rockclimber
Happy thread resurrection.
As an newbie still working his way into Tarot I got into questions on the math of playing cards and found this thread. Maybe someone who needs a doubled deck basically wants to get around the zero probability that the same card appears a second time in a spread. Maybe this issue is born in reflections on life and the conviction that very similar inner or outer forces may appear from different directions in a situation in life or in respect to a definite question. Why not two emperors in your situation?
A technical and absolutely unromantic solution to avoid the too-huge-to-shuffle deck would be to use one deck as a chance generator and others for laying out the spread. Or the reader picks an identical card from a second and ordered deck and replaces the picked card by it's twin and they get shuffled anew.
But I think the question digs a little deeper into the principles of tarot. It seems to me that each meaning of a card is represented by some others too, so that each card represents a different combination of meanings from a common pool. (The sceptic in me asks further if such a combination of possible meanings is in each case so ambiguous that a picked card will always fit the question in some way. The human and psychologist in me asks: so what ..)
So the apparent loss of future possibilities by the picking of one card (I don't know the correct English notions from statistics) would be compensated by the overlapping meanings of other cards. The ones like me asking for double decks (apart from the vice versa effect which by the way could turn the spread into a two-dimensional projection of a multidimensional shape - the corresponding cards being ends of wormholes) - those like me asking seem to be looking for an aesthetic and semiotic effect by the communication between cards of different designs. Next step would be to mix three or more decks and at the end to design your own.
I hope discerning these two effects of doubling the deck was a reasonable contribution and worth resurrecting the thread.
As an newbie still working his way into Tarot I got into questions on the math of playing cards and found this thread. Maybe someone who needs a doubled deck basically wants to get around the zero probability that the same card appears a second time in a spread. Maybe this issue is born in reflections on life and the conviction that very similar inner or outer forces may appear from different directions in a situation in life or in respect to a definite question. Why not two emperors in your situation?
A technical and absolutely unromantic solution to avoid the too-huge-to-shuffle deck would be to use one deck as a chance generator and others for laying out the spread. Or the reader picks an identical card from a second and ordered deck and replaces the picked card by it's twin and they get shuffled anew.
But I think the question digs a little deeper into the principles of tarot. It seems to me that each meaning of a card is represented by some others too, so that each card represents a different combination of meanings from a common pool. (The sceptic in me asks further if such a combination of possible meanings is in each case so ambiguous that a picked card will always fit the question in some way. The human and psychologist in me asks: so what ..)
So the apparent loss of future possibilities by the picking of one card (I don't know the correct English notions from statistics) would be compensated by the overlapping meanings of other cards. The ones like me asking for double decks (apart from the vice versa effect which by the way could turn the spread into a two-dimensional projection of a multidimensional shape - the corresponding cards being ends of wormholes) - those like me asking seem to be looking for an aesthetic and semiotic effect by the communication between cards of different designs. Next step would be to mix three or more decks and at the end to design your own.
I hope discerning these two effects of doubling the deck was a reasonable contribution and worth resurrecting the thread.