So, let's just look at the churches as they line up on the Mercator projection. If you google the churches one by one, you start to notice a pattern. They all predate the invention of the Mercator projection. You also notice, as someone else pointed out, there's a hell of a lot of Churches called St Micheals.
Saint Michael Sword: Are the cathedrals really on a straight line?
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Re: Saint Michael Sword: Are the cathedrals really on a straight line?
#32Matt Parker ("Stand up Maths" channel on YouTube) gave a very informative and entertaining lecture in 2010 titled "Clutching at Random Straws" [0], which, among other things, covered something similar. From the subtitle of the video: "Did aliens help prehistoric Britons find the ancient Woolworths civilisation?" The answer is "no". Given enough data points, you can find all sorts of patterns. 0: https://www.youtube.c…
Re: Saint Michael Sword: Are the cathedrals really on a straight line?
#33Re: Saint Michael Sword: Are the cathedrals really on a straight line?
#34Are they aligned because they are famous, or are they famous because they are aligned? Or are they aligned because if I pick 7 famous monuments aligned I can draw a line, look over my shoulder and say "ho look, if we draw a line it match!" From wikipedia, the list of St Michael churches: St. Michael's Church (disambiguation) Parroquia de San Miguel Arcángel (es), San Miguel de Allende, Guanajuato Mexico World Heritag…
https://en.wikipedia.org/wiki/St._Michael%27s_Church
Around 150 in Europe alone.
For the next hackaton: Write a programme to find all possible approximately straight lines between any 7 of these churches.
Re: Saint Michael Sword: Are the cathedrals really on a straight line?
#35> Did the builders knew the earth was round? Yes. This has been known since ancient greek times, and Aristotle calculated the size reasonably well. Maybe not every labourer knew or cared but the architects almost certainly did
> Aristotle calculated the size reasonably well Eratosthenes. https://en.wikipedia.org/wiki/Earth%27s_circumference#Eratos... https://en.wikipedia.org/wiki/Eratosthenes#Measurement_of_Ea...
Re: Saint Michael Sword: Are the cathedrals really on a straight line?
#36> Certainly 7 cathedrals are too many to be a coincidence With the number of cathedrals in Europe I don't really think this is supported.
There are not all cathedrals, actually. They are seven sacred sites dedicated to St Michael (of which there are many all over Europe). If they really were cathedrals, a coincidence would have been extraordinary.
Traditionally, it had been mostly exposed locations that were dedicated to St Michael, e.g., locations that had been alleged entrances to the underworld in antiquity. 6 out 7 of these locations are in costal areas, with corresponding erosion features. So this shouldn't be of much surprise, as the line crosses several costal regions – of which there are plenty.
(In other words, the line crosses 6 costal areas with a St Micheal nearby and 6 without. The second fact may be as remarkable as the first one.)
Edit: Challenge, can we identify a "St Michael's Serpent", approximating a sine wave?
Re: Saint Michael Sword: Are the cathedrals really on a straight line?
#37Cathedrals are the highest tier of vanity projects of one of the most powerful institutions in written history. It's little surprise that the makers knew the top three most import factors for real estate value: location, location, location. Are they pointing to anything though?
Re: Saint Michael Sword: Are the cathedrals really on a straight line?
#38Earlier quoted context omitted.
They are all dedicated to the same saint, St. Michael.
Which isn't really all that special. In England alone, there are 816 churches named after St Michael. He's pretty popular. It'd be a lot more spectacular if they were all named after someone much more obscure. https://en.wikipedia.org/wiki/Dedications_in_the_Church_of_E...
Re: Saint Michael Sword: Are the cathedrals really on a straight line?
#39Re: Saint Michael Sword: Are the cathedrals really on a straight line?
#40Aha, but two of them will always be on a straight line. It’s only the other five that are the coincidences.