I do not reject the baptism of desire like the traditionalists (Peter and Michael Dimond at MHFM) and neither do I accept the baptism of desire like the liberals(Cardinal Ladaria and Pope Benedict).Both groups assume there are known cases of the baptism of desire in our reality .Peter and Michael Dimond reject it theologically since it would be an exception to extra ecclesiam nulla salus(EENS) and cardinals Kasper and ecclesiastical Masonry would accept it theologically since they want to reject EENS and they want Vatican Council II to be a rupture with EENS.
Since for me there are no baptism of desire cases in our reality, past or present, the baptism of desire can only be considered a possibility, a theoretical possibility known only to God in actual cases.
So I do not have to reject the baptism of desire like the sedevacantists Peter and Michael Dimond and neither do I have to affirm it as an exceptions to EENS like the liberal cardinals. Similarly I do not have to reject Feeneyite EENS, as do Bishop Donald Sanborn and Fr.Anthony Cekada, since the baptism of desire is an invisible case for me and so is not an exception to EENS.
![Image result for Photo of Nicene Creed](data:image/jpeg;base64,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)
So for me there are not three baptisms as it for some SSPX priests, but only one baptism. I only know of the baptism of water.It is physically visible and repeatable. The baptism of desire cannot be given to anyone or seen physically.So the Nicene Creed for me refers to only one known baptism, the baptism of water.For other Catholics in general it would refer to three known baptisms.
All this is possible for me since I avoid the false premise i.e invisible cases of the baptism of desire are visibe, unknown cases of being saved in invincible ignrance are known, hypothetical cases of being saved with seeds of the Word(AG 11), imperfect communion with the Church(UR 3) and elements of sanctification and truth outside the Church(LG 8) are non hypothetical and concrete.-Lionel Andrades
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