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Дослідження змістового інформації ґрунтуються на комплексі наукових теорій під загальною назвою семіотика, зокрема її розділ — семантика, зосереджена на розумінні отриманої інформації, на змісті сигналу чи повідомлення.
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З того часу, явно чи неявно, розглядаються в основному дві концепції інформації: атрибутивна , за якою інформація властива всім фізичним системам та процесам (А. Д. Урсул, І. Б. Новик, Л. Б. Баженов, Л. А. Петрушенко та інші), і функціональна — інформація притаманна лише системам, що самоорганізуються (П. В. Копнін, А. М. Коршунов, В. С. Тюхтін, Б. С. Українцев та інші) . Теорія інформації Основна стаття: Теорія інформації
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Теорія інформації вивчає межі можливостей систем передачі даних, а також основні засади їх проектування та технічної реалізації .
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Деякі інші важливі заходи в теорії інформації — це взаємна інформація, пропускна здатність каналу, показник помилки та відносна ентропія. Важливі підгалузі теорії інформації включають вихідне кодування, теорію алгоритмічної складності, теорія алгоритмічної інформації та криптографія.
| 228
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",
"path": null
}
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Функціонально-кібернетична концепція вважає, що головним у інформації є та функція, яку вона виконує.
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{
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}
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Семіотика
| 425
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Американський семіотик Майкл Бакленд класифікував «інформацію» з точки зору її використання: «інформація як процес», «інформація як знання» та «інформація як річ». Пол Бейнон-Дейвіс пояснює багатогранну концепцію інформації через знаково-сигнальну систему. Самі знаки можна розглядати на чотирьох взаємопов'язаних рівнях: прагматики, семантики, синтаксису та емпірики. Ці чотири рівні служать містками між соціальним світом з одного боку й фізичним чи технічним з іншого.
| 100
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Прагматика стосується мети повідомлення. Вона будує місток між знаком та контекстом, у якому використовується цей знак. Вона зосереджує увагу на намірі особи, що передає інформацію і підкреслює її поведінку при спілкуванні. Іншими словами це зв'язок між мовою та дією.
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"path": null
}
|
Тут мова йде тільки про форми, а не про зміст знаків та символів.
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}
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Та зі сторін, котрі є джерелом повідомлення, кодує його в знаках мови й передає цей код крізь канали зв'язку (емпірика). Обраний канал зв'язку має характерні для себе властивості, що визначають підсумок спілкування, наприклад швидкість передачі сигналів або відстань, на якій таке спілкування можливе. Характеристики інформації Суб'єктивність
| 230
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Достовірність
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Доступність
| 371
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Властивості інформації Фізичні властивості Здатність ідентифікації властивостей предметів і явищ — інформація — це те, що визначає властивості предметів і явищ в просторі та часі. Сама по собі інформація не існує, якщо не існує фізичного носія, який вона представляє речовинам-реціпієнтам через матеріальні канали.
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Відповідно можна виділити: Актуальність — властивість даних, що характеризує поточну ситуацію; Оперативність — властивість даних, яка полягає в тому, що час їхнього збору та переробки відповідає динаміці зміни ситуації; Ідентичність — властивість даних відповідати стану об'єкта.
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Інші властивості інформації
| 143
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Явища досліджуються в рамках різних інформаційних систем, оснащених відповідними предметними областями (системами інтерпретацій), а потім застосовуються методи, здатні синтезувати або узгодити висновки. Системний підхід до пізнання полягає у взаємовіднесеності усіх смислових елементів та в інтерпретації їх взаємно обґрунтовуючої значущості всередині певної системи, що є результатом реляціонування. Протилежність реляційності — субстрат.
| 46
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Інформація не може приводити у дію речовинно-енергетичні процеси, тобто усе є лише взаємодією матерії, де інформація існує лише для спостерігача. За інформацією не стоїть жодна енергетика чи божественна сила на противагу думці, що інформація (тобто «слово, яке було богом») здатна створювати матерію чи приводити її у рух. У протилежному випадку стають цілком обґрунтованими релігійні твердження про те, що інформація здатна створювати, що за нею криється певна твірна енергетика, що фізично неможливо.
| 23
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"path": null
}
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Мова може бути природною, що використовується у повсякденному житті та служить формою висловлення думок і засобом спілкування між людьми, а також штучною, створеною людьми з певною метою (наприклад, мова математичної символіки, інформаційно-пошукова, алгоритмічна та ін. мови). Невідривність від мови носія Дискретність — одиницями інформації як засобами висловлювання є слова, речення, уривки тексту, а у плані змісту — поняття, висловлювання, описання фактів, гіпотези, теорії, закони тощо. Незалежність від творців
| 92
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Розсіювання — існування у багатьох джерелах. Кількість інформації Найпростішою одиницею виміру інформації є біт — одиниця виміру кількості інформації, що набирає 2 логічних значення: так чи ні, істинно чи хибно, увімкнено чи вимкнено; 1 або 0 у двійковій системі числення.
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"path": null
}
|
За формою подання
| 374
|
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За станом: актуальна/не актуальна; поширена/не поширена; загальнодоступна/конфіденційна; незашифрована/зашифрована; дезінформація За сферою поширення: масова — містить тривіальні відомості і оперує набором понять, зрозумілим більшій частині соціуму
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Інформаційні потреби
| 227
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"path": null
}
|
// The Stanford Encyclopedia of Philosophy, 2012.
| 390
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Великий тлумачний словник сучасної української мови Телекомунікаційні системи передавання інформації. Методи кодування: навч. посіб. [для студентів напрямів «Телекомунікації», «Інформ. мережі зв'язку»] / Р. А. Бурачок, М. М. Климаш, Б. В. Коваль ; М-во освіти і науки України, Нац. ун-т «Львів. політехніка». — Львів: Вид-во Львів. політехніки, 2015. — 476 с. : іл. — Режим доступу: . — Бібліогр.: с. 461—463 (52 назви). — ISBN 978-617-607-843-2.
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— Київ : ІПРІ НАН України, 2014. — 439 c. Цимбалюк В. С. Інформаційне право (основи теорії і практики). — К. : «Освіта України», 2010. Партико З. В. Теорія масової інформації та комунікації. Львів: Афіша, 2008. 292 с.
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Інформація // Політична енциклопедія. Редкол.: Ю. Левенець (голова), Ю. Шаповал (заст. голови) та ін. — К. : Парламентське видавництво, 2011. — с. 300 — ISBN 978-966-611-818-2. Посилання Інформація // ІНФОРМАЦІЯ //ЕСУ Надпопулярні статті
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Інше значення — наука (чи мистецтво) керування (управління) складними системами різноманітної природи походження на основі знань, що сформовані на зворотних зв'язках. За визначенням Глушкова — наука про загальні закони одержання, зберігання, передавання й перетворення інформації у складних системах управління. Загальна інформація
| 137
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Кібернетика як наука виникла лише в 40-х роках XX століття. У 1948 році з'явилася перша праця, присвячена питанням кібернетики — «Кібернетика, або Управління та зв'язок у тварині та машині». Автор її — відомий американський учений Норберт Вінер.
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Теоретичне ядро кібернетики утворюють теорія інформації, теорія алгоритмів, теорія автоматів, дослідження операцій, теорія оптимального управління, теорія розпізнавання образів. Кібернетика розробляє загальні принципи створення систем управління і систем для автоматизації розумової праці. Основні технічні засоби для вирішення завдань кібернетики — ЕОМ.
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Таким чином, у 1962 році було започатковано новий напрямок кібернетики — біокібернетику. Іноземних Абгарян К. А. Фахові наукові видання
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Серія: Системный анализ, управление и информационные технологии . Заснований у 2001 р. Видається Національним університетом України «Харківський політехнічний інститут». Головний редактор — д.т. н. М. Д. Годлевський.
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Головний редактор — академік І. В. Сергієнко. Науковий журнал «Кибернетика и вычислительная техника» заснований В.Глушковим в 1965 році як збірник наукових праць Кибернетика и вычислительная техника , з 2014 року — науковий журнал Кибернетика и вычислительная техника. Видається Міжнародним науково-навчальним центром інформаційних технологій і систем НАН України та МОН України. Головні редактори — академік НАН України І. В. Сергієнко,— член-кореспондент НАН України В. І. Гриценко, заступник головного редактора — Л. М. Козак.
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Заснований у 2002 р. Видається Класичним приватним університетом. Головний редактор — д. ф.-м. н. О. М. Горбань. Див. також
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— 1975. — 25 грудня Моев В. Бразды управления: Беседы с академиком В. М. Глушковым. — М.: Политиздат, 1973 Максимович Г. В. Беседы с академиком В. Глушковым. — М.: Мол. гвардия, 1976 Формальні науки Точні науки
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}
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23 лютого — 2 березня — Лютнева революція у Росії.
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1 березня — засноване японське місто Омута (префектура Фукуока). 2 березня — Тимчасовий український революційний комітет у Петрограді оприлюднив звернення на підтримку революційних подій в Україні. 2 березня — актом Джонса-Шафрота мешканцям Пуерто-Рико надано американське громадянство.
| 232
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"path": null
}
|
7 березня — обрано провід Центральної Ради (Голова — Михайло Грушевський, заступники — Крижанівський, Дорошенко, Антонович). 12 березня — у Петербурзі відбулася 20-тисячна українська маніфестація під національними прапорами.
| 279
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Резолюцією з'їзду було проголошено курс на автономію України та організацію у селах сільських комітетів для забезпечення реалізації політики УЦР на місцях. 16 березня — у Києві відбулася велика маніфестація — День свята революції. 17 березня — зустріч у Петербурзі української делегації на чолі з О. Лотоцьким з Прем'єр-міністром Росії графом Львовим, ухвалення меморандуму з українськими вимогами: запровадження у державних установах України української мови та звільнення з полону галичан та буковинців.
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3 квітня — Володимир Ленін повертається у Петроград з еміграції. 6 квітня — Перша світова війна: США оголосили війну Німеччині. 6-8 квітня — у Києві відбувся Всеукраїнський Національний Конгрес.
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13-21 травня — переговори української делегації з російським урядом у Петербурзі. 13 травня — троє дітей побачили образ Діви Марії у містечку Фатіма, Португалія. 19 травня — відбувся візит О. Керенського до Києва. Червень 4 червня — вручено перші Пулітцерівські премії.
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3-4 липня — Виступ полуботківців у Києві з метою проголошення незалежності України. 3—7 липня — Липневі дні 1917 року у Петрограді
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11-14 липня — відбувся Всеукраїнський робітничий з'їзд. 13 липня — Кайзер Вільгельм ІІ своїм указом звільнив Теобальд Бетман-Гольвег з посади німецького канцлера. 14 липня — новим канцлером Німеччини назначено Георга Міхаеліса. 16 липня — ухвалено ІІ Універсал Української Центральної Ради. Цим актом проголошено взаємне визнання УЦР та Тимчасового уряду Російської республіки.
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Серпень 1 серпня — Перша світова війна: Папа Римський Бенедикт XV звернувся до правителів воюючих сторін із закликом про припинення військових дій. 4 серпня — опублікована Тимчасова інструкція Тимчасового Уряду, що обмежила компетенцію Генерального Секретаріату УЦР. 5 серпня — відбулося повстання німецьких матросів у Вільгельмсгафені. 9 серпня — Центральна Рада ухвалила рішення про скликання Всеукраїнських Установчих Зборів (Сойму).
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24 жовтня — Перша світова війна: розпочалася битва при Капоретто між військами Австро-Угорщини та Італії. 25 жовтня — у Петрограді відбувся Жовтневий переворот.
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9 листопада — Перша світова війна: німецька та австро-угорська армії отримують переконливу перемогу над італійцями у битві під Капоретто. 15 листопада — Фінляндія оголошує про розірвання особистої унії з Росією.
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Грудень 2 грудня — Перша світова війна: у Брест-Литовську укладено перемир'я між Радянською Росією та Німеччиною. 4 грудня — ультиматум Раднаркому РСФРР Ценральній Раді з вимогою допустити в Україну більшовицькі військові частини. 5 грудня — Центральна Рада відхилила ультиматум Радянської Росії, Росія оголосила війну УНР.
| 224
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7 грудня — Перша світова війна: США оголосили війну Австро-Угорській імперії. 8 грудня — внаслідок державного перевороту 5 грудня 1917 року, португальський прем'єр-міністр Афонсо Коста полишає країну та виїжджає до Франції; Сідоніо Паіс очолює владу. 11-12 грудня — Перша українсько-радянська війна: після невдалої спроби у Києві, більшовики збирають альтернативний Всеукраїнський з'їзд Рад у Харкові, де проголошують Радянську Українську Народну Республіку. 11 грудня — Перша світова війна: британський експедиційний корпус у Палестині захоплює Єрусалим та вибиває з регіону турецькі війська.
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Події у розвитку Перша світова війна (1914—1918) Етнічні чистки в Османській імперії: Геноцид ассирійців (1914—1922) Геноцид вірмен (1915—1918) Геноцид понтійських греків (1916—1923) Аварії й катастрофи 14 січня — Японський броненосний крейсер Цукуба (Tsukuba) затонув біля Йокосуки (Yokosuka) після вибуху носових льохів. Загинуло 200 чоловік. 21 січня — потужний землетрус на острові Балі (Індонезія) забрав 15 тис. життів.
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Загинуло 646 чоловік. 9 липня — Британський лінійний корабель Авангард (HMS Vanguard) затонув біля Скапа-Флоу після вибуху льохів боєзапасу. Загинуло 677 чоловік. 30 липня — землетрус у Китаї силою у 6,5 балів за шкалою Ріхтера забрав майже 2 тис. життів.
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Загинуло 1635 чоловік. Народились Дивись також :Категорія:Народились 1917 25 січня — Пригожин Ілля Романович, бельгійський фізико-хімік російського походження 11 лютого — Сідні Шелдон, американський письменник 11 лютого — Джузеппе Де Сантіс, італійський кінорежисер 25 лютого — Ентоні Берджес, англійський письменник 10 квітня — Роберт Бернс Вудворд, американський хімік 1 травня — Хитрук Федір Савелійович, російський мультиплікатор
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29 травня — Джон Фіцджеральд Кеннеді, 35-й президент США (1961—1963 рр.) 16 червня — Ірвінг Пенн, американський фотограф 30 червня — Сьюзен Гейворд, акторка 12 липня — Ендрю Ваєт, американський художник 27 липня — Бурвіль, французький комедійний кіноактор 6 серпня — Роберт Мітчем, американський кіноактор 18 серпня — Бородай Василь Захарович, Народний художник України. 21 серпня — Леонід Гурвич, американський економіст, Нобелівський лауреат 2007 року. 22 серпня — Джон Лі Хукер (John Lee Hooker), американський джазовий музикант, піаніст, співак
| 85
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}
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Репресований в роки СРСР за звинуваченням в українському буржуазному націоналізмі.
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26 вересня — Едґар Деґа, французький художник, графік та скульптор, імпресіоніст (* 1834). 3 серпня — Фердинанд Георг Фробеніус, німецький математик 15 жовтня — Мата Харі (Mata Hari), нідерландська тацюристка і шпигун (* 1876). 15 листопада — Еміль Дюркгейм, соціолог (* 1858). 17 листопада — Огюст Роден, французький скульптор (* 1840).
| 232
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з хімії: не присуджувалися з медицини та фізіології: не присуджувалися з літератури: Карл Адольф Г'єллеруп — «За його різноманітну й багату поезію, натхненну високими ідеалами», та Генрік Понтоппідан — «За його правдивий опис сучасного життя в Данії» премія миру: Міжнародний комітет Червоного Хреста — «За діяльність із поліпшення становища військовополонених» Див. також 1917 у авіації 1917 в кіно Примітки 1910-ті
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В Османській імперії править султан Селім III (до 1807). Під владою османів перебувають Близький Схід та Єгипет, Середземноморське узбережжя Північної Африки, частина Закавказзя, значні території в Європі: Греція, Болгарія і Сербія. Васалами османів є Волощина та Молдова.
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"path": null
}
|
Король Пруссії — Фрідріх-Вільгельм III (до 1840).
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У Португалії королює Марія I (до 1816). Португалія має володіння в Бразилії, в Африці, в Індії, в Індійському океані й Індонезії. На троні Великої Британії сидить Георг III (до 1820). Британія має колонії в Північній Америці, на Карибах та в Індії.
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Територія на півночі північноамериканського континенту належить Великій Британії, вона розділена на Нижню Канаду та Верхню Канаду, територія на півдні та заході континенту належить Іспанії. В Карибському басейні оголосила незалежність від Франції Гаїті, спочатку республіка, а під кінець року — імперія.
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",
"path": null
}
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У Катеринославі відкрилася семінарія. У світі
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26 квітня Генрі Аддінгтон подав у відставку з посади прем'єр-міністра Великої Британії. 10 червня Вільям Пітт молодший розпочав другий термін на цій посаді. 18 травня Сенат Франції проголосив Наполеона Бонапарта імператором французів.
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"path": null
}
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12 грудня Іспанія оголосила війну Великій Британії. Скінчилося Повстання секти Білого лотоса.
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Культура Відбулася прем'єра п'єси Фрідріха Шиллера «Вільгельм Телль». Вільям Блейк опублікував поему «Єрусалим». У Великій Британії засновано Королівське садівниче товариство. Людвіг ван Бетховен написав оперу «Фіделіо».
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13 вересня — Щедрін Семен Федорович, російський художник. 1 листопада — Йоганн Фрідріх Ґмелін, німецький натураліст, ботанік і ентомолог. 1800-ті
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В Османській імперії править султан Абдул-Меджид I (до 1861). Під владою османів перебувають Близький Схід та Єгипет, Середземноморське узбережжя Північної Африки, Болгарія. Васалами османів є Сербія та Боснія, Волощина та Молдова.
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"path": null
}
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Португалія має володіння в Африці, Індії, Індійському океані й Індонезії.
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Територія на півночі північноамериканського континенту, Провінції Канади, належить Великій Британії, територія на півдні континенту — Мексиці.
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27 травня сили Гарібальді захопили столицю Сицилії Палермо. 22 серпня сили Гарібальді висадилися в материковій Італії, а 7 вересня захопили Неаполь.
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Утворено Центральний банк Російської імперії. У Швейцарії засновано годинникову компанію TAG Heuer. У науці Знайдено перші залишки археоптерикса — відбиток пера. Воррен Де ла Рю сфотографував сонячні протуберанці.
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Написано популярну американську пісню «Діксі». Зведено будівлю Оксфордського музею природничої історії У спорті Організовано спортивний (пізніше футбольний) клуб Мюнхен 1860. Відбувся перший Відкритий чемпіонат Британії з гольфу. Народились Див. також :Категорія:Народились 1860 29 січня — Антон Павлович Чехов, російський письменник, драматург
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Життєпис Народився в с. Дунаєць, нині Глухівський район, Сумська область, Україна в сім'ї поміщика Андрія Івановича Маркевича (колишнього імперського дипломата в м. Дрезден і м. Константинополь), родовід якого бере початок з вищої гетьманської адміністрації XVII—XVIII ст. Отримав у спадок від батька Івана Андрійовича близько 700 кріпаків, маєток у селі Турівці Прилуцького полку і будинок у Москві. Матір'ю Миколи Андрійовича була графиня Анастасія Василівна Гудович гербу Одровонж.
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З 21 березня 1814 навчався в приватній школі Павла Білецького-Носенка в селі Лапинці під Прилуками. У 1817–1820-их навчався в при Головному педагогічному інституті в Петербурзі. Там входив до кола О. С. Пушкіна, І. І. Пущина, В. К. Кюхельбекера, А. А. Дельвіга, Ф. М. Глінки, К. Ф. Рилєєва, О. О. Бестужева.
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На початку 1821 відвідав Кам'янку — центр зустрічей учасників Південного таємного товариства. Служив у штабі 2-ї армії, до якої входив полк, що перебував у Тульчині, де він познайомився з майбутніми декабристами, спілкувався з Павлом Пестелем.
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"path": null
}
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Сочинение Николая Маркевича», в яку ввійшло 36 віршів.
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",
"path": null
}
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Він писав В. Жуковському:
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Лев Жемчужников згадував: У журналі «Библиотека для чтения» його звинуватили в написанні історії «мікроскопічної країни» Малоросії (України), в якій « … не більш як мільйон населення та сорок тисяч розбійного козацького війська». Російський літературний критик Віссаріон Бєлінський навіть виступив публічно проти важливої наукової діяльності Миколи Маркевича:
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З 1850-го він почав тяжко хворіти. Друкувати його праці знову почали після смерті імператора Миколи І.
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",
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Серед відомих у тому архіві були документи генерального підскарбія Андрія Марковича; документи гетьманів Івана Скоропадського, Кирила Розумовського, Кочубеїв і Гудовичів; матеріали з книгозбірні Петра Рум'янцева в с. Ташані Переяславського повіту.
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Згодом ця колекція документів з історії України XVII–XVIII ст. опинилася в Рум'янцевського музею міста Москви у фонді рукописних колекцій Російської державної публічної бібліотеки. Вказана редакція журналу в той час зазначала:
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Історичні праці
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Медико-хирург. Акад., 1842. — 383 с. Первая любовь, подвиги и кончина Тимофея Хмельницкого // Маяк. — 1840. — № 5.
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Матеріали, що ввійшли до цього видання, він зібрав у 1820–1830-х без докладної паспортизації. О климатѣ Полтавской губерніи. — , 1850; О пчеловодствѣ Полтавской губерніи. — , 1850;
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— Кіевъ, 1855; Художні твори 1831 року видав у Москві поетичну збірку «Українські мелодії», присвячену минулому України. Одним із перших в українській романтичній поезії витворив образ народного співця («Бандурист»), став першим, хто пов'язав мотив героїзму козацтва з політичною сучасністю України та її національно-визвольними потребами й прагненнями. Особисте життя Мав п'ять синів від шлюбу з Уляною Олександрівною Ракович (1809–1893 рр.): Андрій (1830–1907) Олександр Володимир Михайло Микола Вшанування пам'яті У Прилуках є вулиця Миколи Маркевича.
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Маркевич Микола Андрійович // Політична енциклопедія. Редкол.: Ю. Левенець (голова), Ю. Шаповал (заст. голови) та ін. — К.: Парламентське видавництво, 2011. — с.423 ISBN 978-966-611-818-2 Посилання Маркевич // Маркевич Микола // Ясь О. В. Маркевич Микола Андрійович //
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14 березня — Угорщина розпочала війну проти Карпатської України 15 березня — в місті Хуст проголошено незалежність Карпатської України 28 березня — генерал Франко захопив Мадрид. 23 серпня — підписаний у Москві договір про ненапад між СРСР та Третім Рейхом (Пакт Молотова — Ріббентропа) 1 вересня — вторгненням німецьких військ в Польську республіку розпочалась Друга світова війна 3 вересня — Велика Британія і Французька республіка оголосили війну Третьому Рейху 5 вересня — США оголосили про свій нейтралітет в європейській війні
| 110
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}
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Відповідь дати не пізніше ніж 3 години після цієї вимоги. Грецький прем'єр-міністр відповів що він не в змозі прийняти таке рішення за такий короткий час
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"path": null
}
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Тибетська експедиція Третього Рейху
| 390
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31 січня — Пороховщиков Олександр Шалвович, російський кіноактор. 1 лютого — Максимова Катерина Сергіївна, російська балерина. 5 лютого — Ібрагімбеков Рустам, азербайджанський письменник, кіносценарист.
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Член НСХУ. 2 квітня — Марвін Гей-молодший, американський співак. 7 квітня — Френсіс Форд Коппола, американський сценарист, продюсер, кінорежисер. 13 квітня — Пол Сорвіно, актор. 26 квітня — Дворжецький Владислав Вацлавович, російський кіноактор.
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"path": null
}
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17 липня — Кшиштоф Зануссі, польський кінорежисер.
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17 вересня — Меньшов Володимир Валентинович, російський актор, режисер. 22 вересня — Табеї Дзюнко, японська альпіністка. 3 жовтня — Каневський Віктор Ізраїльович, український футболіст.
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}
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3 травня — Ауверс Карл, німецький хімік (* 1863). Нобелівська премія
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}
|
Див. також 1939 в кіно 1939 у авіації Примітки 1930-ті
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Біографічні відомості Народилася 1939 року в місті Буринь Сумської області. На конкурсі самодіяльності її талант розгледів Григорій Верьовка, після чого, не знаючи нотної грамоти, була прийнята в Київську консерваторію імені П. Чайковського. 1964 року закінчила Київську державну консерваторію імені Чайковського, клас Марії Едуардівни Донець-Тессейр.
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З 1980 року викладала в Донецькій консерваторії, завідувала кафедрою академічного співу нині Донецької державної музичної академії ім. С. С. Прокоф'єва, викладачка вищої школи, професорка. Учні Ірина Беспалова-Примак — співачка (сопрано), актриса Київського театру оперети, заслужена артистка України. Звання та нагороди народна артистка УРСР (1972) орден Трудового Червоного Прапора орден «Знак Пошани» Примітки Джерела
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1985. 12 июня. Посилання Уродженці Бурині Українські сопрано Персоналії:Донецький театр опери та балету Депутати Верховної Ради УРСР 9-го скликання Депутати Верховної Ради УРСР 10-го скликання Українські оперні співачки Науковці Донецька
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Аварії й катастрофи 10 січня — у Чукотському морі затонула розчавлена льодом бригантина «Карлук». 31 березня — американський пароплав «Південний хрест» (Southern Cross) загинув на скелях південніше протоки Белл-Айл. Загинуло 173 людей.
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Народились Дивись також :Категорія:Народились 1914 4 січня — Джейн Ваймен, акторка. 5 лютого — Вільям Берроуз, американський письменник. 1 березня — Ральф Валдо Еллісон, американський письменник. Його єдиний роман «Невидимка» стоїть під номером 6 у Рейтингу 100 найкращих книг усіх часів журналу Ньюсвік.
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15 травня — Норгей Тенцинг, непальський альпініст. 15 червня — Андропов Юрій Володимирович, керівник КДБ СРСР (1967–1982), Генеральний секретар ЦК КПРС (1982–1984). 14 липня — Джо Шустер, канадський художник. 16 липня — Михайло Іванович Томчаній, закарпатський письменник. 31 липня — Луї де Фюнес, французький комедійний кіноактор.
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11 вересня — Гойко Стойчевич, майбутній Патріарх Сербський Павло. 6 жовтня — Тур Хейєрдал, норвезький мандрівник, етнограф, письменник. 26 жовтня — Акілле Компаньоні, італійський альпініст, перший підкорювач (разом з Ліно Лачеделлі) другої вершини світу, Чогорі, 31 липня 1954. 25 листопада — Джо Ді Маджио, видатний американський бейсболіст. Померли Дивись також :Категорія:Померли 1914
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13 квітня — Павло Харитоненко, український меценат, цукрозаводчик, підприємець та промисловець. Нобелівська премія з фізики: Макс фон Лауе — «за відкриття дифракції рентгенівських променів у кристалах». з хімії: Теодор Вільям Річардс — «За точне визначення атомних мас великого числа хімічних елементів» з медицини та фізіології: Роберт Барані — «За роботи з фізіології та патології вестибулярного апарату» з літератури: Премія не присуджувалася премія миру: Премія не присуджувалася Див. також 1914 в кіно 1914 у авіації Примітки 1910-ті
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