Данная книга рекомендована для подростков, выпускников школ и любознательных жителей нашей планеты. В этом произведении рассказывается о трёх изобретателях разного возраста. Они были одержимы одной идеей, которая волновала на протяжении почти ста лет умы познавательных и изобретательных людей. В прошлом некоторые посвятили всю свою сознательную жизнь решению этой проблемы. Только в наше время, нашим героям стало подвластно это решение. Непомерный труд и врождённая изобретательность с малых лет этих трёх человек позволила им постепенно добраться до истины и в короткий срок познать силы природы, побуждающие процессы движения времени в нашей вселенной. Разработать и построить конструкцию аппарата, которая, воздействуя на эти силы природы, всё-таки проломала пространство времени. В этой книге рассказывается, как наши герои построили реальную машину времени. И как эти события изменили их жизнь, как они нашли себе благородную, интересную, но очень опасную работу. Эта книга для тех, кто увлекается физикой времени и решается всё-таки понять, почему время, невзирая ни на что, идёт. А также для любителей фантастики и желающих познать возможное будущее и для тех, кто постоянно находится в поиске истины и размышлениях, по сути. Для тех, кто, не боясь своих ошибок, смело идёт вперёд, невзирая ни на какие трудности, целенаправленно и настойчиво, ломая перед собой всевозможные преграды, выстроенные как судьбой, так и человеком. Начиная с первой главы, читатель погружается в мир интересных фантазий и разных изобретений, связывая всё это реальными доводами, подтверждая их научными фактами. Наши герои, ломая головы, копаясь в тоннах технической литературы, изыскивают одно единственное и в то же время самое верное решение, дающее возможность построить им конструкцию машины времени. Их многообещающая идея и вложенный в неё неимоверный труд дали возможность реально познать физику времени и как следствие этого обуздать наш континуум времени, проломав временной барьер. Вот с этого всё и началось. Помимо выполнения своих служебных заданий им постоянно приходилось совершенствовать свой космический корабль и машину времени. Повышая свою мощь для борьбы в первую очередь с катастрофическими природными явлениями. Несущими жителям многих планет смерть, разруху и горе. А так же с попутным и, как правило, не менее опасным фактором, разгулявшимся в те времена космическим братством пиратов, корсаров и настоящих флибустьеров. Было это или не было, никто этого не помнит, время изменчиво. Но герои этой книги точно знают, что были космические пираты и они с ними стойко боролись, как только могли. Оно, это явление, в какой-то мере живёт и в наше время на море и в воздухе. А в то время пираты и флибустьеры особенно разгулялись в нашей галактике на обычных космических трассах. Пиратство в это время обрело для себя новую жизнь, примерив на себя новую форму галактического терроризма и разбоя. Как правило, ведущего к силовому захвату слаборазвитых планет и космических кораблей. В итоге всё заканчивалось насильственным порабощением жителей этих планет и гибелью космических экипажей или, в лучшем случаи, скоропостижной высадкой экспедиций вместе с экипажем корабля на необитаемую планету. Каждая цивилизация проходила через эту воинствующую эпоху разбоя и наживы. Но чтобы так она разгулялась в нашей галактике, такого произвола ещё никогда не было. Борьба наших героев завершилась успешно. В кротчайшее время, по всем космическим меркам, пиратство как фактор грабежа и разбоя в галактике было скоропостижно побеждено. Космическая эпоха пиратов была сломлена, частично разбита, а остатки рассеяны по галактическим просторам. Мир в обозримой вселенной восторжествовал, и в этом была весомая заслуга нашего боевого экипажа. Кроме выполнения своих служебных обязанностей, спасая на обречённых планетах целые цивилизации от природных катастроф, происходящих в открытом космосе, наши герои участвовали в далёких переходах во времени. Совершали в разных созвездиях и даже в галактиках научно-познавательные экспедиции с коллективом учёных. Наш экипаж доставлял их на заданное место, как в пространстве, так и во времени. Целеустремлённо преодолевая огромное расстояние за короткий промежуток времени, наши герои порой смело, и самоотверженно предотвращали все угрозы и опасные препятствия.
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)
ГЛАВА № 1
Воплощение мечты в реальность – «Машина времени»
Это всё началось поздним осенним вечером. Запоздавшее бабье лето, навевая грусть, дышало ночной прохладой. Лёгкие порывы ветра срывали с деревьев подсохшую листву, подхватывая и кружа, уносили её к ближайшим кустарникам парка и впадинам вялой травы, где она и оседала. Выгуливая своё домашнее животное, я бродил по аллеям опустевшего близлежащего парка. Кое-где, частично освещая территорию парка, столбы стояли в унылом одиночестве и мой вальяжный переход от одного к другому, напоминал мне изменение поры суток: день-ночь, день-ночь. Медленно двигаясь от одного фонаря к другому, иногда замедляя шаг или останавливаясь, я вглядывался в звёздное небо, которое в этот вечер было, почему-то ярче обычного. Я поражался его глубиной и насыщенностью далёких ярких светил при этом, задумываясь над тем, что бы было, если бы я видел, и те планеты, которые окружали своими орбитами каждую звёздочку. Какая звездная масса открылась бы моему взгляду. Скорее всего, Млечный путь, представил я, стал бы сплошным потоком света, если осветить всю вселенную, всю тёмную массу, находящуюся в ней: планет, астероидных полей, газовых скоплений, галактик и темной материи. Весь вечерний небосклон стал бы как лесная поляна, густо усеянная цветами, и на Земле от этого яркого света стали бы белыми ночи. Думая об этом, я искал взглядом свою собаку, которая игриво бегала от кустарника к кучам нанесённой ветром листвы. С лаем, зарываясь в неё, то, гоняясь за крупными падающими листьями, пытаясь поймать каждый лист и растерзать его в клочья. Собака заигралась, и начала постепенно удаляться вглубь большого парка. «Билл, ко мне!», – прикрикнул я на него (так зовут моего кобеля). Собака у меня породистая английский кокер-спаниель ранней зрелости, то есть ещё молодой, но по росту достигший своего предела, а вообще в меру игривый, добродушный пес.