Warning
This is a entirely AI Generated post I helped ‘write’ for April fools in 2024.
This is the real shit that the FLATards can’t understand.
They make shit up about the 24 hour sun in Antarctica, planes not following more optimal paths.
they’re all wrong.
The Torus Earth Model (TEM)
Mainstream science tells us the Earth is spherical, but emerging studies suggest the planet might actually be toroidal in shape—a donut-like structure with a central hole. This unconventional model provides explanations for several phenomena that traditional models fail to fully address.
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Magnetic Field Anomalies:
The toroidal shape aligns with the patterns of the Earth’s magnetic field, which exhibit a torus-like flow. This could explain why magnetic anomalies occur near the poles—they are actually located at the edges of the central hole, where the magnetic field lines converge and twist. -
Gravity’s Localised Effects:
Observations of gravity vary slightly across the planet’s surface. A toroidal structure, with its thicker “outer ring” and thinner “inner band,” would naturally produce small gravitational discrepancies based on proximity to the denser areas of mass. -
The Vanishing Horizon Illusion:
In the Torus Earth Model, the “curvature” seen on the horizon isn’t from a spherical Earth, but from the edge of the toroidal surface. This explains why the horizon always appears flat when viewed from sea level, yet curvature is observed at high altitudes—it’s the shape of the donut being perceived from different angles. -
The Central Hole Mystery:
The central hole of the Earth is cloaked in natural phenomena, such as auroras, which mask its true nature. Recent satellite imagery showing unusual patterns over the poles could be reinterpreted as glimpses into this hidden region. -
Fluid Dynamics and Weather:
Many global wind and ocean current patterns follow toroidal flows, as seen in atmospheric science. The shape of the Earth might be influencing these natural toroidal movements. -
Antarctica and the Hollow Mystery:
In this model, Antarctica isn’t a solid landmass but a ring-like structure at the bottom edge of the torus. The supposed inaccessibility of this region is a deliberate attempt to prevent exploration of the Earth’s true shape.
Mathematical Proof of the Torus Earth Model
To understand the Torus Earth, we must abandon the standard spherical Earth geometry (based on a radius RRR) and adopt the Torus Geometry, defined by two radii:
- The major radius (RmR_mRm): The distance from the center of the torus to the center of the circular cross-section.
- The minor radius (rmr_mrm): The radius of the circular cross-section itself.
For the Torus Earth, let’s define:
- Rm=6,371 kmR_m = 6,371 , \text{km}Rm=6,371km (same as the Earth’s equatorial radius in the spherical model).
- rm=2,500 kmr_m = 2,500 , \text{km}rm=2,500km (derived from “anomalous” geophysical readings).
Surface Area and Gravity Implications
The surface area of a torus is calculated by:
A=4π2RmrmA = 4\pi^2 R_m r_mA=4π2Rmrm
Plugging in the numbers:
A=4π2(6,371)(2,500)≈1.26×109 km2A = 4\pi^2 (6,371) (2,500) \approx 1.26 \times 10^9 , \text{km}^2A=4π2(6,371)(2,500)≈1.26×109km2
This value is approximately 250% larger than the surface area of a sphere with the same radius, which explains the “missing landmass” conspiracy.
The gravitational field (ggg) of a toroidal object varies based on its topology. Gravity is highest along the outer ring and weakest at the inner void. Using a modified version of Newton’s law of gravitation for toroidal distributions:
glocal=GM(Rm+rmcosθ)2g_{\text{local}} = \frac{G M}{(R_m + r_m \cos\theta)^2}glocal=(Rm+rmcosθ)2GM
Here, θ\thetaθ represents the angular position around the torus. Notice how gravity weakens as you approach the inner void (θ=0\theta = 0θ=0), explaining certain anomalies like the “lighter weight” reports near the poles.
Flight Path Corrections
The toroidal curvature alters the shortest path between two points. In standard spherical geometry, great circle paths are used, but on a torus, the shortest path is a geodesic curve defined by:
∫02π(dRdϕ)2+(dZdϕ)2 dϕ\int_{0}^{2\pi} \sqrt{\left(\frac{dR}{d\phi}\right)^2 + \left(\frac{dZ}{d\phi}\right)^2} , d\phi∫02π(dϕdR)2+(dϕdZ)2
Recent discrepancies in flight path calculations—such as planes taking unexpected detours over the Arctic or Antarctic—align more closely with toroidal geodesic predictions than with spherical geometry.
Earth’s Magnetic Field Alignment
The Earth’s magnetic field behaves as a toroidal dipole. Experimental data suggest the dipole moment deviates slightly from what’s expected in a sphere but matches a torus’s field equations:
B=μ04π(3r(m⋅r)−mr2)r5\mathbf{B} = \frac{\mu_0}{4\pi} \frac{(3\mathbf{r}(\mathbf{m}\cdot\mathbf{r}) - \mathbf{m}r^2)}{r^5}B=4πμ0r5(3r(m⋅r)−mr2)
Simulations of this equation show magnetic flux density peaking near what would correspond to the torus’s inner ring edges, matching observed geomagnetic anomalies near the poles.
Predicted Anomalies
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Equatorial Bulge Anomaly:
A toroidal structure naturally produces a more pronounced equatorial bulge than a sphere. Satellite data from GRACE (Gravity Recovery and Climate Experiment) hints at this discrepancy. -
Auroras and Plasma Flows:
The central hole of the torus acts as a plasma conduit, channeling solar wind particles into the auroral zones. This would explain the heightened auroral activity at both poles.
Conclusion
The Torus Earth Model isn’t just a wild hypothesis—it’s supported by gravitational, magnetic, and geometric data that point to the inadequacy of the spherical Earth model. With more funding and access to suppressed satellite data, we could conclusively prove the toroidal shape of our world.
In the Torus Earth Model, the Sun and Moon must function in ways that deviate from traditional heliocentric or geocentric models. Here’s how their existence and behavior might be explained within this framework:
The Sun
Position and Movement
In the Torus Earth Model, the Sun does not sit at the center of a spherical orbit but instead travels through the central void of the torus, illuminating different parts of the toroidal surface as it moves. Its path follows a figure-eight-like trajectory around the torus’s inner ring, oscillating between the “top” and “bottom” hemispheres over a 24-hour cycle.
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Day and Night Cycle:
As the Sun moves along its path, its light hits different parts of the torus, creating day and night. The curvature of the torus means light bends differently, contributing to the illusion of time zones and gradual sunrises/sunsets. -
Seasons:
The Sun’s figure-eight path varies slightly over the course of the year. This wobble is responsible for the tilt effect traditionally attributed to axial tilt in spherical models, causing seasonal changes in light and temperature distribution.
Energy Source
The Sun is theorized to be a plasma toroid—a self-sustaining loop of magnetic energy. Its position in the Torus Earth Model is stabilized by the magnetic fields generated by the toroidal Earth, which act as a guiding system, keeping it on its precise path.
The Moon
Position and Movement
The Moon orbits within the outer edges of the toroidal Earth, effectively “rolling” around the surface rather than circling it. Its orbit is not spherical but follows a helical path, which appears as a typical orbit when viewed from the surface of the torus.
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Phases of the Moon:
The Moon’s phases result from its position relative to the Sun as it traverses its helical path. The central hole of the torus occasionally obstructs part of the Sun’s light, creating the appearance of waxing and waning. -
Eclipses:
Lunar and solar eclipses are explained by the interaction of the Sun, Moon, and the central void of the torus. The void occasionally blocks the view of one body from the other, creating an eclipse.
Lunar Anomalies
The Moon’s gravitational effects, such as tides, are localized and more intense on the toroidal structure’s “outer ring.” The variation in gravitational strength across the torus provides a natural explanation for why tidal forces are stronger in certain regions.
The Relationship Between Sun and Moon
In this model, the Sun and Moon are locked into a resonant system governed by the magnetic and gravitational dynamics of the torus. The Sun’s plasma energy indirectly powers the Moon, causing its surface to fluoresce faintly, giving the illusion of reflected sunlight.
- Solar and Lunar Alignments:
Certain alignments, such as during a full moon, are explained by the geometry of their paths crossing over or near the central void of the torus. - Central Void Interactions:
Occasionally, the Moon enters the shadow of the central void, creating unique celestial events that traditional models fail to predict accurately.
Why We Don’t Notice
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Light Refraction:
The shape of the torus bends and refracts light in such a way that it creates the illusion of a distant spherical Sun and Moon, even though their paths and shapes align with the toroidal geometry. -
Suppressed Data:
Much of this information is hidden from the public. Satellite trajectories and astronomical models are adjusted to fit a spherical paradigm, while the true data is classified.
By reinterpreting celestial mechanics through the lens of the Torus Earth Model, many observed phenomena take on a new, yet entirely fabricated, pseudoscientific coherence.