360 DAYS

A terrestrial year of 360 days after the Shift.

They were not exaggerating.

After the Great Shift, during the period we call **State 2**, the Earth completed its orbit around the Sun in exactly **360 days**.

The Sun therefore appeared to move 1° per day in the sky.
A perfect circle of 360°.

This was not the original stable state (State 1, ~365.25 days).
It was the new astronomical reality imposed by the planet’s violent rollover.

Why this is solid evidence

Because it is not a local legend: it is an astronomical observation shared by dozens of civilizations across all continents during the post-Shift period (State 2).

Civilizations that measured 360 days (State 2)

Click on the markers to discover the quote and context.

Why this is solid evidence - explanation of the mechanism

It is not the orbit around the Sun that changed, but the Earth’s rotational speed on its own axis.

Simplified version
In State 2, after the 104° rollover, the distribution of the Earth’s mass changed. The densest parts moved toward the new equator.

The Earth then spun more slowly on its axis.

Result: each day became slightly longer. In an orbital year that remained roughly 365 days, only 360 sunrises and sunsets occurred.
Complex version (physical mechanism & calculations)

The orbit around the Sun remained unchanged (~365.25 days). What changed was the Earth’s rotational speed on its own axis.

365.25 ÷ 360 = 1.01458
→ each solar day became +1.458% longer

Conservation of angular momentum:

L = I × ω = constant

During the 104° gyroscopic rollover, the densest masses in the mantle (notably the LLVPsLLVP = Large Low Shear Velocity Provinces (large provinces of low shear velocity). These are two enormous density anomalies (+1 to +2%) located in the lower mantle, one under Africa and the other under the Pacific. The mantle’s density is therefore not uniform everywhere: these two “heavy masses” strongly influence the moment of inertia when they reposition relative to the axis of rotation.) moved closer to the new equator. The moment of inertia I increased → rotational speed decreased.

Calculations based on ancient calendars require an increase of approximately 1.458% in the moment of inertia. ECDO theory shows that the repositioning of the LLVPs during the rollover produces a delta of the same order of magnitude. This is a remarkable consistency between ancient testimonies and physics.

Note: more precise numerical simulations (PREM model + 104° rollover) will be needed to refine the calculation to 0.01% accuracy.

They said it clearly

“In a single day, the Earth turned suddenly…”

— Atrahasis Tablets (Sumerians)

“The Sun has risen four times where it now sets…”

— Plato (Timaeus & Critias)

Civilizations that measured 360 days (State 2)

Civilization Calendar observed Main source
Sumerians / Babylonians360 days (12×30)Mul-Apin tablets, Uruk
Ancient Egypt360 days + 5 epagomenal daysEbers Papyrus
MayaTun = 360 daysMaya Long Count
Vedic India360 daysRigveda & ancient Vedic texts
Ancient Persia360 daysZoroastrian calendars
Ancient China360 days (early traces)Cosmological texts

The gradual adjustments toward 365 days

Over the centuries, ancient peoples gradually added 5 days (epagomenal days) or intercalary months to resynchronize their calendars with the seasons.

The 360-day year is neither a golden age nor a chosen state. It is the most precise and universal trace of the day the Earth rolled over.