Hi, I'm Carlo Mitchener

Entrepreneur, inventor and CEO (or as I prefer, Captain) of MrlyProd, Inc.

Born (October 7th 1998) and raised a French, Italian, American, and Belgian in Brussels.

MrlyProd

Inspired by the Bob Marley documentary (2012), I created a PSN account named "Im_Mrly", then a YouTube channel "zMrly" (2013) where I made Photoshop art, MW2 montages, and skateboard edits. The name stuck.

MrlyMath

I was designing a new logo for MrlyProd (2017). I was looking for a written mark that when collapsed would become a figurative mark. That turned out to be a square with four holes in it. Which turned out to be the first iteration of the next Sierpinski Carpet. I had no idea what fractals were at the time. Now I know...

MrlyLogo

The MrlyLogo has 21 fill squares and 4 void squares for a total of 25 grid squares in a 5×5 grid. It generalizes to one (tree), two (carpet) and three (sponge) dimensions. It resembles the ancient Sun Cross.

MrlyFont

A primitive 5x5 font can be derived from the logo.

The Road To Infinity

MrlyProd's mission is to apply MrlyMath in any way possible. Imagine a world where everything was... mrlybricked!

Beyond Code

Photographer — thousands of shots on a Leica R4S
Bird — captured at the Grand Canyon (2012)
Musician — guitar, piano
Painter — 10+ oil paintings
Inventor — MagTop; a controllable spinning top
Minimath — aspiring polymath, work in progress

Favorites

Animal	Dragon
Fruit	Banana
Weather	Storm
Musician	Chet Atkins
Band	The Beatles
Movie	Star Wars: Episode III
Game	Modern Warfare 2 (2009)
Sport	Snowboarding
Country	New Zealand
City	Rio de Janeiro
Language	Python
Editor	Visual Studio Code
AI	Claude
Repo	mrlyprod
Religion	Pantheism
Quote	"This is the way. Why is the secret."

OEIS

Sequences I have published in, or contributed to, the On-Line Encyclopedia of Integer Sequences.

A395241	Void cubes of the 3D carpet, n²(4n+3)
A396934	Coprime points of the Sierpinski triangle
A398348	Toroidal n×n×n binary arrays up to symmetry
A399018	Solid triangles in the Menger sponge cross-section
A399019	Empty triangles in the Menger sponge cross-section
A399364	Coprime points of the Menger sponge
A103532	Divisors of 240^n, the cell count of the generalized Menger sponge (contributed)

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Last updated	2026-10-19 21:52 UTC

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