The RH Smith Chart
The Cayley–Li disk as a unified instrument panel for circle-side positivity — the Riemann Hypothesis as a needle you can watch, not a mystery you must take on faith. An instrument, not a proof.
EnterRH Ford Circles
Every fraction gets a circle; the circles kiss but never cross — and how evenly they crowd the line keeps score on the same question the zeta zeros ask. Watch the Franel–Landau scoreboard live.
EnterRH Color Gradient Wheel
The integers as emitters: each number broadcasts on the primes it contains, and the interference pattern paints the Riemann landscape in color. The zero structure as something you can simply look at.
EnterBergen's Game of Life
Cells that learn to match their world. A cellular automaton where each cell carries the five receiver dials — memory, gain, trigger, agility, commit — and survival belongs to whoever tunes them to the environment they're actually in.
EnterThe IMM Encyclopedia
The Information Manifold Model as an encyclopedia: every concept with a status chip — proved, conditional, conjectured, falsified, withdrawn — and a dependency graph showing what rests on what. The claim ledger, browsable.
EnterThe Bergen Disc
The zeta world through one bounded lens: the pole at dead center, the number line as a gold spoke, the zeros on the rim, infinity tamed to a single point where the number line and the critical line meet. Then set it turning — one circle per prime, each at its own rate, the rim shimmering at the zero frequencies. The Riemann Hypothesis as one sentence: every zero exactly on the rim.
EnterThe Angle Atlas
Every load-bearing angle in the program on one dial — the halving dial where the primes read 45°, the 3-4-5 angle, the balance angle of a zero, the rim of the Bergen Disc. Tap a ray to read it. Three red rings mark where an angle is the Riemann Hypothesis itself: verified for 100,000 zeros, proven for none.
EnterThe Product's Edge
Euler's product over the primes builds the zeta function wherever there are no zeros — and stops exactly at the edge of the zero-free region. Watch it converge at s = 2, swing without limit on the critical line at a zero, and see the compensated series whose convergence to the right of the line is the Riemann Hypothesis itself. Computed live from a prime sieve to one million.
EnterThe Interlacing Dial
Davenport and Heilbronn mixed two L-functions into one that keeps the functional equation and loses the Euler product — and its zeros leave the line, provably. Here is the same mixture in the finite world of Fq[T], where Weil's theorem holds and one inequality decides whether the mixed zeros stay on the circle: they do exactly when the two constituents' zeros interlace. Turn the dial through all 194 character pairs for q = 3, 5, 7, computed live. Over ℚ the same flip is the Riemann Hypothesis itself.
EnterThe Bounded Receiver
A receiver built from this collection's own arithmetic: nodes that are conjugate pairs of Gaussian integers, a hidden world that turns, and three coupled blocks — estimate, detect, commit — whose prior starts blank and accumulates a narrative, honestly or through an ego. Then the tribe: seven slow witnesses and one sharp, and the trust rule that decides whether the room's most accurate member is believed or burned. Everything is recomputed live and checked against a Python twin.
EnterThe RH Calculator
Type a zero, a prime, a height, a point, or a curve over a finite field, and press =. The dictionary returns every representation the rooms have built for it — the Bergen Disc dial, the live Hankel tower, Paper 14's A(m) windows, the Gaussian and Eisenstein angles, the counting functions — and the board says what each RH-equivalent statement says about that one input, every row labeled FREE, EQUIVALENT, MEASURED, DISPROVEN, or PROVEN WORLD. Ten thousand zeros, recomputed in your browser and self-checked against a Python twin. The one key it does not carry is “every.”
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