cube.m dimensions: 19x19x19 point of half: (10,10,10) 19 planes: each plane is 19x19 19 vectors each plane: each vector is 1x19 19 elements each vector: each element is 1x1 and has inside a letter (range 1-19) with union-logic union-logic --> each vector has inside all the 19 letters union logic combinations: 19*18*17*16*15*14*13*12*11*10*9*8*7*6*5*4*3*2*1=121645100408832000 --> each vector plane combinations: 19*121645100408832000 cube combinations: 19^2*121645100408832000 19^2 = DIAGONAL MATRIX = DIAGONAL MATRIX in the clock verse, from now to future 19^2 = INVERSE DIAGONAL MATRIX = DIAGONAL MATRIX in the anticlock verse, from future to now vector of half --> 19 elements --> (10,:,10) INVERSE DIAGONAL MATRIX --> X symmetry --> (10,:,10) ---------------------------------------------------- DIAGONAL MATRIX (19,:,1) --> 19° conscious ist and 1° priority (18,:,2) --> 1° unconscious ist and 2° priority (17,:,3) --> 1° unconscious2 ist and 3° priority (16,:,4) --> 1° unconscious3 ist and 4° priority (15,:,5) --> 1° unconscious4 ist and 5° priority (14,:,6) --> 1° unconscious5 ist and 6° priority (13,:,7) --> 1° unconscious6 ist and 7° priority (12,:,8) --> 1° unconscious7 ist and 8° priority (11,:,9) --> 1° unconscious8 ist and 9° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (9,:,11) --> 1° unconscious10 ist and 11° priority (8,:,12) --> 1° unconscious11 ist and 12° priority (7,:,13) --> 1° unconscious12 ist and 13° priority (6,:,14) --> 1° unconscious13 ist and 14° priority (5,:,15) --> 1° unconscious14 ist and 15° priority (4,:,16) --> 1° unconscious15 ist and 16° priority (3,:,17) --> 1° unconscious16 ist and 17° priority (2,:,18) --> 1° unconscious17 ist and 18° priority (1,:,19) --> 1° unconscious18 ist and 19° priority INVERSE DIAGONAL MATRIX (1,:,19) --> 1° unconscious18 ist and 1° priority (2,:,18) --> 1° unconscious17 ist and 2° priority (3,:,17) --> 1° unconscious16 ist and 3° priority (4,:,16) --> 1° unconscious15 ist and 4° priority (5,:,15) --> 1° unconscious14 ist and 5° priority (6,:,14) --> 1° unconscious13 ist and 6° priority (7,:,13) --> 1° unconscious12 ist and 7° priority (8,:,12) --> 1° unconscious11 ist and 8° priority (9,:,11) --> 1° unconscious10 ist and 9° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (11,:,9) --> 1° unconscious8 ist and 11° priority (12,:,8) --> 1° unconscious7 ist and 12° priority (13,:,7) --> 1° unconscious6 ist and 13° priority (14,:,6) --> 1° unconscious5 ist and 14° priority (15,:,5) --> 1° unconscious4 ist and 15° priority (16,:,4) --> 1° unconscious3 ist and 16° priority (17,:,3) --> 1° unconscious2 ist and 17° priority (18,:,2) --> 1° unconscious ist and 18° priority (19,:,1) --> 19° conscious ist and 19° priority ----------------------------------------------- INVERSE DIAGONAL MATRIX 2 TIME --> Z symmetry --> (:,10,10) (1,:,19) --> 1° unconscious18 ist and 19° priority (2,:,18) --> 1° unconscious17 ist and 18° priority (3,:,17) --> 1° unconscious16 ist and 17° priority (4,:,16) --> 1° unconscious15 ist and 16° priority (5,:,15) --> 1° unconscious14 ist and 15° priority (6,:,14) --> 1° unconscious13 ist and 14° priority (7,:,13) --> 1° unconscious12 ist and 13° priority (8,:,12) --> 1° unconscious11 ist and 12° priority (9,:,11) --> 1° unconscious10 ist and 11° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (11,:,9) --> 1° unconscious8 ist and 9° priority (12,:,8) --> 1° unconscious7 ist and 8° priority (13,:,7) --> 1° unconscious6 ist and 7° priority (14,:,6) --> 1° unconscious5 ist and 6° priority (15,:,5) --> 1° unconscious4 ist and 5° priority (16,:,4) --> 1° unconscious3 ist and 4° priority (17,:,3) --> 1° unconscious2 ist and 3° priority (18,:,2) --> 1° unconscious ist and 2° priority (19,:,1) --> 19° conscious ist and 1° priority ---------------------------------------------- inverse DIAGONAL MATRIX --> Z symmetry --> (:,10,10) (19,:,1) --> 19° conscious ist and 19° priority (18,:,2) --> 1° unconscious ist and 18° priority (17,:,3) --> 1° unconscious2 ist and 17° priority (16,:,4) --> 1° unconscious3 ist and 16° priority (15,:,5) --> 1° unconscious4 ist and 15° priority (14,:,6) --> 1° unconscious5 ist and 14° priority (13,:,7) --> 1° unconscious6 ist and 13° priority (12,:,8) --> 1° unconscious7 ist and 12° priority (11,:,9) --> 1° unconscious8 ist and 11° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (9,:,11) --> 1° unconscious10 ist and 9° priority (8,:,12) --> 1° unconscious11 ist and 8° priority (7,:,13) --> 1° unconscious12 ist and 7° priority (6,:,14) --> 1° unconscious13 ist and 6° priority (5,:,15) --> 1° unconscious14 ist and 5° priority (4,:,16) --> 1° unconscious15 ist and 4° priority (3,:,17) --> 1° unconscious16 ist and 3° priority (2,:,18) --> 1° unconscious17 ist and 2° priority (1,:,19) --> 1° unconscious18 ist and 1° priority ------------------------------------------------- INVERSE DIAGONAL MATRIX 3 TIME --> X symmetry --> (10,:,10) (19,:,1) --> 19° conscious ist and 19° priority (18,:,2) --> 1° unconscious ist and 18° priority (17,:,3) --> 1° unconscious2 ist and 17° priority (16,:,4) --> 1° unconscious3 ist and 16° priority (15,:,5) --> 1° unconscious4 ist and 15° priority (14,:,6) --> 1° unconscious5 ist and 14° priority (13,:,7) --> 1° unconscious6 ist and 13° priority (12,:,8) --> 1° unconscious7 ist and 12° priority (11,:,9) --> 1° unconscious8 ist and 11° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (9,:,11) --> 1° unconscious10 ist and 9° priority (8,:,12) --> 1° unconscious11 ist and 8° priority (7,:,13) --> 1° unconscious12 ist and 7° priority (6,:,14) --> 1° unconscious13 ist and 6° priority (5,:,15) --> 1° unconscious14 ist and 5° priority (4,:,16) --> 1° unconscious15 ist and 4° priority (3,:,17) --> 1° unconscious16 ist and 3° priority (2,:,18) --> 1° unconscious17 ist and 2° priority (1,:,19) --> 1° unconscious18 ist and 1° priority ------------------------------------------------- INVERSE DIAGONAL MATRIX 4 TIME = DIAGONAL MATRIX --> Z symmetry --> (:,10,10) (19,:,1) --> 19° conscious ist and 1° priority (18,:,2) --> 1° unconscious ist and 2° priority (17,:,3) --> 1° unconscious2 ist and 3° priority (16,:,4) --> 1° unconscious3 ist and 4° priority (15,:,5) --> 1° unconscious4 ist and 5° priority (14,:,6) --> 1° unconscious5 ist and 6° priority (13,:,7) --> 1° unconscious6 ist and 7° priority (12,:,8) --> 1° unconscious7 ist and 8° priority (11,:,9) --> 1° unconscious8 ist and 9° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (9,:,11) --> 1° unconscious10 ist and 11° priority (8,:,12) --> 1° unconscious11 ist and 12° priority (7,:,13) --> 1° unconscious12 ist and 13° priority (6,:,14) --> 1° unconscious13 ist and 14° priority (5,:,15) --> 1° unconscious14 ist and 15° priority (4,:,16) --> 1° unconscious15 ist and 16° priority (3,:,17) --> 1° unconscious16 ist and 17° priority (2,:,18) --> 1° unconscious17 ist and 18° priority (1,:,19) --> 1° unconscious18 ist and 19° priority -------------------------------------------------- inverse DIAGONAL MATRIX 2 TIME --> X symmetry --> (10,:,10) (1,:,19) --> 1° unconscious18 ist and 19° priority (2,:,18) --> 1° unconscious17 ist and 18° priority (3,:,17) --> 1° unconscious16 ist and 17° priority (4,:,16) --> 1° unconscious15 ist and 16° priority (5,:,15) --> 1° unconscious14 ist and 15° priority (6,:,14) --> 1° unconscious13 ist and 14° priority (7,:,13) --> 1° unconscious12 ist and 13° priority (8,:,12) --> 1° unconscious11 ist and 12° priority (9,:,11) --> 1° unconscious10 ist and 11° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (11,:,9) --> 1° unconscious8 ist and 9° priority (12,:,8) --> 1° unconscious7 ist and 8° priority (13,:,7) --> 1° unconscious6 ist and 7° priority (14,:,6) --> 1° unconscious5 ist and 6° priority (15,:,5) --> 1° unconscious4 ist and 5° priority (16,:,4) --> 1° unconscious3 ist and 4° priority (17,:,3) --> 1° unconscious2 ist and 3° priority (18,:,2) --> 1° unconscious ist and 2° priority (19,:,1) --> 19° conscious ist and 1° priority ---------------------------------------------- inverse DIAGONAL MATRIX 3 TIME --> Z symmetry --> (:,10,10) (1,:,19) --> 1° unconscious18 ist and 1° priority (2,:,18) --> 1° unconscious17 ist and 2° priority (3,:,17) --> 1° unconscious16 ist and 3° priority (4,:,16) --> 1° unconscious15 ist and 4° priority (5,:,15) --> 1° unconscious14 ist and 5° priority (6,:,14) --> 1° unconscious13 ist and 6° priority (7,:,13) --> 1° unconscious12 ist and 7° priority (8,:,12) --> 1° unconscious11 ist and 8° priority (9,:,11) --> 1° unconscious10 ist and 9° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (11,:,9) --> 1° unconscious8 ist and 11° priority (12,:,8) --> 1° unconscious7 ist and 12° priority (13,:,7) --> 1° unconscious6 ist and 13° priority (14,:,6) --> 1° unconscious5 ist and 14° priority (15,:,5) --> 1° unconscious4 ist and 15° priority (16,:,4) --> 1° unconscious3 ist and 16° priority (17,:,3) --> 1° unconscious2 ist and 17° priority (18,:,2) --> 1° unconscious ist and 18° priority (19,:,1) --> 19° conscious ist and 19° priority ----------------------------------------------- inverse DIAGONAL MATRIX 4 TIME = DIAGONAL MATRIX --> X symmetry --> (10,:,10) (19,:,1) --> 19° conscious ist and 1° priority (18,:,2) --> 1° unconscious ist and 2° priority (17,:,3) --> 1° unconscious2 ist and 3° priority (16,:,4) --> 1° unconscious3 ist and 4° priority (15,:,5) --> 1° unconscious4 ist and 5° priority (14,:,6) --> 1° unconscious5 ist and 6° priority (13,:,7) --> 1° unconscious6 ist and 7° priority (12,:,8) --> 1° unconscious7 ist and 8° priority (11,:,9) --> 1° unconscious8 ist and 9° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (9,:,11) --> 1° unconscious10 ist and 11° priority (8,:,12) --> 1° unconscious11 ist and 12° priority (7,:,13) --> 1° unconscious12 ist and 13° priority (6,:,14) --> 1° unconscious13 ist and 14° priority (5,:,15) --> 1° unconscious14 ist and 15° priority (4,:,16) --> 1° unconscious15 ist and 16° priority (3,:,17) --> 1° unconscious16 ist and 17° priority (2,:,18) --> 1° unconscious17 ist and 18° priority (1,:,19) --> 1° unconscious18 ist and 19° priority -------------------------------------------------- 7 matrix = 9 matrix INVERSE diagonal matrix 4 TIME = DIAGONAL MATRIX --> pdx/2 = REFERENCE X symmetry --> Z movement INVERSE diagonal matrix 3 TIME Z symmetry --> X movement INVERSE diagonal matrix 2 TIME X symmetry --> Z movement INVERSE diagonal matrix Z symmetry --> X movement diagonal matrix --> PSX reference X symmetry --> Z movement inverse diagonal matrix Z symmetry --> X movement inverse diagonal matrix 2 time X symmetry --> Z movement inverse diagonal matrix 3 time Z symmetry --> X movement inverse diagonal matrix 4 time = diagonal matrix --> pdx/2 = reference PSX reference = pdx/2 PSX --> inverse --> pdx/2 = reference PSX reference = PSX pdx/2 --> noinverse = PSX REFERENCE --> pdx/2 = REFERENCE reference PSX = PSX pdx/2 --> inverse --> reference = pdx/2 reference PSX = pdx/2 PSX --> NOinverse = PSX REFERENCE --> REFERENCE = pdx/2 PSX reference + 2 XZ movement --> pdx/2 = reference --> 2 XZ movement = T = 360° PSX reference + 2 XZ movement --> pdx/2 = REFERENCE --> 2 XZ movement = Y = 360° 2 PSX reference + 4 XZ movement --> pdx = reference + REFERENCE --> 4 XZ movement = TY = 720° 2 diagonal matrix + 720° --> pdx = reference + REFERENCE diagonal matrix + 360° --> pdx/2 = reference --> 360° = T diagonal matrix + 360° --> pdx/2 = REFERENCE --> 360° = Y --------------------------------------------------------- v --> 19x19x19 --> pos elements V --> 19x19x19 --> neg elements m --> 19x19x19 --> min letters n --> 19x19x19 --> max letters V = -v n = anti m 361° - (10,10,10) = 360° --> diagonal matrix v=m 361° - (10,10,10) = 360° --> diagonal matrix V=n 2 diagonal matrix = 720° 2 diagonal matrix = 4 XZ movement 2 diagonal matrix = TY 720° = 720° diagonal matrix = 2 XZ movement diagonal matrix = T = Y 360° = 360° T=19 --> X=1 T=18 --> X=1,2 T=17 --> X=1,2,3 T=16 --> X=1,2,3,4 T=15 --> X=1,2,3,4,5 T=14 --> X=1,2,3,4,5,6 T=13 --> X=1,2,3,4,5,6,7 T=12 --> X=1,2,3,4,5,6,7,8 T=11 --> X=1,2,3,4,5,6,7,8,9 T=10 --> X=1,2,3,4,5,6,7,8,9,10 T=9 --> X=1,2,3,4,5,6,7,8,9,10,11 T=8 --> X=1,2,3,4,5,6,7,8,9,10,11,12 T=7 --> X=1,2,3,4,5,6,7,8,9,10,11,12,13 T=6 --> X=1,2,3,4,5,6,7,8,9,10,11,12,13,14 T=5 --> X=1,2,3,4,5,6,7,8,9,10,11,12,13,14,15 T=4 --> X=1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16 T=3 --> X=1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17 T=2 --> X=1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18 T=1 --> X=1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19 --------------------------------------------------------- --------------------------------------------------------- --------------------------------------------------------- 1° DOUBLE MATRIX INVERSE DIAGONAL MATRIX (1,:,19) --> 1° unconscious18 ist and 1° priority (2,:,18) --> 1° unconscious17 ist and 2° priority (3,:,17) --> 1° unconscious16 ist and 3° priority (4,:,16) --> 1° unconscious15 ist and 4° priority (5,:,15) --> 1° unconscious14 ist and 5° priority (6,:,14) --> 1° unconscious13 ist and 6° priority (7,:,13) --> 1° unconscious12 ist and 7° priority (8,:,12) --> 1° unconscious11 ist and 8° priority (9,:,11) --> 1° unconscious10 ist and 9° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (11,:,9) --> 1° unconscious8 ist and 11° priority (12,:,8) --> 1° unconscious7 ist and 12° priority (13,:,7) --> 1° unconscious6 ist and 13° priority (14,:,6) --> 1° unconscious5 ist and 14° priority (15,:,5) --> 1° unconscious4 ist and 15° priority (16,:,4) --> 1° unconscious3 ist and 16° priority (17,:,3) --> 1° unconscious2 ist and 17° priority (18,:,2) --> 1° unconscious ist and 18° priority (19,:,1) --> 19° conscious ist and 19° priority inverse DIAGONAL MATRIX 3 TIME --> Z symmetry --> (:,10,10) (1,:,19) --> 1° unconscious18 ist and 1° priority (2,:,18) --> 1° unconscious17 ist and 2° priority (3,:,17) --> 1° unconscious16 ist and 3° priority (4,:,16) --> 1° unconscious15 ist and 4° priority (5,:,15) --> 1° unconscious14 ist and 5° priority (6,:,14) --> 1° unconscious13 ist and 6° priority (7,:,13) --> 1° unconscious12 ist and 7° priority (8,:,12) --> 1° unconscious11 ist and 8° priority (9,:,11) --> 1° unconscious10 ist and 9° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (11,:,9) --> 1° unconscious8 ist and 11° priority (12,:,8) --> 1° unconscious7 ist and 12° priority (13,:,7) --> 1° unconscious6 ist and 13° priority (14,:,6) --> 1° unconscious5 ist and 14° priority (15,:,5) --> 1° unconscious4 ist and 15° priority (16,:,4) --> 1° unconscious3 ist and 16° priority (17,:,3) --> 1° unconscious2 ist and 17° priority (18,:,2) --> 1° unconscious ist and 18° priority (19,:,1) --> 19° conscious ist and 19° priority ----------------------------------------------- ----------------------------------------------- 2° DOUBLE MATRIX INVERSE DIAGONAL MATRIX 2 TIME --> Z symmetry --> (:,10,10) (1,:,19) --> 1° unconscious18 ist and 19° priority (2,:,18) --> 1° unconscious17 ist and 18° priority (3,:,17) --> 1° unconscious16 ist and 17° priority (4,:,16) --> 1° unconscious15 ist and 16° priority (5,:,15) --> 1° unconscious14 ist and 15° priority (6,:,14) --> 1° unconscious13 ist and 14° priority (7,:,13) --> 1° unconscious12 ist and 13° priority (8,:,12) --> 1° unconscious11 ist and 12° priority (9,:,11) --> 1° unconscious10 ist and 11° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (11,:,9) --> 1° unconscious8 ist and 9° priority (12,:,8) --> 1° unconscious7 ist and 8° priority (13,:,7) --> 1° unconscious6 ist and 7° priority (14,:,6) --> 1° unconscious5 ist and 6° priority (15,:,5) --> 1° unconscious4 ist and 5° priority (16,:,4) --> 1° unconscious3 ist and 4° priority (17,:,3) --> 1° unconscious2 ist and 3° priority (18,:,2) --> 1° unconscious ist and 2° priority (19,:,1) --> 19° conscious ist and 1° priority inverse DIAGONAL MATRIX 2 TIME --> X symmetry --> (10,:,10) (1,:,19) --> 1° unconscious18 ist and 19° priority (2,:,18) --> 1° unconscious17 ist and 18° priority (3,:,17) --> 1° unconscious16 ist and 17° priority (4,:,16) --> 1° unconscious15 ist and 16° priority (5,:,15) --> 1° unconscious14 ist and 15° priority (6,:,14) --> 1° unconscious13 ist and 14° priority (7,:,13) --> 1° unconscious12 ist and 13° priority (8,:,12) --> 1° unconscious11 ist and 12° priority (9,:,11) --> 1° unconscious10 ist and 11° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (11,:,9) --> 1° unconscious8 ist and 9° priority (12,:,8) --> 1° unconscious7 ist and 8° priority (13,:,7) --> 1° unconscious6 ist and 7° priority (14,:,6) --> 1° unconscious5 ist and 6° priority (15,:,5) --> 1° unconscious4 ist and 5° priority (16,:,4) --> 1° unconscious3 ist and 4° priority (17,:,3) --> 1° unconscious2 ist and 3° priority (18,:,2) --> 1° unconscious ist and 2° priority (19,:,1) --> 19° conscious ist and 1° priority ---------------------------------------------- ---------------------------------------------- 3° DOUBLE MATRIX inverse DIAGONAL MATRIX --> Z symmetry --> (:,10,10) (19,:,1) --> 19° conscious ist and 19° priority (18,:,2) --> 1° unconscious ist and 18° priority (17,:,3) --> 1° unconscious2 ist and 17° priority (16,:,4) --> 1° unconscious3 ist and 16° priority (15,:,5) --> 1° unconscious4 ist and 15° priority (14,:,6) --> 1° unconscious5 ist and 14° priority (13,:,7) --> 1° unconscious6 ist and 13° priority (12,:,8) --> 1° unconscious7 ist and 12° priority (11,:,9) --> 1° unconscious8 ist and 11° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (9,:,11) --> 1° unconscious10 ist and 9° priority (8,:,12) --> 1° unconscious11 ist and 8° priority (7,:,13) --> 1° unconscious12 ist and 7° priority (6,:,14) --> 1° unconscious13 ist and 6° priority (5,:,15) --> 1° unconscious14 ist and 5° priority (4,:,16) --> 1° unconscious15 ist and 4° priority (3,:,17) --> 1° unconscious16 ist and 3° priority (2,:,18) --> 1° unconscious17 ist and 2° priority (1,:,19) --> 1° unconscious18 ist and 1° priority INVERSE DIAGONAL MATRIX 3 TIME --> X symmetry --> (10,:,10) (19,:,1) --> 19° conscious ist and 19° priority (18,:,2) --> 1° unconscious ist and 18° priority (17,:,3) --> 1° unconscious2 ist and 17° priority (16,:,4) --> 1° unconscious3 ist and 16° priority (15,:,5) --> 1° unconscious4 ist and 15° priority (14,:,6) --> 1° unconscious5 ist and 14° priority (13,:,7) --> 1° unconscious6 ist and 13° priority (12,:,8) --> 1° unconscious7 ist and 12° priority (11,:,9) --> 1° unconscious8 ist and 11° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (9,:,11) --> 1° unconscious10 ist and 9° priority (8,:,12) --> 1° unconscious11 ist and 8° priority (7,:,13) --> 1° unconscious12 ist and 7° priority (6,:,14) --> 1° unconscious13 ist and 6° priority (5,:,15) --> 1° unconscious14 ist and 5° priority (4,:,16) --> 1° unconscious15 ist and 4° priority (3,:,17) --> 1° unconscious16 ist and 3° priority (2,:,18) --> 1° unconscious17 ist and 2° priority (1,:,19) --> 1° unconscious18 ist and 1° priority ------------------------------------------------- ------------------------------------------------- 4° DOUBLE MATRIX INVERSE DIAGONAL MATRIX 4 TIME = DIAGONAL MATRIX --> Z symmetry --> (:,10,10) (19,:,1) --> 19° conscious ist and 1° priority (18,:,2) --> 1° unconscious ist and 2° priority (17,:,3) --> 1° unconscious2 ist and 3° priority (16,:,4) --> 1° unconscious3 ist and 4° priority (15,:,5) --> 1° unconscious4 ist and 5° priority (14,:,6) --> 1° unconscious5 ist and 6° priority (13,:,7) --> 1° unconscious6 ist and 7° priority (12,:,8) --> 1° unconscious7 ist and 8° priority (11,:,9) --> 1° unconscious8 ist and 9° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (9,:,11) --> 1° unconscious10 ist and 11° priority (8,:,12) --> 1° unconscious11 ist and 12° priority (7,:,13) --> 1° unconscious12 ist and 13° priority (6,:,14) --> 1° unconscious13 ist and 14° priority (5,:,15) --> 1° unconscious14 ist and 15° priority (4,:,16) --> 1° unconscious15 ist and 16° priority (3,:,17) --> 1° unconscious16 ist and 17° priority (2,:,18) --> 1° unconscious17 ist and 18° priority (1,:,19) --> 1° unconscious18 ist and 19° priority inverse DIAGONAL MATRIX 4 TIME = DIAGONAL MATRIX --> X symmetry --> (10,:,10) (19,:,1) --> 19° conscious ist and 1° priority (18,:,2) --> 1° unconscious ist and 2° priority (17,:,3) --> 1° unconscious2 ist and 3° priority (16,:,4) --> 1° unconscious3 ist and 4° priority (15,:,5) --> 1° unconscious4 ist and 5° priority (14,:,6) --> 1° unconscious5 ist and 6° priority (13,:,7) --> 1° unconscious6 ist and 7° priority (12,:,8) --> 1° unconscious7 ist and 8° priority (11,:,9) --> 1° unconscious8 ist and 9° priority (10,:,10) --> 1° unconscious9 ist and 10° priority --> vector of half (9,:,11) --> 1° unconscious10 ist and 11° priority (8,:,12) --> 1° unconscious11 ist and 12° priority (7,:,13) --> 1° unconscious12 ist and 13° priority (6,:,14) --> 1° unconscious13 ist and 14° priority (5,:,15) --> 1° unconscious14 ist and 15° priority (4,:,16) --> 1° unconscious15 ist and 16° priority (3,:,17) --> 1° unconscious16 ist and 17° priority (2,:,18) --> 1° unconscious17 ist and 18° priority (1,:,19) --> 1° unconscious18 ist and 19° priority -------------------------------------------------- -------------------------------------------------- -------------------------------------------------- EXAMPLE INVERSE DIAGONAL MATRIX etnosigcvzpmbrdfula vdzgnlimseuocfarbpt romcidvuftgnazlpbse suneacdfltgirzmbovp filzbredsgmpucnoavt nlpsutfmgeadzvirbco zgupenocilasvtfmbrd aezdftubrclvsimgpon codlagrfsebtmuipnzv adzipbtomslfvegcurn gszoamtlbpfcrvdinue ngzblacvspumfoerdit tgumpislcrevdonzbaf gzonslmrcuiptdfbeva erivftomusgpdzlbacn peagnbutfclvzrmoids fimvpatrzledsgncbou plouirceabgnzvdmstf gsavtlfinbroemuzdpc inverse DIAGONAL MATRIX 3 TIME etnosigcvzpmbrdfula vdzgnlimseuocfarbpt romcidvuftgnazlpbse suneacdfltgirzmbovp filzbredsgmpucnoavt nlpsutfmgeadzvirbco zgupenocilasvtfmbrd aezdftubrclvsimgpon codlagrfsebtmuipnzv adzipbtomslfvegcurn gszoamtlbpfcrvdinue ngzblacvspumfoerdit tgumpislcrevdonzbaf gzonslmrcuiptdfbeva erivftomusgpdzlbacn peagnbutfclvzrmoids fimvpatrzledsgncbou plouirceabgnzvdmstf gsavtlfinbroemuzdpc INVERSE DIAGONAL MATRIX 2 TIME alufdrbmpzvcgisonte tpbrafcouesmilngzdv esbplzangtfuvdicmor pvobmzrigtlfdcaenus tvaoncupmgsderbzlif ocbrivzdaegmftuspln drbmftvsaliconepugz nopgmisvlcrbutfdzea vznpiumtbesfrgaldoc nrucgevflsmotbpizda eunidvrcfpbltmaozsg tidreofmupsvcalbzgn fabznodverclsipmugt avebfdtpiucrmlsnozg ncablzdpgsumotfvire sdiomrzvlcftubngaep uobcngsdelzrtapvmif ftsmdvzngbaecriuolp cpdzumeorbnifltvasg inverse DIAGONAL MATRIX 2 TIME alufdrbmpzvcgisonte tpbrafcouesmilngzdv esbplzangtfuvdicmor pvobmzrigtlfdcaenus tvaoncupmgsderbzlif ocbrivzdaegmftuspln drbmftvsaliconepugz nopgmisvlcrbutfdzea vznpiumtbesfrgaldoc nrucgevflsmotbpizda eunidvrcfpbltmaozsg tidreofmupsvcalbzgn fabznodverclsipmugt avebfdtpiucrmlsnozg ncablzdpgsumotfvire sdiomrzvlcftubngaep uobcngsdelzrtapvmif ftsmdvzngbaecriuolp cpdzumeorbnifltvasg inverse DIAGONAL MATRIX cpdzumeorbnifltvasg ftsmdvzngbaecriuolp uobcngsdelzrtapvmif sdiomrzvlcftubngaep ncablzdpgsumotfvire avebfdtpiucrmlsnozg fabznodverclsipmugt tidreofmupsvcalbzgn eunidvrcfpbltmaozsg nrucgevflsmotbpizda vznpiumtbesfrgaldoc nopgmisvlcrbutfdzea drbmftvsaliconepugz ocbrivzdaegmftuspln tvaoncupmgsderbzlif pvobmzrigtlfdcaenus esbplzangtfuvdicmor tpbrafcouesmilngzdv alufdrbmpzvcgisonte INVERSE DIAGONAL MATRIX 3 TIME cpdzumeorbnifltvasg ftsmdvzngbaecriuolp uobcngsdelzrtapvmif sdiomrzvlcftubngaep ncablzdpgsumotfvire avebfdtpiucrmlsnozg fabznodverclsipmugt tidreofmupsvcalbzgn eunidvrcfpbltmaozsg nrucgevflsmotbpizda vznpiumtbesfrgaldoc nopgmisvlcrbutfdzea drbmftvsaliconepugz ocbrivzdaegmftuspln tvaoncupmgsderbzlif pvobmzrigtlfdcaenus esbplzangtfuvdicmor tpbrafcouesmilngzdv alufdrbmpzvcgisonte INVERSE DIAGONAL MATRIX 4 TIME = DIAGONAL MATRIX gsavtlfinbroemuzdpc plouirceabgnzvdmstf fimvpatrzledsgncbou peagnbutfclvzrmoids erivftomusgpdzlbacn gzonslmrcuiptdfbeva tgumpislcrevdonzbaf ngzblacvspumfoerdit gszoamtlbpfcrvdinue adzipbtomslfvegcurn codlagrfsebtmuipnzv aezdftubrclvsimgpon zgupenocilasvtfmbrd nlpsutfmgeadzvirbco filzbredsgmpucnoavt suneacdfltgirzmbovp romcidvuftgnazlpbse vdzgnlimseuocfarbpt etnosigcvzpmbrdfula inverse DIAGONAL MATRIX 4 TIME = DIAGONAL MATRIX gsavtlfinbroemuzdpc plouirceabgnzvdmstf fimvpatrzledsgncbou peagnbutfclvzrmoids erivftomusgpdzlbacn gzonslmrcuiptdfbeva tgumpislcrevdonzbaf ngzblacvspumfoerdit gszoamtlbpfcrvdinue adzipbtomslfvegcurn codlagrfsebtmuipnzv aezdftubrclvsimgpon zgupenocilasvtfmbrd nlpsutfmgeadzvirbco filzbredsgmpucnoavt suneacdfltgirzmbovp romcidvuftgnazlpbse vdzgnlimseuocfarbpt etnosigcvzpmbrdfula ------------------- ------------------- ------------------- POINT OF HALF --> (10,10,10) with inside a letter in the range 1-19 example --> ELEMENT OF HALF: s --> to repeat it 8 times, one time each matrix ----------------------------------------------------------------------------- VECTOR OF HALF --> (10,:,10) with inside 19 letters in union logic example --> 1° and 4° double matrix: adzipbtomslfvegcurn --> to repeat it 4 times example --> 2° and 3° double matrix: nrucgevflsmotbpizda --> to repeat it 4 times --------------------------------------------------------------------------------- --------------------------------------------------------------------------------- number of "a" in the octuple matrix: 19 number of "b" in the octuple matrix: 19 number of "c" in the octuple matrix: 19 number of "d" in the octuple matrix: 19 number of "e" in the octuple matrix: 19 number of "f" in the octuple matrix: 19 number of "g" in the octuple matrix: 19 number of "i" in the octuple matrix: 19 number of "l" in the octuple matrix: 19 number of "m" in the octuple matrix: 19 number of "n" in the octuple matrix: 19 number of "o" in the octuple matrix: 19 number of "p" in the octuple matrix: 19 number of "r" in the octuple matrix: 19 number of "s" in the octuple matrix: 19 number of "t" in the octuple matrix: 19 number of "u" in the octuple matrix: 19 number of "v" in the octuple matrix: 19 number of "z" in the octuple matrix: 19 number of letters in the octuple matrix: 19^2 number of letters in the octuple matrix without point of half: 360 letters = degrees --> 360° --> each letter is 1° and the octuple plane 19x19 without point of half 8 times is 360° 360° * 8 = 8 circles = 2 * 1440° = 2880° ---------------------------------------- ---------------------------------------- pos = neg --> choice point choice point --> distance > 0 choice point > 10 --> distance > 0 from right to left choice point < 10 --> distance > 0 from left to right pos choice point and choice point > 10 --> distance > 0 from right to left --> 3° example neg choice point and choice point > 10 --> distance > 0 from right to left --> 4° example neg choice point and choice point < 10 --> distance > 0 from left to right --> 2° example pos choice point and choice point < 10 --> distance > 0 from left to right --> 1° example distance = minimum distance of the choice point (included) to element of half (not included) -------------------------------------------------------------------------------------------- pos = neg --> inverse point inverse point --> distance < 0 inverse point > 10 --> distance < 0 from right to left inverse point < 10 --> distance < 0 from left to right pos inverse point and inverse point > 10 --> distance < 0 from left to right --> 2° example neg inverse point and inverse point > 10 --> distance < 0 from left to right --> 1° example neg inverse point and inverse point < 10 --> distance < 0 from right to left --> 3° example pos inverse point and inverse point < 10 --> distance < 0 from right to left --> 4° example distance = minimum distance of the inverse point (included) to element of half (not included) --------------------------------------------------------------------------------------------- 1° example pos choice point and choice point < 10 --> distance > 0 from left to right neg inverse point and inverse point > 10 --> distance < 0 from left to right pointT: 13 pointXpos: 3 <-- pointZpos: 14 pointY: 7 pointXneg: 17 <-- pointZneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointT: 13 pointZpos: 3 <-- pointXpos: 14 pointY: 7 pointZneg: 17 <-- pointXneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointT: 13 pointXpos: 14 pointZpos: 3 <-- pointY: 7 pointXneg: 6 pointZneg: 17 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointT: 13 pointZpos: 14 pointXpos: 3 <-- pointY: 7 pointZneg: 6 pointXneg: 17 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointT: 3 <-- pointXpos: 13 pointZpos: 14 pointY: 17 <-- pointXneg: 7 pointZneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointT: 3 <-- pointZpos: 13 pointXpos: 14 pointY: 17 <-- pointZneg: 7 pointXneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 ------------------------------------------------------------ 2° example neg choice point and choice point < 10 --> distance > 0 from left to right pos inverse point and inverse point > 10 --> distance < 0 from left to right pointY: 13 pointXneg: 3 <-- pointZneg: 14 pointT: 7 pointXpos: 17 <-- pointZpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointY: 13 pointZneg: 3 <-- pointXneg: 14 pointT: 7 pointZpos: 17 <-- pointXpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointY: 13 pointXneg: 14 pointZneg: 3 <-- pointT: 7 pointXpos: 6 pointZpos: 17 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointY: 13 pointZneg: 14 pointXneg: 3 <-- pointT: 7 pointZpos: 6 pointXpos: 17 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointY: 3 <-- pointXneg: 13 pointZneg: 14 pointT: 17 <-- pointXpos: 7 pointZpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointY: 3 <-- pointZneg: 13 pointXneg: 14 pointT: 17 <-- pointZpos: 7 pointXpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 ------------------------------------------------------------ 3° example pos choice point and choice point > 10 --> distance > 0 from right to left neg inverse point and inverse point < 10 --> distance < 0 from right to left pointT: 13 pointXpos: 17 <-- pointZpos: 14 pointY: 7 pointXneg: 3 <-- pointZneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointT: 13 pointZpos: 17 <-- pointXpos: 14 pointY: 7 pointZneg: 3 <-- pointXneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointT: 13 pointXpos: 14 pointZpos: 17 <-- pointY: 7 pointXneg: 6 pointZneg: 3 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointT: 13 pointZpos: 14 pointXpos: 17 <-- pointY: 7 pointZneg: 6 pointXneg: 3 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointT: 17 <-- pointXpos: 13 pointZpos: 14 pointY: 3 <-- pointXneg: 7 pointZneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointT: 17 <-- pointZpos: 13 pointXpos: 14 pointY: 3 <-- pointZneg: 7 pointXneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 ------------------------------------------------------------ 4° example neg choice point and choice point > 10 --> distance > 0 from right to left pos inverse point and inverse point < 10 --> distance < 0 from right to left pointY: 13 pointXneg: 17 <-- pointZneg: 14 pointT: 7 pointXpos: 3 <-- pointZpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointY: 13 pointZneg: 17 <-- pointXneg: 14 pointT: 7 pointZpos: 3 <-- pointXpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointY: 13 pointXneg: 14 pointZneg: 17 <-- pointT: 7 pointXpos: 6 pointZpos: 3 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointY: 13 pointZneg: 14 pointXneg: 17 <-- pointT: 7 pointZpos: 6 pointXpos: 3 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointY: 17 <-- pointXneg: 13 pointZneg: 14 pointT: 3 <-- pointXpos: 7 pointZpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 pointY: 17 <-- pointZneg: 13 pointXneg: 14 pointT: 3 <-- pointZpos: 7 pointXpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 ------------------------------------------------------------ ------------------------------------------------------------ 6 * 4 = 24 combinations ----------------------- 2 combinations distance > 0 --> double from left to right + double from right to left distance < 0 --> double from left to right + double from right to left ---------------------------------------------------------------------- 4 combinations distance > 0 from left to right --> pos choice point and choice point < 10 & neg choice point and choice point < 10 distance < 0 from left to right --> neg inverse point and inverse point > 10 & pos inverse point and inverse point > 10 distance > 0 from right to left --> pos choice point and choice point > 10 & neg choice point and choice point > 10 distance < 0 from right to left --> neg inverse point and inverse point < 10 & pos inverse point and inverse point < 10 ----------------------------------------------------------------------------------------------------------------------- 24 combinations like choice point distance > 0 from left to right --> T [Xpos] Zpos distance > 0 from left to right --> T [Zpos] Xpos distance > 0 from left to right --> T Xpos [Zpos] distance > 0 from left to right --> T Zpos [Xpos] distance > 0 from left to right --> [T] Xpos Zpos distance > 0 from left to right --> [T] Zpos Xpos distance < 0 from left to right --> Y [Xneg] Zneg distance < 0 from left to right --> Y [Zneg] Xneg distance < 0 from left to right --> Y Xneg [Zneg] distance < 0 from left to right --> Y Zneg [Xneg] distance < 0 from left to right --> [Y] Xneg Zneg distance < 0 from left to right --> [Y] Zneg Xneg distance > 0 from right to left --> T [Xpos] Zpos distance > 0 from right to left --> T [Zpos] Xpos distance > 0 from right to left --> T Xpos [Zpos] distance > 0 from right to left --> T Zpos [Xpos] distance > 0 from right to left --> [T] Xpos Zpos distance > 0 from right to left --> [T] Zpos Xpos distance < 0 from right to left --> Y [Xneg] Zneg distance < 0 from right to left --> Y [Zneg] Xneg distance < 0 from right to left --> Y Xneg [Zneg] distance < 0 from right to left --> Y Zneg [Xneg] distance < 0 from right to left --> [Y] Xneg Zneg distance < 0 from right to left --> [Y] Zneg Xneg ------------------------------------------------- 24 combinations like inverse point distance > 0 from left to right --> Y [Xneg] Zneg distance > 0 from left to right --> Y [Zneg] Xneg distance > 0 from left to right --> Y Xneg [Zneg] distance > 0 from left to right --> Y Zneg [Xneg] distance > 0 from left to right --> [Y] Xneg Zneg distance > 0 from left to right --> [Y] Zneg Xneg distance < 0 from left to right --> T [Xpos] Zpos distance < 0 from left to right --> T [Zpos] Xpos distance < 0 from left to right --> T Xpos [Zpos] distance < 0 from left to right --> T Zpos [Xpos] distance < 0 from left to right --> [T] Xpos Zpos distance < 0 from left to right --> [T] Zpos Xpos distance > 0 from right to left --> Y [Xneg] Zneg distance > 0 from right to left --> Y [Zneg] Xneg distance > 0 from right to left --> Y Xneg [Zneg] distance > 0 from right to left --> Y Zneg [Xneg] distance > 0 from right to left --> [Y] Xneg Zneg distance > 0 from right to left --> [Y] Zneg Xneg distance < 0 from right to left --> T [Xpos] Zpos distance < 0 from right to left --> T [Zpos] Xpos distance < 0 from right to left --> T Xpos [Zpos] distance < 0 from right to left --> T Zpos [Xpos] distance < 0 from right to left --> [T] Xpos Zpos distance < 0 from right to left --> [T] Zpos Xpos ------------------------------------------------- 24 choice 24 inverse \ / \ / \ / \ / \ / _____\ /______________ / \ / / / \/ / / 1 = 25° comb / /________________________/ -------------------------- 25° combination choice point = 10 --> distance = 0 inverse point = 10 --> distance = 0 ----------------------------------- ----------------------------------- pos = neg --> choice point choice point --> delta < 0 choice point > 10 --> delta < 0 from left to right choice point < 10 --> delta < 0 from right to left pos choice point and choice point > 10 --> delta < 0 from left to right neg choice point and choice point > 10 --> delta < 0 from left to right neg choice point and choice point < 10 --> delta < 0 from right to left pos choice point and choice point < 10 --> delta < 0 from right to left delta = triple distance of the choice point (included) to element of half (not included) ---------------------------------------------------------------------------------------- pos = neg --> inverse point inverse point --> delta > 0 inverse point > 10 --> delta > 0 from left to right inverse point < 10 --> delta > 0 from right to left pos inverse point and inverse point > 10 --> delta > 0 from right to left neg inverse point and inverse point > 10 --> delta > 0 from right to left neg inverse point and inverse point < 10 --> delta > 0 from left to right pos inverse point and inverse point < 10 --> delta > 0 from left to right delta = triple distance of the inverse point (included) to element of half (not included) ----------------------------------------------------------------------------------------- 1° example --> first delta = 3 double combinations pos choice point and choice point < 10 --> delta < 0 from right to left neg inverse point and inverse point > 10 --> delta > 0 from right to left pointT: 13 pointXpos: 3 <-- pointZpos: 14 pointY: 7 pointXneg: 17 <-- pointZneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaXpos: -7 deltaXneg: 7 pointT: 13 pointZpos: 3 <-- pointXpos: 14 pointY: 7 pointZneg: 17 <-- pointXneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaZpos: -7 deltaZneg: 7 pointT: 13 pointXpos: 14 pointZpos: 3 <-- pointY: 7 pointXneg: 6 pointZneg: 17 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaZpos: -7 deltaZneg: 7 pointT: 13 pointZpos: 14 pointXpos: 3 <-- pointY: 7 pointZneg: 6 pointXneg: 17 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaXpos: -7 deltaXneg: 7 pointT: 3 <-- pointXpos: 13 pointZpos: 14 pointY: 17 <-- pointXneg: 7 pointZneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaT: -7 deltaY: 7 pointT: 3 <-- pointZpos: 13 pointXpos: 14 pointY: 17 <-- pointZneg: 7 pointXneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaY: -7 deltaT: 7 --------- 2° example --> first delta = 3 double combinations neg choice point and choice point < 10 --> delta < 0 from right to left pos inverse point and inverse point > 10 --> delta > 0 from right to left pointY: 13 pointXneg: 3 <-- pointZneg: 14 pointT: 7 pointXpos: 17 <-- pointZpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaXneg: -7 deltaXpos: 7 pointY: 13 pointZneg: 3 <-- pointXneg: 14 pointT: 7 pointZpos: 17 <-- pointXpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaZneg: -7 deltaZpos: 7 pointY: 13 pointXneg: 14 pointZneg: 3 <-- pointT: 7 pointXpos: 6 pointZpos: 17 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaZneg: -7 deltaZpos: 7 pointY: 13 pointZneg: 14 pointXneg: 3 <-- pointT: 7 pointZpos: 6 pointXpos: 17 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaXneg: -7 deltaXpos: 7 pointY: 3 <-- pointXneg: 13 pointZneg: 14 pointT: 17 <-- pointXpos: 7 pointZpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaY: -7 deltaT: 7 pointY: 3 <-- pointZneg: 13 pointXneg: 14 pointT: 17 <-- pointZpos: 7 pointXpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaY: -7 deltaT: 7 --------- 3° example --> first delta = 3 double combinations pos choice point and choice point > 10 --> delta < 0 from left to right neg inverse point and inverse point < 10 --> delta > 0 from left to right pointT: 13 pointXpos: 17 <-- pointZpos: 14 pointY: 7 pointXneg: 3 <-- pointZneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaXpos: 7 --> from right to left deltaXneg: -7 --> from right to left pointT: 13 pointZpos: 17 <-- pointXpos: 14 pointY: 7 pointZneg: 3 <-- pointXneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaZpos: 7 --> from right to left deltaZneg: -7 --> from right to left pointT: 13 pointXpos: 14 pointZpos: 17 <-- pointY: 7 pointXneg: 6 pointZneg: 3 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaZpos: 7 --> from right to left deltaZneg: -7 --> from right to left pointT: 13 pointZpos: 14 pointXpos: 17 <-- pointY: 7 pointZneg: 6 pointXneg: 3 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaXpos: 7 --> from right to left deltaXneg: -7 --> from right to left pointT: 17 <-- pointXpos: 13 pointZpos: 14 pointY: 3 <-- pointXneg: 7 pointZneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaT: 7 --> from right to left deltaY: -7 --> from right to left pointT: 17 <-- pointZpos: 13 pointXpos: 14 pointY: 3 <-- pointZneg: 7 pointXneg: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaT: 7 --> from right to left deltaY: -7 --> from right to left --------------------------------- 4° example --> first delta = 3 double combinations neg choice point and choice point > 10 --> delta < 0 from left to right pos inverse point and inverse point < 10 --> delta > 0 from left to right pointY: 13 pointXneg: 17 <-- pointZneg: 14 pointT: 7 pointXpos: 3 <-- pointZpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaXneg: 7 --> from right to left deltaXpos: -7 --> from right to left pointY: 13 pointZneg: 17 <-- pointXneg: 14 pointT: 7 pointZpos: 3 <-- pointXpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaZneg: 7 --> from right to left deltaZpos: -7 --> from right to left pointY: 13 pointXneg: 14 pointZneg: 17 <-- pointT: 7 pointXpos: 6 pointZpos: 3 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaZneg: 7 --> from right to left deltaZpos: -7 --> from right to left pointY: 13 pointZneg: 14 pointXneg: 17 <-- pointT: 7 pointZpos: 6 pointXpos: 3 <-- minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaXneg: 7 --> from right to left deltaXpos: -7 --> from right to left pointY: 17 <-- pointXneg: 13 pointZneg: 14 pointT: 3 <-- pointXpos: 7 pointZpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaY: 7 --> from right to left deltaT: -7 --> from right to left pointY: 17 <-- pointZneg: 13 pointXneg: 14 pointT: 3 <-- pointZpos: 7 pointXpos: 6 minimum distance of the choice point to element of half: 7 minimum distance of the inverse point to element of half: -7 deltaY: 7 --> from right to left deltaT: -7 --> from right to left --------------------------------- --------------------------------- FIRST DELTA --> 12 double combinations = 24 combinations SECOND DELTA --> 12 double combinations = 24 combinations THIRD DELTA --> 12 double combinations = 24 combinations ------------------------------------------------------------- TRIPLE DELTA --> 72 COMBINATIONS -------------------------------- 4 null combinations in each delta --> 12 null combinations in the triple delta pos choice point and choice point = 10 --> delta = 0 from right to left neg inverse point and inverse point = 10 --> delta = 0 from right to left neg choice point and choice point = 10 --> delta = 0 from right to left pos inverse point and inverse point = 10 --> delta = 0 from right to left pos choice point and choice point = 10 --> delta = 0 from left to right neg inverse point and inverse point = 10 --> delta = 0 from left to right neg choice point and choice point = 10 --> delta = 0 from left to right pos inverse point and inverse point = 10 --> delta = 0 from left to right ------------------------------------------------------------------------- 2 null combinations in each delta --> 6 null combinations in the triple delta pos choice point and choice point = 10 --> delta = 0 neg inverse point and inverse point = 10 --> delta = 0 neg choice point and choice point = 10 --> delta = 0 pos inverse point and inverse point = 10 --> delta = 0 ------------------------------------------------------ TOTAL DELTA COMBINATIONS = 72 + 6 = 78 -------------------------------------- 78 / 3 = 26 ----------- 24 deltaZ 24 deltaX 24 deltaTY /\ / \ / \ / \ / \ / \ / \ / \ 24 choice 24 inverse \ / \ / \ / \ / \ / \ / \ / \/ 1 = 25° comb 2 null deltaTY 2 null deltaX 2 null deltaZ -------------------- O = point of half neg pos _______O_______ this is static dynamic --> what verse? neg pos _______O_______ ------> ------> this is dynamic up neg pos _______O_______ <------ <------ this is dynamic down --------------------