV8gc8+BJGyPNN35zSZtQKbyX4XiCORf/DMMr4fh/mEka+J67a0Tr2lvj2ivbF9GyVQP9d1mbaf2PeqPc19U4CS8mXjtB6zutSnwlNqSlLxSRGIlU0LiJY9kk5wUFSiZgBn7bswpRl11gtPEVGJTsZnYsRiK6UGQi8BIOilSAhCnk9CZHEpWkpPJg0lmOAmTxH+Tgxmu6r9ewUt502ydSVTZYXac3cuiCgtn2FmWYg3/ZQfTH+O/p6sOnF/kwfmcEf5OnsaWKlcXgRQW5InFLOuFT9CGBHvw8NwXurOt7fB4vjFVauttlAvweFcuJWuvX79P7q1Q6c/nII6B2bG54zvyLdspoUImErsG554f6yH+S2ZsClhvZAYmvNl9k5tyN1o5hcQ9FkkJScAtVciZkPWZRPwNeUWV3BFdrpDFJrBsOgRTkaAQMiWm0jPpY2k6TVbbz6Rhmugqw4qAvKysGhfHmb3MNEN/bGxsCpPr66MCFNIh8Zs+CHxP+2Z9tA9XzKcWR8BTJycyC7KITrjinHw+cyGPkC52YmFAxHZbIFk4Ubiw6MvrJUxGu36OCvlcskuLXxE9umt0d0zqhS+lcvKyzq/ESYhklCvnXv5yjpVltvUL/1TXbhnaU8lbZNmULd+1SRXOXdnBytU/iNB2WdkGtsF++GtqI6XR16A+dIZZZ1pues0cXyTvWf5lPWw9zD5CxPaTebE/ZH/IMV03YshfLyXcRm6ji8Hyp49K/RPuQx8Wz+M1qUlN/r/FO/CxMoplC5a3vO8R8R31/yXwYnA8eGNwb/CuUEMoEWoOtYVeC0+FpyKrFsgrkbf557HMNtyFu+IHo4VoD5GYOe4UY+LL4svSjdJe2Sw7Zb/8Dfnbia1YziUfrElNalKTmtSkJjW5nABg6oCReVDVxzU+C7YQIAAGMO7EaMWIYeQxVmKsMfarMHqpR8EvLwXmOcAxG0EG70d0bASpeZg6QObDMN8LUgT4eBj9HSgLgX9m4NMC/35jBPS9YNDA0CeBfu/XgeRlAYCrhhpqqKGGGmr47GCuBWs+MUhdMV9bENwGwIdqiygB8wJIM+8Cu1FTkBpjGCOl1xPVemSAeRXUm14Fq3V06Nd9BMwAiOP/d7uVAo0EqFpX9KNR0E//ANdBdgAW1Q8PgJKBPnQrsOsg56SuIHtcO+j1yBkg6/d+AIwS6N+7HSg1qUlNalKTmtSkJpcVqK+VAb+a/uVvKs7udyxBiz5J/oO/F8jaIXDkz0/0v39g7h4OWAr4Wqt+Pf76L4d6yR9lbmRzdHJlYW0KZW5kb2JqCjY2IDAgb2JqCjw8IC9CaXRzUGVyQ29tcG9uZW50IDggL0NvbG9yU3BhY2UgL0RldmljZUdyYXkgL0ZpbHRlciAvRENURGVjb2RlIC9IZWlnaHQgMTc5IC9TdWJ0eXBlIC9JbWFnZSAvV2lkdGggMzk4IC9MZW5ndGggMTg4OCA+PgpzdHJlYW0K/9j/7gAOQWRvYmUAZAAAAAAA/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/8AACwgAswGOAQERAP/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/aAAgBAQAAPwD5/rpPDfgTxD4qnjTTNPkeJjgzt8qKPUmvobwz8C/Dmm2VnJqsb3eoRDMpEh8tmzngV6jBBFbQRwQoscUahURRwAOgqSiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiiisXxJ4U0bxbZJaazaC4jjbenzFSp9QRXiPjn4Ra/odobvw1qeoXtkrHdZLKQ8a/wCyAea8a1CzuIZ8P9q3sCSLiMo2e/1rPYdwQR61u+CdFTxD4v07S5Qxjnl2tj0r7N0PQ7PQNNjsrOMJGgxwOtadFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFcT8TPA6+M/DjRW6qNRtiZLZuBlv7pPoa+Pr62lsr6e1mQJLDI0bqP4WBwR+dfTfwa+HFho2kWfiS4Vn1K5i3KHxiIEnp7kV65RRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRRXy38dfCdtoHiyPUrNGEWphpZF7CTPOPr1/Gvp+2toLO2jtraJYoYxtRFGABUtFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFUr/AEnT9U2fb7KC52fd81A2PpmrtFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFef/CLXtR1rwpNFrFz9o1GyungmbOTx0ye/evQKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKKK8Y+NvxF1Pwvd6bp2h33kXTBpbjCgnb0Xr+NcJ8F/HkHhrW5LHUncW+py4edm+WOTsSPfOCa+ogQRkHINFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFFVNT1Oz0bTZ9Qv51gtYFLO7HoP8AGvjj4heLV8ZeMbvVljKW+BFAh4OxehPv/jXOW0jxrNGCu1lBIZscg8Ee/wD9evY/hz8crjS2TTPFMklxZ4CRXKqC8fb5vUfrX0Jp2s6Zq8Il0+/t7lCM5ikDcVeooooooooooooooooooooooooooooooooooooooooooorK13xJpHhqxN5q9/Daw9t55Y+gHUn6V81fFL4tHxqDpemxvBpMb7sv9+YjoSOw9q8rIIxkdalhRXZtwzivQvh54X0bXGuxqVn5/lx5X9464P8AwEima3YQeH9Fv7nSfNtJkvkiV4pnBC4zjr619G/DPUbzVfAOmXl/cPcXDod0jnJbnvXW0UUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUV8v/Fzxt4lt/GGpaXb6zdQ2UbBVhiYIMfhya8vm1K+1W7t/7QvJ7raQq+dIWwM9BmqcvE7gcYY1t+GdPtdRu5Uu4vMVY8gbiMHI9DX/2WVuZHN0cmVhbQplbmRvYmoKNjcgMCBvYmoKPDwgL0JpdHNQZXJDb21wb25lbnQgOCAvQ29sb3JTcGFjZSAyMCAwIFIgL0ZpbHRlciAvRENURGVjb2RlIC9IZWlnaHQgMTc5IC9TTWFzayA2NiAwIFIgL1N1YnR5cGUgL0ltYWdlIC9XaWR0aCAzOTggL0xlbmd0aCAxMDQ1NSA+PgpzdHJlYW0K/9j/7gAOQWRvYmUAZAAAAAAB/9sAQwAIBgYHBgUIBwcHCQkICgwUDQwLCwwZEhMPFB0aHx4dGhwcICQuJyAiLCMcHCg3KSwwMTQ0NB8nOT04MjwuMzQy/9sAQwEICQkMCwwYDQ0YMiEcITIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIy/8AAEQgAswGOAwERAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A6XxR4gtvF8Gk+JfAeoRanqegXLTGwXKSTRMu2RQjAMSVHHHI3YycCgDpvF0g134c3EeovJoAvY1WZbpFkkRSRuUBWPJHTuO47VrSozrS5IK7A5P/AIWDefZ7fRfCOlMLa2iWCHchkfaowOB04HvXv08ppU482Il/kRzdiYaP8TdR+ea9e3Dc4a4VMfgtV7fLKeijf5f5haRL/wAIZ8Qf+hiT/wAC5f8A4mo+vZf/AM+/wX+YWYf8Ib8Qf+hiT/wLl/8Aiaf17L/+ff4L/MLMP+EN+IB6eI4//AyX/wCJpfXsv/59/gv8wsw/4Qz4g/8AQxR/+Bcv/wATR9ey/wD59/gv8wsw/wCEM+IP/QxR/wDgXL/8TR9ey/8A59/gv8wsw/4Qz4g/9DFH/wCBcv8A8TR9ey//AJ9/gv8AMLMP+EM+IP8A0MUf/gXL/wDE0fXsv/59/gv8wsw/4Qz4g/8AQxR/+Bcv/wATR9ey/wD59/gv8wsw/wCEM+IP/QxR/wDgXL/8TR9ey/8A59/gv8wsw/4Qz4g/9DFH/wCBcv8A8TR9ey//AJ9/gv8AMLMP+EM+IP8A0MUf/gXL/wDE0fXsv/59/gv8wsw/4Qz4g/8AQxR/+Bcv/wATR9ey/wD59/gv8wsw/wCEM+IP/QxR/wDgXL/8TR9ey/8A59/gv8wsw/4Qz4g/9DFH/wCBcv8A8TR9ey//AJ9/gv8AMLMP+EM+IP8A0MUf/gXL/wDE0fXsv/59/gv8wsw/4Qz4g/8AQxR/+Bcv/wATR9ey/wD59/gv8wsw/wCEM+IP/QxR/wDgXL/8TR9ey/8A59/gv8wsw/4Qz4g/9DFH/wCBcv8A8TR9ey//AJ9/gv8AMLMP+EM+IP8A0MUf/gXL/wDE0fXsv/59/gv8wsw/4Qz4g/8AQxR/+Bcv/wATR9ey/wD59/gv8wsw/wCEM+IP/QxR/wDgXL/8TR9ey/8A59/gv8wsw/4Qz4g/9DFH/wCBcv8A8TR9ey//AJ9/gv8AMLMP+EM+IP8A0MUf/gXL/wDE0fXsv/59/gv8wsw/4Qz4g/8AQxR/+Bcv/wATR9ey/wD59/gv8wsw/wCEM+IP/QxR/wDgXL/8TR9ey/8A59/gv8wsw/4Qz4g/9DFH/wCBcv8A8TR9ey//AJ9/gv8AMLMP+EM+IP8A0MUf/gXL/wDE0fXsv/59/gv8wsw/4Qz4g/8AQxR/+Bcv/wATR9ey/wD59/gv8wsw/wCEM+IP/QxR/wDgXL/8TR9ey/8A59/gv8wsw/4Qz4g/9DFH/wCBcv8A8TR9ey//AJ9/gv8AMLMP+EM+IP8A0MUf/gXL/wDE0fXsv/59/gv8wsw/4Qz4g/8AQxR/+Bcv/wATR9ey/wD59/gv8wsw/wCEM+IP/QxR/wDgXL/8TR9ey/8A59/gv8wsw/4Qz4g/9DFH/wCBcv8A8TR9ey//AJ9/gv8AMLMP+EM+IP8A0MUf/gXL/wDE0fXsv/59/gv8wsw/4Qz4g/8AQxR/+Bcv/wATR9ey/wD59/gv8wsw/wCEM+IP/QxR/wDgXL/8TR9ey/8A59/gv8wsw/4Qz4g/9DFH/wCBcv8A8TR9ey//AJ9/gv8AMLMP+EM+IP8A0MUf/gXL/wDE0fXsv/59/gv8wsw/4Qz4g/8AQxR/+Bcv/wATR9ey/wD59/gv8wsw/wCEM+IP/QxR/wDgXL/8TR9ey/8A59/gv8wsxG8G/EJVyPECMfQXkn/xNNY7L/8An3+C/wAwsyCRPiZoWJmaW7jHUKVmH5D5qtPLa2mz+7/gB7yNPQvirG84tNftTaSZx5yA7Qf9peornxGTtLmoO67ApdzvLOA+Y11FqM1xBOd4VyrKAegQgDA5968FxcXZljjpdm2r/wBqNCrXfkfZw7AHCbt2B6ZPX6D0pAcbd+DPDXhTxV/wm0VrBaLDbSrLGgwDK5XayLjhiC6n/eHFa0aMq01CG7A5WxsdV+J2uyXl3I8GlwtgAdFH91ffHU19NUqUstpKEFeTM9z1nStF07RLYQafaxwoByQPmb6nvXzVavUrS5qjuXYvFlXG5gMnAyetZWGLSApajqdvpkSvOWJY4VVHJralRlVdogcl4M16xea8giN4wluSVM2Gxn6V34vC1ElJ20Qkd1XlDEZlXG5gMnAyetOwC0gCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDn/ABH4P0vxJbuLiFY7nHyXCDDKff1FduFxtXDv3Xp2E1c890LWNR+HviE6LrLM2nOflfkqoPR19vUV7mIoU8fR9tR+L+tCU7aHrltd294JDbzLKI22MVOcHAOPyIP418u1Z2ZZ5X8SLy51DV9M8L28zykbN7NjMkjcAtgAZ78Ada+jymnGlSliJf0iJdj0vRdKg0TSLewgACQpgkD7x7n8TXg160q1Rzl1KSsZmgeKo9ZW6MsQtthZ4S7cSRAld2fqCD6VdXDuFuoHPvc/2tb6nLqmoea1rHkW9udgTnrkcnnHNeio+ylFU1v1YEusapqNlY6TaxQXF20bwvLOkhG9ccnPcCoo0ITlKV0r30A0fE11Fe6JbyQoX1BtrwQJyxz1/Cs8JCVOq0/h6sGc7o+kXmj6vbHUrGO0smO95YzwGH3Q3J7967q9eFWm1Sd2Bv8AijWLqDUNNWytZZ0SZXeSOTC7CDycdRXDhcOpQk5OwDboQ6nqyyXM0sSy2fnxbW5hwPm49DRHmpQair2dvUCz4c12Se1u2v7+2njt13iRMK20D5iRnoOOe9Z4mgotciauBa8L+Iz4ihvGa1a3e2n8vax6qQGU/XB6VhXo+yaV9xm9XOAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQByPxD8PrrfhuWVFH2qzBmjOOSAPmH5fyr08sxLo1kns9CZK6Knwu1ptS8Nm1lbMtm3l5PUp2/w/CtM2oKnW5ltIIvQ5zRUGp/Gm9mkG8W7ysM9to2D9TXfXfs8til1t+Ool8R6B4tvp9P8OXM9tcLBOMbHJGevOAepxnivAoRUqiUloWzg7SW6sWaC5itpbSRzPbSp80Uscgy4x1AzklfQnGcV6SipOy0f+QjrdN1TSZ9JutYsGiVJh5So6Ku1gD8vHUHtXJUhU5lTn0A5G+1fTG8QKlzPcLlB5i7A20dAMjhQeuOD9a76cZKFluBft1g0vVItTtY5praNMm3hkABJ/iGeuBzg4qKsXODT3A3/ABddm4sU01IJRJcIJFmWQbYiPXByfpjB5riwkPf5r7Acfq66XpWmCBHeKUICdib8jvuA6Dr0r1Kble7egHR+E9TglEVp5oltZYAkby7S0nHQY5x14OcYrhxMPtre4FG/1HTFWa0sEilktH8q5kWIAueG24HUZxx3OOwNXCM/jnt0Aj8H3GpweIIre5mhgWdZLm6twwZt74Cbm9cDAA6AUsVGDhzdQPSq8oYUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAjKGUqwBBGCD3o2A8j+G5/s7xlrmnqSFRXG3/ck2/1r6fNP3mGp1P61REdyXwT/wAlZ176XH/o1anH/wC4U/l+TBbnTfEYyDRbfFlFNGswYzSthICOhYYOVOSDXi4T49ymczqE0NtpqpHDDauUHlpEC6Bj/dzwVJ6Y9a9WmrvXUClZx32jzabA94wy7GSFocEAgnaydwD37A9qc1Gom7fMR6Zo0un3ME9wlpHbTEL9oVlx0HBPtgV41aM4vlbuUcnrJhm1y7t7CZBAY1lZ4zkK+DkL2PQGvUwrl7NOa8hENu90ytO8uXtR5aJnhgMqOfxFXyxWiW//AA4HYeHJLKfSINjQvOYw0wyCwJ65HUc+teRiOf2juM43xRqMMcdra6Sq2NssqDzVQJ5ibsn5uy/zyK9HD0W05T1EZVoklhrc63swaG7BeIGDaGYDoG9ABjpzXS/eirdALUCbfGOntBpMMzbhJ8jkSsenmNnOEA6etYVX+6d5f12A9YrxBhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5H4R/wCSpeIPpcf+jlr6bG/7jT+X5Mhbkngn/krOvfS4/wDRq0sf/uFP5fkwW513j2wju9BErQyyvA4ZFQZXnrvHdfWvEwsmqlu5TOLv4459CaOzktpP3f3LEjyt390DOa9mnfm978QHpdb7jTLxJMQeWyADeFB24IO/kjjH1xzS5G4yXX+uwG9c35FjN9nnlivJZkIcAFJIlOAmTkKOTnPfPWuCNNua5ldAeLx+MfEY1O6s7GaJSjyOF8tex6ZP/wCqvovqtGMFJ3Juy5a6z4zme4j06dZjbIJrj92iiNj1GScE9uOtEqWHVnPS+iDU674b6zqd/bPe3kxWNb1luPKjBaRQgIQrjOMknrgeleVmFGFOXJFdNBo1dbcyLFaRM0ZEwWIMcsiBgVDeuMfljmlhouzbGNQy3Pih5VMv+jwbJHTcMsedp3kDpzxVNJU7f1+AE+nWNtfeMrY+UsojIZ5bP76OOcTN0x7Csa0nGi/1/QD1GvEGFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHkfhH/AJKl4g+lx/6OWvpsb/uNP5fkyFuSeCf+Ss699Lj/ANGrSx/+4U/l+TBbnY+KdTIjl0wbFSWLMjlsnaeMADofrXlYSgpPnfQo861KLUbJ7CxW1nitpkPlM0gXao4yPzFe1SqUm3y6vqITS5ryFvLWOORZHYS2zMAcIpy+7naCSDjHOR61nUtza6dmBaBsJlMvk6mse1XIQMwEeOW4PTPHvUuo1bYZw/hrw74Z8S3TWV7c3EOoM9xI7A7Qqr90cjA7k5r0MRWrUY8ySa0JSTOiu7TSdP8ABmo2dheRWl1HNDE7MWLNIDnJIPsTjHWueMpyrxcldWY+hR8C+RHaahDPJeTOt0zO9sjbdgUbmOPf+lPGSaknZbdQR0b3QCNbQwyQEhFupp3BdAxIJAzyPfIxXM2lrJ+lhnORX2reHNUbT7tmkIbJIXBlB+62Sc5rojGFanfZi2PVfAlsJUu9Rnac3+8wSs8mQyjBU4AAzg4rxcfeLVNbbjR2VeaMKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPI/CP/ACVLxB9Lj/0ctfTY3/cafy/JkLck8E/8lZ176XH/AKNWlj/9wp/L8mC3Nb4gWLWs6X8OQLkbJCTwHA+X6cZrlyyopJ030/plMztY8Q3eqaZbbNIM13EFERWBnIcjG7OOFz6deBVQoRoybU9/MDIsdE1Pw7dPJqifZ1vUMdxKV3krnIAbO0N1z7njOBWntFiI3i7tdBGrpl/u0+7s7WX7TLcAWylgAtvGpOAVHLAgnDd8dq55U5SabVktfUZ4lrdrrGl3+o2gtZw8kx3OEOGXJPYYIPBr3nUk4RdNogzrS81SV7lDbzukyBJAqk5IOQT7ggVMalZy96KVtr/iB6Z4JTV9C8Peeym3W8lljZJIyG8sovzL6coRzXPiYQxFZX1sUjszoUMvhhb6NPtzy/u5bRIsNhhyAw5yAc571wSxMlWcJKyGYOraVbx2mnaml5fXF1EVUi7GAYgeArEDkZBy1b4ec1NwtoI6a21TVNZtILbTtOkGmx5E7WzYZ3HPXI4IIPHX1rGVKlRm5VZe90uM7Tw3Be2+mFL3zB85MSSNudU7An868rFSpyqXgM2K5QCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPI/CP/ACVLxB9Lj/0ctfTY3/cafy/JkLck8E/8lZ176XH/AKNWlj/9wp/L8mC3PVyARggEe9fNFi0AMmhjuIXilRXRxhlYZBpptO6A8/u/Bc1tezSLIRYoqCOQlS69QxHGccjv2r1aeNutdxWMG+8QafapPBdjZe2jGF8HbnB5+XvlT94ZzxXbTpTdpQd0wKEs1rqYt2WeOwt7smTex2jk8u2OpJx/Ot4y9jFtrmYjESy1GDVYibiSezLSI3zMVRsHHXjn1HFdMakZK/LZiOk0Wz1TXdL22F+VeRB+583y1BUegIJP5jmvPxFSnSleUdRl/wAIrbW2sX2ia7YypezARxSSjeACuMZIwCfUZHvWFf2lSmq1N6IEYEWo6v4R1m70ICRmEm1PKcgnupHrwR/k13xjTxMFUkgPb7Hz/wCz7f7UQbjyl83H97HP618vU5eZ8uxRYqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPI/CP/JUvEH0uP/Ry19Njf9xp/L8mQtyTwT/yVnXvpcf+jVpY/wD3Cn8vyYLc9Yr5osKAOb1fU9Vmv307R0USxgGSQgHGfrwP1ruo0qSj7StsI4XWvFviWw1MaPfyxofKZmeNVyykHO4jjoDjGPxr1KOEw1S1Snt2Fc41Uh1zKWzymZlDY4HJ7cjrz1J7V6ftJ0/QW5d1zStQtrqzSzhaa2trdbfcqbgXGSenPY1hRlTknzSsxsVdRuJLfy/LV3iTcsMan5eMZYnt6URpRptyvdgS2a32nahDdaBBFAQwufIm+dypGEUZ6jB9aiThVgo1XdWtoB1dhqF1e+IbbUtbjP2hXEcdtAgzkdOMnAyc5J5xXNOnGFCVOjt1bGdRf+D4L3xxZ68y4WKE+apPDOD8hx7An8hXl08U4UJUu/8ATCx1VcIwoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8j8I/8lS8QfS4/9HLX02N/3Gn8vyZC3JPBP/JWde+lx/6NWlj/APcKfy/Jgtz1ivmiwoA4rVbfV4bqa4u53tbCZ/3jacuXwOF3s3I49K9OlKk0oxV5ee3yEc7daLp+s6nbWekWssalWWWaQ72cNjLNyegBA+prvjVnRg51Xr0QjWPw1jtC/wBhuHUOMACQoIz7dSR+NcizOo/jHYsad4f1VxmW3S38uLyVUyAAtggyDaPc4+tRUxMOjv8A1sBZHw/spmha7uZGaFcI0CiEhv72R/n1rH67NfCFjI1r4fTRSteaVK3mjkFcB/r2BP0wfrXXSx8Ze7UQWNzwvo53pqN2s3novlqJlwd3Qt26/T1rDF4h29lF6eQHV15owoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPI/CP8AyVLxB9Lj/wBHLX02N/3Gn8vyZC3JPBP/ACVnXvpcf+jVpY//AHCn8vyYLc9Yr5osKAEIBGCMg0AIkccQxGioPRRim23uA6kAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeR+Ef+SpeIPpcf8Ao5a+mxv+40/l+TIW5J4J/wCSs699Lj/0atLH/wC4U/l+TBbnrFfNFhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeR+Ef+SpeIPpcf+jlr6bG/wC40/l+TIW5J4J/5Kzr30uP/Rq0sf8A7hT+X5MFuesV80WFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5H4R/5Kl4g+lx/6OWvpsb/uNP5fkyFuSeCf+Ss699Lj/wBGrSx/+4U/l+TBbnrFfNFhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeR+Ef8AkqXiD6XH/o5a+mxv+40/l+TIW5J4J/5Kzr30uP8A0atLH/7hT+X5MFuesV80WFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5H4R/5Kl4g+lx/wCjlr6bG/7jT+X5Mhbkngn/AJKzr30uP/Rq0sf/ALhT+X5MFuesV80WFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5H4R/5Kl4g+lx/6OWvpsb/ALjT+X5Mhbkngn/krOvfS4/9GrSx/wDuFP5fkwW56xXzRYUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHkfhH/kqXiD6XH/o5a+mxv+40/l+TIW4/wi32b4v6xG3WXzwPxcN/IUsb72Xwa6W/KwLc9Zr5osKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDyLwSTcfEnX51+6RP+sq4/lX0+P8AdwVOL8vyIW5Qv21Twv8AEPT9V1j7KLmciS5Nnu8nByrbd3PT1708KvrOAdLqv+HQPRntaOsiK6EMrDII7ivmGrOzLFpAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAZ2vapHouh3d/IwHlRkoD3b+Efnit8PRdarGC6iZ494P1O+0HT7rV7PSJNXvrybyltkl8tvLUZeTO05AZkB/3hXtZ1UScaS6ExO78V6RB438NyyWE0E17ZTyohiP8SMVaM55B4/P2rgy7F/V6vvfC9xtXM/4deMVlhXQNUbyryD5IWkON4H8Jz/EK7MzwLT9vT1T3CL6Ho9eCUFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAjusaF3YKqjJJOABTSvogPIPGGuz+Ntcg8PaIPMtkfLSDo7d2/3RX0+Cw8cHSdetv/X4kN30RseEdJa58T3EtncH+xdItm0uLgjzbnerTuRnsUVc45+gFfPYitKtUdSXUpKxY8LQW+h/FHxVpEDKkV7HDqaRN1MjErIV9RnaT6FqwGcp46j0mPxF9i1S8tNM8QTkS2rxBxBdRszKu4kfu5AVwcnHIOeSB7GBzJ0f3dTWP5EuNy3YePfEPhaUWPiCxkuEXgM/yvj2bowr0KmXYfErnoSsK7W51dr8U/DNwimWa4tmPVZIScf985rzZ5RiYvRJ/P8AzHzIu/8ACxPCv/QVX/v2/wDhWX9mYr+T8h8yD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIP+FieFf8AoKp/37f/AAo/szFfyfkHMg/4WJ4V/wCgqn/ft/8ACj+zMV/J+QcyD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIP+FieFf8AoKp/37f/AAo/szFfyfkHMg/4WJ4V/wCgqn/ft/8ACj+zMV/J+QcyD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIP+FieFf8AoKp/37f/AAo/szFfyfkHMg/4WJ4V/wCgqn/ft/8ACj+zMV/J+QcyD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIP+FieFf8AoKp/37f/AAo/szFfyfkHMg/4WJ4V/wCgqn/ft/8ACj+zMV/J+QcyD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIP+FieFf8AoKp/37f/AAo/szFfyfkHMg/4WJ4V/wCgqn/ft/8ACj+zMV/J+QcyD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIP+FieFf8AoKp/37f/AAo/szFfyfkHMg/4WJ4V/wCgqn/ft/8ACj+zMV/J+QcyD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIP+FieFf8AoKp/37f/AAo/szFfyfkHMg/4WJ4V/wCgqn/ft/8ACj+zMV/J+QcyD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIP+FieFf8AoKp/37f/AAo/szFfyfkHMg/4WJ4V/wCgqn/ft/8ACj+zMV/J+QcyD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIP+FieFf8AoKp/37f/AAo/szFfyfkHMg/4WJ4V/wCgqn/ft/8ACj+zMV/J+QcyD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIP+FieFf8AoKp/37f/AAo/szFfyfkHMg/4WJ4V/wCgqn/ft/8ACj+zMV/J+QcyD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIP+FieFf8AoKp/37f/AAo/szFfyfkHMg/4WJ4V/wCgqn/ft/8ACj+zMV/J+QcyD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIP+FieFf8AoKp/37f/AAo/szFfyfkHMg/4WJ4V/wCgqn/ft/8ACj+zMV/J+QcyD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIP+FieFf8AoKp/37f/AAo/szFfyfkHMg/4WJ4V/wCgqn/ft/8ACj+zMV/J+QcyD/hYnhX/AKCqf9+3/wAKP7MxX8n5BzIRviL4VUEnVV49InP9KP7MxX8n4oOZGZf/ABZ0C2jP2RLm7k7AJsX8S3P6V0U8mryfv2QuZHH6jr3ibxskqoEsNIXmV3bZEq/7bnr9P0r0Y0cJgFzTd5f10Ju2dT4Eh0WDTr5PDMi3uoiAlL6dGWCd8suEPUoHXBKgjngk9PDxmNniZa6LsWlY7HQLCbTNAsbS5ZHukiBuXQkq8x+aRhkDq5Y9B16CuEZwHwtll1HxV43v72WS4uodUks4pJXLGOFXYqi56Ae1AHfav4d0bXkRdW0u0vQhyvnxB8dfX6n86ALJ02xazjs2tIWt40CJGyAhVAwAKuM5Qd4uwHN3ngXwzK7FtJiXJ/gZk/kRXoQzDEr7ZNkVP+FfeF/+gX/5MS//ABVa/wBpYr+b8F/kFkH/AAr7wv8A9Av/AMmJf/iqP7SxX834L/ILIP8AhX3hf/oF/wDkxL/8VR/aWK/m/Bf5BZB/wr7wv/0C/wDyYl/+Ko/tLFfzfgv8gsg/4V94X/6Bf/kxL/8AFUf2liv5vwX+QWQf8K+8L/8AQL/8mJf/AIqj+0sV/N+C/wAgsg/4V94X/wCgX/5MS/8AxVH9pYr+b8F/kFkH/CvvC/8A0C//ACYl/wDiqP7SxX834L/ILIP+FfeF/wDoF/8AkxL/APFUf2liv5vwX+QWQf8ACvvC/wD0C/8AyYl/+Ko/tLFfzfgv8gsg/wCFfeF/+gX/AOTEv/xVH9pYr+b8F/kFkH/CvvC//QL/APJiX/4qj+0sV/N+C/yCyD/hX3hf/oF/+TEv/wAVR/aWK/m/Bf5BZB/wr7wv/wBAv/yYl/8AiqP7SxX834L/ACCyD/hX3hf/AKBf/kxL/wDFUf2liv5vwX+QWQf8K+8L/wDQL/8AJiX/AOKo/tLFfzfgv8gsg/4V94X/AOgX/wCTEv8A8VR/aWK/m/Bf5BZB/wAK+8L/APQL/wDJiX/4qj+0sV/N+C/yCyD/AIV94X/6Bf8A5MS//FUf2liv5vwX+QWQf8K+8L/9Av8A8mJf/iqP7SxX834L/ILIP+FfeF/+gX/5MS//ABVH9pYr+b8F/kFkH/CvvC//AEC//JiX/wCKo/tLFfzfgv8AILIP+FfeF/8AoF/+TEv/AMVR/aWK/m/Bf5BZB/wr7wv/ANAv/wAmJf8A4qj+0sV/N+C/yCyD/hX3hf8A6Bf/AJMS/wDxVH9pYr+b8F/kFkH/AAr7wv8A9Av/AMmJf/iqP7SxX834L/ILIP8AhX3hf/oF/wDkxL/8VR/aWK/m/Bf5BZB/wr7wv/0C/wDyYl/+Ko/tLFfzfgv8gsg/4V94X/6Bf/kxL/8AFUf2liv5vwX+QWQf8K+8L/8AQL/8mJf/AIqj+0sV/N+C/wAgsg/4V94X/wCgX/5MS/8AxVH9pYr+b8F/kFkH/CvvC/8A0C//ACYl/wDiqP7SxX834L/ILIP+FfeF/wDoF/8AkxL/APFUf2liv5vwX+QWQf8ACvvC/wD0C/8AyYl/+Ko/tLFfzfgv8gsg/wCFfeF/+gX/AOTEv/xVH9pYr+b8F/kFkH/CvvC//QL/APJiX/4qj+0sV/N+C/yCyD/hX3hf/oF/+TEv/wAVR/aWK/m/Bf5BZB/wr7wv/wBAv/yYl/8AiqP7SxX834L/ACCyD/hX3hf/AKBf/kxL/wDFUf2liv5vwX+QWQf8K+8L/wDQL/8AJiX/AOKo/tLFfzfgv8gsg/4V94X/AOgX/wCTEv8A8VR/aWK/m/Bf5BZB/wAK+8L/APQL/wDJiX/4qj+0sV/N+C/yCyMP4haBpXhr4cazqekWMVtewxoI58F2TdIqkjdnBwTz1HauarjsRJWc2OyPI/hnqV/4w+Imjab4hvbjUrGPzJFt7iVmQMFLD5c4PKg/hXC227sZ9WQW0Fsu2CCOJcYxGgUYyT29yfzNICWgD//ZZW5kc3RyZWFtCmVuZG9iago2OCAwIG9iago8PCAvVHlwZSAvWFJlZiAvTGVuZ3RoIDEyNyAvRmlsdGVyIC9GbGF0ZURlY29kZSAvRGVjb2RlUGFybXMgPDwgL0NvbHVtbnMgNSAvUHJlZGljdG9yIDEyID4+IC9XIFsgMSAzIDEgXSAvSW5mbyAzIDAgUiAvUm9vdCAyIDAgUiAvU2l6ZSA2OSAvSUQgWzwyMzdmNTBlZWRiMTQ2MzMwM2E1NmNlYjhiOWYzNmEwYj48OWRlZGY4ZjFkM2FlYTQ0NGQ1NzQ3N2U1OTMwNzY4MGE+XSA+PgpzdHJlYW0KeJxjYgABJkYGBn4w+YmBCSTAOMzJ/wxs+28B2WysIP9yXwaRTAVgch2IZMwBkYpxYJFCsEgmiJQHq2QsAYuDScaP4BALBZFs20Ck8HcQKagCIlkkQCTrXBDJvBtEqlWCSPZ5IJJjF9gcVbAJyUCSMUQfLP4LRGpWMwAAcXQTewplbmRzdHJlYW0KZW5kb2JqCnN0YXJ0eHJlZgo4NzQ0OQolJUVPRgo=" } }, "POST": { "scoring-info/statement": { "headers": {}, "body": { "request_id": "bfb47499-5005-4a72-8398-1531b87f3e07" } }, "scoring-info/templates/bfb47499-5005-4a72-8398-1531b87f3e07": { "headers": {}, "body": {} } }, "DELETE": { "scoring-info/templates/1bb03649-473d-40e8-a213-b7b541028b48": { "headers": {}, "body": {} } } }, "elk_mod_state_registration": { "GET": { "notifications/unread": { "headers": {}, "body": { "items": [ { "document_code": "Р38001", "document_name": "Возражение заинтересованного лица относительно предстоящей государственной регистрации изменений устава юридического лица или предстоящего внесения сведений в Единый государственный реестр юридических лиц", "document_number": "71006", "status_code": "630", "status_description": "Пакет документов принят в регистрирующий орган", "update_at_date": "2023-12-01T09:21:53" }, { "document_code": "Р11001", "document_name": "Заявление о государственной регистрации юридического лица при создании", "document_number": "71004", "status_code": "650", "status_description": "Запись о регистрации внесена в реестр", "update_at_date": "2023-12-01T09:10:35" }, { "document_code": "Р11001", "document_name": "Заявление о государственной регистрации юридического лица при создании", "document_number": "71004", "status_code": "630", "status_description": "Пакет документов принят в регистрирующий орган", "update_at_date": "2023-12-01T09:09:51" } ] } } } }, "elk_mod_tax_calculator": { "GET": { "calculator/constants": { "headers": {}, "body": { "contribution_fix": 53658, "contribution_fix_high_max": 300888 } }, "psn/region": { "headers": {}, "body": { "content": [ { "id": "1", "name": "01 Республика Адыгея", "visible_mo": true } ] } }, "psn/municipality": { "headers": {}, "body": { "content": [ { "id": "37188", "name": "Поселения, являющиеся административными центрами муниципальных районов" } ] } }, "psn/activity": { "headers": {}, "body": { "content": [ { "id": "203480", "name": "Ремонт, техническое обслуживание автотранспортных и мототранспортных средств, мотоциклов, машин и оборудования, мойка автотранспортных средств, полирование и предоставление аналогичных услуг (за исключением грузовых автомобилей)", "indicator_name": "Средняя численность наемных работников", "indicator_type": "other" } ] } }, "psn/activity/restriction": { "headers": {}, "body": { "max": 15, "min": 0 } }, "psn/pay": { "headers": {}, "body": { "sum": 52800, "payment_1": 17600, "payment_2": 35200, "potential_income": 880000, "contribution_fix": 53658, "contribution_fix_high_max": 5800, "contribution_amount": 59458 } } } }, "elk_mod_tax_systems": { "GET": { "dictionary/inspection": { "headers": {}, "body": { "content": [ { "code": "5200", "name": "Управление Федеральной налоговой службы по Нижегородской области" }, { "code": "5243", "name": "Межрайонная инспекция Федеральной налоговой службы № 1 по Нижегородской области" }, { "code": "5250", "name": "Межрайонная инспекция Федеральной налоговой службы № 6 по Нижегородской области" }, { "code": "5252", "name": "Межрайонная инспекция Федеральной налоговой службы № 7 по Нижегородской области" }, { "code": "5253", "name": "Межрайонная инспекция Федеральной налоговой службы № 16 по Нижегородской области" }, { "code": "5256", "name": "Межрайонная инспекция Федеральной налоговой службы № 20 по Нижегородской области" }, { "code": "5257", "name": "Межрайонная инспекция Федеральной налоговой службы № 19 по Нижегородской области" }, { "code": "5248", "name": "Межрайонная инспекция Федеральной налоговой службы № 5 по Нижегородской области" }, { "code": "5249", "name": "Межрайонная инспекция Федеральной налоговой службы № 2 по Нижегородской области" }, { "code": "5262", "name": "Межрайонная инспекция Федеральной налоговой службы № 22 по Нижегородской области" }, { "code": "5263", "name": "Межрайонная инспекция Федеральной налоговой службы № 21 по Нижегородской области" }, { "code": "5260", "name": "Инспекция Федеральной налоговой службы по Нижегородскому району г.Нижнего Новгорода" }, { "code": "5275", "name": "Межрайонная инспекция Федеральной налоговой службы № 15 по Нижегородской области" }, { "code": "5277", "name": "Межрайонная инспекция Федеральной налоговой службы № 18 по Нижегородской области" } ] } }, "user/inspection": { "headers": {}, "body": { "code": "5252", "name": "Межрайонная инспекция Федеральной налоговой службы № 7 по Нижегородской области" } }, "user": { "headers": {}, "body": { "code": "5252", "name": "Межрайонная инспекция Федеральной налоговой службы № 7 по Нижегородской области", "phone_number": null, "is_inspector": false } }, "taxsystem": { "headers": {}, "body": { "orn": null, "npd": { "name": "Налог на профессиональный доход", "short_name": "НПД", "tax_object": "Доход от профессиональной деятельности", "records": [ { "date_start": "2018-09-01", "date_end": null, "tax_authority_code": "5256", "tax_authority_name": "Межрайонная ИФНС России № 20 по Нижегородской области" }, { "date_start": "2019-01-01", "date_end": null, "tax_authority_code": null, "tax_authority_name": null } ] }, "usn": { "tax_object": "Доход", "rate": "6", "date_start": "2019-03-12", "date_end": null, "document_number": "762095427", "document_date": "2019-03-18", "tax_authority_code": "7724", "tax_authority_name": "Инспекция Федеральной налоговой службы № 24 по г.Москве", "name": "Упрощенная система налогообложения", "short_name": "УСН" }, "eshn": null, "ausn": { "tax_object": "Доходы, уменьшенные на величину расходов", "rate": "20", "date_start": "2023-12-12", "date_end": null, "document_number": "10071241", "document_date": "2023-12-08", "tax_authority_code": "5252", "tax_authority_name": "Межрайонная инспекция Федеральной налоговой службы № 7 по Нижегородской области", "name": "Автоматизированная упрощенная система налогообложения", "short_name": "АУСН" }, "psn": { "name": "Патентная система налогообложения", "short_name": "ПСН", "tax_object": "Потенциально возможный доход", "rate": "6", "activities": [ { "code": "605201", "name": "Сбор, обработка и утилизация отходов, а также обработка вторичного сырья", "date_start": "2025-01-01", "date_end": "2025-12-31", "psn_period": "12", "psn_number": "1031230000003", "tax_authority_code": "5252", "tax_authority_name": "Межрайонная инспекция Федеральной налоговой службы № 7 по Нижегородской области", "document_number": "1888153321", "document_date": "2024-12-13", "way_sent": "По ТКС / через ЛК ИП", "filename": "1121021_1031_100401146810_4edb600a-4b1d-444a-85eb-18037805f47f_20230714_4edb600a-4b1d-444a-85eb-18037805f47f.PDF" }, { "code": "457501", "name": "Розничная торговля, осуществляемая через объекты стационарной торговой сети, имеющие торговые залы", "date_start": "2025-01-01", "date_end": "2025-12-31", "psn_period": "12", "psn_number": "7500230009097", "tax_authority_code": "7500", "tax_authority_name": "Управление Федеральной налоговой службы по Забайкальскому краю", "document_number": "2010076317", "document_date": "2024-12-07", "way_sent": "Лично", "filename": "1121021_7500_753608601717_9330a284-a044-4c6f-9e4d-8d8275b59c1f_20231211_9330a284-a044-4c6f-9e4d-8d8275b59c1f.pdf" }, { "code": "135001", "name": "Услуги по производству монтажных, электромонтажных, санитарно-технических и сварочных работ", "date_start": "2025-01-19", "date_end": "2025-12-31", "psn_period": "11", "psn_number": "5017240000691", "tax_authority_code": "5017", "tax_authority_name": "Межрайонная инспекция Федеральной налоговой службы №15 по Московской области", "document_number": "2032235093", "document_date": "2025-01-09", "way_sent": "По ТКС / через ЛК ИП", "filename": "1121021_5017_507900764710_9f2fdaa5-125c-413c-9705-a4f4dbef5842_20240112_9f2fdaa5-125c-413c-9705-a4f4dbef5842.pdf" } ] } } }, "taxsystem/short": { "headers": {}, "body": { "content": [ { "name": "АУСН", "applicability": true }, { "name": "ОРН", "applicability": false }, { "name": "УСН", "applicability": true }, { "name": "НПД", "applicability": true }, { "name": "ЕСХН", "applicability": false }, { "name": "ПСН", "applicability": true } ] } } } }, "elk_sys_websdk_configuration": { "GET": { "config": { "headers": {}, "body": { "microFrontends": [ { "name": "tax_calculator", "defaultVersion": "pink", "versions": { "fnselk_13135_ci_update": { "name": "tax_calculator", "path": "/tax-calculator", "url": "/cdn/tax_calculator_fnselk_13135_ci_update", "filename": "remoteTaxCalculatorLk.js", "scope": "elk_mod_tax_calculator_lk", "module": "./TaxCalculatorPage", "widgets": [ { "name": "TaxCalculatorPage", "module": "./TaxCalculatorPage" } ], "internalWidgets": [], "handlers": [], "autoEmbed": { "path": "/tax-calculator", "module": "./TaxCalculatorPage", "useFullWidth": false } }, "latest": { "name": "tax_calculator", "path": "/tax-calculator", "url": "/cdn/tax_calculator", "filename": "remoteTaxCalculatorLk.js", "scope": "elk_mod_tax_calculator_lk", "module": "./TaxCalculatorPage", "widgets": [], "internalWidgets": [], "handlers": [], "autoEmbed": { "path": "/tax-calculator", "module": "./TaxCalculatorPage", "useFullWidth": false } }, "pink": { "name": "tax_calculator", "path": "/tax-calculator", "url": "/cdn/tax_calculator_pink", "filename": "remoteTaxCalculatorLk.js", "scope": "elk_mod_tax_calculator_lk", "module": "./TaxCalculatorPage", "widgets": [], "internalWidgets": [], "handlers": [], "autoEmbed": { "path": "/tax-calculator", "module": "./TaxCalculatorPage", "useFullWidth": false } } } } ] } } } } }