In this video I go over Part 6 of the Tengri 137 online cryptic series of alien math puzzles and calculations, and this time go over the solution of the custom MES puzzle that I gave to challenge our alien friends! I created the puzzle last week as a response to the previous challenge that Tengri gave to me, which I solved pretty quickly. This MES challenge was pretty unique and many people tried to solve it but only one was able to solve it! In fact Tengri was not able to solve it, but gave me a great thank you message instead! Thanks Tengri!
Behind the scenes though, I ācolludedā with Quantum Cannibal to have his latest video made private, which gave me the idea for creating this puzzle. His video was on the cool property of using the āMod()ā or āModuloā operation in a Spreadsheet, which calculates the remainder of a division operation. Adding this remainder to the dividing number, known as the ādivisorā or āmodulusā, we can get a new āmodulusā, which when kept repeating we obtain a summation that is a factor of the number we divided! This is a very cool property of the Modulo operation and it is used in many encryption and compression applications. This is a pretty obscure property, which may explain why Tengri was not able to solve it.
The puzzle I created had 7 such āpathsā created using this modulo operation but with the seventh path left blank. Finding the method behind the 6 other paths, the next step would be to figure out all possible paths that could match the seventh path. @JohnLilburne517 was able to solve this using a quick C++ program he made! #Amazing #Congrats
This is a really cool video into the mathematics behind this cool puzzle so make sure to watch it! Big thanks to Quantum Cannibal for working behind the scenes to not give out the secret to the puzzle, John Lilburne for solving it, Tengri for being cool alien guests, and Defango for connecting humans and aliens together! #StrongerTogether
The world is safe for now, but for how longā¦. #TeamHumanity #Round3??? #StayTunedā¦
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š½#Tentri137 Part 6: EPIC Intergalactic Battle: @666ab731 vs. @MathEasySolns: ROUND 2: MES Puzzle Challenge: SOLVED
Recap on Previous Parts
Part 1: "Magic" Cubes Calculator
Part 2: Odin's Triple Horn: Perfect Squares
Part 3: Odin's Triple Horn: Visual Representation
Part 4: Odin's Triple Horn: AMAZING MES Custom ā Calculation!
Part 5: Intergalactic Dance Battle vs. #Tengri137
Link to Playlist: https://www.youtube.com/playlist?list=PLai3U8-WIK0HUv8mv9gzQc3Ej4csHIQb3
#Tengri137 Part 6: EPIC Intergalactic Battle on Twitter: @666ab731 vs. @MathEasySolns: ROUND 2: MES Puzzle Challenge: Solved
Recall from Part 5, that #Tengri137 issued a math challenge to me, which I solved pretty quickly, and thus earning the respect of aliens! # TeamHumanity
But to take this intergalactic dance battle to the next level, I issued Tengri a challenge of my ownā¦
Here is what I came up with:
https://twitter.com/MathEasySolns/status/852715098862899200
- MathEasySolns
https://twitter.com/666ab731/status/852785208839487488
- 666ab731
https://twitter.com/MathEasySolns/status/852981312176574464
- MathEasySolns
https://twitter.com/666ab731/status/853144367976132608
- 666ab731
https://twitter.com/MathEasySolns/status/853332067827957761
- MathEasySolns
https://twitter.com/MathEasySolns/status/853750128041107456
- MathEasySolns
https://twitter.com/MathEasySolns/status/853821229018431490
- MathEasySolns
https://twitter.com/esoteric_ed/status/853821864635801600
- esoteric_ed
John Lilburne solved the puzzle before #Tengri137 could, thus showing the power of # TeamHumanity!
Let's take a look at the discussion part of the Dropbox link I shared:
Retrieved: 16 April 2017
https://en.wikipedia.org/wiki/Modulo_operation
Retrieved: 16 April 2017Modulo operation
In computing, the modulo operation finds the remainder after division of one number by another (sometimes called modulus).
John got the method and path correct!
Basically all paths are constructed by first finding the remainder of a modulo operation, and then adding that remainder to the modulus of the previous step.
I will explain this in detail shortly.
I got this idea from Quantum Cannibal's video!
Email Exchange:
ā¦
ā¦
ā¦
By Quantum Cannibal
http://archive.is/WKJs0
Basically we colluded DNC style to prevent people from getting ideas about how to solve it from Quantum's video, and also explains why he hasn't provided a solution ;) # TeamHumanity # DNCCollusion # DNCCorruption
Now that the puzzle is solved, Quantum made his video public again!
I provide a quick proof of why the Modular function works, but I later realized that the proof is only correct for when the new divisor is NOT a factor of the number being divided.
I will look to make a video on this later, so stay tuned!
Let's take a closer look at the puzzle!
Let's first list all of the paths together.
Let's take a closer look at the second path:
We can save time by finding the remainder using the MOD() function in Excel!
Thus what we need is a path that has the third number is 7 and the sixth number is 42 and is a total of 10 numbers (or "steps") long!
We can do this through brute Spreadsheet force, to see that only a 50 and a 70 path are correct, but which the 50 path is already being used, thus we the 70 path is the one correct path!
If we just were to sum to 777 then we can in fact have infinite number of paths (assuming we could use negative numbers), hence the Biblical quote of following the narrow gateā¦
We can also use math to narrow the options, but using a spreadsheet is easiest; I may do a video later on how to use math to simplify the search process.
And with that puzzle, we have saved humanity, but for how longā¦ #TeamHumanity
**Intergalactic alien break dance battle Round 3??? **
View the Full #Tengri137 Series: https://www.youtube.com/playlist?list=PLai3U8-WIK0HUv8mv9gzQc3Ej4csHIQb3