I mean, if today i.e. is Sunday then someone long time ago should have said “Today will be Sunday” for the first time in a period from today that is multiple of seven. I was assuming that it was Pope Gregory XIII in October 1582, but looks like he is not. I failed in googling and duckduckgoing out the answer, so I ask for Lemmy’s collective wisdom!

EDIT: so question is not about the origin of 7-day week and sequence of weekday names, but about the exact reference point (day) of today’s weekday countdown. From when have people stopped adding or ommiting any adjustment ‘out-of-week’ days (like in Babylon or Rome) and kept counting to seven till today? In other words, there should be a point exactly N x 7 days ago from which the 7-day countdown has not been interrupted. Or at least the earliest known day in history that everyone on Earth agreed upon as a reference point

EDIT 2: Solved by https://lemmy.world/comment/1852458 Thanks everyone!

  • wAkawAka@lemmy.world
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    11 months ago

    But the 7 days comes from the amount of time it takes to go from one visible lunar phase to another

    I’m not arguing with that, but my question is different: where in history is the exact reference point (day) of today’s weekday countdown? From when have people decided to stop adding or subtracting adjustment days and kept counting till today? The might have been some shifts along the way, but there should be a point exactly N x 7 days ago from which the 7-day countdown has not been interrupted. Or at least the earliest known day in history that everyone on Earth agreed upon as a reference point.

    • freagle@lemmygrad.ml
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      11 months ago

      You have to go back on a per-calendar basis. The Chinese calendar will have a different answer to this question than the European calendar, for example. It is likely that different calendar systems came up with continuous 7-day cycles at different times and in different cultures without referring to each other, because the 7-day cycle maps to their shared observations of the moon cycles.