👽#Tengri137 Part 3: Odin's Triple Horn: Visual Representation (DTu...

In this video I revisit the Tengri 137 Odin’s Triple Horn video that I made in my last video, and this time provide some further clarification, as well as correcting a few of the points that I had made in that video. First off, I made some mistakes in one of the matrix transforms that I showed in that video, and have since corrected it on the corresponding Excel sheet, but the overall video is still correct in that the Tengri 137 squares are simply made through matrix transformations. All that specific corrected matrix transformation only works in obtaining the Tengri squares 1, 3, 4, 5. To obtain the Tengri square 2 and 6, as discovered in my last video, we first need to rotate any of the other squares clockwise by 90 degrees.

Also in this video, I illustrate visually what the Tengri squares represent, by graphing all of the numbers for each square, as well as comparing them with a square that I made by adding 158 to one of the distinct 4x4 perfect squares. This visual representation shows that the Tengri squares are simply transformations of my square, by moving numbers in groups of four the left and to the right of the center of the series of numbers. This is likely the basis for the Tengri 137 puzzle makers, and shows that the makers of these puzzles are very talented (and likely bored) mathematicians. I developed an Excel sheet to show this, and you can download and play around with it. I also included in it a simple “Magic Matrix Manipulator #MMM” which uses a “magic zero matrix transformation” that is a perfect square that all sum up to zero. This means that we can add this matrix to any other matrix to manipulate the numbers, without having to affect the current magic constant, in our case 666.

In later videos I will look to derive the origins of the 3 distinct 4x4 perfect magic squares, so stay tuned for that! Also note that we can use any of these 3 distinct squares to obtain the Tengri squares. These distinct squares are just in the simplest form that can be written, not counting rotations, etc.

Also, there are some more amazing and cool mathematics puzzles in the Tengri 137 documents, so I will research more into them to see if I can solve them. Whether Tengri 137 is made by aliens, or very talented (and bored) mathematicians, they are nonetheless very cool math puzzles and calculations, and are pretty fun to analyze and solve them! So stay tuned for my later videos!

Download the notes in my video:

Written Notes: https://1drv.ms/b/s!As32ynv0LoaIhusu7DlcCEHj6qha2A
Excel Notes: https://1drv.ms/x/s!As32ynv0LoaIhutbP-FTgMxOa2f-pQ

View Video Notes on Steemit: https://steemit.com/tengri137/@mes/video-notes-tengri137-part-3-tengri-137-odin-s-triple-horn-visual-representation

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