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Was "THE SHINING" Stanley Kubrick's Confession to having faked the moon landing?
Originally posted by Skeptical Ed
I have just finished 2 multi-page presentations by Jay Weidner that did not convince me but they opened my mind to seeing familiar things in a new way. Before commenting, take the time to read the following articles and then come back, if you so desire, and add your comments on the material presented. What was convincing, if anything, and what was not convincing and why.
Originally posted by Historical-Mozart
Originally posted by Skeptical Ed
I have just finished 2 multi-page presentations by Jay Weidner that did not convince me but they opened my mind to seeing familiar things in a new way. Before commenting, take the time to read the following articles and then come back, if you so desire, and add your comments on the material presented. What was convincing, if anything, and what was not convincing and why.
Hey Skeptical Ed,
Ya beat me to it with the posting of this topic! I had literally had the page on my computer, copied the url and logged onto ATS with the intent of starting a thread on this... and there was your thread.
So a star and a flag to you for beating me to it.
Ok, I, too, had seen "The Shining", but I just could not understand it, but, now that I've read Jay Weidner's articles about it, I was convinced that the subtleties that Jay pointed out were as intended by Kubrick. I've seen a bunch of Kubrick films and I am totally amazed at how intricate they are in terms of information hidden in metaphor inside a mystery wrapped up in a set prop.
Kubrick. Amazing. Genius.
I'm still waiting for some responses from a couple of heavy-duty Hollywood players, to whom I have sent the urls of Jay's articles, so it would be interesting to see what they say. I'll report if I hear from them.
Originally posted by Watcher-In-The-Shadows
Um, it was originally a story by Steven King as was mentioned above. How do you get somehow it was a confession?
Originally posted by Osiris1953
No there isn't any confession that I could see from the link provided. Just a lot of conjecture, and truth stretching. If I threw a pile of sticks on the floor, someone would find some symbology in them.
The average centre-to-centre distance from the Earth to the Moon is 384,403 kilometres (238,857 mi), about thirty times the diameter of the Earth.
Since the moon's orbit is elliptical (oval-shaped), its distance varies from about 221,463 miles (356,334 kilometers) at perigee (closest approach to Earth) to 251,968 miles (405,503 kilometers) at apogee (farthest point). The average distance from the moon to the Earth is 238,857 miles (384,392 kilometers).
Originally posted by Watcher-In-The-Shadows
reply to post by Historical-Mozart
Just because a pattern can be discerned does not mean there is in fact a pattern.
"Kubrik's sources" eh? You are putting the horse before the cart here friend. You are attempting to evade the fact that your premise is not proven and sidestep the fact that a bit of the so called "evidence" for your case was just shot down.
Here are two methods, the first is ancient and works in theory, but not in practice, the second was the source of the first accurate value in the 18th century.
1. Aristarchus' method. Wait till the moon is EXACTLY half full. Then the Earth, the Moon, and the Sun form a right triangle with the right angle at the moon. Measure the angle between the Moon and the Sun, and with the Moon's distance (previously found by triangulation), derive the Sun's distance as Moon's distance divided by the cosine of the angle. The uncertainties in that "exactly' make this a shaky method. Aristarchus himself got the Sun 30 times as far away as the Moon, when the correct value is nearly 400 times.
2. Transit of Venus method. You know the relative sizes of the orbits of Venus and the Earth from their revolution times (observed) and Kepler's third law (also derived from observations - Tycho Brahe's observations). So when Venus crosses the face of the Sun (one of those transits is coming up) measure the time it takes and be careful to note the position of the transit path on the disc of the Sun. From this you can work similar triangles to solve for the distance from the Earth to the sun.