Pythagoras$65905$ - definizione. Che cos'è Pythagoras$65905$
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Cosa (chi) è Pythagoras$65905$ - definizione

LUNAR IMPACT CRATER
Pythagoras crater
  • Pythagoras crater and closer craters
  • [[Lunar Orbiter 4]] image<br>(four light spots are blemishes on original)

Pythagoras (sculptor)         
ANCIENT GREEK SCULPTOR OF SAMOS
Pythagoras of Rhegium; Pythagoras (of Rhegium)
Pythagoras of Samos or Pythagoras of Rhegion (Ancient Greek: , fl. 5th century BC) was a sculptor from Samos whom Pliny the Elder expressly distinguishes from the more renowned Pythagoras the mathematician, from Rhegium.
Pythagoras         
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  • ''Pythagoreans Celebrate the Sunrise'' (1869) by [[Fyodor Bronnikov]]
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  • fava beans]] in revulsion
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  • Fictionalized portrait of Pythagoras from a 17th-century engraving
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  • '''The Pythagorean theorem''': The sum of the areas of the two squares on the legs (''a'' and ''b'') equals the area of the square on the hypotenuse (''c'').
  • ''Pythagoras Emerging from the Underworld'' (1662) by [[Salvator Rosa]]
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6TH CENTURY BC GREEK PHILOSOPHER AND MYSTIC
Pythagoras of Samos; Pythagoreas; Pythagorus; Pythagora; Samian Sage; Pyfagoras; Pythagoras and Pythagoreanism; Pytagoras; Pythagaros; Pythagoros; Pitagoras; Pitagora; Πυθαγόρας; Pythagarous; Ὁ Πυθαγόρας ὁ Σάμιος; O Pūthagoras o Samios; Ὁ Πυθαγόρας; Pithagoras; Pifagor; Pitágoras; Futhaghuras
<person> (Pythagoras of Samos, Ionia; about 569-475 BC) The Greek mathematician who founded a philosophical and religious school in Croton (now Crotone) in southern Italy. Pythagoras is most famous for Pythagoras's Theorem but other important postulates are attributed to him, e.g. the sum of the angles of a triangle is equal to two right angles. (2004-02-12)
Pythagoras Papastamatiou         
GREEK WRITER (1930-1979)
Pythagoras Papastamatiou (, 12 April 1930 – November 12, 1979), mainly known by the mononym Pythagoras, was a Greek lyricist and playwright.

Wikipedia

Pythagoras (crater)

Pythagoras is a prominent impact crater located near the northwestern limb of the Moon. It lies just to the northwest of the somewhat larger Babbage. The crater has an oval appearance due to the oblique viewing angle. Only the western face of the interior can be viewed from the Earth, the other side being permanently out of sight.

The well-preserved rim of Pythagoras has a wide terrace system, and a slight rampart around the exterior. Although generally circular, the crater outline has a hexagonal form. The floor is flattened, but with an irregular, hilly surface. There is evidence of landslips around the periphery. In the center is a sharp, mountainous rise with a double peak that ascends 1.5 kilometers above the crater floor.