What is the road that leads to Emerald City?

Answer 1

The Yellow Brick Road? I say it's the Golden Ratio. [The designations "phi" (for the golden ratio conjugate 1/phi ) and "Phi" (for the larger quantity phi)] That is roughly .618 or 1.618. The value in~between, at the central infinite number line is 1. The further out on the number line, the paths which spiral around the axial line [axis?] get closer to 1, eventually merging with it.. I think... Phi, the Golden ratio, [which is approximately 1.61803399...] is the number which can be found everywhere around us, around all the Universe; and is applicable in any field. It leads to everything working together in order to create a city; for it happens to be the easiest path, in the most harmony, all as close as can be, consistently, without interfering. Green plants & trees grow in this way to let the most sunshine in. It's fractal; so, we have a city. If you want to find the Emerald City and have no emerald tablet... eat greens, drink your grass juice & fresh naturally sweetened blended spearmint water, go in green, & 'go green'. You might try wearing an emerald & don't forget the ruby slippers, if you are feeling a bit green. To enter, knock; and don't forget the Golden words.

Golden section/Golden rectangle/Golden principle/Golden mean/Golden Brick Road

Fibonacci numbers, series or sequence (1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144...)

Golden angle (~137,5°)

Mathematical equation:

Φ=(1+√5)/2

1,618-1=0.618

0,618*1,618=1

Answer 2

the yellow brick road