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Stephen Crowley edited this page Feb 24, 2023 · 29 revisions

T(scale=1.0000)(T(scale=1.0000))-1500-1500--2.000--2.000-4.000-4.000-Phase-3

T(scale=1 0000)(T(scale=1 0000))-1500-1500--2 000--2 000-4 000-4 000-Phase-3

S(a=1.0000)(T(scale=1.0000)(S(a=1.0000))) 2500x1250 (-4,-2)..(4,2)-Phase-6

S(a=1 0000)(T(scale=1 0000)(S(a=1 0000)))-2500-1250--4 000--2 000-8 000-4 000-Phase-6

S(T(S(t)))

S(a=1 0000)(T(scale=1 0000)(S(a=1 0000)))-2500-1250--2 000--1 000-4 000-2 000-Blend-5

S(a=1 0000)(T(scale=1 0000))-1500-1500--2 000--2 000-4 000-4 000-Blend-0

S(a=1 0000)(T(scale=1 0000))-1500-1500--2 000--2 000-4 000-4 000-Blend-0

t-S(t)/S'(t) Renormally Composed 15 Times

SNewtonKoenigs

The Real Part of X=S(a=2)(Z) from (-50,25) to (50,25) rendered in ColorMode 0

X=S(a=2 0000)(Z)-1500-750--50 000--25 000-100 000-50 000-Real-0

Loop De Loop

Loop De Loop

Phase of X_a(t)=S_a(Z(t)) from a=0.05..2.55 where S_a(t)=tanh(log(1-(t/a)^2)) and Z is the Hardy Z Function

Phase of X_a(t)=S_a(Z(t)) from a=0.05..2.55 where S_a(t)=tanh(log(1-(t/a)^2)) and Z is the Hardy Z Function

The Real Part of X=S(Z(t))

The Real Part of X=S(Z(t))

NewtonFlow(Y=T(scale=0.51667)(Z))-950-475--10.000--22.000-45.000-44.000

NewtonFlow(Y=T(scale=0.51667)(Z))-950-475--10.000--22.000-45.000-44.000

Y=T(scale=1.0000)(Z)-2500-1250--10.000--37.500-80.000-75.000

Y=T(scale=1.0000)(Z)-2500-1250--10.000--37.500-80.000-75.000

Coalescent Concretion

Coalescing

The Big Bang

The Big Bang

The First Lehmer pair

Eternal Golden Braid

Maybe Particles, Maybe Universes, Maybe Something Else

Particles, Universes, or Something Else?

The Super Super Mega Multiverse

The Super Super Mega Multiverse

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