The Recent African Origin (RAO) model requires that anatomically modern humans migrated northward from tropical Africa across the Sinai land bridge during the Late Pleistocene. This study does not dispute genetic or archaeological patterns per se, but tests the physical plausibility of such a crossing under Last Glacial Maximum (LGM, ~26.5–19 ka) boundary conditions. We first establish the historical-logical foundation: the Darwin-Osborn Law, validated over 165 years, dictates that all non-migratory terrestrial biota systematically retreat southward during glacial periods. The RAO model's requirement of a glacial-phase northward dispersal constitutes a "Paradoxical Northward Migration" (PNM), directly contradicting this biogeographic law and inverting the burden of proof. We then subject the PNM to an extreme-case stress test. Seven independent lines of evidence—climatology, geochemistry, human physiology, population ecology, paleontology, hydrogeology, and oceanography—converge to demonstrate that the North Africa–Sinai–Red Sea corridor was not a "difficult route" but a Death Zone, sealed by seven independent barriers: hydrologic collapse with 80 to 95 percent precipitation reduction and a ten-thousand-year drought window; salt-crust toxicity with surface water total dissolved solids reaching 10,000 to 50,000 milligrams per liter, inducing fatal hypernatremia within 48 to 72 hours; the dehydration equation showing a maximum individual success probability of 2.1 percent; the Allee effect, where demographic constraints reduce the probability of establishing a viable population to strictly zero; silent fauna with Sinai mammalian fossil density less than one-sixteenth of the Levant; the water paradox where palaeogroundwater is present but buried at 100 to 800 meters depth and toxic; and a hyper-saline Red Sea at 50 to 55 practical salinity units with no viable maritime route. Each barrier is independently sufficient to reject an LGM-phase Out-of-Africa dispersal. The Sinai land bridge was not a gateway—it was a mathematically closed death equation.
Jing Zhang (Sat,) studied this question.