I really did not expect Gem to run away like that. Listen very carefully to how I only change images when he says, how he agrees for me to put them side by side, then tries to say I am doing it all wrong and runs away before I get the chance to hear what he has to say about my sinking in a density tank test.
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https://www.youtube.com/watch?v=sijYKyd3AvA
This sensational observation of a boat 29 miles away will blow your mind. Where is the bulge? Where is the curvature blocking the way? Nowhere, that's where, because the earth is obviously and observably flat.
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https://www.youtube.com/watch?v=z2GJ4sGzTwk
That brain freeze though hah
In the video where I play pool, he only took a shot after a ball was potted in a different pocket, so I potted all 6 quickly
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https://www.youtube.com/watch?v=pjOop1zY8kQ
What a turn of events. I went right back and filmed the turbines of Ormonde from an elevation of 20 feet above sea level. gps 53°51'17.69"N 3° 3'7.91"W
Ormonde D1 to D8 (The furthest right in the video) and the ones I spend the most time filming on are the ones to concentrate on.
They are in a straight line 0.33 miles apart and are all the same height and as I look down the line I am almost right behind them with turbine D1 being the largest and on the far right.
Having seen perspective finally modeled by a globe earther named sly sparkane, check video https://www.youtube.com/watch?v=8xqBUuSZ89c&t=313s and see where he has both a ball and flat earth model of turbines and how he states conclusively you dont see much difference between them. However the step changes are relevant and whats more so in this observation is the increased distance.
So perspective makes D8 smaller than D1 and if you run a line through the exact center of the hub and they all line up, then that is consistent with just angular size change over distance, without the added help of any curve.
If you put a line through them and you have a curve, then this is consistent with curve + angular size change at distance.
What we should see here is this with added curvature.
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https://www.youtube.com/watch?v=UD2Y8R9ZrGU