Framerate {FPS} Target:
Parameters  
BohrIt Panel Configurations
Use Old ST Canvas Use Old Phasor Canvas
Time Behavior
Align k-Phasors for Reset T=0
x-Phasor Locations
Type of KE dispersion = ω(k) 
Points per Well =
Top E-Level =
Space-Time Pixels per Phasor
T vs X plot factor
Display  
E Phasor Scale
X Phasor Scale
ψ Scale
Propagate Mouse Scale Changes
|ψ| Line Width
Re(ψ) Line Width
Im(ψ) Line Width
Phasor Line Width
Zero Tracer Line Width
Trace Group Zeros Trace Phase Zeros
Extra Coordinate Grid
Background ST Plot
Zero enhancement Threshhold =
Crest-Trough distinction term =
Colors  
Color Scheme
Global alpha =
Space-Time background alpha =
Peak: Hue= Val=
Trough: Hue= Val=
Zero: Hue= Val=
Persistent Parameters  
Default Space-Time Granularity
Color Factor =
Hue Shift =
Saturation Shift =
Intensity Shift =
Scenarios  
Basic CW +1 >
< -1.. CW Light ±1 +1.. >
< -1.. PW Lite ±1 +1.. >
  CW Light ±2  
< -2.. PW Lite ±2 +2.. >
  CW Light -1<>+4  
  PW Light -1<>+4  
  CW Light ±3  
  CW Light ±4  
< -4.. PW Lite ±4 +4.. >
  CW Light -2<>+8  
  PW Lit3 -2<>+8  
Matter Wave: Bohr-Schrödinger Approximation
Bohr-Schrödinger {Quadratic dispersion}  
CW k=+1,+2
CW k=+2,+3
CW k=-1,+2
RelaWavity Scenarios
Dispersion Plot (300 THz Scale)
CW with ck = 1
CW with ck = -1
CW with ck = 2
CW with ck = 4
2 CW with ck = ±2
RelaWavity β = 0.0, υ = 600 THz
2 PW with ck = ±2
RelaWavity β = 0.0, υ = 600 THz
2 CW with ck = -1, 4
RelaWavity β = 0.6, υ = √(300*1200) = 600 THz
k-Phasor Plot (100 THz Scale)
CW with ck = 3
CW with ck = -3
CW with ck = 6
CW with ck = 12
2 CW with ck = ±6
RelaWavity β = 0.0, υ = 600 THz
2 CW with ck = -3, 12
RelaWavity β = 0.6, υ = √(300*1200) = 600 THz
Type of KE dispersion = ω(k) 
E Phasor Scale
Ψ = 0
Ψ = 1
Ψ = i
Ψ = -1
Ψ = -i
Type of KE dispersion = ω(k) 
X Phasor Scale
ψ Scale
Trace Group Zeros Trace Phase Zeros