01A cosmic triangle built from a half Moon
Measuring the Distance to the Sun
Follow the ancient geometric method that turned an angle in the sky into the first estimate of the Sun's distance.
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Explore finished, multi-scene tutorials made in Rheomyth. Each lesson turns a scientific question or mathematical mystery into a visual story.
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01A cosmic triangle built from a half Moon
Follow the ancient geometric method that turned an angle in the sky into the first estimate of the Sun's distance.
02How a civilization might capture a star
Explore Dyson swarms, stellar-scale energy, infrared signatures, and the engineering challenge of surrounding a sun.
03Two shadows and the size of a planet
Recreate Eratosthenes' geometric insight, from two cities and two shadows to Earth's circumference and diameter.
04How populations change across generations
See variation, inheritance, natural selection, speciation, fossils, anatomy, and DNA converge into one branching tree of life.
05A crowded universe that sounds strangely quiet
Move from the Drake equation and deep time to Great Filters, rare Earths, silent civilizations, and the question: where is everybody?
06Why every map needs at most four colors
Turn maps into graphs and follow the ideas behind adjacency, Kempe chains, discharging, and the historic computer-assisted proof.
07From chemistry to the first evolving cells
Build the staircase from simple molecules and natural laboratories to membranes, replicators, metabolism, and protocells.
08From covered lanterns to laser pulses
Trace the experiments that made light measurable, from Galileo and Rømer to toothed wheels, rotating mirrors, and modern lasers.
09A simple rule that draws unexpected structure
Watch the first hundred terms of Recamán's sequence unfold as a rhythmic chain of arcs and surprising returns.
10The mathematics of unavoidable order
Start with the party problem and discover why sufficiently large systems must contain structure, however chaotic they appear.
11Tracing the critical line through the complex plane
Follow the zeta function along the critical line and see how its complex path encodes the famous nontrivial zeros.
12Could reality be computed?
Examine the technological argument, a Bostrom-style trilemma, proposed tests, physical limits, and the problem of indistinguishability.
13The last light and what remains
Follow small and massive stars through fuel exhaustion, white dwarfs, core collapse, supernovae, neutron stars, and black holes.