Когда только начались исследования по материалам, которые получили название «Большой Космический Обман США» автор этих публикаций сначала сам не мог поверить в то, что им было обнаружено. Такого просто не могло быть, потому, что такого быть не могло. Вот первое, что возникает при рассмотрении фальсификации всех пилотируемых «полетов» американских «космонавтов», якобы, осуществленных ими в период с 5 мая 1961 год по 15 июля 1975 год. Основные признаки фальсификации и обмана подробно рассмотрены в предыдущих частях книг серии «Большой Космический Обман США». Все что можно было найти в этом нагромождении американской лжи, казалось, уже найдено и многократно исследовано. Но оказалось, что это не так. Внимание автора привлекли «стыковки».
Есть тема, которая, как правило, не привлекала внимания, как защитников американской мифологии, так и критиков фальшивых полетов «космонавтов» США. Это сведения, которые представили американские сказочники, сочинители мифов об успешных «стыковках» «космических» аппаратов, о фальшивых американских рекордах и достижениях. Американская мифология и пропаганда определяли понятие стыковки следующим образом: «Стыковка – процесс (или способ) соединения космических аппаратов (КА) с помощью стыковочного механизма (агрегата стыковки), допускающего в дальнейшем рассоединение (расстыковку) КА и продолжение их полётов по отдельности. При этом осуществляется механическое соединение, достаточно прочное для управления полётом одного аппарата с помощью состыкованного с ним другого». [1] Американская мифология рекордов: «Первое в мире сближение двух пилотируемых кораблей было произведено 15 декабря 1965 года кораблями США „Джемини-7“ и „Джемини-6A“. Максимальное сближение кораблей составило 30 см. Первая в мире стыковка в ручном режиме была осуществлена 16 марта 1966 года пилотируемым кораблём США „Джемини-8“ с ракетной ступенью „Аджена“ запущенной 100 минутами ранее». [1] В некоторых американских СМИ стыковкой называют сближение космических кастрюль «Джемини-6А» и «Джемини-7» в американском космосе. Вся проблема этих «достижений» в том, что ни в одном из перечисленных «полетов» программы «Джемини» не имела стыковочного механизма, агрегата стыковок, которое было бы «достаточно прочным для управления полета» такого соединения. Невозможно считать стыковочным механизмом ленту, которую «космонавты» США, каким-то волшебным образом, привязали к «мишени»!
Согласно американским сказкам технических писателей НАСА, «космонавт» вылетал из кабины вместе с тросом. Потом он привязывает один конец на стержень, который устанавливает в носовой части капсулы. Второй конец он, каким-то непонятным образом прикрепляет в мишени. Особый секрет в этой процедуре состоял в появлении стержня на передней части капсулы, которого в момент старта на «космическом» аппарате не было. Не существовало никакой откидной системы для такого крепления. На этот стержень надевался зажим. К нему привязывалась полоса материи, которая в этом процессе и выступала в качестве дополнительного «стыковочного механизма».
Подобную клоунаду американские мифологи обозвали стыковкой. Некоторые активные американские пропагандисты называют стыковкой сближение «Джемини-6А» и «Джемини-7». Американские журналисты-пропагандисты НАСА в те годы называли это сближение на 30 см тоже стыковкой. Но потом они исправились и стали использовать термин «сближение». Как посчитали расстояние между двумя «космическими» кастрюлями НАСА мифология США не сообщает. Но о рекорде хвастуны и обманщики НАСА заявили сразу же и подобное «достижение» теперь упоминается во всех «энциклопедиях, вроде рупора американской пропаганды «Википедии», которые хором повторяют сочинения американских сказочников о таких «стыковках»
Маленький макет с демонстрацией этого «достижения» клоунов показывает наглядно процесс такой «стыковки».
Исследование фотографий НАСА, других источников информации показывают, что американские фальсификаторы имели в своем распоряжении симуляторы «космических прогулок», макеты «космических» аппаратов США. Они в самых мелких деталях соответствовали оригиналам, которые были продемонстрированы американцами до их попадания в американский «космос» и после старта. Нет никакой гарантии, что в «космосе» США сфотографированы макеты малых размеров, а не реальные объекты. Не трудно догадаться, для чего американским сказочникам нужны были такие «игрушки». Они отлично подходят для того, чтобы продемонстрировать в американском «космосе» американскую «стыковку», а потом хвалиться своим мировым рекордом в указанной области.
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)
Но у такой съемки есть серьезный недостаток. Невозможно, рядом с уменьшенными макетами капсулы «Джемини» и мишени «Аджена» сфотографировать или снять на камеру космического, живого актера с реальными размерами. Поэтому не существует фотографий космонавтов, которые осуществляли подобные действия по стыковке с помощью троса двух «космических» объектов. Осуществление рекордов, о которых сказано далее, не имеет никаких подтверждений в виде фотографий живого космонавта, осуществившего выход в «космос» для создания связки между капсулами «Джемини» и «Аджена». Каким образом были связаны тросом два этих объекта, зрителю не показали.