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# how can simple geometry calculations display gregorian calendar dates?

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posted on Aug, 27 2015 @ 02:33 PM
a reply to: Halfswede

improved chart:

posted on Aug, 29 2015 @ 06:28 AM

originally posted by: peterp
the image shows 2 rings (outer / inner radius 323 / 53, 252 / 89) with 4 gregorian calendar dates in 2 formats each.
(if you want to recalculate: convertxy.com...)

example: april 9th 1980 = 904 1980 (904 + 1980 = 2884)

(formatting rule for calendar dates would be: "for 'daymonth' use 3 and at least 3 digits whenever possible".)

how could the gregorian calendar be "linked" with geometry, given that geometry calculations clearly display gregorian calendar dates?

What?

posted on Aug, 29 2015 @ 07:59 PM
improved version of the chart:

the 2 annuli with 3 calendar dates (2 versions each) and a postal code / phone combination.

february 20th 1988 = 202 1988 (202 + 1988 = 2190)
october 15th 1982 = 1510 1982 (1510 + 1982 = 3492)
april 9th 1980 = 904 1980 (904 + 1980 = 2884)

how is that coincidence possible?

posted on Aug, 29 2015 @ 08:50 PM
a reply to: peterp

What coincidence? All you've done is post random, seemingly arbitrarily chosen numbers, added them together, and then gone off about the "coincidence".

Holy crap! I just realized that 17+326 equals 343!!!
How is that coincidence possible???

posted on Aug, 30 2015 @ 05:35 AM
My mind is incapable.

I want to flag this just so somebody takes notice.

What are we at here? What's the score?

posted on Sep, 1 2015 @ 10:52 PM
a reply to: Generation9

oh thanks. 1 flag would be quite nice by now.

exemplary in terms of how an actual discussion could start off: i.imgur.com...

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