🌍
Flat ⇄ Globe · Claim A
The Earth Inference Engine
The flagship of the flat-vs-globe studies. Real colored continents on the flat Gleason disk — north pole at the centre — fold continuously into the round globe as you drag one slider. The graticule, equator, tropics, the 66.6° polar circles, city pins, and the sun’s annual circuit all stay welded to the surface through the fold, so you can watch the same geometry become both pictures. A hands-on demonstration of Claim A: the disk and the sphere are metrically equivalent.
Flat ⇄ Globe
Cosmology
Interactive
3D
Sun
🧭
Flat ⇄ Globe · Claim A
The Equivalence Engine
A framework-free companion to the Inference Engine. One coordinate grid — graticule, equator, tropics, the 66.6° polar circles, city pins, and the sun’s annual circuit — is drawn on a flat azimuthal-equidistant disk and on a 3D sphere at once, with a continuous morph between them so every line stays welded to the surface as it folds. The honest version of Claim A: it demonstrates metric equivalence — the disk and sphere are the same geometry drawn two ways — not flat-paper distance.
Flat ⇄ Globe
Cosmology
Interactive
3D
🌌
Interactive Cosmology · Sphere
The Three Witnesses
An interactive map of the three star-visibility zones — the two polar witnesses and the universal band of the zodiac. Drag the figure around the globe and your horizon sweeps the celestial sphere; visible stars brighten and the matching Scripture surfaces with your latitude.
Cosmology
Interactive
Stars
3D
א
The Alphabet · Instrument
Otiyot
All twenty-two Hebrew letters as embodied three-dimensional forms — golden rods swept through space, with a wall behind them. Turn the shadow on and rotate: at exactly one orientation the shadow on the wall IS the flat letter. Pattern first, embodiment second; the letter is the view. Original letterform skeletons built from scratch; the shadow idea is explored at meru.org, credited in the app.
Hebrew
Cosmology
3D
Interactive
∞
Topology · Instrument
The One Side
Two surfaces with no honest inside: the Möbius strip (one side, one edge) and the Klein bottle (a bounded whole where within and without are the same side, reached the long way around) — rendered in real-time 3D with a torus alongside for contrast. The gold and blue faces flow into one another on the one-sided surfaces and never meet on the torus. Send the traveler one lap and watch its arrow come home flipped.
Cosmology
3D
Interactive
⏳
The Watch · 2026–2033
The Watchboard
The celestial cascade of 2026–2033 as a living instrument — the 2027 eclipse over Mecca, the triple blood moons, Apophis, and the Passover–Sukkot tetrad ending April 14, 2033. Each event carries a countdown, the Joel 2 / Acts 2 / Revelation 6 / Matthew 24 line it answers to, and a one-click sky view rendered in The Celestial Frame for that exact moment over Jerusalem.
Cosmology
Prophecy
Interactive
⧖
Foundation of Time · Instrument
The Reckoning
Three reference points and one axiom fix time — this instrument does the arithmetic live. The eight-phase cosmic week drawn as a timeline: Day 0’s bounded darkness, six millennial days, the Sabbath threshold. Change any anchor (the birth, the cross, the length of a prophetic day) and the whole chronology recomputes in front of you. Nothing hidden; it is all addition.
Cosmology
Prophecy
Interactive
🌑
Genesis 1:14 · Instrument
Moedim
The appointed times computed from the sky alone. The spring equinox anchors the year, the sun–moon conjunctions set the months, and the seven-sevens count runs to Shavuot — no tables, no tradition, arithmetic on the lights. The engine is validated against the 2026 solar eclipses to within ten minutes. Choose your month-start rule and crescent offset and compare reckonings.
Cosmology
Interactive
🜨
Interactive Cosmology · Disk
The Witness Disk
The same cosmos as Three Witnesses, seen from above as an azimuthal-equidistant flat projection. The North Pole sits at the center, the equator becomes a circle at half the radius, and the South stretches into the outer ring. Drag the figure across the disk and the horizon curve sweeps the heavens in real time — same data, same math, a different picture.
Flat ⇄ Globe
Cosmology
Interactive
Stars
🔭
Interactive Cosmology · Projection
The Celestial Frame
One sky, three exact ways to flatten it. The same celestial sphere becomes a little planet (stereographic), a globe seen from outside (orthographic), or the all-sky dome (equidistant) — the only thing that changes is how the angle of a point above the horizon maps to a radius on the disk. Flip the view from zenith to nadir and watch the sky turn inside out; the real Sun, Moon, pole stars, and zodiac update for any date, time, and latitude you set.
Flat ⇄ Globe
Cosmology
Interactive
Stars
Sun
☉
Interactive Cosmology · Ecliptic
The Sun’s Tabernacle
Built around Psalm 19:4 — “in them hath he set a tabernacle for the sun.” The eight planets orbit within a few degrees of one flat disc, and this app shows that disc three ways at once: from above, edge-on, and from inside Earth’s orbit as the zodiac band. Press play and watch the Sun run its circuit while the disc, the ecliptic, and the band reveal themselves as one structure seen from three vantages.
Cosmology
Interactive
Sun
❄️
Interactive Cosmology · Polar Year
The Polar Sun
Stand at the South Pole and watch the sun spiral through a full year — six months of continuous light, six months of polar night. It visualizes how Earth’s 23.5° tilt produces the polar year, and how Day Four’s lights “for signs, and for seasons, and for days, and years” become most visible at the axis of the world.
Cosmology
Interactive
Sun
Time & Seasons
☀️
Interactive Cosmology · Psalm 19
The Bridegroom’s Seat
Take the sun’s own seat — the place the heavens are measured against — and watch the earth keep its circuit. It spins on its axis and carries that fixed-direction axis around its orbit, so the 23.44° tilt leans toward you, then away, across the year, and that nod is the seasons. The globe is lit from the sun with a day/night terminator, a bright subsolar point, and a “hot line” of latitude that climbs between the tropics as it runs. A key reads every mark twice — the plain fact, then its place in the cosmology of glory. The same math as the tilt, read from the one seat where the tilt does its work.
Cosmology
Interactive
Sun
Time & Seasons
3D
🌞
Interactive Cosmology · Fixed Sun
The Sun’s View
The plainer companion to the Bridegroom’s Seat: the same fixed-sun model, stripped to the essentials. Sit where the sun sits and watch the earth spin and nod — the tilt leaning toward you and away across the year, lit from the sun with a day/night line and a subsolar point. A quieter, uncluttered way to see the seasons drawn from the sun’s seat.
Cosmology
Interactive
Sun
Time & Seasons
🕰️
Flat ⇄ Globe · Time Fix
The Sundial Fix
Set a watch — hours, minutes, seconds — and triangulate the sun’s position on the classic flat-earth (Gleason) map. At equinox the sun rides the equator circle and time alone fixes its longitude at 15° of arc per hour, so a single instant lights up where the sun stands overhead. Switch to triangulate mode: add several timed sun-sights, each drawing its circle of position, and drag the fix marker to where they cross. Same azimuthal-equidistant projection as the rest of the suite, so every position lines up.
Flat ⇄ Globe
Cosmology
Interactive
Sun
Time & Seasons
📐
Flat ⇄ Globe · Time Fix
The Dial Triangle
A second take on the time-fix idea, reduced to its cleanest geometry. The angular positions of the hour, minute, and second hands are projected to three points on the rim of the flat-earth dial. Those three points determine one triangle, and its centroid — the balance point, the average of the three vertices — is taken as the reference location and lit up on the Gleason map. Run it live and trace the centroid’s path; time becomes a single roaming point through the simplest possible rule: three rim points, one triangle, one centre.
Flat ⇄ Globe
Cosmology
Interactive
Time & Seasons
🌍
Flat ⇄ Globe · Time Fix
The Dial on the Globe
The companion to the Dial Triangle, and a live proof of Claim A. The clock-derived point is computed only once — on the flat Gleason disk, from the three hands — then converted to latitude and longitude and shown on a rotating 3D globe beside the disk. The globe never touches the clock; it only receives the coordinates the flat map produced, and the same place appears correctly on both. Run it, trace the path on disk and sphere at once, and watch data native to the flat picture carry losslessly onto the round one. Same cosmos, drawn two ways.
Flat ⇄ Globe
Cosmology
Interactive
Time & Seasons
🌐
Flat ⇄ Globe · Time Fix
The Dial on the Globe (v2)
A next-generation build of the Dial on the Globe. The clock-derived point and its full trace — every colour, style, and the centre-of-curvature line — are computed on the flat Gleason disk and re-drawn live on a 3D globe. Same geometry on both maps, expanded UI and interaction over v1.
Flat ⇄ Globe
Cosmology
Interactive
Time & Seasons
🜨
Flat ⇄ Globe · The Tilt
The Tilt Signature
One slider, one number, the whole difference between the two cosmologies. Bend the earth’s axis and a ring of permanent winter darkness opens at the pole; its edge — the boundary of failed light — slides down to the latitude 90° minus the tilt. At the real tilt of 23.44° that edge sits at 66.56°, and across the slow wobble between 22.1° and 24.5° it passes straight through 66.6°. Stand the axis upright and the dark cap closes to a point: no boundary, and the number is gone. A clean, visual demonstration that the 666 lives in the tilt and nowhere else — the companion to the upright-axis Dial on the Globe, which carries no boundary at all.
Flat ⇄ Globe
Cosmology
Interactive
Time & Seasons
🧭
Flat ⇄ Globe · Two Readings
Where the Two Mappings Part
Both readings of the cosmos laid on one globe. The upright grid (gold) maps the clock-hours to longitude with the axis straight up — the appointment reading. The tilted grid (red) runs the same 24 lines through the real 23.44° axial tilt — the mechanism reading. Near the equator the two are almost a single line; they fan apart toward the poles, and a shaded wedge of disagreement opens — nothing at the centre, widest at the edge. The striking result: the leaned north pole slides down to land exactly on 66.56°, the upright grid’s own boundary of failed light. The two mappings agree in the middle and part precisely where the number is written. The companion to the upright-only Dial on the Globe and the boundary-only Tilt Signature.
Flat ⇄ Globe
Cosmology
Interactive
Time & Seasons
🐟
Flat ⇄ Globe · The Sign
The Sign in the Difference
The capstone. Lay both readings of the cosmos on one globe — the upright appointment grid and the tilted mechanism grid — and look at what the difference itself forms. Their meridians cross into a net thrown over every sea; their two boundary-of-failed-light rings overlap into a glowing almond: the vesica piscis, the ancient sign of the fish, whose height-to-width ratio is 265:153. In John’s Gospel 153 is the unbroken net, b’nei ha’Elohim (the sons of God), and the seas (the nations gathered). Here that same net and that same fish are drawn by geometry alone — the difference between the flat reading and the round reading, traced into the sign of the Son. Same cosmos, two readings; the sign is not at the rim where they part but in the almond where they overlap.
Flat ⇄ Globe
Cosmology
Interactive
Prophecy
Time & Seasons