I affirm the strict interpretation of the dogma extra ecclesiam nulla salus(EENS) along with hypothetical and speculative baptism of desire(BOD), baptism of blood(BOB) and being saved in invincible ignorance(I.I).
![Image result for Photo of eduard habsburg with pope](data:image/jpeg;base64,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)
![Image result for Photo of eduard habsburg with pope](data:image/jpeg;base64,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)
![Image result for Photo of eduard habsburg with pope](data:image/jpeg;base64,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)
While the Hungarian Ambassador to the Vatican, Mr. Eduard Habsburg rejects this. He does not affirm the strict interpretation of EENS and for him allegedly objective cases of BOD, BOB and I.I are practical exceptions to EENS.
While the Hungarian Ambassador to the Vatican, Mr. Eduard Habsburg rejects this. He does not affirm the strict interpretation of EENS and for him allegedly objective cases of BOD, BOB and I.I are practical exceptions to EENS.
So he changes the meaning of Magisterial documents with this heresy, mortal sin of faith when he attend Holy Mass.This is a scandal and the Mass would be a sacrilege for him.
He could choose to announce like at the time of the Catholic,Austro Hungarian Empire , that he affirms the strict interpretation of EENS without BOD,BOB and I.I being literal exceptions.
He could then ask the Vatican to make their correction.
-Lionel Andrades
Father Bernard Ardura presenting international conference on Holy See and Catholics in years after WWI beginning today @pgovejero
Final day of Vatican conference on ending of First World War hosted by Hungarian Academy with Pontificio Comitato di Scienze Storiche
gooood mooorning Rome! Rise and shine, #Hungarian
Embassy !
![Flag of Hungary 🇭🇺](https://abs.twimg.com/emoji/v2/72x72/1f1ed-1f1fa.png)
No comments:
Post a Comment