В поисках спокойствия. Ошо (Бхагаван Шри Раджниш)

в эзотерике: конструкция, которая существует в мышлении человека, но еще не воплотилась в материальном мире.

      7

      Мейстер Экхарт (1260–1328) – немецкий богослов и философ, учивший о присутствии Бога во всем существующем.

      8

      Aham brahmasmi (санскрит) – в индуизме одна из четырех мантр, используемых для объяснения единства макрокосма и микрокосма.

      9

      Махавира – индийский проповедник, современник Будды, основатель джайнизма.

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