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Jason Greeting Card featuring the drawing Towards Pi 3.141552779 Hand Drawn by Jason Padgett

Boundary: Bleed area may not be visible.









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Towards Pi 3.141552779 Hand Drawn Greeting Card




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Image Size



Our greeting cards are 5" x 7" in size and are produced on digital offset printers using 100 lb. paper stock. Each card is coated with a UV protectant on the outside surface which produces a semi-gloss finish. The inside of each card has a matte white finish and can be customized with your own message up to 500 characters in length. Each card comes with a white envelope for mailing or gift giving.

Ships Within

1 - 2 business days

Ships From

Charlotte, NC

Front View

Back View

Inside Message

Type a message, above, and you'll see what it looks like on the inside of the card, below.

Inside View

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Comments (37)

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Congratulations on your sale!

Congratulations on your sale!

Simple form. I like the weave pattern. Congrats on your sale!

Congrats on your sale!


Congratulations on your sale Jason! :-)

Congrats on your sale Jason!. Michael

Great job! I like!

Congratulations on your sale!!!!

Congrats on your sale!!!

. . ★ . . :: brilliant :: . . ★ . .

Congratulations on your sale..well done!

Infinitely amazing -L/F -Sally Porter Meta Expressionist


Wonderful, congratulations!

Congrats Jason


Congrats on your $ale! ...............Sven. :-)


Science+art=the best!

love the color, congratulations.

Intriguing! Congratulations!

Congratulations on your sale!

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Artist's Description

This is a drawing of Pi as it expands forever closer to a circle. This is a snapshot of an n-sided polygon with n=360 (or 360 right triangles that when you draw secant lines around the edge gives you an area equal to an n sided polygon with n=360). As n gets larger and approaches infinity the value approaches Pi forever because you are getting closer and closer to a circle for ever and as you fill in the edge of the circle (or it gets smoother as n gets larger). The area gets a little larger and the circumference get larger also as you add sides (as n grows larger), but the diameter stays the same.When you use secant lines (a line through two points on the edge of the \'circle\' every one degree in this drawing) you are approaching Pi from the inside of the circle. This is the inner boundary of Pi. If you use tangent lines around the drawing (a line through only one point around the \'circle\') then as you add sides the value you get is larger than Pi but begins to get smaller and it a...

About Jason Padgett

Jason Padgett

Jason D. Padgett is a number theorist with Acquired Savant Syndrome from Anchorage Alaska, currently living in Tacoma Washington. He was a struggling futon salesman for decades until a traumatic event changed the path of his life forever and started his art and math career. He is now a professional speaker and publish Author in over 20 countries. TED Speaker in 2015 and TEDx Speaker in 2016. To book Jason to appear or Speak go to the link His autobiography "Struck by Genius", co-authored with Maureen Seaberg is being adapted as a major motion picture by Sony and Channing Tatum. Link to movie announcement...

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