Предисловие
Ответы на жизненные вопросы
Много лет назад я встретил мирного воина на круглосуточной автозаправочной станции. Звали его Сократ, и вот что он мне тогда сказал: «В этом мире существует три категории людей: те, благодаря которым что-то происходит; те, кто наблюдают за тем, что происходит; и те, кто могут только догадываться о том, что же все-таки произошло». В те времена я был опытным атлетом, заставлявшим Землю «крутиться». Но за пределами тренажерного зала, сталкиваясь с дилеммами и необходимостью принятия решений в реальном мире, я по большей части только наблюдал, гадая, что вокруг меня происходит.
И не один я был таким.
Многие из нас проживают свои жизни случайно: почему-то завязывают отношения, как-то делают карьеру, ищут смысл жизни, надеясь и моля Бога о взаимной любви, удаче, достатке и здоровье. Долгие годы я жил вот так вслепую, наобум, пока не научился жить осмысленно.
Учиться я начал тогда, когда задал Сократу свой первый вопрос. Он пожал плечами и сказал: «Достаточно знать Местные Правила». «Место» – это жизнь, Дао, Вселенная, реальность; «правила» – универсальные законы или обучающие правила. Представленные в этой книге Местные Правила – вынесенные из школы жизни уроки – помогут встать на путь осмысленного существования.
Осмысленная жизнь охватывает как разумную сторону бытия, так и веру. Разум позволяет нам поставить нужную цель, а вера учит полагаться на жизненный процесс. Даосская мудрость гласит: гибкость побеждает непреклонность – как стремительный ручей обходит препятствия, так и наши цели приспосабливаются к часто меняющему свое направление течению жизни. Таким образом, Местные Правила – это не заученные формулы, а ненавязчивые напоминания. Живя осмысленно и действуя по правилам, мы становимся похожими на бамбук – сильный, но гибкий, – уступаем под натиском встречных сил, затем снова возвращаемся к заданному курсу.
Формат данной книги также был выбран осмысленно – книга была разработана специально для того, чтобы вы могли легко ознакомиться с упомянутыми выше правилами. Открыв любой раздел, вы обратите внимание, что он:
• начинается с общего вопроса;
• далее идет Местное Правило;
• краткое пояснение;
• два относящихся к заданной проблеме вопроса и ответы на них;
Некоторые вопросы в этой книге сугубо личные, другие же затрагивают универсальные темы; одни выражают любопытство, другие представляют собой просто крик отчаяния. Вопросы эти интересуют людей по всему миру, они отражают наши обычные желания и дилеммы. Темы вопросов включают в себя взаимоотношения между людьми, работу, детей, здоровье, нравственность, психологию, ценности и необходимость принятия решений. Для облегчения восприятия я их отредактировал и намеренно не указал имена авторов, поскольку их личности не имеют непосредственного отношения к поднятым глобальным проблемам.
Мне кажется, что мои ответы не столько исходят от меня, сколько проходят через меня. Конечно, я не черпаю мудрость из пятого измерения, разговоров с Богом или посланий астральных наставников. Дар мой помог мне выразительно и открыто живописать Местные Правила так, как я их интуитивно понимаю. Как гласит одна пословица, «Нет секретов там, где есть любовь».
Опробуйте эти Местные Правила на себе, на личном опыте; приспособьте их к каждой конкретной ситуации. Вы поймете, что они указывают путь к большей продуктивности, креативности и веселью, учат нас, как можно вести более нравственную и духовно насыщенную жизнь в царстве материализма. Бог помогает тем, кто помогает себе сам – и это как раз книга для такой помощи себе самим. Чем лучше мы становимся, тем больше пользы приносим миру. Ведя осмысленную жизнь, улучшая ее качество, мы вдохновляем других своим примером.
Как говорится в одном из Местных Правил, которое я разъясню чуть позднее, я не в силах дать вам мудрость, которой в вас самих нет, но могу указать на ваши скрытые силы. И если эта книга стимулирует рефлексию и интуитивное понимание, – если вы постараетесь узнать правду о себе – значит, цель книги «Вопросы разума – ответы сердца» достигнута. Читая эту книгу, не отступайте от веры в то, что, несмотря на все дилеммы и трудности мира, наши жизни представляют собой великую Загадку, разгадать которую можно только в согласии с универсальными законами вкупе с осознанием нашей сущности.
Дэн Миллман,
весна 2000 г.
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Есть ли смысл в жизни?
Земля – это школа, а жизнь – наша классная комната
Мы здесь для того, чтобы научиться лучше понимать мир и самих себя. Познание мира помогает нам добиваться успеха. Познание себя способствует эволюции. Все наши трудности в сфере взаимоотношений, здоровья и финансового положения – всего лишь часть учебной программы. Ежедневно жизнь учит нас всему, что необходимо для того, чтобы сделать следующий шаг. Буквально каждый день нам даются все новые уроки.
Вопрос: Мы растем, ходим в школу, зарабатываем на жизнь, обзаводимся семьями, ездим в отпуск, посещаем церковь и живем до тех пор, пока не умрем. Разве этого не достаточно? К чему весь этот интерес к духовной стороне жизни? В чем смысл?
Ответ: Большинство из нас согласится, что жизнь это школа в том смысле, что дает нам много уроков. Но если смерть – конец всему, что же в первую очередь является смыслом существования? Вопросы о смерти часто приводят нас к размышлениям о жизни. Что мы собой представляем: случайный эксперимент или часть большей картины? Один вопрос приводит к другому, но все они приводят к осознанию Загадки. Некоторые из нас в таких случаях обращаются к вере и религии; другие пытаются самостоятельно найти разгадку. И на этом поле догадок восходят семена духовности.
Лучший учитель – открытое сердце.
Неизвестный автор
В какой-то момент мы получаем фундаментальные уроки в школе жизни: наше сознание находится одновременно в двух отдельных реальностях, у каждой из которых есть свои принципы и законы. Первая – традиционная общепринятая реальность, описанная в вашем вопросе. Вторая – трансцендентная реальность, духовное измерение.
Большую часть времени традиционная реальность монополизирует наше внимание суетой повседневной жизни: проблемами образования, заработка, взаимоотношений в семье и с другими людьми, здоровья. Драматические спектакли наших жизней, разыгранные в театре приобретений и потерь, желаний и удовлетворения, кажутся полностью реальными и исключительно важными. Традиционная жизнь включает в себя погоню за удовлетворением и самореализацией, которые зависят от событий, развивающихся параллельно с нашими желаниями, надеждами и ожиданиями. Стараясь добиться желаемого, мы страдаем от своих же привязанностей, стремлений и тревог.