The books by Archbishop Marcel Lefebvre are as obsolete as those of the liberals Kung and Kasper, since he used a false premise to interpret the Council and did not know how the Council could be interpreted without the irrationality.So today it is no more an issue of traditionalists versus the liberals.Both camps are Cushingite and not Feeneyite on Vatican Council II.
For all of them 'the red was an exception to the blue', when the red really referred to 'zero cases', 'zero passages' in Vatican Council II. 1
![Image result for the red is not an exception to the blue photos](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCS_57Ywv0jPZLn60LLrIyGcfLWmkqCFXyvfK3uyihK4NJYgsfct7rLXGOg0PLVZ68FnPXQ11NijdT8q1RFKSQAGx2RME-Top8KZjB1oyWDfuvob1prHUcZXEW5hKFDLpvgppL2Q0PJ2kf/s400/red.png)
![Image result for the red is not an exception to the blue photos](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1q2z-kJuwh0UOPUPYoJQLR1SAzJVJJNRIKQHgZOGS6qT2jF7Ge5BgeREquwMIxN2Umdn5Bc3zWvvHM1NWmaY425F7_kv6B3_Um35aljjVxKxZDTKJRQjXNTQ6Hv_-DPxCj9V6vc93DChB/s400/vvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvvv.png)
![Image result for the red is not an exception to the blue photos](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnJ_fgHW3SxbaXQK8x_pCh4SIbLGbV5We2rpiHRP4hOfF58_hZZ0HnOuA7-Dr8fA3xGjmB350LNFbuvgKYrzn-vaWnfXPitq72U4zhYQc2aGIn37vipKrB4qrFOVQXnW3cM0-d16V9oLEz/s400/222222222222222222222222222222222222222222222222.png)
![Image result for the red is not an exception to the blue photos](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe6kwSx2mZ56P98u9ydlvCJfPosPqx23NAOLAkfMLhXXsnYwBF93pG-QdJNpdYubca4EZIuF6Zi3UcQyBCduaqZUy6xuHQV-Jeiyo069ZAcFsZfyf1Y_-agwOdM2q9y2i8al7SzkmA1BF1/s400/1+-+Copia.png)
So the books by Roberto dei Mattei, Paulo Pasqualucci, Cristina Siccardi and others sold at the SSPX chapel are also obsolete.They assume the red is an exception to the blue and so misinterpret the Council.
![Image result for photos of Roberto dei Mattei](data:image/jpeg;base64,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)
![Image result for photos of Paolo Pasqualucci](data:image/jpeg;base64,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)
They were correct in their conclusion that the Church was a rupture with Tradition.
But they were not aware of their Cushingite interpretation of the Council which causes the break with Tradition. They also did not interpret Vatican Council II, with Feeneyism, to affirm the past ecclesiology, an ecumenism of return and Feeneyite extra ecclesiam nulla salus).
There are no physical bodies of non Catholics saved without faith and baptism, in Newton's time and space. To assume there are such cases and then make a new theology based upon this irrationality, is not Catholic Tradition.Yet this was done by the traditionalists too after they accepted the Letter of the Holy Office 1949.
This is the new theology of the traditionalists and liberals, the former reject the conclusion and the latter accept it. Neither of the two interpret the Council without the irrationality and accept the traditional conclusion.
-Lionel Andrades
-Lionel Andrades
1
- Red being an exception to the blue -Vatican Documents (1)
- Red is an exception to the blue-Bologna School/ Fr.John Zuhlsdorf (4)
- Red is not an exception to the blue - Proclamation (2)
- Red is not an exception to the blue - profances Holy Mass (1)
- Red is not an exception to the blue :CCC 846-848 (4)
- Red not an exception to blue mapping (1)
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