Most délen vöröslik az alkony, de miért? (bővebben lent)
Nyáron, azaz néhány hónapja a lenyugvó Nap a nyugati égboltot festette vörösre.
Most azonban (napok óta) a déli égbolt egy hosszú vízszintes sávban lesz vörös napnyugta után, és gyakorlatilag a keleti égbolt egy részét szintén vörösre festi. Az égbolt nyugati része full sötét, nagyon szokatlan számomra!
FONTOS: vidéken vagyok, semmilyen távoli fény nincs, amit alkonyi vöröslésnek nézhetnék. Továbbá, nem hiszem, hogy a felhőzet (asszem rétegfelhő) ennyire eltérítené a fénysugarakat.
Mit gondoltok? Ti nem figyeltetek meg ilyesmit?
Ahogy a 1-es írja. Hasonlóan ahhoz, hogy nyáron ez az irány inkább északkeleten van.
A Föld képzeletbelei tengelye nem függőleges: 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