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Pi Tote Bag featuring the digital art Pi Phi and e Transition Paths by Martin Krzywinski

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Pi Phi and e Transition Paths Tote Bag

Regular Price: $26.00

20% Off   (Sale Ends in 4 Hours)

$20.80

Size

Image Size

 
 

Product Details

Purchase a tote bag featuring the digital art "Pi Phi and e Transition Paths" by Martin Krzywinski.   Our tote bags are made from soft, durable, poly-poplin fabric and include a 1" black strap for easy carrying on your shoulder.   All seams are double-stitched for added durability.   Each tote bag is machine-washable in cold water and is printed on both sides using the same image.

Design Details

The digits of Pi, Phi (golden ratio) and e (base of natural logarithm), as a path traced by links between successive digits. Each digit is assigned a... more

Ships Within

2 - 3 business days

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Additional Products

Pi Phi and e Transition Paths Digital Art by Martin Krzywinski

Digital Art

Pi Phi And E Transition Paths Canvas Print

Canvas Print

Pi Phi And E Transition Paths Framed Print

Framed Print

Pi Phi And E Transition Paths Art Print

Art Print

Pi Phi And E Transition Paths Poster

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Pi Phi And E Transition Paths Wood Print

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Pi Phi And E Transition Paths iPhone Case

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Tote Bag Tags

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Art Tags

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Comments (108)

Piter Van Moort

Piter Van Moort

Congratulations on your sale, Martin!

Irina Sztukowski

Irina Sztukowski

Congratulations on your sale!

Andrea Hazel

Andrea Hazel

Congrats on your sale!

Ukrainian Artists

Ukrainian Artists

Wonderful work, Martin! Congratulations on your sale!

Masha Batkova

Masha Batkova

Congratulations on your sale!

Kathy M Krause

Kathy M Krause

Congratulations on your sale Martin!

Dean Wittle

Dean Wittle

Congratulations on your sale!

Sunil Kapadia

Sunil Kapadia

Congratulations!

Richard Jansen

Richard Jansen

Congratulations!

Karen Nicholson

Karen Nicholson

Wow! Congatulations on your sale!

Irina Sztukowski

Irina Sztukowski

Beautiful art piece! Congratulations!!! :)

Richard Jansen

Richard Jansen

Congratulations!

Jeff Brassard

Jeff Brassard

superb!

Chrisann Ellis

Chrisann Ellis

Congrats on your sale!!

Krishnan Srinivasan

Krishnan Srinivasan

Nice & Congrats on your sale :)

Akwasi KEGYA

Akwasi KEGYA

Congratulations on your recent sale!

Irina Sztukowski

Irina Sztukowski

Congratulations!

Elijah Knight

Elijah Knight

Congratulations

Shirley Jacobsen

Shirley Jacobsen

Nice

Gary F Richards

Gary F Richards

Congratulations on your sale! F

Dean Wittle

Dean Wittle

Congratulations on today's sale!

Sunil Kapadia

Sunil Kapadia

Congratulations!

Vicky Hutton

Vicky Hutton

Congratulations

Irina Sztukowski

Irina Sztukowski

Congratulations on this sale!

Kathy M Krause

Kathy M Krause

Congratulations on your sale Martin!

Tote Bag Reviews (3561)

Average Rating (4.85 Stars):

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Susan Roark

December 8th, 2024

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Even better than I'd imagined; appears to be sturdy and well made, not to mention very handsome. I plan to gift it to an"old goat"; can't wait!

Joyce Krivanek

December 6th, 2024

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Loved the bag. Just what I wanted.

Carol Williams

November 29th, 2024

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Product Review Image

Fantastic fall leaves with a wild pop of color. Sturdy and handy tote bag.

Carol Williams

November 29th, 2024

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Product Review Image

Cute and unusual skyline! Love digital art by Sabantha.

Carol Williams

November 29th, 2024

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Product Review Image

Lovely new addition to the Sabantha digital art collection. I never leave home without one of the handy totes.

Carol Williams

November 29th, 2024

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Product Review Image

Again, I just love this design. These tote bags are very durable and collect many compliments.

Artist's Description

The digits of Pi, Phi (golden ratio) and e (base of natural logarithm), as a path traced by links between successive digits. Each digit is assigned a segment around the circle and a link between segment i and j corresponds to the appearance of ij in the digit. For example, the "14" in "3.14..." is drawn as a link between segment 1 and segment 4. The number of transitions between digits is summarized in a series of concentric circles placed outside the links.

For more information about this piece, see http://mkweb.bcgsc.ca/pi/art/

About Martin Krzywinski

Martin Krzywinski

As a scientist, it is my responsibility not only to present work clearly, but to connect broadly by sparking imagination and enthusiasm for inquiry and understanding. To do this, science communication must engage both cognitively and emotionally. I try to make people think and feel good by creating visualization tools and information graphics that combine analytical clarity with an artistic dimension. During my work on cancer genomes, I created Circos, now a community standard for displaying information in this field. More recently, I introduced a method for rationally visualizing networks using hive plots. My information graphics have appeared in the New York Times, Wired, Scientific American and on covers of books and...

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Satisfaction Guarantee

Our return policy is very simple:

 

If you're not happy with a purchase that you made on FineArtAmerica.com, for any reason, you can return it to us within 30 days of the order date.   As soon as it arrives, we'll issue a full refund for the entire purchase price.   Please note - Fine Art America does not reimburse the outgoing or return shipping charges unless the return is due to a defect in quality.

 

Fine Art America sells thousands of pieces of artwork each month - all with a 100% money-back guarantee.   We take great pride in the fact that hundreds of thousands of artists have chosen Fine Art America to fulfill their orders, and we look forward to helping you select your next piece!

Delivery

All tote bags ship from our production facility within 2 - 3 business days of your order.

 

$20.80