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Wednesday, December 23, 2015

Circumnavigating the "globe" with a gyroscope test.




Here are a series of photos I took this morning to show how a gyroscope that runs continually as you circumnavigate the globe will tilt, relative to the ground, as the globe turns if it's indeed a globe earth. We'll start the flywheel up in a horozontal position in Colombia on the equator...  




I'm holding a replica of a rotating disc in the same position relative to, say, the North Star. You can see that my silver disk is in pretty much the same position as I go around the side of the globe....



I'm now pulling the globe clockwise with my pinky finger while holding the disc in the same position relative to the curtain in the background...



I've pulled the globe counter clockwise by a quarter turn-- through 90 degrees. I'm holding the disc in the same relative position compared to where it was, against the curtain as a backdrop-- which in real life would be the stars or the North Star. Clearly, the disc is on its edge relative to the surface of the globe. This should happen in real life too. Why is there so much knashing of teeth over this simple proof? Why are people saying that it's not cost effective, for example, to build a 3 axis powered gyroscope consumer model that can demonstrate this simple fact? Why? Why?



Let's take it a step further and move the disc into a horozontal spinning position over Arizona where I live. Here's what that looks like...




Now I'm just moving my hand without moving the globe to show you where I'm taking the disk. It's a rough approximation but that's all I need. I don't need to be really precise with this proof because the degree of movement and the amount of rotation of the disc is significant enough that the point can be proven with a large degree of error...




As I move the disc around the globe, you can see that it's in a tilted position relative to the surface of the earth after moving 90 degrees. It's "almost" on its edge but not quite. It's sort of on an angle and certainly not horozontal....





Finally, I've pulled Arizona with my pinky around 90 degrees and you can see the disk is high on its edge... not quite 90, but much higher than horozontal. In other words, the demonstration works "good enough" in Arizona as at the equator.


The following picture of me shows that I wear lights on my glasses. In the future, everyone will because it's useful. Why are we walking around without lights projecting out of eyes? It's crazy. It's as crazy as not finding a 3 axis powered gyroscope for verifying globe vs. flat earth.





Just so you don't think I'm a wacked out nut case-- or at least, if I am, that I have lots of wacked out nut case readers-- here is a list of the attendance of my latest posts here. Hundreds of people read each of my important ground breaking and well written fun posts. Hundreds.  Doesn't that tell you something? Doesn't that tell you that there are curious wacked out people out there who understand where I'm going with these ideas. Consider the possibility that we're NOT wacked out. Consider, for example that the rest of the world is wacked out and WE are wacked "in". In effect. WE are the Unwacky Ones... the real ones...

Thursday, December 3, 2015

Partial Navigation to Detect a Convex or Concave Antarctic Shoreline

In a previous post about the Vendee race, a commenter, GJ, suggested a partial circumnavigation by water, along a particularly smooth circular part of Antarctica, close to the coast line, to detect a convex or concave shape. A convex verification would be consistent with an island which in turn proves a sphere-earth and a concave shape would be consistent with the rim-- which would be proof of a flat earth. The idea intrigued me and is close enough to my primary mission here of a complete circumnavigation to prove 15,000 or 65,000 miles, consistent with the sphere or flat earth respectively, that I thought we should start a new blog post dealing with it on its own. The original exchange between GJ and me on the Vendee post is below the illustration.
Here is just one example of a partial circumnavigation that could be used in the way GJ suggested.
GJNovember 29, 2015 at 2:22 PM

I just found this excellent blog. There is so much to process here. I believe the secret and the answer is at Antarctica. Is it a convex or concave mass on the approach and navagation? Would one steer towards it (into it) continuously as one curves around it, making it an island continent OR would one need to continously steer away from it to hug its rim - always turning away as not to run into it and hit its wall edge. Would like to discuss if you have any thoughts. Thank you for all of the great research

ReplyDelete Replies RickDecember 1, 2015 at 7:12 AM
That's a good insight GJ. Steering into it or away from it would indeed indicate a convex or concave shape. Excellent thought.

As I struggled to convert the paper circle into rim with scissors and paste-ups, and later struggled to place research stations on the Gleason map (azimuthal projection consistent with flat earth), that thought rattled around in the back of my mind but I didn't quite articulate it the way you did so concisely.

It's a good thought. The first problem that occurs to me is the scale on which we're working here. It's hard to confirm slight inward steering vs. outward steering on a 15,000 or 60,000 mile circuit. Of course, if the sailboat race or any circumnavigation is real, the navigator on the ship would be able to tell us what he did to get around. THAT requires we know a navigator. And that would be interesting to pursue.

But then-- if we could make contact with a navigator who was willing to talk to us-- even for a portion of the trip around the island-- we'd be close to selling him on a complete circumnavigation. Still-- the partial test you propose is interesting theoretically. The actual coast line is so jagged that navigation inward or outward would almost have to be conducted by an expert air or sea navigator who knew what he was doing. So overall, I think it's a good idea but the scale of the problem makes it as difficult as the original idea of a complete circumnavigation test.

Thanks for the insight however. Great idea.

Delete GJDecember 2, 2015 at 3:57 PM

Rick
Absolutely, the scale is unimaginable ! And yes, extremely difficult to discern inward/outward turns.However, a partial coastline sail from Coats Land around to Victoria Land, is mostly circular coastline. I imagine, in every sense of the word, imagine...that plotting a course just slightly north of the delineated Arctic Circle as to avoid most if not all cragged edges. What Im saying; is a way to get a read of the overall shape and the general direction in which you steer the vessel, inward or outward (plotting the big picture). Add to this expedition, a radar/tracking device that is recording its path and can provide a graphic "map" of its journey. Now...ive imagined this scenario as well. Imagine sailing directly along 80degree longitude towards the West Ice Shelf and facing it nose in, and perpendicular to the wall. Now turn a perfect 45 degrees left...straight line. You would either hit the rim, eventually OR arrive on land. If it is an island cap you would be traveling away from it as it fades away from your right. Thanks for you thoughts on this!! Like I mentioned, I had not seen this aspect of Antarctica (circle or rim) explored ANYWHERE, it, for me, is the most crucial missing piece to all of it. I believe it can be an absolute undeniable proof. Simple geometry? haha

Delete RickDecember 2, 2015 at 7:25 PM

Yes, this approach is nowhere else on the net-- other than a possible fake attempt by a flat earther who suggested sailing boats around antarctica in opposite directions to see when and where they meet. My simpler circumnavigation as proof is suggested possibly before me but certainly zeroing in on this as proof one way or another has never explored to the depth I'm going, before me, Captain Rick of the Antarctic Circumnavigation Flat Earth Exploration Team.

So.... you're now going into some shoreline detail for a PARTIAL circumnavigation that indicates a convex or concave shape. It's already late tonight but I'll look at this over the next several mornings. It's the most interesting response I've had so far on this blog as it relates directly to my mission. Thanks for the hint about the "mostly circular coastline" between Coats and Victoria.... I'll dig out my maps and upload a new blog post about this which illustrations.

I'm currently bogged down in retail / Christmas / piano so I expect to blog-post in detail on your suggestion in January.

Delete GJDecember 3, 2015 at 2:09 AM

Rick
Looking forward to your response in January. After I wrote my last post, I had another thought you might be able to speak to. In regard to sailing directly towards Antarctica and approaching it nose in, at the West Ice Shelf and perpendicular to its wall, then turning a 45 degree angle and sailing due ...left. Lets say that this imaginary expedition had radar tracking in real time. One of two things would be evident: If it is a rim, the ship would move counterclockwise around it. If it is an island cap and the ship hugged its shore, the ship travels clockwise around it. I would like to continue to add new ideas to your blog that you can explore at a later time after the holidays. Thanks again!

Delete RickDecember 3, 2015 at 5:39 AM
OK, that one is so tricky for me to imagine right now that I have to map it out for sure. Here's what I can do right now to get started-- since "barely started" is "almost done" in my practical philosophy. (The idea behind it is that every time you act, you strengthen the motivation behind that act). I'll post a new blog entry right now on this idea. That way, you can add to this particular idea on a clean page. The page we're on right now ridicules that Vendee Race-- which got you started here. This "Partial Navigation to Detect a Convex or Concave Antarctic Shoreline" idea of yours will be the title of the post-- and the index entry as well.

Delete