Prime Number Stickers

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Prime number 73 in all its retro ink-rolled glory! Not just for the modern math nerd, but for the rest of us who leave the number crunching to our trusty accountants. A great gift for those turning 73 and dig celebrating their arrival at the 21st prime number. And for those born in 1973 who can proudly holler, I’m here, and born in the year of the 298th prime number! Take that, world!!

It’s noble Optimus Prime! Created in vector, in Adobe Illustrator. Intricate work. Based on old B&W Japanese work.

23. The number twenty three in a retro style font. 23 (twenty-three) is the natural number following 22 and preceding 24. Did you ever notice how often this number shows up in daily life?

200 digit prime number (orange rectangles)

200 digit prime number (red rectangles)

It’s noble Optimus Prime! Created in vector, in Adobe Illustrator. Intricate work. Based on old B&W Japanese work.

It’s noble Optimus Prime! Created in vector, in Adobe Illustrator. Intricate work. Based on old B&W Japanese work. Available in several versions: https://www.teepublic.com/user/NDVS

One simple number one. The white color and lack of outline blend well with almost any other color. Have you won, are you starting, are you going to? Express a state of mind.

200 digit prime number

100 digit prime number

Prime number planet

The number 41 is a 13th smallest PRIME NUMBER. PRIME numbers are RARE. Yes there are many between say 1 and 200 (over 40 primes) but they quickly become rarer. Only 9592 primes between 1 and 100000. So while 41 looks ordinary sitting between ... "LIFE BEGINS at 40"... and " 42 SECRET TO LIFE AND EVERYTHING"... 41 is special. PRIME and PROUD 41 is the 13th smallest prime number. 41 is the sum of the first six prime numbers. 41 is the sum of two squares 16 and 25.

The prime feline addresses the nation after an avalanche victory at the polls. Larry for PM!

The King of the Road! Done in vectors for a clean crisp look.

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It’s noble Optimus Prime! Created in vector, in Adobe Illustrator. Intricate work. Based on old B&W Japanese work. Available in several versions: https://www.teepublic.com/user/NDVS

The King of the Road! Done in vectors for a clean crisp look.

Created in vector, in Adobe Illustrator. Intricate work. Based on old B&W Japanese work. Available in several versions: https://www.teepublic.com/user/NDVS

Twenty-three is the ninth prime number, the smallest odd prime that is not a twin prime. Twenty-three is also the fifth factorial prime,[1] the second Woodall prime.[2] It is an Eisenstein prime with no imaginary part and real part of the form 3n − 1. 23 is the third base-10 repunit prime exponent after 2 and 19.[3] The fifth Sophie Germain prime[4] and the fourth safe prime,[5] 23 is the next to last member of the first Cunningham chain of the first kind to have five terms (2, 5, 11, 23, 47). Since 14! + 1 is a multiple of 23 but 23 is not one more than a multiple 14, 23 is a Pillai prime.[6] 23 is the smallest odd prime to be a highly cototient number, as the solution to x − φ(x) for the integers 95, 119, 143, 529.[7] 23 is the firs...

Peter Capaldi as Malcolm Tucker in front of Number 10.

Transform and roll out! Done in vectors for a clean crisp look.

I think I'm in my prime

Riemann zeta function is a key topic in number theory and its applications in physics, chemistry, and combinatorics.

Riemann zeta function is a key topic in number theory and its applications in physics, chemistry, and combinatorics.

We all got irritated at some point because of a proof left as an exercise, in that case you are not ready to see this one in a book.

We all got irritated at some point because of a proof left as an exercise, in that case you are not ready to see this one in a book.

31 is the number of regular polygons with an odd number of sides that are known to be constructible with compass and straightedge. 31 is the third Mersenne prime (25 − 1)[1] and the eighth Mersenne prime exponent, as well as the fourth primorial prime, and together with twenty-nine, a primorial prime, it comprises a twin prime. As a Mersenne prime, 31 is related to the perfect number 496, since 496 = 2(5 − 1)(25 − 1). 31 is also the 4th lucky prime[2] and the 11th supersingular prime.[3] 31 is a centered triangular number,[4] the first prime centered pentagonal number[5] and a centered decagonal number.[6] 31 is the eighth happy number.[7] For the Steiner tree problem, 31 is the number of possible Steiner topologies for Stein...

23 As the Prime,variation in design.

Gold number 23

Fibonacci Sequence