Globe Deconstruction — A Claim-by-Claim Review

How this review works

Each page answers one specific claim, as its author actually stated it — not a summary, not a weaker version, and not the general genre it belongs to. Where the underlying observation is real, or the arithmetic is right, we say so first and prominently, because a review that cannot concede anything is not a review. Where we think the reasoning fails, we show the working rather than asserting it, and we use the author's own figures wherever he supplies them. Where we genuinely do not know, we say that too. Every page ends with tests that would settle the question — and they have to be tests that could go against us, or they are not worth proposing.

The book charges the globe side with demanding laboratory control it never supplies itself, and on that charge it is right; our page on it concedes the point before anything else, and names an instance of our own double standard found while writing it. We take the same standard in return: where this review has published something wrong, the correction goes up with attribution rather than being quietly swapped out.

Why answer this at all

Most published responses to this material argue with a caricature. They answer the loudest version of a claim rather than the version actually made, and they treat any concession as a loss — which is precisely why they persuade nobody who wasn't already persuaded. The book notices this and says so, repeatedly and fairly.

So the standard here is higher than usual. If a claim is right, it gets conceded in full. If a claim is wrong, the demonstration has to be checkable by the reader without trusting us — public data, stated arithmetic, named sources. Several of these pages concede substantial ground: the curvature arithmetic in the pond test is correct, the perspective-compression physics in the angular-resolution chapter is real, Foucault pendulums genuinely are difficult to run well, and the book is unusually candid when its own evidence is thin. None of that is a problem for the review. It is what makes the rest of it worth reading.

We are in correspondence with the author, who has been generous about receiving criticism. Corrections are welcome and will be published: if any specific claim on any of these pages is wrong, tell us which one and why, and the correction goes up with attribution.

Two things this review does not touch

Both are stated in the book, and neither is answered anywhere on this site. That is a decision rather than an omission, so it is worth saying plainly and once.

Whether space-agency footage is authentic. The book’s case that ISS and Apollo material is staged — wires, green-screen and CGI errors, bubbles on spacewalks, a diver reflected in a visor, a moon-landing studio — runs through pp. 10–11 and the wider argument of Space Travel Requires Faith at pp. 56–87. We do not assess it. Note what this does not exempt: the physics in that same section is answered in full. Whether a rocket can push against vacuum is a question with an experiment attached, and it has two pages of its own.

Whether The Final Experiment was staged. On p. 11 the author puts himself at 90 per cent certain that the December 2024 Antarctic expedition was faked. We do not assess that either.

The reason is the same in both cases. These claims turn on the authenticity of footage and the good faith of named people, not on a measurement a reader can repeat. Nothing on this site is equipped to settle that, and a review that graded them would be trading the one thing it has — arithmetic anybody can check — for an opinion about character. Silence here is not agreement, and it is not a concession. It is the edge of what this method can do.

Neither is one of the twenty-four. The only place they meet the catalogue is the Space Travel Requires Faith row, which is marked unassessed for exactly this reason.

Where the argument actually is

One cell per page, in the book's own order and under its own section titles. Blue is prose, and the darker the blue the more words. Sand is a page carrying a picture and no sentence on it. A red outline marks a page that states one of the claims below.

Method. Word counts come from the text layer of the 500-page PDF (Canva export, created 3 August 2026) via pdftotext -layout; the image inventory is pdfimages -list on the same file. Page numbers are the book's own folios, read off the page. They sat a constant 26 from the page numbering of the text dump this map was built from, checked at nine landmarks — note that pdftoppm and pdfimages number the same file one higher, so the offset against those is 27 — but the prerelease circulates in renders whose leading pages differ, so that offset is a fact about our copy rather than a citation anyone else should rely on. The folio is. Words set inside an image are not counted as text, which is why the picture inventory is reported alongside — word counts alone would misdescribe this book badly. Front matter before p. 7 is excluded, its pagination being irregular. If any of this is measured wrong, name the section and we will correct it here.

Two kinds of entry, and only one of them states anything

The book’s claims come in two grammatical forms, and the difference between them decides whether anyone can do anything with them. It is worth separating, because they are printed in the same lists, under the same headings, and counted the same way.

A finding asserts something about the world that can be gone and looked at: “mountain shadows are never cast on the bottom of clouds during sunset”; “46% of all stars actually show negative parallax”; “during a solar eclipse, the shadow cast on the Earth is smaller than the Solar System predicts.” Those can be wrong, which is their merit. Somebody can measure a cloud, count the parallaxes, compute the umbra.

A gesture raises a doubt without saying what is wrong: “the explanation for a sun dog is not satisfactory”; “what evidence 100% proves that the Moon rotates?”; “stars visibly passing through the Moon?”. The formula “is not satisfactory” appears six times in the draft, always without saying which step of the explanation fails, or what would count as satisfying it.

The test used: does the entry assert something about the world, or ask about an explanation? An entry proposing an experiment without running it — “if we took time-lapse video of international flights at night, would the movement of the stars match heliocentric predictions?” — counts as asking. The lists are short and printed in full in the book; anyone who thinks we have graded one wrongly can re-do this in ten minutes, and we would rather be corrected than agreed with.

The defence, which is a real one

The book anticipates this. Its stated method is that falsification is independent of replacement: you may show a model fails without owing anyone a better one. That is correct, it is the strongest thing about the book’s method, and this review has said so from the start.

But it answers a different objection. Declining to supply a replacement is legitimate. Declining to supply the falsification is not, because that is the thing being claimed. A falsification names a prediction, names an observation, and shows they conflict. “The explanation is not satisfactory” does none of the three. It is not a falsification; it is a request for one.

Why it matters more here than it would elsewhere

Because the case is explicitly cumulative. Claim #3 is that “there are too many red flags in celestial observations” — the argument is the length of the list. And a cumulative case needs every item to carry weight. An open question carries none until somebody answers it, and if the answer goes the other way it carries less than none. So the list is doing work its contents have not yet earned, and the reader has no way to tell which entries are load-bearing.

So we did the looking

Two of the six “not satisfactory” entries now have worked answers on this site, and in both cases the answer went against the objection.

• “The moon-tilt illusion explanation is not satisfactory.” The book supplies the explanation itself, forty-one pages earlier, and calls it visual geometry — a straight line rendered as a curve by the projection, which p. 145 makes the other side’s defining error to ignore. The angle it disputes has had a closed form since 2014; run on the date of the book’s own Example 1 it returns 45°, which is the figure the original questioner wrote on his own diagram and offered as impossible. The Moon-Tilt Illusion
• “The selenelion… is conveniently explained away with, you guessed it, REFRACTION.” It is refraction, and the amount needed is 24.9′ per body against a textbook horizon value of 34.5′ — less than the standard number, not more. The same page reduces the photograph the book prints as the clincher and finds the model had already predicted its geometry — the coverage to two per cent, the shape of the dark edge to within the bloom on a sixty-six-pixel disc. The Selenelion

That is not a claim about the remaining four, which we have not yet worked and might lose. It is a claim about what the exercise costs: each of those took a day, and each began by supplying the specific objection the entry had left out. If a question is worth a line in a book, the answer is worth finding before it is printed — and where we have found it, it has not favoured the case the list is making.

The foundations — the argument, made once

Twenty-four items answered one at a time would inherit the book's own problem: the point drowns in volume, and each chapter gets to be judged without the others in the room. So the general argument is made here, once, and the pages below link to it instead of re-arguing it. Nothing in this section substitutes for answering a claim on its merits — that still happens page by page.

The shape of the argument

Knowledge here is a mesh, not a chain. Read one at a time, the objections often land: Eratosthenes really does assume parallel rays and a sphere before it measures either, and a single pair of shadow angles genuinely cannot separate a far Sun over a globe from a near one over a plane. We concede that on the page itself.

What the isolation misses is that Eratosthenes was never carrying the Sun's distance alone — not even in 240 BC. A generation earlier, Aristarchus had already put the Sun about nineteen times the Moon's distance, by a method with no connection to shadow angles: when exactly half the Moon is lit the Sun–Moon–Earth angle is a right angle, so the Sun's elongation from the Moon gives the ratio directly. One premise there is worth naming, because the catalogue below disputes it: the method assumes the Sun lights the Moon. It does not have to be granted here. The illumination is carried independently by the phase sequence and the terminator — see Is the Moon a Ball? — so the node holds on its own evidence rather than on Aristarchus needing it conceded. He measured that elongation as 87° and got 19. The true figure is 89.85° and the true ratio 389, so he was short by a factor of twenty — and it did not matter, because the result that kills a near sun is a ratio and needs no distance at all: the Sun is at least nineteen times as far away as the Moon. Every flat model on offer hangs the two at comparable heights, and none of them survives a factor of nineteen — let alone the true 389. Anyone could also check, then as now, that the Sun's angular diameter does not change between horizon and zenith, which a lamp a few thousand miles above a plane cannot manage: that is Q8, and it is an observation, not an instrument. Both were available to Eratosthenes' contemporaries and neither depends on him. Since then the same number has come back from trigonometric parallax, stellar aberration and radar ranging of Venus — three unrelated instruments, one answer. Knock over one pillar of fifty and forty-nine are still standing, which is what the ledger below is for.

A measurement that is no longer performed is not a measurement that failed. This is a separate point and it is easily folded into the first one, so it is worth stating on its own. Q11 asks why no scientist has tested a Compton generator in Antarctica. The answer is that a Compton generator is a 1913 teaching demonstration good to about one per cent, and ring-laser gyroscopes now measure the same rotation continuously to parts in 10⁸ — several of them, permanently, at latitudes spread across the world. Nobody levels a kilometre of water for the same reason: better instruments exist, and water is a poor one at that scale. Disuse is usually evidence about instrument economics, not about the result.

That argument can be abused, so here is its limit. It only answers when the replacement measures the same quantity and is itself checkable by someone outside the institution that runs it. “We no longer need to check” is not a scientific position. Where no replacement exists the old experiment should still be run, and its absence is a fair thing to point at — the polar Foucault pendulum is close to that case, and our own page concedes the evidence there is thin rather than pretending otherwise.

There is no model on the other side to check, and that is deliberate rather than evasive: “it is much more effective not to present an alternative model at all” (p. 28), and “falsification is independent of replacement” (p. 187). The principle is correct and we concede it. You can show a thing is wrong without having a replacement ready, and demanding one is a bad habit of whichever side is defending. What it forfeits is that a falsification has to be a falsification of something. The local sun in one chapter, the non-straight light in another and the flat celestial plane in a third are never required to hold at the same time, because no chapter is answerable to the next. That concession also has a limit, set out in the next section: falsification needs no replacement, but a positive reading of the data does owe an account of the measurements already taken.

Three things get called falsification

This is the most important distinction on the page, and it is one both sides get wrong. Falsification of a model, a single reading that does not fit, and a real effect invoked in the wrong regime are three different events, and only the first is what the word is usually taken to mean.

• A reading that does not fit is the ordinary raw material of measurement. It might be an edge case, an instrument fault, an unmodelled local condition, or the beginning of something. Mercury's perihelion advanced 43″ per century more than Newtonian gravity allowed, and the right response was neither to discard Newton nor to explain the residual away — it was to keep measuring it for sixty years. A discrepancy earns attention. It does not by itself carry a model down.
• A real effect in the wrong regime is the one that does the most damage in this debate, because nothing in it is false. Light genuinely can be bent through ninety degrees — in a fibre, in a steep index gradient, in a laboratory. Water genuinely can be deformed against gravity — at Nijmegen, in a 16.5 tesla field. Both are real, and neither is available at ten thousand feet in open air, or in a warehouse. The question is never can this happen but how much of it is available here, and in which direction. Our own Polaris page is a worked instance: rescuing the flat measurement needs starlight bent by 19°, atmospheric refraction supplies 0.09° at that elevation, and it pushes the opposite way. The mechanism is real. It is two hundred times too small and the wrong sign.
• Falsification of a model is when a prediction the model actually makes, in a regime where it claims to hold, measurably fails. That is rare, and it is the thing worth arguing about.

The burden scales with the evidence already in hand — measurements, not popular opinion, and not the number of people who believe a thing. A result supported by many independent instruments takes more to overturn than one resting on a single measurement, because a replacement has to account for all of them at once.

And here is the part usually left out. A new reading of the data owes an explanation of the old data — though not of the old conclusions. It is not enough to show that a fresh interpretation fits the new observation; it has to say what the earlier measurements were measuring, under what conditions they were valid, and what is different about the circumstances that changes the answer. Those earlier numbers were real events in real instruments. They do not stop having happened.

General relativity is the model case, and it is the strongest example available to a sceptic as well. It did not merely beat Newtonian gravity, it contained it: in weak fields at low speeds the field equations reduce to Newton exactly, which is why every planetary ephemeris computed before 1915 stayed good. It kept the data and discarded the conclusions — absolute simultaneity went, the flat background went, gravity as a force went — and it paid for that by explaining precisely where Newton had been right and why. It also predicted 1.75″ of light deflection at the solar limb, twice the Newtonian value, and then that measurement was made. That is what a successful overturning looks like: it inherits the corpus and it sticks its neck out.

Where his own claims collide

Each row is a pair of positions from the book that pull against each other, and both halves are his. The rows are not all the same kind of collision, so each is labelled. Verbatim rows are two stated positions about the physical world that cannot both hold, and need no globe physics to read. Standards and entailment rows are weaker in kind and are marked as such: the first is an asymmetry in what counts as evidence rather than a claim about the world, and the second closes only once a further step is supplied, which we state in the row. Every quotation below has been checked against the prerelease text.

One model has to answer to every chapter at once. That is the constraint the globe is under, and it is the constraint the alternative has not yet been put under. None of this implies bad faith — these are positions colliding, not a person being caught. A book assembled chapter by chapter is exactly where you would expect to find them, and finding them is what a review is for.

Settled once, then cited

Two kinds of thing sit here, and the distinction matters. The first three are established outside this review, by instruments that do not depend on one another; no page here proves them, they are cited. The fourth is different: the book makes rocket thrust in vacuum a headline claim, so this review does derive it — at length, on its own page — and the entry exists so that the rest of the site does not do it again. Either way the rule is the same: settle it once, then reference it.

1. The Sun is about 93 million miles away. Radar ranging of Venus, stellar aberration, and trigonometric parallax — three unrelated techniques, one number. Does not rest on Eratosthenes, before or since. Established outside this review.
2. The Earth turns once per sidereal day. Detected by five mutually unrelated physical mechanisms — a spinning mass (Foucault 1852, and every ship's gyrocompass since), the Sagnac effect on light (Michelson & Gale 1925; ring lasers now at parts per billion), the Coriolis force on a vibrating structure, the Sagnac effect on matter waves, and quantum phase coherence in superfluid helium. No shared calibration chain, no common scale factor, six orders of magnitude of precision between the crudest and the best, and no disagreement. Established outside this review — though our drifters page recovers the period independently from public NOAA data, which is a check rather than the source.
3. Light through air bends by a measured amount, not an assumed one. Geodesy does not assume straight sightlines; it carries a refraction coefficient, conventionally k ≈ 0.13, and corrects for it. Honest limit: near the ground k is not a constant and has been measured from −4 to +16, which is precisely why long-baseline work uses evacuated pipes. Established outside this review.
4. Rocket thrust exists in vacuum. Derived here, not borrowed — it is Claim #2 and Q1, so Rockets Don't Push Against Air argues it from the nozzle outwards and Thrust, Measured in Flight gives the in-flight measurement record, cross-checked by mutually independent methods on the same engine with the ground-chamber artefact quantified at about one per cent, in the direction that flatters the chamber. Every other page cites those two rather than re-arguing thrust.

The catalogue

The groupings below are the book's own — its three headline claims, its twelve numbered questions, its chapter titles. The structure the book does not supply — what these claims share and where they collide — is the section above.

The first grouping below is the book’s own; the five after it are ours, sorted by what each claim argues about. The book's own order is preserved in the map above — position is his, grouping is ours. Every question is quoted verbatim from the prerelease draft; the draft numbers two consecutive questions Q4, on pp. 46 and 47, and both are listed. This index counts 24 claims rather than the 22 his numbering alone would give, because two long sections — Hydrostatics & Optics at p. 88 and Space Travel Requires Faith at p. 56 — deserve rows of their own.

Twenty-four claims. The two rows measure different things: a claim can be fully answered and still come back as an observation the mainstream model simply predicts.

• Claim #1 · page 2

  “Objects can completely disappear across a flat surface even when there is no obstruction in between. Visual limitations with a long-distance surface have not been properly studied.” That is shapedebate.com as it stands today. The prerelease book states the same claim differently at p. 2 and again at p. 209 — “Objects can disappear from the bottom up across a flat surface due to the limitations of angular resolution” — naming a mechanism the site version does not. We answer both, and the difference matters to the verdict.

  Standard physicsAnsweredTwo statements, and they need separating. The site version we largely grant: things really can vanish across a flat surface with nothing in between — we measured it over 540 feet of his own pond, and his curvature arithmetic is right to the digit. He is also broadly right that the regime is under-studied; grazing-incidence imaging from sub-inch heights over hundreds of feet of water is thin ground, and our pond run is a small piece of the study he says is missing. What that version does not do is discriminate. It rebuts the sloppy globe-side argument that things vanish therefore curvature, and it establishes nothing about shape. The book’s wording adds two words the site leaves out — bottom up — and that is the version we contest. No optical effect removes an object from the bottom up. Angular resolution takes the whole thing at once: that is what took the raft, at a camera some five times coarser than the eye, when by his own 1/60-degree criterion it should have stayed visible. Haze can fade a base before a top, but it fades rather than cuts, and it dims what sits above the line too. An object removed bottom-first is an object blocked — and while the blocker need not be curvature, since a wave or a hill will do, a blocker is precisely what the claim says is not there. Bottom Up Observations · Something Did Disappear · The Black Swan

• Claim #2 · page 2

  “Mainstream physics is completely wrong in its understanding of how gas-propelled vehicles work in a vacuum. Thrust from gas must have something to push off, and an infinite vacuum does not provide that.”

  RefutedAnsweredThe push-off premise is the claim; Newton's third law is what follows if it holds. Engines have been measured firing in real space, several unrelated ways at once, agreeing to a few per cent. Rockets Don't Push Against Air · The Action Lab Footage · Thrust, Measured in Flight

• Claim #3 · page 2

  “There are too many red flags in celestial observations. The four hardest to ignore are the uniform light distribution of a full moon, the moon-tilt illusion, Jupiter’s moon shadows that fail to align heliocentrically, and the failed trajectory alignment during a solar eclipse. Together, they make a strong case that the Sun is not the source of illumination.”

  UnassessedPartly answeredRun as a cumulative case, so answering one limb does not meet it — but three of the four are now answered, across four pages: full-moon brightness, the moon-tilt illusion, Jupiter’s moon shadows and the eclipse silhouette. The fourth is not — the failed trajectory alignment during a solar eclipse is in draft rather than answered, and until that draft is finished this entry stays partly answered however many pages sit behind the other three. The selenelion entry from the same list is answered in full, and the moon-tilt entry beside it now is too. The cumulative claim itself cannot be graded from a subset. Full-Moon Lighting · Jupiter’s Shadows · The Selenelion · The Moon-Tilt Illusion · Where's the Moon's Silhouette? · Celestial Globes Exposed · Self-Test Protocol

• Q2 · page 45

  “Why has no one proved that spacetime curvature (known as gravity) is strong enough to literally bend the laws of hydrostatics in a controlled environment?”

  RefutedAnsweredThe premise is that nobody has shown this in a controlled environment. LIGO did, at four times the span he asks for. Its 4 km arms had to be laid along a line of sight rather than a level surface, and the alignment paper states the departure at 1.25 m — then reconciles a straight datum (GPS ellipsoidal heights) against a level one (orthometric heights on the geoid) down the same arms. The framing is inverted too: the laws of hydrostatics do not say water is flat, they say a free surface is perpendicular to the net body force, which is Archimedes’ Proposition 2 and why a tilted glass stays level. A curved surface is hydrostatics, not a violation of it. Conceded: his diagram and his 3 inches agree with each other, his statement of hydrostatics is four-fifths textbook, and nobody has run his warehouse as a discriminating test. Bending the Laws of Hydrostatics

• Q4 · page 47

  “Do we observe perfectly mirrored reflections over large bodies of water at rest as we increase observer height?”

  RefutedAnsweredHis expectation is right in sign — a globe does compress a reflection more as you rise — but at a drone’s ceiling it is 4 per cent against 0.02 for a plane, a thing you measure rather than see. The shore-level version discriminates nothing in either direction, since the mirror forming the mountain is twenty-four metres of water. But the same photograph settles it by a different measurement. The angle from a summit to its own reflection is twice its elevation, the camera’s height cancels, and at his own nominated site a globe predicts 311–317′ against a flat plane’s 346–352′. It measures 311′ ± 3′. A flat plane needs light bent upward at −173 K/km, air past absolute zero halfway up the mountain. Mirrored Reflections, Answered

• Q8 · page 51

  “Why on clear days with low humidity and high altitude does the Sun observably not set (like shown in movies), but rather shrinks due to linear perspective and disappears completely from a lack of visibility?”

  RefutedAnsweredA receding lamp must shrink by 4.07× between 45° and 10°. The measured disc is flat to a fraction of a per cent across 130 years of observation. The Sun Does Not Shrink

• Q12 · page 55

  “What scientist proved that sunlight moves in a perfectly straight line through hundreds or thousands of miles of gas? Is this an incorrect assumption when measuring shadow angles to dismiss the possibility of a flat Earth?”

  RefutedAnsweredThe premise is conceded entirely, and so is a second point he does not make: nobody proved sunlight travels straight, and a single pair of shadow-angle stations genuinely cannot separate the two models. Neither reaches the conclusion. Refraction is a ground-level problem — his own supporting table is six rows of horizontal sightlines — and across the Alexandria–Syene baseline it is worth 7.5 arcseconds against a signal of 25,596. The discrimination comes from measured degree lengths across latitude, where the flat model needs the atmosphere to bend sunlight by 17° and it supplies 0.04°. Sunlight Bends in Air

• Section · pages 88–116

  Hydrostatics & Optics — twenty-nine pages, the densest run outside the opening.

  UnassessedPartly answeredThree of its four runs now have answers: the Rampion turbine footage at pp. 91–95, the angular-resolution and bottom-up material at pp. 96–107, and the reflection argument at pp. 113–116. What keeps it partial is the long-path atmospheric set — the Chicago skyline from Michigan at pp. 110–111 and the Lake Pontchartrain power lines at p. 112 — documented looming cases that now have a shell page of their own. Chicago & Pontchartrain · The Black Swan, Answered · Bottom-Up Observations · Mirrored Reflections, Answered

• Section · pages 124–152

  Celestial Globes Exposed — Polaris's inconsistent calculated height, and whether linear perspective accounts for it.

  RefutedAnsweredRescuing the flat Polaris measurement needs starlight bent by up to 19°. Refraction supplies 0.09° at that elevation and pushes the other way. Celestial Globes Exposed, Answered

• Q1 · page 44

  “Why does the scientific method reveal that gas-propelled vehicles utilize the surrounding gases for movement? If verified, all engineering calculations for space travel are based on a faulty model.”

  RefutedAnsweredAir does act on a rocket, and its effect is negative — which is why the same engine is rated 7,607 kN at sea level and 8,227 kN in vacuum. Rockets Don't Push Against Air

• Section · pages 56–87

  Space Travel Requires Faith — thirty-two pages, including the frame-by-frame reading of the vacuum-chamber video at pp. 80–83.

  UnassessedPartly answeredThe video has an answer and the ordering it shows is conceded. The section’s wider argument — that agency footage is staged — is one of the two things this review deliberately does not touch, for the reasons given above. The Action Lab Footage, Frame by Frame

• Q3 · page 46 · printed as Q4

  “What would the flight data recorder reveal if a pilot maintained perfect positioning on the equator, a constant turn, or a straight line around a sphere?”

  MisleadingAnsweredThe 119° requirement is 8,250 mi ÷ 24,901 mi × 360 — the globe's own circumference, used to generate the flat model's prediction. The named airports are 172° apart, not 119°. The Equator Flight Data Challenge, Answered

• Q10 · page 53

  “How was the scientific method used to prove that air layers have enough friction to stay in perfect rotational sync across all heights of the atmosphere and the Earth to where we perceive zero motion? Mechanical common sense states that the speed of the air would be faster as you get closer to the rotational source.”

  RefutedAnsweredNobody claims perfect sync, and the failures are the whole of meteorology. His air-speed table is right to the mile per hour. Does the Earth Spin, or Does the Sky?

• Q11 · page 54

  “If you travel to the exact location of the rotational south pole, why does a high-altitude time-lapse show no movement of the surrounding Earth landscape relative to the camera? Keep in mind that the rotational speed of the air at the axis point would be zero. Why has no scientist tested the Compton generator in Antarctica?”

  MisleadingAnsweredThe fact is right and the inference is not: zero tangential speed at the axis is not zero angular rate. On the same law the pole is where a Compton generator reads strongest. Does the Earth Spin, or Does the Sky?

• Section · pages 117–123

  The Equator Flight Data Challenge.

  MisleadingAnsweredSame finding at chapter scale: the flat side of the comparison is given no scale, so no distance, so no angle. The Equator Flight Data Challenge, Answered

• Section · pages 179–202

  Perfectly Synchronized Gas Rotating with Earth? — co-rotation, gyroscopes, the Foucault pendulum and the rotational axis.

  RefutedAnsweredFifteen NOAA drifters recover half a sidereal day to within half a per cent and reverse handedness at the equator. We concede Foucault pendulums are genuinely hard to run. Does the Earth Spin, or Does the Sky? · One Spin, Written Across Every Latitude

• Q5 · page 48

  “Why is there no difference in visual speed between stars and planets as the Earth spins during a single night? A large distance gap requires that visual speeds will not be equal to the observer.”

  Standard physicsAnsweredRight about the diurnal sweep, which carries no distance information at one part in ten billion because rotation changes where you point rather than where you are. Wrong that stars and planets show no difference across a night: measured against the stars, planets at opposition drift 4 to 54 arcseconds an hour in inverse proportion to distance while stars drift by nothing, and the Minor Planet Center holds 547 million observations of it. The Sky Turns at One Rate

• Q6 · page 49

  “Why do the moons of Jupiter produce shadows that are not aligned with the singular light source of the Sun? Are we assuming them to be shadows or can it be proven?”

  RefutedAnsweredOne angle applied to four orbital radii, reproducing the offsets to about a per cent. They vanish at opposition and reverse sign across it. Jupiter's Shadows Point at One Sun

• Q7 · page 50

  “If the Moon is a spherical rock in a vacuum, how does the light of the Sun perfectly distribute across the entire surface during a full Moon without any highlight points?”

  Standard physicsAnsweredThe observation falsifies Lambert's cosine law and nothing else. At full phase a Lommel-Seeliger sphere and a flat disc are photometrically identical, so it carries no information about shape either way. Why the Full Moon Has No Hotspot

• Q9 · page 52

  “Why do we never observe the entire circular silhouette of the Moon when approaching a solar eclipse? Photo manipulation always fails to detect evidence of the Moon.”

  Standard physicsAnsweredExactly what the standard model predicts: new-moon phase is defined as zero reflected light toward Earth, and there is no dark disc in the data to stretch. Where's the Moon's Silhouette?

• Section · pages 153–178

  Unknown Luminaries — the planets, Jupiter's moons and their shadows, and what the objects in the sky actually are.

  UnassessedPartly answeredIts strongest specific argument — that Jupiter’s moon shadows fail to align with a single distant Sun, at pp. 160–161 — has an answer, and so do the lighting and eclipse-silhouette claims it shares with Claim #3. The Moon-observations list at p. 166 and the photograph at p. 169 sit inside this chapter too, and the selenelion entry from that list is answered: the photograph is the 10 December 2011 eclipse, its caption is accurate throughout, and the model computed the geometry it prints before the frame was measured. Both of the chapter’s specific arguments now have shell pages: the eight-planet simulation challenge at pp. 162–163, with the ephemeris run against it, and the imaging-process argument at pp. 155–157, which turns out to be aimed at detail when the evidence was always motion. What remains is the chapter’s own thesis, that we do not know what the objects in the sky are — a stance rather than a proposition, and so not gradable as it stands. Jupiter’s Shadows · The Eight-Planet Photograph · Stacked & Sharpened · Full-Moon Lighting · Where's the Moon's Silhouette? · The Selenelion · The Sky Turns at One Rate · Is the Moon a Ball?

• Section · pages 203–240

  Extraordinary Evidence or Fallacy — the standard of proof demanded of the two models. Thirty-eight pages at 188 words each, the densest section in the draft.

  UnassessedDraftUnassessed because we accept it rather than answer it. The asymmetric-scrutiny charge lands, including on this review, and our page names an instance of our own double standard found while writing it. The Standard of Proof Cuts Both Ways

• Section · pages 241–414

  All Construction Records Missing? — 174 pages on nineteenth-century architecture, World's Fairs, asylums and railway stations.

  UnassessedNot yetThe author stamps this SPECULATION and writes that everything beyond p. 240 “should not be used in the shape debate”, so we catalogue it and leave it. The separate blueprint challenge — which is in scope, at p. 148 — has an answer: Curvature Is in the Construction Record

• Section · pages 415–473

  Antarctica's Magnetic North — and the speculative map that removes magnetic declination.

  UnassessedNot yetAlso inside the author's own speculation fence. His argument is that declination may be an invention “created to make our current maps appear accurate”; an earlier version of this catalogue described it as a claim about pole location, which it is not.

What we concede

A review that cannot concede anything is not a review. These are places where the book is right, or where the observation is real and the disagreement is only about the cause.

What would change our mind

Every answered page here ends with tests that could go against it. The project needs the same thing, and it has two.

On any single claim: a claim that survives scrutiny and genuinely counts against the globe model as stated is graded Sustained. The count is zero today. If one lands it goes at the top of this page, not the bottom, and the scoreboard above changes the same day.

On the thesis of this page: the mesh argument says the book needs a different world per chapter. It would be retracted by a single stated set of auxiliary positions — one optics, one atmosphere, one sun — that holds across every row of the collision table simultaneously. Not a reply to each row in turn, which is always available; one set, applied to all of them at once. That is the thing we have not been able to construct on his behalf, and it is what we would want to see.

What would settle it

Every answered page ends with tests that could go against us, or they would not be worth proposing. Seven are written up as a hand-off built from the book's own falsification-first, Team A versus Team B methodology, with no commentary attached — the Self-Test Protocol.

In draft — published for review, not yet answers

Supporting pages

Status

Of the twenty-four items, seventeen carry a verdict and seven do not — 10 refuted, 3 misleading, 4 standard physics. The seven unassessed are unassessed for stated reasons: two sit inside the author's own speculation fence, two are sections whose wider argument we have not answered — one of them by choice, being the agency-footage material set out above — one is a cumulative claim that cannot be graded from a subset, one is a charge against this review that we accept, and one has a chapter thesis still untouched. This is an active review of a book that is itself still in prerelease, so both sides are moving. Pages are dated and revised in place rather than replaced, and where a page has changed materially in response to something the author said, it says so.

The primary sources

• Levi Miller, Globe Deconstruction? — prerelease draft, 2026, ~500pp. With Alex Kampf and Mark Meyer.
• shapedebate.com — Levi Miller and Alex Kampf. The three claims, the experiments, and the linked material.
• ‘A brief introduction to skepticism of heliocentrism and possibly a better working model (agnostic)’ — Shape Debate (@ShapeDebate), Miller’s own channel; published 20 July 2026; 1:12:58. The third primary source alongside the book and the site. The first half is Miller’s own material; at 36:25, by his own signpost in the description, it hands over to a geocentric introduction by Mark Knight (waykiwayki), which Miller presents as representing his thinking and which is therefore in scope as endorsed material rather than as his own words. Cited by timestamp. We work from an automatic caption export for navigation only; nothing from it appears here inside quotation marks until it has been checked against the audio, because automatic captions are a record of what a machine heard.
• Companion project: Flat Earth Origins — same reviewer conventions, applied to the historical argument-cluster catalogue.