Gauss's Pythagorean right triangle proposal

<p>Gauss's Pythagorean right triangle proposal is an idea attributed to <a href="/facts/Carl_Friedrich_Gauss/f4eSMBD7">Carl Friedrich Gauss</a> for a method to signal extraterrestrial beings by constructing an immense <a href="/facts/Right_triangle/dD6M9GAn">right triangle</a> and three squares on the surface of the Earth. The shapes would be a symbolic representation of the <a href="/facts/Pythagorean_theorem/Lh6x2Kr5">Pythagorean theorem</a>, large enough to be seen from the <a href="/facts/Moon/zKHqEMPb">Moon</a> or <a href="/facts/Mars/AQGtVvz0">Mars</a>.
</p><p>Although credited in numerous sources as originating with Gauss, with exact details of the proposal set out, the specificity of detail, and even whether Gauss made the proposal, have been called into question. Many of the earliest sources do not actually name Gauss as the originator, instead crediting a "German astronomer" or using other nonspecific descriptors, and in some cases naming a different author entirely. The details of the proposal also change significantly upon different retellings. Nevertheless, Gauss's writings reveal a belief and interest in finding a method to contact <a href="/facts/Extraterrestrial_life/arxCPFTQ">extraterrestrial life</a>, and that he did, at the least, propose using amplified light using a <a href="/facts/Heliotrope_(instrument)/2ytzaLKe">heliotrope</a>, his own 1818 invention, to signal supposed inhabitants of the Moon.
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Gauss's Pythagorean right triangle proposal open-in-new

Gauss's Pythagorean right triangle proposal