I found this the other day, not sure if previously known but quite nice. Here is a very close approximation of Φ using the Ramanujan–Soldner constant (1.45136923488338..) !! In other words: μ + 1/6 ≈ Φ 🤯🤯🤯#HappyPhiday everyone !! #math
Gann Planetary Line Array⚡
Some of the best indicators come from something I've been doing manually for too long; I didn't realize it needed automation until I saw that it did. This was one of those: quickly surfacing multiple GPLs with various calculations and harmonics.
Three decades since Patrick Mikula released this work into the world. It's built.
GSMU Volumes 1 and 2, along with the Square of Nine guide to forecasting, I opened and worked through each section. His books marked a new chapter for me four years ago, and I wasn't sure where it would lead. This indicator is one of my final implementations from that journey.
Patrick has been my mentor, not in person but through his work and the level of detail he puts into it. I know the time I spent studying, implementing, and testing what he wrote. I can only imagine how much effort it took him to process Gann, build his own software, and present everything the way he did. It still blows my mind.
Written permission. Not for resale. No affiliation. Built on my open-source Blueprint Ephemeris.
The resources are available at https://t.co/ieGcGzEwTJ
Blueprint Research 🫡🏁
Inspired by @materion and @Blueprint_So9 my version is based on Φ powers (1/2, 1, 2 & 3) with same circle diameter length of 6 units (sqrt(36)), notice that Φ^3 is very close to sqrt(18) at the circle center with a 0.155% relative difference..