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John Dunn
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Garaudy and the religious dimension
Saturday, 16 Mar 2013
First posted on Tuesday, 29 May 2012 at 22:35
Roger Garaudy
I followed a recommendation that Imran Hosein made in one of his speeches, which was to read R. H. Tawney’s Religion and the Rise of Capitalism,first published in 1922. As Hosein pointed out, this little book by Tawney does indeed cover the post-reformation retreat of religion from all things economic. Tawney describes how economics became a morality free zone, a place where usury ceased to be prohibited by religious leaders and common decency and where decision making was founded on economic expediency alone. I’m reminded by this of how Julius Evola described the modern world as the era in which the religious idea becamedissociated form any transcendent interest, and thus used to sanctify any temporal achievements such as social work, ‘progress’ or even profits. Materialism appears to have killed off any possible return to atradition which in a large, universal, unanimous way encompasses every form of life and of light. In short, there appears to be no way back to aguiding unitary spirit. So remote is the possibility that any movementfor such a return would be truly revolutionary. It was with this thought in mind that I came across a short piece of writing by Roger Garaudy in Bernard Moitessier’s final book and autobiography, Tamata and the Alliance. I thought others might wish to read it. The Garaudy quote reads...
“The concrete, practical consequences of this unshakable affirmation of transcendence are essentially revolutionary.
Theonly possible revolutions are those which don’t exclude mankind’s transcendent dimension; which don’t exclude the divine; which are founded on this article of faith; that the basic foundation of reality is an act of the creative freedom which is called God.
To be a revolutionary is to be a creator of that reality, to participate in divine life.”
The full quotation can be read here.
Thepoint Garaudy makes is that whilst the current expansionist cycle of materialist liberal-democracy has yet to run its course, the only revolutionary alternatives to its continuance are those which have religious and transcendent dimensions.
John Dunn
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)
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