Verse:Hmøøh/Ngedhraism: Difference between revisions
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'''Ngronaism''' (''ing-ROH-nay-iz-əm'' (AmE) or ''ing-RON-ay-iz-əm'' (BrE), [[Eevo]]: ''Ñronaivih'' /ˈŋrɔnaivih/, [[Windermere]]: ''Thăngop Ronea'' 'Ngrona religion', [[Clofabosin]]: ''Ronevatran'' 'Ngrona-faith') is a religion founded by Anbirese ''pĭda'' (religious teacher) Emisom Jeodgan. Ngronaism is a monolatrous faith; the religion teaches that the Second Mover ([[Eevo]]: ''a Nwtxáh Arn''; a concept borrowed from Mărotłism) exists in the external world as a goddess named Ngrona (Eevo: ''Ñrona''), not merely as a force that exists within the mind; she is loving towards all sentient beings and wants to liberate them. Ngronaists believe that Ngrona is in opposition with the First Mover, a demiurge who created the current world with all the evil and suffering in it, and that she will eventually defeat the First Mover and usher in her heaven where all sentient beings who meditated upon her will go and rejoice in her radiance and beauty. | '''Ngronaism''' (''ing-ROH-nay-iz-əm'' (AmE) or ''ing-RON-ay-iz-əm'' (BrE), [[Eevo]]: ''Ñronaivih'' /ˈŋrɔnaivih/, [[Windermere]]: ''Thăngop Ronea'' 'Ngrona religion', [[Clofabosin]]: ''Ronevatran'' 'Ngrona-faith') is a religion founded by Anbirese ''pĭda'' (religious teacher) Emisom Jeodgan. Ngronaism is a monolatrous faith; the religion teaches that the Second Mover ([[Eevo]]: ''a Nwtxáh Arn''; a concept borrowed from Mărotłism) exists in the external world as a goddess named Ngrona (Eevo: ''Ñrona''), not merely as a force that exists within the mind; she is loving towards all sentient beings and wants to liberate them. Ngronaists believe that Ngrona is in opposition with the First Mover, a demiurge who created the current world with all the evil and suffering in it, and that she will eventually defeat the First Mover and usher in her heaven where all sentient beings who meditated upon her name will go and rejoice in her radiance and beauty. | ||
(Ngrona is basically Amitābha + the Monad.) | (Ngrona is basically Amitābha + the Monad.) | ||