Tengri 137 part I: Incredible math anomalies and the unsolved piece, "P023.png"
@fortified has inspired me to dig deeper into the puzzles recently released by Tengri 137 and Cicada 3301. At first I was simply looking for what similarities might exist between the two, but I was transfixed by one of the last remaining pieces of the Tengri puzzle to be solved, "P023.png".
Above contains the original "P023.png" on the left, which was the final page in the set of encrypted puzzles released by the Tengri 137 organization. On the right are my simplifications for each given equation.
One should immediately notice the strange number patterns here, but that's par for the course for Tengri and Cicada puzzles.
What's particularly fascinating, however, is the third formula which gives us a repeating decimal with a period of 592,620 decimals. That's staggering, and that's not even considering that this number contains (seemingly deliberate) sequences such as 666666 and 333333 in the denominator as well as 111 and other sequences found throughout the implausibly long repetend.
Many have already pointed out that this is just simply not possible without a distributed computing system which far outmatches anything known to the public today.
Look forward to more investigations into these mysterious cryptography puzzles, and tune into @fortified for expert solutions and explanations for various puzzle pieces.