May 2026
The Equations That Forgot They Were Equations
Alejandro Guijarro spent three years photographing quantum mechanics blackboards at Cambridge, Stanford, CERN, and Oxford. No staging. Just the board.
ReadArticles
Long reads — science, math, history, and the web worth your attention.
May 2026
How Magritte Broke Perception Without Breaking a Single Rule
In 1965, Magritte painted a woman on horseback through a forest. Everything is real. Nothing is possible. A 2023 study in the Journal of Vision finally explains exactly how he did it.
Read
May 2026
Drawing a Chair 64 Times
Erich Dieckmann's 1931 morphological matrix: 8 rows, 64 variations, from rigid geometry to near-abstraction. The clearest single-page argument for design research the Bauhaus produced.
Read
May 2026
Feynman on How Math Should Be Taught to Children
In 1965, Feynman read 500 pounds of math textbooks and wrote the sharpest critique in the history of mathematics education. Sixty years later, the problem is still with us.
Read
Apr 2026
The Astronomy Textbook That Outlived an Empire
Written one year before its author died in the Mongol conquest of Khwarazm, al-Jaghmini's Mulakhkhas became the most widely copied Arabic astronomy textbook ever made.
Read
Apr 2026
Rafael Araujo's 20+ Mesmerizing Geometrical Masterpieces
Rafael Araujo spends 100 hours on a single drawing — no software, no undo. A selection of his most stunning hand-drawn golden ratio illustrations.
Read
Apr 2026
The Proof That 0.999… Is Exactly Equal to 1
It looks strange. It feels wrong. But 0.999… is not ‘almost 1’ — it is exactly 1. Here is the geometric series proof that settles the matter in five steps.
Read
Apr 2026
24 Beautiful Physics Poster Designs That Inspire You
String theory, quantum mechanics, entropy, general relativity — 24 poster designs by 2046 Print Shop that turn physics concepts into beautiful objects worth hanging on a wall.
Read
Apr 2026
25 Beautiful Math Documentaries to Make Students Love Mathematics
A Trip to Infinity, The Proof, N Is a Number — 25 documentaries that show the other face of mathematics: obsession, beauty, and the particular madness of chasing a question.
Read
Apr 2026
Five YouTube Channels That Make You Love Mathematics
Numberphile, 3Blue1Brown, Eddie Woo, Socratica, Khan Academy — five YouTube channels built by people who loved mathematics first, and only then turned the camera on.
Read
Apr 2026
Kenneth Snelson's Needle Tower: 60 Feet, Zero Contact
60 feet tall, 14 inches of ground contact. No aluminum tube touches another. The whole thing holds up because of what isn't there.
Read
Apr 2026
A Number That Cannot Be the Smallest
Most proofs that √2 is irrational use prime factorization. This one uses something simpler: if a smallest natural number witnessing rationality existed, you could always find a smaller one.
Read
Apr 2026
The Patterns No Hand Could Have Drawn
Victorian ornamental turning produced spirograph-like geometric forms of extraordinary precision — not drawn, not sculpted, but calculated by a machine that ran on mathematics.
Read
Apr 2026
The Woman Who Was Right
In 1990, Marilyn vos Savant answered a probability puzzle correctly. Nearly 10,000 people — many of them academics — wrote to tell her she was wrong. She was not.
Read
Apr 2026
Four tarts, one sculptor, and the philosophy of disappearance
Dinara Kasko and artist José Margulis built kinetic sculptures from CNC-cut chocolate. They were assembled, admired, and eaten — which was the point.
Read
Apr 2026
The Feynman Technique: A Complete Guide
The four-step learning method developed by Nobel Prize-winning physicist Richard Feynman. How it works, why it works, and how to apply it to anything.
Read
Apr 2026
The Mathematics of Sudoku
On counting all valid 9×9 grids (6.7 sextillion), solving algorithms that work on paper, and why Sudoku is fundamentally a graph coloring problem.
Read
Apr 2026
Inside Roger Penrose's notebook
Handwritten pages of spinor algebra, twistor diagrams, Penrose tiling prototypes, and Cayley algebra — alongside programs for a 1978 pocket calculator.
Read
Apr 2026
The world's hardest Sudoku — 23 clues, one solution
Arto Inkala's 2012 puzzle: 4.5% trivialization rate, 153 human attempts, three months to design — and what “hardest” actually measures.
Read
Apr 2026
Seven questions, June 7, 1869
MIT's first algebra entrance exam. The questions haven't changed. Everything else — tuition, class size, acceptance rate — is unrecognisable.
Read
Apr 2026
13 lies before the neck gives out
A Leicester paper applied Newtonian mechanics to Pinocchio’s nose — exponential growth, oak, and a hard limit at thirteen.
Read
Apr 2026
The chip that required a geometry lesson
A Pringle is a hyperbolic paraboloid — stack, snap, can, and factory physics.
Read
Apr 2026
The notebook where general relativity didn't work yet
Zurich, 1912–1913 — puzzles, line elements, wrong turns, and the path to November 1915.
Read
Apr 2026
The legislature that tried to vote on π
1897 — Indiana’s House passed a bill that implied π = 3.2. Then a mathematician walked in.
Read
Apr 2026
Four equations on a wall
Maxwell in stone on Warsaw’s physics library — integral form, street level, no apologies.
Read
Apr 2026
One fox. Four years. Zero apologies.
A single red fox in the Pilliga vs. traps, baits, dogs — and a rewritten plan.
Read
Apr 2026
Paper that stands up
Henry Billingsley’s 1570 English Euclid — paper solids that still beat a headset
Read
Mar 2026
A shelf built on a sequence
Peng Wang’s modular shelf — six rectangles, one famous sequence
ReadFeb 2026
How to memorize the unit circle easily
Not a chart to memorize — a pattern to understand on the unit circle
Read