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08:28 PM

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Subject every degree of spherical earth represents 66mi, thus 23.4° axis tilt is 1544.4mi of separation of the setting sun. LOL

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[quote:Anonymous Coward 17353182:MV8yOTkyODg2XzUzMDIzMzE1XzRFMUIzMDg3]
[quote:Do U even Costa Rica bro? 42496539:MV8yOTkyODg2XzRCODJCNERD]
During Canadian/USA summers we see the sunset 'northwest' due to the axis tilt when the sun is 23.4° north of the Equator, ha ha ha, north! And during Canadian/USA winters we see the sunset 'southwest' due to the axis tilt when the sun is -23.4° south of the Equator, ha ha ha, south! That's a 46.8° of separation.

Now, every degree on the spherical earth tripe represents 66mi, this translates to from when the sun sets north-west during Canadian/USA summers (or any other place) it sets with a 3088.8mi distance of separation from when the sun sets south-west during the wintertime.

66mi (x) 46.8° = 3088.8mi, ha ha ha, Tripe!

northwest...........3088.8mi..........southwest
[/quote]

Your calculation makes no sense.  It makes no sense in either a spherical or flat earth worldview.  You obviously have no mathematical ability whatsoever beyond basic arithmetic...

And since you agree that the sun sets in different directions in summer and winter, what, in your fantasy world, is the cause of that, if it's not due to the tilt of the earth's axis?

And why are you starting [i]another[/i] thread about this nonsense, instead of answering the questions put to you on your original one?
[/quote]

Original Message During Canadian/USA summers we see the sunset 'northwest' due to the axis tilt when the sun is 23.4° north of the Equator, ha ha ha, north! And during Canadian/USA winters we see the sunset 'southwest' due to the axis tilt when the sun is -23.4° south of the Equator, ha ha ha, south! That's a 46.8° of separation.

Now, every degree on the spherical earth tripe represents 66mi, this translates to from when the sun sets north-west during Canadian/USA summers (or any other place) it sets with a 3088.8mi distance of separation from when the sun sets south-west during the wintertime.

66mi (x) 46.8° = 3088.8mi, ha ha ha, Tripe!

northwest...........3088.8mi..........southwest

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