Re: Le Tarot arithmologique - la séquence 1+4+7+10 = 22

#601
SteveM wrote:
15 Feb 2018, 22:43
Hi Huck, welcome back - hope everything OK with you?
Huck wrote:
15 Feb 2018, 22:23

Deletre (very rare name, second most often also in Nord)
http://www.geopatronyme.com/cgi-bin/car ... lient=cdip

I wondered if it is a variation of Parisian cardmakers Delaistre -

Delaistre has the most appearances in Aisne in the South of Nord ... also the same region. It looks indeed, as if Delaistre is another writing form of the same name Deletre.

http://www.geopatronyme.com/cgi-bin/car ... lient=cdip
Huck
http://trionfi.com

Re: Le Tarot arithmologique - la séquence 1+4+7+10 = 22

#602
One should also remember the Virgil Solis cards, which were added to the French Tarot deck of Catelin Geofroy 1557. Virgil Solis used animals as suits. Master PW, who worked also for Maximilian in the years around 1496, used at his round cards also animals. Before Master PW the Master of the playing cards and Master E.S. also had animals. Also there were Hunting decks, all very famous. German playing card history has a lot of animals.
Huck
http://trionfi.com

Re: Le Tarot arithmologique - la séquence 1+4+7+10 = 22

#603
Epilogue?
Le Professeur Andrea VITALI a publié il y a désormais quelque temps mon essai à propos d'une structure arithmologique du Tarot classique; il est désormais traduit en Anglais par le Docteur en Philosophie Mickael HOWARD.
http://letarot.it/page.aspx?id=603
Ce dernier a publié aussi un essai critique documenté en appréciation de la thèse que je présentais :
http://www.associazioneletarot.it/page. ... 08&lng=ENG

Epilogue ? Je souhaite attirer l attention sur les faits suivants:
1. cette structure pythagoricienne était connue de BOETHIUS , et par conséquent des lettrés latins - et ce, avant l'exil en Italie des savants byzantins
Boethius « De institutione arithmetica »
viewtopic.php?f=11&t=1102&start=550#p18861n
Image
2. les jeux dits de philosophes Ludus philosophum comme le souligne Anne E. MOYER, The Philosopher's game, Rithmomachia in Renaissance and Medieval Europe, University of Michigan Press, 200
https://books.google.fr/books?id=SNM2tj ... ce&f=false
Image
Web page : http://letarot.it/page.aspx?id=23&lng=eng

Re: Le Tarot arithmologique - la séquence 1+4+7+10 = 22

#604
BOUGEAREL Alain wrote:
18 Apr 2018, 21:08
Epilogue ? Je souhaite attirer l attention sur les faits suivants:
1. cette structure pythagoricienne était connue de BOETHIUS , et par conséquent des lettrés latins - et ce, avant l'exil en Italie des savants byzantins
Boethius « De institutione arithmetica »
viewtopic.php?f=11&t=1102&start=550#p18861n
Image
2. les jeux dits de philosophes Ludus philosophum comme le souligne Anne E. MOYER, The Philosopher's game, Rithmomachia in Renaissance and Medieval Europe, University of Michigan Press, 200
https://books.google.fr/books?id=SNM2tj ... ce&f=false

Request : would somebody be kind enough to offer a translation in English .
I am not enough fluent in your language;
Thanks
Image
Web page : http://letarot.it/page.aspx?id=23&lng=eng

Re: Le Tarot arithmologique - la séquence 1+4+7+10 = 22

#606
Here is my attempt to translate what Alain has added to his essay in French at http://letarot.it/page.aspx?id=603. I am sorry for not noticing his request earlier.
Epilogue? I wish to draw attention to the following facts:

- this Pythagorean structure was known to BOETHIUS, and consequently to those literate in Latin - and this, before the exile into Italy of Byzantine scholars
Boethius, De institutione arithmetica
viewtopic.php?t=1102&p=20080#p20080
Boethius understands that in the case of pentagons - "de generatione pentagonorum" - the differences between two successive pentagonal numbers form what we call an arithmetical series of common difference three.
1, 4, 7, 10, 13, 16 ...

and that the pentagonal numbers are obtained as the successive sums of the terms of this series:
5, 12, 22, 35, 51 ...

Boethius ends his study by writing, "We can do the same for the other forms of polygons" - and he generalizes - hexagon, series of common difference four (1, 5, 9, 13, ...) , heptagon, series of common difference five (1, 6, 11, 16, ...).
- the so-called philosophers' game, as outlined by Anne E. MOYER, The Philosophers' Game, Rithmomachia in Renaissance and Medieval Europe, University of Michigan Press, 2001
https://books.google.fr/books?id=SNM2tj ... ce&f=false

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