FLAT EARTH / GEOMETRY / OBSERVATION

Flat Earth Science.
Measure the question.

Compare horizons, shadows, maps and rotation with calculations you can change. Follow the claim into its predicted measurements.

Calculate curvature →
EXAMPLE · 20 KM · EYE HEIGHT 2 M · STRAIGHT RAY
Geometric tangent drop
31.39 m
Hidden target height
17.54 m

Two different measurements. Raise the observer to change the hidden height; tangent drop stays tied to the distance and physical radius.

Follow the geometry →
DISTANCES / BEARINGS / MAPS

Follow the shortest surface route

Choose two coordinate pairs, see departure and arrival bearings, and compare the same route on three maps.

Calculate a route →
EXAMPLE · LONDON → PARIS343.6 km

Departure bearing 148.1° · arrival bearing 150.0°.

SUN / TIME / SHADOWS

Find the Sun and its shadow

Set a UTC instant and place to find solar altitude, compass direction and a level-ground shadow.

Find solar position →
EXAMPLE · GREENWICH · 20 MAR 2026 · 12:00 UTC38.5° altitude

A 1 m upright casts a 1.26 m shadow at bearing 357.6°.

START HERE

Flat Earth

Does the horizon hide a curve?

Start with the horizon. Follow maps, shadows and rotation through 5 investigations with calculations you can change yourself.

Explore Flat Earth
An engraved circular map with red horizon measurement linesHORIZON / MAPS / SHADOWS

More ways to compare

Choose a shadow, rotation, sky or camera calculation with its own inputs and result.

All Earth science tools →

Earth radius from horizon dip

Infer Earth’s spherical radius from eye height and geometric horizon dip. Compare independent height and angle measurement uncertainty.

Eratosthenes shadow calculator

Estimate Earth’s circumference from two signed noon shadow angles and surface distance. Calculate the radius and measurement uncertainty.

Earth rotation speed calculator

Calculate Earth’s tangential rotation speed at any latitude. Compare the equator, poles, latitude-circle radius and inward acceleration.

Foucault pendulum calculator

Find a Foucault pendulum’s ideal precession rate, full-turn period and direction from latitude, including equatorial and polar limits.

Coriolis path calculator

Plot eastward motion under the horizontal Coriolis term at a fixed latitude. Compare displacement, direction and hemispheric deflection.

Angular size calculator

Calculate a sphere or face-on disk’s angular diameter from size and centre distance. Compare degrees, arcminutes and the small-angle result.

Star trail rotation calculator

Plot a star trail for latitude, declination, starting hour angle and exposure time. Compare sky rotation and the visible above-horizon path.

Polaris altitude and latitude

Compare latitude with the north celestial pole and Polaris’s culmination altitude range. Set declination and altitude-reading uncertainty.

Day length calculator

Compare day length and UTC sunrise and sunset at two latitudes. Includes the same-date seasonal contrast, polar night and midnight Sun.

Map projection distortion calculator

Compare local length and area distortion on Mercator, cylindrical equal-area and north-polar azimuthal equidistant maps at any latitude.

Horizon and lens projection

Compare the same horizon through rectilinear, equidistant and equisolid camera projections. Change pitch, field of view and horizon dip.

Atmospheric refraction ray calculator

Compare a two-layer refractivity profile with straight and constant-gradient rays over a curved surface. Set eye height, launch angle and range.

Three-site shadow model comparison

Fit three signed noon shadow angles to a sphere and a shared local-Sun model. Compare circumference, Sun height and angular residuals.

Local Sun and globe sky comparison

Compare an adjustable nearby Sun and spotlight with astronomical solar directions at three sites at one UTC instant.

Solar eclipse contact comparison

Compare local solar eclipse contact times, central-phase duration, Sun altitude and obscuration at two places, with the 2024 Texas path example.

Understand the geometry and physics

All explanations →

Make an observation

Choose an observation →
KEEP ASKING QUESTIONS

Explore more

8 more ways to follow the evidence.

THE CONSPIRACY THEORIES ICEBERG

Take the iceberg route.

Start at the surface. Follow the claims into the details.

Earth above a cobalt lunar horizon
SUBJECT 01

Space & Flight

The view from here is not the whole picture.

Explore the subject
A green scanner illustration of a flying saucer above a desert
SUBJECT 02

Sky & Sea

An unidentified signal is where the work begins.

Explore the subject
Archival papers and an institutional corridor arranged as a dossier
SUBJECT 03

Secret Power

Follow the record. Check the explanation.

Explore the subject
Pyramids with geometric survey markings on limestone-colored paper
SUBJECT 04

The Ancient World

Old stones. Very human questions.

Explore the subject
A fossil skull with geological drawings and red investigation threads
SUBJECT 05

Deep Time

Every thread starts somewhere.

Explore the subject
A plain grayscale stack of archival documents
SUBJECT 06

Verified

Sometimes the fabrication is in the record.

Explore the subject
Blue Antarctic ice cliffs and a natural mountain peak with polar survey lines
SUBJECT 08

Antarctica

Follow the ice. Measure what it conceals.

Explore the subject
Denver’s white tent-roof terminal over amber runway plans and an underground corridor
SUBJECT 09

Denver Airport

A public terminal. An underground workload.

Explore the subject
FEATURED TOOL

How long can a secret hold?

People involved. Years elapsed. Run the model.

CHANCE OF COMPLETE SILENCE36.77%

Under these assumptions, at least one disclosure is more likely than complete silence.

THE WORKING(1 − 0.001) ^ (100 × 10)= 36.7695% remain silent