KH0252/UR016 - Colored Pendant Sums
Drawings:
Sum NetGraph - Click on image to view larger
Sum Map - Click on image to view larger
Sum Overlay: - Click on Image to View Large. Right-click and Save Image for Slide Presentations
Right Handed Sums with Figure-8-Knots: # Sums = 48, Max # Summands = 8, (Min, Mean, Max) Sum Values = (11, 33, 99)
Click on Image to View Larger
Left Handed Sums with Figure-8-Knots: # Sums = 40, Max # Summands = 12, (Min, Mean, Max) Sum Values = (11, 33, 99)
Click on Image to View Larger
Right Handed Sum Detail: - Click on column name to sort
| # | Color | Sum Schema | Sum Cord | Sum Cord Value | # Summands | Summands |
|---|---|---|---|---|---|---|
| 1 | ![]() | g1p2 : 53AB | 53 | 4 | g3p94: 18AB + g3p95: 3AB + g3p96: 15AB + ∞g3p97: 17AB | |
| 2 | ![]() | g1p3 : 77AB | 77 | 3 | ❽g1p7: 30AB + g1p8: 31AB + g2p1: 16AB❽ | |
| 3 | ![]() | g1p7 : 30AB | 30 | 3 | ❽g3p52: 4AB + g3p53: 3AB + ∞g3p54: 23AB∞ | |
| 4 | ![]() | g1p8 : 31AB | 31 | 3 | ❽g6p24: 9AB + g6p25: 7AB + g6p26: 15AB | |
| 5 | ![]() | g2p1 : 16AB | 16 | 3 | ❽g3p24: 12AB + g3p25: 3AB + g3p26: 1AB❽ | |
| 6 | ![]() | g2p3 : 14AB | 14 | 3 | ∞g3p31: 2AB∞ + g3p32: 5AB + ∞g3p33: 7AB∞ | |
| 7 | ![]() | g3p1 : 18AB | 18 | 3 | g3p4: 9AB + g3p5: 6AB + g3p6: 3AB❽ | |
| 8 | ![]() | g3p15 : 56AB | 56 | 4 | g6p23: 25AB∞ + g6p24: 9AB + g6p25: 7AB + g6p26: 15AB | |
| 9 | ![]() | g3p16 : 57AB | 57 | 8 | ❽g6p24: 9AB + g6p25: 7AB + g6p26: 15AB + g6p27: 12AB + g6p28: 5AB + g6p29: 6AB + g6p30: 2AB + g6p31: 1AB❽ | |
| 10 | ![]() | g3p17 : 91AB | 91 | 3 | g3p88: 3AB∞ + g3p93: 70AB + g3p94: 18AB | |
| 11 | ![]() | g3p20 : 18AB | 18 | 5 | ∞g3p27: 3AB + g3p30: 1AB + g3p31: 2AB + g3p32: 5AB + ∞g3p33: 7AB∞ | |
| 12 | ![]() | g3p21 : 22AB | 22 | 3 | g6p7: 9AB∞ + g6p8: 11AB + g6p15: 2AB❽ | |
| 13 | ![]() | g3p23 : 22AB | 22 | 3 | g6p7: 9AB∞ + g6p8: 11AB + g6p15: 2AB❽ | |
| 14 | ![]() | g3p24 : 12AB | 12 | 3 | g3p37: 5AB + g3p42: 5AB + g3p43: 2AB | |
| 15 | ![]() | g3p34 : 55AB | 55 | 4 | ❽g6p1: 11AB + g6p2: 5AB + g6p3: 31AB + g6p4: 8AB❽ | |
| 16 | ![]() | g3p35 : 54AB | 54 | 3 | ❽g6p3: 31AB + g6p4: 8AB + ∞g6p6: 15AB | |
| 17 | ![]() | g3p36 : 99AB | 99 | 4 | ∞g4p29: 36AB + g4p30: 47AB + g6p1: 11AB + ∞g6p2: 5AB∞ | |
| 18 | ![]() | g3p54 : 23AB | 23 | 3 | ∞g4p17: 10AB∞ + g4p18: 7AB + ∞g4p19: 6AB∞ | |
| 19 | ![]() | g3p55 : 55AB | 55 | 4 | ❽g6p1: 11AB + g6p2: 5AB + g6p3: 31AB + g6p4: 8AB❽ | |
| 20 | ![]() | g3p56 : 70AB | 70 | 3 | ∞g3p72: 30AB∞ + g3p73: 27AB + g3p74: 13AB❽ | |
| 21 | ![]() | g3p58 : 13AB | 13 | 3 | g6p28: 5AB∞ + g6p29: 6AB + g6p30: 2AB❽ | |
| 22 | ![]() | g3p72 : 30AB | 30 | 3 | ❽g3p80: 17AB + g3p81: 9AB + g3p83: 4AB | |
| 23 | ![]() | g3p73 : 27AB | 27 | 3 | g3p98: 12AB + g3p100: 14AB + g3p101: 1AB❽ | |
| 24 | ![]() | g3p74 : 13AB | 13 | 3 | g6p28: 5AB∞ + g6p29: 6AB + g6p30: 2AB❽ | |
| 25 | ![]() | g3p76 : 26AB | 26 | 4 | ∞g4p17: 10AB∞ + g4p18: 7AB + g4p19: 6AB + g4p24: 3AB | |
| 26 | ![]() | g3p78 : 14AB | 14 | 3 | ❽g6p8: 11AB + g6p15: 2AB + g6p16: 1AB❽ | |
| 27 | ![]() | g3p79 : 11AB | 11 | 4 | ❽g6p49: 5AB + g6p50: 2AB + g6p52: 2AB + g6p53: 2AB❽ | |
| 28 | ![]() | g3p80 : 17AB | 17 | 3 | ❽g6p46: 5AB + g6p47: 7AB + g6p48: 5AB❽ | |
| 29 | ![]() | g3p93 : 70AB | 70 | 5 | ❽g6p1: 11AB + g6p2: 5AB + g6p3: 31AB + g6p4: 8AB + ∞g6p6: 15AB | |
| 30 | ![]() | g3p94 : 18AB | 18 | 6 | ❽g6p48: 5AB + g6p49: 5AB + g6p50: 2AB + g6p52: 2AB + g6p53: 2AB + ∞g6p54: 2AB∞ | |
| 31 | ![]() | g3p96 : 15AB | 15 | 5 | g6p28: 5AB∞ + g6p29: 6AB + g6p30: 2AB + g6p31: 1AB + g6p33: 1AB❽ | |
| 32 | ![]() | g3p97 : 17AB | 17 | 3 | ❽g6p46: 5AB + g6p47: 7AB + g6p48: 5AB❽ | |
| 33 | ![]() | g3p98 : 12AB | 12 | 3 | ❽g6p48: 5AB + g6p49: 5AB + ∞g6p50: 2AB∞ | |
| 34 | ![]() | g3p100 : 14AB | 14 | 3 | ❽g6p8: 11AB + g6p15: 2AB + g6p16: 1AB❽ | |
| 35 | ![]() | g4p11 : 56AB | 56 | 4 | g6p23: 25AB∞ + g6p24: 9AB + g6p25: 7AB + g6p26: 15AB | |
| 36 | ![]() | g4p12 : 90AB | 90 | 7 | ❽g6p1: 11AB + g6p2: 5AB + g6p3: 31AB + g6p4: 8AB + g6p6: 15AB + g6p7: 9AB + g6p8: 11AB❽ | |
| 37 | ![]() | g4p14 : 13AB | 13 | 3 | g6p28: 5AB∞ + g6p29: 6AB + g6p30: 2AB❽ | |
| 38 | ![]() | g4p29 : 36AB | 36 | 4 | ❽g6p44: 14AB + g6p45: 10AB + g6p46: 5AB + ∞g6p47: 7AB∞ | |
| 39 | ![]() | g4p30 : 47AB | 47 | 3 | ❽g6p1: 11AB + g6p2: 5AB + g6p3: 31AB❽ | |
| 40 | ![]() | g6p1 : 11AB | 11 | 4 | ❽g6p49: 5AB + g6p50: 2AB + g6p52: 2AB + g6p53: 2AB❽ | |
| 41 | ![]() | g6p3 : 31AB | 31 | 3 | ❽g6p24: 9AB + g6p25: 7AB + g6p26: 15AB | |
| 42 | ![]() | g6p6 : 15AB | 15 | 5 | g6p28: 5AB∞ + g6p29: 6AB + g6p30: 2AB + g6p31: 1AB + g6p33: 1AB❽ | |
| 43 | ![]() | g6p8 : 11AB | 11 | 4 | ❽g6p49: 5AB + g6p50: 2AB + g6p52: 2AB + g6p53: 2AB❽ | |
| 44 | ![]() | g6p21 : 16AB | 16 | 3 | ❽g6p64: 9AB + g6p65: 4AB + g6p66: 3AB❽ | |
| 45 | ![]() | g6p23 : 25AB | 25 | 4 | g6p27: 12AB + g6p28: 5AB + g6p29: 6AB + g6p30: 2AB❽ | |
| 46 | ![]() | g6p26 : 15AB | 15 | 5 | g6p28: 5AB∞ + g6p29: 6AB + g6p30: 2AB + g6p31: 1AB + g6p33: 1AB❽ | |
| 47 | ![]() | g6p27 : 12AB | 12 | 3 | ❽g6p48: 5AB + g6p49: 5AB + ∞g6p50: 2AB∞ | |
| 48 | ![]() | g6p44 : 14AB | 14 | 3 | ❽g6p59: 3AB + g6p60: 7AB + g6p61: 4AB❽ |
Left Handed Sum Detail: - Click on column name to sort
| # | Color | Sum Schema | Sum Cord | Sum Cord Value | # Summands | Summands |
|---|---|---|---|---|---|---|
| 1 | ![]() | g3p15 : 56AB | 56 | 8 | g3p1: 18AB + g3p2: 7AB + g3p3: 7AB + g3p4: 9AB + g3p5: 6AB + g3p6: 3AB + g3p7: 3AB + g3p8: 3AB | |
| 2 | ![]() | g3p20 : 18AB | 18 | 3 | g3p4: 9AB + g3p5: 6AB + g3p6: 3AB❽ | |
| 3 | ![]() | g3p21 : 22AB | 22 | 3 | g3p3: 7AB + g3p4: 9AB + g3p5: 6AB∞ | |
| 4 | ![]() | g3p23 : 22AB | 22 | 3 | g3p3: 7AB + g3p4: 9AB + g3p5: 6AB∞ | |
| 5 | ![]() | g3p24 : 12AB | 12 | 3 | g3p5: 6AB∞ + g3p6: 3AB + ∞g3p7: 3AB | |
| 6 | ![]() | g3p34 : 55AB | 55 | 4 | ❽g2p1: 16AB + g2p2: 7AB + g2p3: 14AB + g3p1: 18AB | |
| 7 | ![]() | g3p35 : 54AB | 54 | 3 | ❽g1p8: 31AB + g2p1: 16AB + ∞g2p2: 7AB | |
| 8 | ![]() | g3p36 : 99AB | 99 | 12 | ❽g3p20: 18AB + g3p21: 22AB + g3p22: 3AB + g3p23: 22AB + g3p24: 12AB + g3p25: 3AB + g3p26: 1AB + g3p27: 3AB + g3p30: 1AB + g3p31: 2AB + g3p32: 5AB + ∞g3p33: 7AB∞ | |
| 9 | ![]() | g3p54 : 23AB | 23 | 3 | g3p2: 7AB + g3p3: 7AB + g3p4: 9AB | |
| 10 | ![]() | g3p55 : 55AB | 55 | 4 | ❽g2p1: 16AB + g2p2: 7AB + g2p3: 14AB + g3p1: 18AB | |
| 11 | ![]() | g3p56 : 70AB | 70 | 5 | ❽g3p30: 1AB + g3p31: 2AB + g3p32: 5AB + g3p33: 7AB + g3p34: 55AB❽ | |
| 12 | ![]() | g3p58 : 13AB | 13 | 4 | g3p8: 3AB + g3p9: 3AB + g3p10: 1AB + g3p11: 6AB❽ | |
| 13 | ![]() | g3p72 : 30AB | 30 | 3 | ❽g3p52: 4AB + g3p53: 3AB + ∞g3p54: 23AB∞ | |
| 14 | ![]() | g3p73 : 27AB | 27 | 6 | g3p4: 9AB + g3p5: 6AB + g3p6: 3AB + g3p7: 3AB + g3p8: 3AB + g3p9: 3AB∞ | |
| 15 | ![]() | g3p74 : 13AB | 13 | 4 | g3p8: 3AB + g3p9: 3AB + g3p10: 1AB + g3p11: 6AB❽ | |
| 16 | ![]() | g3p78 : 14AB | 14 | 3 | ∞g3p31: 2AB∞ + g3p32: 5AB + ∞g3p33: 7AB∞ | |
| 17 | ![]() | g3p79 : 11AB | 11 | 3 | ❽g3p47: 1AB + g3p49: 5AB + g3p51: 5AB∞ | |
| 18 | ![]() | g3p80 : 17AB | 17 | 4 | g3p37: 5AB + g3p42: 5AB + g3p43: 2AB + g3p45: 5AB❽ | |
| 19 | ![]() | g3p93 : 70AB | 70 | 3 | ∞g3p72: 30AB∞ + g3p73: 27AB + g3p74: 13AB❽ | |
| 20 | ![]() | g3p94 : 18AB | 18 | 3 | g3p4: 9AB + g3p5: 6AB + g3p6: 3AB❽ | |
| 21 | ![]() | g3p96 : 15AB | 15 | 4 | g3p5: 6AB∞ + g3p6: 3AB + g3p7: 3AB + g3p8: 3AB | |
| 22 | ![]() | g3p97 : 17AB | 17 | 4 | g3p37: 5AB + g3p42: 5AB + g3p43: 2AB + g3p45: 5AB❽ | |
| 23 | ![]() | g3p98 : 12AB | 12 | 3 | g3p5: 6AB∞ + g3p6: 3AB + ∞g3p7: 3AB | |
| 24 | ![]() | g3p100 : 14AB | 14 | 3 | ∞g3p31: 2AB∞ + g3p32: 5AB + ∞g3p33: 7AB∞ | |
| 25 | ![]() | g4p11 : 56AB | 56 | 8 | g3p1: 18AB + g3p2: 7AB + g3p3: 7AB + g3p4: 9AB + g3p5: 6AB + g3p6: 3AB + g3p7: 3AB + g3p8: 3AB | |
| 26 | ![]() | g4p12 : 90AB | 90 | 5 | g3p51: 5AB∞ + g3p52: 4AB + g3p53: 3AB + g3p54: 23AB + g3p55: 55AB❽ | |
| 27 | ![]() | g4p14 : 13AB | 13 | 4 | g3p8: 3AB + g3p9: 3AB + g3p10: 1AB + g3p11: 6AB❽ | |
| 28 | ![]() | g4p29 : 36AB | 36 | 3 | g3p94: 18AB + g3p95: 3AB + g3p96: 15AB❽ | |
| 29 | ![]() | g4p30 : 47AB | 47 | 3 | ∞g3p21: 22AB∞ + g3p22: 3AB + g3p23: 22AB❽ | |
| 30 | ![]() | g6p1 : 11AB | 11 | 3 | ❽g3p47: 1AB + g3p49: 5AB + g3p51: 5AB∞ | |
| 31 | ![]() | g6p3 : 31AB | 31 | 6 | g3p3: 7AB + g3p4: 9AB + g3p5: 6AB + g3p6: 3AB + g3p7: 3AB + g3p8: 3AB | |
| 32 | ![]() | g6p6 : 15AB | 15 | 4 | g3p5: 6AB∞ + g3p6: 3AB + g3p7: 3AB + g3p8: 3AB | |
| 33 | ![]() | g6p8 : 11AB | 11 | 3 | ❽g3p47: 1AB + g3p49: 5AB + g3p51: 5AB∞ | |
| 34 | ![]() | g6p21 : 16AB | 16 | 3 | ❽g3p24: 12AB + g3p25: 3AB + g3p26: 1AB❽ | |
| 35 | ![]() | g6p23 : 25AB | 25 | 3 | ∞g4p13: 5AB∞ + g4p14: 13AB + ∞g4p15: 7AB∞ | |
| 36 | ![]() | g6p26 : 15AB | 15 | 4 | g3p5: 6AB∞ + g3p6: 3AB + g3p7: 3AB + g3p8: 3AB | |
| 37 | ![]() | g6p27 : 12AB | 12 | 3 | g3p5: 6AB∞ + g3p6: 3AB + ∞g3p7: 3AB | |
| 38 | ![]() | g6p40 : 90AB | 90 | 5 | g3p51: 5AB∞ + g3p52: 4AB + g3p53: 3AB + g3p54: 23AB + g3p55: 55AB❽ | |
| 39 | ![]() | g6p44 : 14AB | 14 | 3 | ∞g3p31: 2AB∞ + g3p32: 5AB + ∞g3p33: 7AB∞ | |
| 40 | ![]() | g6p58 : 93AB | 93 | 3 | ❽g3p56: 70AB + g3p58: 13AB + g3p59: 10AB❽ |
Khipu Notes:
El se195177al en el cordon pricipal entre 44.5 - 46.0 se consiste de un hilo (z/s) alrededer del cor. prin.




























































































