Axis system | X | Y | Z | W* | |
---|---|---|---|---|---|
Functions | Se/Ni | Te/Fi | Ne/Si | Fe/Ti | |
Functions | Fe/Ti | Se/Ni | Ne/Si | Te/Fi | |
Functions | Fe/Ti | Te/Fi | Se/Ni | Ne/Si | |
Functions | Fe/Ti | Te/Fi | Ne/Si | Se/Ni | |
✓ | Quads | J/P | NF/ST | NT/SF | E/I |
Quads | E/I | J/P | NT/SF | NF/ST | |
Quads | E/I | NF/ST | J/P | NT/SF | |
Quads | E/I | NF/ST | NT/SF | J/P | |
Letters | E/I | N/S | F/T | J/P | |
Letters | E/I | N/S | F/T | F/T | |
Letters | E/I | N/S | F/T | N/S | |
Letters | E/I | N/S | F/T | E/I | |
Triunos | ExFJ/IxTP | ExTP/IxFJ | ENxJ/INxP | ESxJ/INxP | |
Triunos | ExTP/IxFJ | ESxJ/INxP | ExFP/IxTJ | ENxJ/INxP | |
Triunos | ENxJ/INxP | ExFP/IxTJ | ESxJ/INxP | ExTP/IxFJ | |
Triunos | ESxJ/INxP | ENxJ/INxP | ExTP/IxFJ | ExFP/IxTJ | |
Duos | EP/IJ | N/S | F/T | EJ/IP | |
Duos | EP/IJ | N/S | F/T | EP/IJ | |
Duos | EP/IJ | N/S | F/T | F/T | |
Duos | EP/IJ | N/S | F/T | N/S | |
Duos2 | ENTx/ISFx | ESFx/INTx | xNFJ/xSTP | xSTJ/xNFP | |
Duos2 | xSTJ/xNFP | ENTx/ISFx | ESFx/INTx | xNFJ/xSTP | |
Duos2 | ESFx/INTx | xNFJ/xSTP | xSTJ/xNFP | ENTx/ISFx | |
Duos2 | xNFJ/xSTP | xSTJ/xNFP | ENTx/ISFx | ESFx/INTx | |
Duos3 | xNFJ/xSTP | ENTx/ISFx | ESFx/INTx | xSFJ/xNTP | |
Duos3 | xSFJ/xNTP | xNFJ/xSTP | ENTx/ISFx | xNTJ/xSFP | |
Duos3 | ENTx/ISFx | ESFx/INTx | xSFJ/xNTP | ENFx/ISTx | |
Duos3 | ESFx/INTx | xSFJ/xNTP | xNTJ/xSFP | ESTx/INFx | |
Functions | Se/Ni | Te/Fi | Ne/Si | Fe/Ti | |
Functions | Fe/Ti | Se/Ni | Ne/Si | Te/Fi | |
Functions | Fe/Ti | Te/Fi | Se/Ni | Ne/Si | |
Functions | Fe/Ti | Te/Fi | Ne/Si | Se/Ni |
Points on 3D Cube | Points on 4D Tesseract | Axes used | |
---|---|---|---|
6 Face midpoints | 8 Cube midpoints | 1 on (3 off) |
|
0 N/A | 16 Corners | 4 on (0 off) |
|
8 Corners | 32 Edge midpoints | 3 on (1 off) |
|
12 Edge midpoints | 24 Face midpoints | 2 on (2 off) |
|
24 Face-Edge midpoints (4 Triangles × 6 Faces) |
48 Cube-Face midpoints (6 Pyramids × 8 Cubes) |
1 strong + 1 weak (2 off) |
|
0 N/A | 48 Pyramid trunk midpoints (6 Pyramids × 8 Cubes) |
1 strong + 1 weak (2 off) |
|
0 N/A | 64 Half-Edge midpoints | 1 strong + 3 weak (0 off) |
|
0 N/A | 64 Cube-Corner midpoints (8 Sub-Cubes × 8 Cubes) |
1 strong + 3 weak (0 off) |
|
24 Face-Corner midpoints (4 Squares × 6 Faces) |
96 Cube-Edge midpoints (12 Wedges × 8 Cubes) |
1 strong + 2 weak (1 off) |
|
0 N/A | 96 Wedge trunk midpoints (12 Wedges × 8 Cubes) |
1 strong + 2 weak (1 off) |
|
24 Half-Edge midpoints | 96 Face-Corner midpoints (4 Squares × 24 Faces) |
1 strong + 1 weak (2 off) |
|
0 N/A | 96 Face-Edge midpoints (4 Triangles × 24 Faces) |
2 strong + 1 weak (1 off) |
|
Total | 0 | 0 |
Orthogonal pair |
Great Circle 1
Straight axes: 0°/180° × 90°/270°
Diagonal axes: 45°/225° × 135°/315°
|
Great Circle 2
Straight axes: 0°/180° × 90°/270°
Diagonal axes: 45°/225° × 135°/315°
|
|
---|---|---|---|
Direction |
Input-perception (Yearly season)
Functions: Se/Ni × Ne/Si
Duos: EP/IJ × N/S
|
Output-judgement (Daily hour)
Functions: Te/Fi × Fe/Ti
Duos: EJ/IP × F/T
|
|
Net flow |
In-profit
Functions: Te/Fi × Se/Ni
Duos2: ESTx/INFx × xSFP/xNTJ
|
Out-loss
Functions: Fe/Ti × Ne/Si
Duos2: ENFx/ISTx × xNTP/xSFJ
|
|
Place |
In-embed
Functions: Fe/Ti × Se/Ni
Duos3: ESFx/INTx × xSTP/xNFJ
|
Out-attach
Functions: Te/Fi × Ne/Si
Duos3: ENTx/ISFx × xNFP/xSTJ
|
|
Disc |
In-disc
Quads: E/I × NF/ST
Duos2: ENFx/ISTx × ESTx/INFx
|
Out-disc
Quads: NT/SF × J/P
Duos3: xNTJ/xSFP × xNTP/xSFJ
|
|
Disc2 |
In-disc2
Quads: E/I × NT/SF
Duos3: ENTx/ISFx × ESFx/INTx
|
Out-disc2
Quads: NF/ST × J/P
Duos3: xNFJ/xSTP × xNFP/xSFJ
|
|
Disc3 |
In-disc3
Letters/Duos/Quads: E/I × J/P
Duos: EJ/IP × EP/IJ
|
Out-disc3
Quads: NT/SF × NF/ST
Letters/Duos: N/S × F/T
|
|
Function class |
In-FunctionClass
Letters/Duos: F/T × N/S
Quads: NF/ST × NT/SF
|
Out-FunctionClass
Letters/Duos/Quads: E/I × J/P
Duos: EJ/IP × EP/IJ
|
|
Perception |
Inner-Perception
Letters: E/I × N/S
???: ENxx/ISxx × INxx/ESxx
|
Outer-Perception
Letters: F/T × J/P
???: xxFJ/xxTP × xxTJ/xxFP
|
|
Judgement |
Inner-Judgement
Letters: E/I × F/T
???: ExFx/IxTx × IxFx/ExTx
|
Outer-Judgement
Letters: N/S × J/P
???: xNxJ/xSxP × xSxJ/xNxP
|