KH0296/UR059 - Pendant Pendant Sums


Drawings:
Overview Detail View
All Khipus' Ascher Sum FieldmarksSum NetGraph
All Pendant Pendant Sum RelationshipsSum Map
This Khipu's Fieldmark CatalogSum Overlay
This Khipu's DrawingRight-Handed Sums with Figure-8-Knots
Left-Handed Sums with Figure-8-Knots
Right-Handed Sum Detail
Left-Handed Sum Detail

Sum NetGraph - Click on image to view larger
legend

Sum Map - Click on image to view larger
legend

Sum Overlay: - Click on Image to View Large. Right-click and Save Image for Slide Presentations

Right Handed Sums with Figure-8-Knots:     # Sums = 5,  Max # Summands = 23,   (Min, Mean, Max) Sum Values = (56, 68, 82)
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Left Handed Sums with Figure-8-Knots:     # Sums = 9,  Max # Summands = 34,   (Min, Mean, Max) Sum Values = (21, 61, 236)
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Right Handed Sum Detail: - Click on column name to sort
# Color Sum Schema Sum Cord Sum Cord Value # Summands Summands
1
g3p18 : 63MB633❽g4p11: 1MB + g4p12: 60MB + g4p13: 2MB
2
g3p56 : 56KB568g4p21: 10W + g4p22: 2RL + g4p23: 12MB + g4p24: 4MB + g4p25: 8MB + g4p26: 5MB + g4p27: 3MB + g4p28: 12MB∞
3
g3p57 : 82W8214❽g4p2: 1W + g4p3: 0W + g4p4: 0W + g4p5: 0W + g4p6: 1W + g4p7: 1W + g4p8: 6MB + g4p9: 0MB + g4p10: 0MB + g4p11: 1MB + g4p12: 60MB + g4p13: 2MB + g4p14: 2MB + g4p15: 8W
4
g3p58 : 77KB7723g4p27: 3MB + g4p28: 12MB + g4p29: 1GG + g4p30: 2YG + g4p31: 3YG + g4p32: 3YG + g4p33: 3YG + g4p34: 3YG + g4p35: 3YG + g5p1: 2W + g5p2: 3W + g5p3: 2W + g5p4: 3W + g5p5: 0W + g5p6: 1W + g5p7: 3W + g6p1: 4MB + g6p2: 7MB + g6p3: 4MB + g6p4: 7MB + g6p5: 2MB + g6p6: 2MB + g6p7: 4MB
5
g4p12 : 60MB6016g4p24: 4MB + g4p25: 8MB + g4p26: 5MB + g4p27: 3MB + g4p28: 12MB + g4p29: 1GG + g4p30: 2YG + g4p31: 3YG + g4p32: 3YG + g4p33: 3YG + g4p34: 3YG + g4p35: 3YG + g5p1: 2W + g5p2: 3W + g5p3: 2W + g5p4: 3W

Left Handed Sum Detail: - Click on column name to sort
# Color Sum Schema Sum Cord Sum Cord Value # Summands Summands
1
g3p18 : 63MB6331g1p3: 2MB + g1p4: 0MB + g1p5: 0MB + g1p6: 0MB + g1p7: 0MB + g2p1: 8MB + g2p2: 0MB + g2p3: 4MB + g2p4: 2MB + g2p5: 0AB + g2p6: 0AB + g2p7: 7MB + g2p8: 10W-KB + g2p9: 10W + g2p10: 0W + g2p11: 4W + g3p1: 0W + g3p2: 0W + g3p3: 0AB + g3p4: 0AB + g3p5: 0AB + g3p6: 0AB + g3p7: 0AB + g3p8: 0AB + g3p9: 0G + g3p10: 0G + g3p11: 1G + g3p12: 4G + g3p13: 4G + g3p14: 4G + ∞g3p15: 3G
2
g4p12 : 60MB606g3p30: 3MB + g3p31: 6MB + g3p32: 10MB + g3p33: 15W + g3p34: 10W + g3p35: 16W
3
g7p2 : 37W3711g5p4: 3W + g5p5: 0W + g5p6: 1W + g5p7: 3W + g6p1: 4MB + g6p2: 7MB + g6p3: 4MB + g6p4: 7MB + g6p5: 2MB + g6p6: 2MB + g6p7: 4MB
4
g7p3 : 30W307g6p1: 4MB + g6p2: 7MB + g6p3: 4MB + g6p4: 7MB + g6p5: 2MB + g6p6: 2MB + g6p7: 4MB
5
g7p4 : 41W413g6p7: 4MB + g7p1: 0W + g7p2: 37W
6
g7p5 : 236W23634g4p20: 10W + g4p21: 10W + g4p22: 2RL + g4p23: 12MB + g4p24: 4MB + g4p25: 8MB + g4p26: 5MB + g4p27: 3MB + g4p28: 12MB + g4p29: 1GG + g4p30: 2YG + g4p31: 3YG + g4p32: 3YG + g4p33: 3YG + g4p34: 3YG + g4p35: 3YG + g5p1: 2W + g5p2: 3W + g5p3: 2W + g5p4: 3W + g5p5: 0W + g5p6: 1W + g5p7: 3W + g6p1: 4MB + g6p2: 7MB + g6p3: 4MB + g6p4: 7MB + g6p5: 2MB + g6p6: 2MB + g6p7: 4MB + g7p1: 0W + g7p2: 37W + g7p3: 30W + g7p4: 41W❽
7
g8p1 : 28MB287❽g5p6: 1W + g5p7: 3W + g6p1: 4MB + g6p2: 7MB + g6p3: 4MB + g6p4: 7MB + g6p5: 2MB
8
g8p2 : 21MB219g4p35: 3YG + g5p1: 2W + g5p2: 3W + g5p3: 2W + g5p4: 3W + g5p5: 0W + g5p6: 1W + g5p7: 3W + g6p1: 4MB
9
g8p3 : 29MB297∞g5p7: 3W + g6p1: 4MB + g6p2: 7MB + g6p3: 4MB + g6p4: 7MB + g6p5: 2MB + g6p6: 2MB