The Three-Body Problem: When Math Disproves the Heliocentric Lie

Here’s the breakdown:

In Newtonian physics, the three-body problem is this:

Try to predict the motion of three gravitational bodies (like the Sun, Earth, and Moon) all pulling on each other at once.

You can’t.

There’s no exact solution.

The math spirals into chaotic unpredictability.

So riddle me this, NASA:

If we can’t model a stable 3-body system on paper…

Then how the hell are we supposedly flying through space at:

1,000 mph (Earth spin),
67,000 mph (orbiting Sun),
500,000 mph (Sun orbiting galactic center),
while the Moon orbits us,
and all the planets neatly dance around us in perfect little clockwork cycles,
with no collisions, no drift, and the constellations never change?

That’s not science.

That’s fantasy with equations slapped on it.

The heliocentric model requires a mathematically impossible miracle every day just to not fall apart.

The three-body problem didn’t just expose instability…

It debunked the stability of the entire solar system model.

Translation?

Your whole reality is running on a lie so big, they bet you’d never check the math.

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