A thesis for a doctorate in theology at the Pontificial University Gregorian, Rome, will be defended by George Ebere Adimke on Dec 19, with a false interpretation of Vatican Council II approved by the moderator Prof. Joseph Carola sj.
The title of his thesis is Spirit Christology in the thought of Yves Congar and Ralph Del Colle: implications for the Church in Igboland.
![Image result for Photo Gregoria n University Thesis defended](data:image/png;base64,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)
Similarly a thesis for a doctorate in theology at the Gregorian University's Faculty of Theology will be defended publically on March 17, by Filippo Gridelli ofm cap. He is expected to use a false interpretation of Vatican Council II and other magisterial documents.It is approved by the Congregation for the Doctorate of the Faith.The title is Forma ecclesiae e forma della vita religiosa, alla ricerca di una relazione sotto il principio di pastoralista di Vaticano II. The moderator Professoressa Stella Morra also interprets Vatican Council II with the familiar irrational premise, to create an artificial rupture with Tradition ( extra ecclesiam nulla salus, ecumenism of return, Syllabus of Errors etc).
-Lionel Andrades
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