The Landing Corridor: A Precise 45 Degrees, Measured

THE LANDING CORRIDOR · A WEDGE ON A MAP, PUT ON THE EARTH
'Inclined at a precise 45 degrees to the equator' (p. 280)
Ararat's twin peaks at the point, the two great pyramids on one edge, twin peaks in the Sinai on the other
the sites are surveyed coordinates; the lines are WGS84 geodesics and rhumb lines
every angle is arithmetic on those coordinates; the lottery counts real pairs
the cone markers, the fill and the atlas sheet's standard parallels are choices, shown as such
turn the globe · read the protractors · redraw the sheet · run the lottery

Evidence

fact ⇄ what kind of claim · live

'A landing corridor, which was anchored at its point on the twin-peaked Mount Ararat' (p. 73); 'two such visible markers: the two great pyramids of Giza' (p. 75); 'inclined at a precise 45 degrees to the equator' (p. 280); 'a precise angle of 45 degrees to the cardinal points' at Machu Picchu (p. 280)

the book's own words with page numbers; the layout restates The 12th Planet (1976) and The Stairway to Heaven (1980)

REPORTED

Summits and monuments at WGS84 coordinates (Greater Ararat 39.7019°N 44.2983°E; Great Pyramid 29.9792°N 31.1342°E; Baalbek, Jerusalem, Umm Shomar, St Catherine, Sippar, Nippur, the Sumerian cities, Machu Picchu's stones); NASA Blue Marble imagery

the only inputs; a line between two of them is defined by the points, not by the book

MEASURED

Geodesics on the WGS84 ellipsoid (Vincenty): azimuth at the start, the middle and the end of each line; rhumb lines from the isometric latitude; the same pair of points on plate carrée, Mercator and a Lambert conic sheet

'the angle to the equator' is six numbers, not one; the spread between them is the finding

EXACT

The Stairway to Heaven's own constructions, re-measured: Giza and Heliopolis on the Ararat-Baalbek line (22 km off), Baalbek equidistant from Giza and St Catherine (1.3%), Jerusalem on the bisector (10 km), the 'accurate 45 degree right angle' at Jerusalem (46.2°), Sippar on Ararat's meridian (4 km), the Sumerian city line (42°), Viracocha's line (217 m, 42°)

the book's own diagram, tested with its own anchors; the near-alignments are reported as such

EXACT

Every pair among 52 real Near-East summits and sites (1,297 lines over 50 km) and 22 Andean sites (214 lines); the share within a tolerance of 45° under one rule and under any rule; a seeded uniform null in the same box

the site list is a choice; the null is not; 2 × tolerance / 90° is the chance for any line

MODELLED

The atlas sheet's standard parallels (30° and 40°N); the 'any rule' allowance; Machu Picchu's stones and Umm Shomar's summit from hand-mapped and gazetteer points (±15 m, ±200 m)

choices with a spread, drawn as dials and error bars

MODELLED

Whether a wedge whose straight edge reads 38° at one end and 45° at the other, whose anchors line up to a percent or two, through a lottery that pays 45° to one line in forty, is a flight plan or a ruler on a map

the one question this bench refuses to close for you

READING

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