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27 February
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SACRED DRACOMETRY Playing Cards. The mysticism of sacred geometry and dragons

Sacred geometry has historically been interpreted from many disciplines such as philosophy, mathematics or metaphysics. The relationship between geometric forms and nature are present in the culture from the Platonic solids to modern fractals. The presence of sacred geometry elements in the circular magic symbols used to summon dragons inspired Galen Ihlenfeldt, a lover of mythological cultures and graphic fantasy, to illustrate his new deck: SACRED DRACOMETRY.

In its development, Galen has included elements from sacred geometry and each card is full of magical symbolism. Dragon’s eye in the back of the cards emerges from a set of sacred elements with strong symbolic and esoteric value such as the “flower of life” or the “Metatron’s Cube“.

 

SacredDacometry_backprogress SacredDacometry_back

 

The court cards show powerful and fearsome dragons framed in fractals and golden symbols.

 

SacredDacometry_courtcards

 

 

Numbered cards are built around the geometric representation of each number and also include sacred forms and a dragon’s eye.

 

SacredDacometry_numbered SacredDacometry_aces SacredDacometry_acesshape

 

The tuck case shows a real oil painting by Galen for this occasion.

 

SacredDacometry_tuck

 

The cards will be printed by AdMagic, which also printed his previous deck, Deep. Along with the deck, the artist has created other collectibles like dice and a coin.

 

SacredDacometry_set

 

This is a really interesting project, with a deep magical inspiration that will strengthen even more the beauty of these cards. If you like it, support the campaign in the project website and raise your pledge.

Good luck!

About the Author

I'm Max, a collector and passionate about playing cards. Since 2012 I try to spread this passion to everyone who goes through Max Playing Cards. In my articles I do not just talk about cards, as I try to look for the stories and the human beings behind them.

I would like to complete my collection of Bicycle decks some day, but now I know that is impossible ...

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