Глава 1
Миллионы лет назад
Император размышлял над превратностями судьбы. Пока она к нему благоволила и позволила осуществить самые дерзкие мечты. Он встал во главе Звездной империи, включающей в себя несколько цивилизаций. Где цементирующей силой стала цивилизация Солем. Теперь оказалось, что предками Солем являются люди с планеты Земля. Планеты и звездной системы которой уже давно нет, все кануло в пучину космического катаклизма. Волею судьбы, совершенно случайно, в руки Солем попали информационные кристаллы с древнего корабля землян «МИЛКОМЕДА». Из них стало ясно, что земляне отправили корабли-ковчеги в разные точки галактики, а один из кораблей-ковчегов назывался «СОЛЕМ». Становилось очевидным, что Солем являются предками землян. Такие осколки цивилизации могли встретиться, где угодно. Неизвестно еще, где находится цивилизация Оров, в которой земляне заменили собой вымершую расу Оров. Цивилизация, должно быть, очень мощная, ведь пришли не на пустое место, а технологически подготовленное, но все равно пришлось воевать с Келлами за место в звездном секторе. Цивилизация Келлов очень напоминала современных Квартов, но полной уверенности пока нет, нужно досмотреть материал с информационных кристаллов. Император задумчиво прошелся по залу, на ум пришла замечательная философская мысль: «Знать путь и пройти его – не одно и то же».
От размышлений оторвал доклад начальника отдела по артефактам Митла.
– Император, все готово к просмотру заключительной части информации с древнего звездолёта «МИЛКОМЕДА».
– Приглашенные собрались?
– Так точно, ждут только вас.
– Ну что же, иду, – вошел в просмотровый зал, поздоровался и опустился в свое кресло. Просмотр предстоял длительный и, судя по всему, он даст ключ к пониманию настоящего.
– Давайте приступим. Митл, начинайте.
– Уважаемый император, уважаемые гости, это отрезок информации будет долгим, чтобы увязать его с тем, что вы уже видели, и дабы все выглядело логично, нашим специалистам удалось сделать реконструкцию событий с самого начала. А события начинаются на планете Земля, этот отрезок был сильно испорчен, но вот теперь можно его посмотреть.
Император посмотрел на Митла одобрительно, понимая, как ему нелегко делать реконструкцию событий и преподносить в виде увлекательной истории.
– Что ж, такой экскурс в прошлое не помешает. Не спорю, нам интересно, что предшествовало старту исследовательского звездолета «МИЛКОМЕДА».
– Благодарю вас, император, начинаю.
Глава 1
Солнечная система. Земля.
Профессор Михеев Павел Петрович, светило астрофизики, специалист по космическим катаклизмам, выступал перед правительственной комиссией солнечной системы. Вопрос был банальный и, казалось, всем известный. Вопрос, который ранее звучал риторически, а теперь встал во весь рост: сближение галактики Андромеда с галактикой Млечный Путь, в которой находилась солнечная система. Причиной всему стала космическая механика, вселенная устроена рационально, одновременно, с одной стороны являясь яслями для зарождения жизни, образования звезд, планет, галактик, с другой – разрушителем всего созданного. Космические катаклизмы – обычное дело, сталкиваются астероиды, планеты звезды, звездные системы и галактики, приводя к немыслимым разрушениям в нашем понимании. Но из материала этих разрушений формируются новые звезды и галактики. Процесс это постоянный, замкнутый и цикличный. Вот такой вопрос встал в полный рост перед правительством солнечной системы.
Голос профессора звучал монотонно, он говорил о вещах, которые, казалось бы, должен знать каждый, но вот, поди же ты, не знали. Возможно, просто не хотели знать, но деваться некуда, события в солнечной системе заставляли вникать в проблему правительство и жителей.
– Все давно знают, что в далеком (по нашим меркам) будущем наша галактика Млечный путь столкнется с галактикой Андромеда. По расчетам астрономов это произойдет примерно через четыре или шесть миллиардов лет. Казалось бы, долго, но нет, давайте посмотрим, что становится с нашим любимым Солнцем, источником жизни?
Вы знаете, уважаемы коллеги, что Солнце – это звезда класса "жёлтый карлик". Она находится от нас в ста пятидесяти миллионах километров и обеспечивает Землю, да и вообще все тела в солнечной системе, энергией. Всего за год наша звезда выбрасывает в космос около 3,8*10^34 Дж энергии (всего 0.00002 % от этого достаётся Земле и этого хватает для её обогрева), теряя при этом 4,3 миллиона тонн массы. Логично, что когда-нибудь она закончится, так?
Присутствующие согласно кивали, а профессор продолжал.
– Солнце светится и выбрасывает такое большое количество энергии, потому что это колоссальный термоядерный реактор. В центре звезды проходят реакции по превращению водорода в гелий с выбросом огромного количества энергии. И когда водород закончится, то в термоядерные реакции вступит гелий – именно на этой стадии Солнце превратится в красного гиганта. Выглядеть это будет примерно так, – он показал изображение огромного солнца.
![](data:image/jpeg;base64,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)
Размеры такого Солнца в двести раз превысят нынешние. Земля окажется так же близко, как Меркурий находится близко к Солнцу. Наивно думать, что жизнь на ней останется – скорее всего, она исчезнет ещё задолго до превращения Солнца в красного гиганта. Каждый миллиард лет наша звезда увеличивает яркость на 10 %, и уже через 2—3 миллиарда вся вода на Земле испарится. А нет воды – нет и жизни. Кстати, красным гигантом Солнце пробудет сравнительно недолго – около ста миллионов лет, именно тогда закончится гелий. А что же будет сжигаться дальше? Всё остальное: углерод, металлы, азот, кислород и т.д. После периода красного гиганта, Солнце сожмётся до размеров в 100 раз меньше нынешних. Оно станет белым карликом – очень плотной и маленькой звездой. На стадии сжатия часть Солнца отделится и сформирует ионизированное облако газа (то есть вещество в состоянии плазмы) размером в несколько солнечных. В итоге получится планетарная туманность.
Ещё через десятки миллиардов лет у Солнца не останется достаточной энергии для удерживания вокруг себя газового облака, и оно улетучится в космос. В конце останется одна маленькая звезда, которая будет медленно угасать до конца своих дней.
Я нарисовал ретроспективную картину будущего для человечества и солнечной системы, но проблемы наступают уже сейчас. Да если бы только это, коллеги, нет, это не все, параллельно с этим небольшим коллапсом по меркам вселенной, надвигается другой, не менее катастрофичный – слияние Млечного пути и соседней галактики Андромеда. В результате получится новая галактика – Милкомеда. Есть предположение, что нашу солнечную систему попросту выкинут из новой галактики в результате гравитационного манёвра. К сожалению, мы этого уже не узнаем. Плюс, ко все этим прелестям, сверхмассивные черные дыры в центрах галактик начнут свой танец сближения и прямо перед слиянием испустят сильные гравитационные волны мощью в десять квинтиллионов Солнц. Мы этого не увидим, если будем сидеть сложа руки и наблюдать за приближающимся космическим катаклизмом. Я изложил проблему понятным доступным языком, если есть вопросы, готов ответить.