Я верю в бога, но как говорится, не до фанатизма. Но зато искренне, Зачастую обращаюсь за помощью. Прошу здоровья для себя и близких, дать работу. Но никогда не прошу денег, материальных благ. Будет здоровье и работа, остальное приложится.
Как говорят служители культа «Бог был, есть и будет всегда». Это аксиома, а она не требует доказательств.
Прочь из сердца гоните сомненья –
Бог был и есть и будет всегда
Господь нам шлёт благословенья
И помощь окажет – если беда.
ОН создал моря, солнце и реки,
Красавицу нам подарил ОН тайгу!
Его заботу о человеке
Я вижу на каждом шагу.
Мы не раз в этой жизни болели,
Смерть кружила не раз над тобой,
Но Дух Святой у твоей был постели
И она исчезала в тот час роковой.
О, если б не ОН-то не жить нам на свете,
Не видать бы родных и друзей.
ОН Бог и Царь на любимой планете,
Надежда жизни твоей и моей!
Василий Примак
В своих исследованиях я опираюсь на свои знания по естественным наукам.
Как заметила Наталья Бехтерева нейрофизиолог, крупный исследователь мозга, доктор медицинских наук, профессор. «Очевидно, что к вере нельзя прийти ни под чьим – то влиянием, ни по одному лишь эмоциональному порыву, ни тем более по причине логически выстроенных умозаключений. Духовный путь человека – слишком тонкая материя. Никакие примеры здесь не уместны».
В этом произведении вы узнаете: Что думают учёные о Боге. Что такое мёртвая и живая вода. Что говорят Иерархи церкви о спасении Мира. И что же всё-таки спасёт Мир!
Звучит в душе Божественная лира
Открыты нам Пространства Мира
Зовёт и манит Чёрная Дыра
И наблюдают неусыпно
Оттуда тёмные глаза
Вселенной, Мира, Скромного Творца!
Виктор Бабушкин
Исследователи уходят от объяснений многих гипотез, сваливая всё на происки инопланетян. Например, происхождение человека и жизни на Земле. Дело в том, если всё это создали инопланетяне, то кто же создал их?
Многие учёные мужи в настоящее время склонны считать, что не обошлось без вмешательства Творца.
По данным А.В. Фомина: «Теория креационизма предполагает, что все живые организмы (либо только простейшие их формы) были в определённый период времени сотворены («сконструированы») неким сверхъестественным существом (божеством, абсолютной идеей, сверхразумом, сверхцивилизацией и т.п.). Очевидно, что именно этой точки зрения с глубокой древности придерживались последователи большинства ведущих религий мира, в частности христианской религии.
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)
Теория креационизма и в настоящее время достаточно широко распространена, причём не только в религиозных, но и в научных кругах. Обычно её используют для объяснения наиболее сложных, не имеющих на сегодняшний день решения вопросов биохимической и биологической эволюции, связанных с возникновением белков и нуклеиновых кислот, формированием механизма взаимодействия между ними, возникновением и формированием отдельных сложных органелл или органов (таких, как рибосома, глаз или мозг). Актами периодическою «сотворения» объясняется и отсутствие чётких переходных звеньев от одного типа животных
к другому, например, от червей к членистоногим, от обезьяны к человеку и т.п.
Необходимо подчеркнуть, что философский спор о первичности сознания (сверхразума, абсолютной идеи, божества) либо материи принципиально не разрешим, однако, поскольку попытка объяснить любые трудности современной биохимии и эволюционной теории принципиально непостижимыми сверхъестественными актами творения выводит эти вопросы за рамки научных исследований, теорию креационизма нельзя отнести к разряду научных теорий происхождения жизни на Земле.
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)
Атеистическая пропаганда, массированному воздействию которой мы подвергались в течение десятилетий, воспитала в нас заблуждение, будто наука и религия несовместимы и противоречат друг другу. Многие крупнейшие учёные были не только глубоко религиозными людьми – некоторые из них занимались богословием и иной религиозной деятельностью, считая её ничуть не менее важной, чем занятия наукой. Это обстоятельство тщательно замалчивалось теми, кто вёл антирелигиозную пропаганду. Делать это было не так уж и трудно, поскольку истинно верующий человек не будет фарисейски трубить на всех перекрестках о своих взглядах, навязывать их кому-либо. Его мировосприятие для него естественно, это образ мыслей, жизненная философия. Поэтому «религиозные платформы» крупных учёных, как правило, широковещательно не декларировались ими и упоминания о них сохранились либо в личной переписке, либо в виде случайных вкраплений в научные труды, либо в воспоминаниях современников.
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)
Исаак Ньютон (1643–1727), физик и математик: «Библия содержит в себе больше признаков достоверности, чем вся светская история».
«Чудесное устройство космоса и гармония в нём могут быть объяснены лишь тем, что космос был создан по плану всеведущего и всемогущего существа. Вот – моё первое и последнее слово».
Астроном Гершель: “Чем более раздвигается область науки, тем более является доказательств существования Вечного Творческого и Всемогущего Разума”.
Астроном Мэдлер: “Кто ничего кроме случая не хочет видеть в этой гармонии, обнаруживающейся с такою очевидностью в строении звёздного неба, тот должен этому случаю приписать Божественную мудрость”.
Фламмарион Камиль, знаменитый астроном, исследовавший Луну, Марс, двойные звезды: “О, Верховный Виновник всей стройности и красоты! Кто же и что же такое Ты, если дела Твои столь велики? И какое имя дать тем, кто отрицает Тебя, кто не живёт мыслью о Тебе, кто никогда не чувствовал Твоего присутствия?”
“Математический порядок астрономической организации (Вселенной) обязан своим происхождением Разуму”.
Великий учёный-физик, астроном и механик Галилео Галилей – первооткрыватель законов инерции и свободного падения тел, изобретатель телескопа, открыл горы на Луне, 4 спутника Юпитера, фазы у Венеры, говорит: “В действиях природы Господь Бог является нам не менее достойным восхищения образом, чем в божественных стихах Писания”. “Священное Писание никогда не может погрешать или заблуждаться. Само Писание никогда не может ошибаться, потому что во многих местах оно не только допускает, но требует толкования, отступающего от прямого буквального смысла”.
Крупнейший физик, астрофизик и космолог XX века Джине говорит: “Примитивные космогонии рисовали Творца работающим во времени, выковывающим Солнце и Луну, и звезды из уже существующего сырого материала. Современная научная теория заставляет нас думать о Творце, работающем вне времени и пространства, которые являются частью Его творения, так же, как художник находится вне своего холста”.
Крупнейший физик XX века Артур Комптон, лауреат Нобелевской премии, говорит: “Вера начинается со знанием того, что Высший Разум создал Вселенную и человека. Мне нетрудно верить в это, потому что факт наличия плана и, следовательно, Разума – неопровержим. Порядок во Вселенной, который разворачивается перед нашим взором, сам свидетельствует об истинности самого великого и возвышенного утверждения: “В начале – Бог”.