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01 February
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ESSENTIA Playing cards relaunch. Traditional and fresh

A few months ago I presented the latest creation by Mankin Chan (Mankinnovation), a graphic designer based in the Netherlands. That campaign was not funded and now Mankin relaunches ESSENTIA.

A very personal style defines this artist with soft shapes but an interesting aesthetic force. The renovated Essentia keeps that eye-catching simple drawing, flat colors and “cartoonish” style of the previous deck and becomes the author’s reinterpretación of the traditional playing cards. Thus, these cards will be an interesting collection object because of its originality and, at the same time, a perfect deck to be used thanks to its absolute playability.

 

 

The deck is elegant, very clean, with white backgrounds and perfectly recognizable elements. Custom pips and indices give the deck a touch of distinction and court cards show us endearing characters.

 

 

The aces have been created with careful proportions and a bigger size and the two jokers asymmetrically represent four magicians, one for each suit.

 

 

To give it a more classic look, the back and the tuck case are decorated by an redesigned argyle pattern (known for representing twentieth-century English fashion with a rhombus structure) in blue tones and with the suits symbols.

 

 

The deck will be printed by Legends Playing Cards Co. and with funding enough, extras in the tuck case like silver foil, numbered seal or inner printing will be unlocked.

The prices are quite reasonable, especially if you take advantage of the first days with some discounted levels so, if you like it, visit 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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