The Moon's Independent Circuit

On the flat Earth model, the moon has its own circuit above the plane โ€” independent of but roughly co-incident with the sun's circuit zone. The moon completes a circuit in approximately 29.5 days (its synodic period) relative to the sun โ€” which is why the lunar cycle is 29.5 days. The moon's circuit is slightly inclined relative to the sun's circuit plane, which is why solar eclipses don't happen every month on the FE model (the moon's circuit intersects the sun's circuit at specific crossing points).

The moon moves at a different speed from the sun (completing its circuit more slowly relative to the sun), which is why the moon appears to move "through" different phases over a month โ€” the relative position of sun and moon as seen from the flat Earth changes as they complete their circuits at different rates, exposing different proportions of the moon's self-luminous surface to and from the observer.

Phases Without Reflected Light

On the mainstream model, lunar phases are caused by the sun illuminating different portions of the moon's facing hemisphere as seen from Earth โ€” reflection. Full moon occurs when Earth is between sun and moon (in the mainstream model, the moon is opposite the sun). New moon occurs when the moon is between Earth and sun. But as discussed in The Local Moon topic, moonlight is cooler than moonshadow โ€” not warmer as reflected sunlight would produce. If the moon is self-luminous, phases are produced differently: by the moon's internal brightness cycling, or by a shadow body in its orbit.

The Vedic Shadow Body: Rahu and Ketu

Ancient Vedic astronomy describes two astronomical bodies โ€” Rahu and Ketu โ€” as dark, non-luminous bodies that shadow the moon (causing lunar eclipses) and the sun (causing solar eclipses). These are not considered metaphorical in Vedic tradition but real astronomical objects. The concept of a dark shadow-body in the moon's orbital path that eclipses it, rather than Earth's shadow, elegantly solves both the flat-earth eclipse problem and the "impossible selenelion" simultaneous sun-moon visibility during eclipses.

The Lunar Month and the Calendar

Every ancient civilisation used a lunar calendar โ€” not a solar calendar. The Hebrew calendar is lunar. The Islamic calendar is lunar. The Hindu calendar is lunisolar. The Chinese calendar is lunisolar. The Gregorian solar calendar, now globally dominant, is a relatively recent innovation driven by administrative practicality (a year that stays aligned with seasons without intercalary months). The universal ancient reverence for the lunar calendar reflects that the moon's 29.5-day circuit was the primary timekeeping mechanism โ€” visible, reliable, and phase-predictable โ€” on a human scale that the sun's slower annual cycle could not provide.

01

The Metonic Cycle

Every 19 solar years, the solar and lunar cycles re-synchronise exactly (235 lunar months = 19 solar years). This perfect arithmetic relationship between two independently moving local luminaries on the flat Earth is consistent with a designed, mathematically ordered system. That the ratio is exactly 235:19 โ€” not an approximate ratio but an exact lock โ€” implies intentional cosmological engineering.

02

Tides and the Moon

Tides correlate with the moon's position. Mainstream science attributes this to gravitational attraction across 238,000 miles. Flat earth researchers propose an electromagnetic relationship between the local moon and the oceans below โ€” the moon circuits above and its electromagnetic influence on the conductive saltwater surface beneath it creates the predictable tidal pattern. No gravity required.