La dottrina della trinità non è biblica e non è insegnata nelle Scritture ebraiche (Antico Testamento).
Gli Ebrei e i primi cristiani non conoscevano alcuna trinità, la dottrina trinitariana è nata solo dopo il Concilio di Nicea del 325 D.C. prima nessun cristiano conosceva tale dogma tantomeno gli apostoli.A questo aggiungiamo il fatto che il termine Trinità sia totalmente assente nella Bibbia,sottolineando come,invece,questo fosse caro a tutte le civiltà pagane.La trinità è una dottrina e una parola molto cara ai pagani e alle religione pagane da quella egiziana a quella buddista,passando per la fenicia e la babilonese.In basso potete vedere alcune raffigurazioni di trinità pagane:
![Risultati immagini per La trinita egizia](data:image/jpeg;base64,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)
La trinità egizia: Iside Osiride Orus
![Risultati immagini per La trinita capitolina](data:image/jpeg;base64,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)
La trinità capitolina Giove giunone Minerva
![Risultati immagini per La trinita induista](data:image/jpeg;base64,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)
Trinità induista ovvero la Trimurti: Sarasvati, Lakshmi e Parvati
![Risultati immagini per La trinita babilonese Marduk, Ishtar e Nabu.](data:image/jpeg;base64,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)
Trinità babilonese: Marduk, Ishtar e Nabu
La trinità egizia: Iside Osiride Orus
La trinità capitolina Giove giunone Minerva
Trinità induista ovvero la Trimurti: Sarasvati, Lakshmi e Parvati
Trinità babilonese: Marduk, Ishtar e Nabu
5 commenti:
Un caso particolare di culto della Trinità è quello che avviene nel Lazio, a Vallepietra vicino alle sorgenti dell'Aniene. Qui viene venerata una forma particolare di trinità, composta di 3 figure uguali, che vengono comunemente raffigurate come 3 immagini ripetute di Cristo e che è comunemente conosciuta come "la SS.Trinità". Uno studio della dott.ssa Maria Antonietta Tomei, pubblicato sul numero del 1986 degli Atti e memorie della Società Tiburtina di Storia e d'Arte (AAMMSTSA), mette in risalto che i comuni laziali dai quali attualmente (ogni anno di meno a dire il vero) partono i pullman di pellegrini diretti alla "Santissima" ricadono in quello che, in epoca pre-romana, era il territorio deg.i Equi. Al contrario, altri comuni vicini, ma che storicamente appartengono ad altri territori diversi da quello degli Equi, non praticano questa usanza.
Leandro Teodori
Molto interessante quello che hai esposto. Dove si potrebbero trovare maggiori approfondimente su queste tue osservazioni?
http://www.marcovuyet.com/ALARMA%20LA%20TRINITA%27.html
La dottrina cattolica a mio avviso è un ibrido tra una dottrina monoteistica di un solo Dio, creatore e signore e una politeistica di più dei, di questo Dio, che da unico diventa trino, rimanendo unico, non tre dei ma un solo Dio in tre, molto probabilmente fatta allo scopo, di facilitare la conversione dei pagani alla nuova dottrina e questa non è l'unica cosa pagana della religione cattolica, la messa si rifà a riti molto più antichi, della nascita di cristo e in pratica segue un rito solare del Dio sole, il 25 dicembre si celebrava appunto la nascita di questo Dio, la dottrina cattolica in poche parole è un misto di cristianesimo e paganesimo, un misto di monoteismo e politeismo, in poche parole una religione a parte
🏳️🌈💞🗾⛩️🇯🇵🏯🌅☀️🌙🤗🙏🏳️🌈💞
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