KH0068/UR1057, AS057 - Colored Pendant Sums


Drawings:
Overview Detail View
All Khipus' Ascher Sum FieldmarksSum NetGraph
All Colored Pendant Sum RelationshipsSum Map
This Khipu's Fieldmark CatalogSum Overlay
This Khipu's DrawingRight-Handed Sum Detail
Left-Handed Sum Detail

Sum NetGraph - Click on image to view larger
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Sum Map - Click on image to view larger
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Sum Overlay: - Click on Image to View Large. Right-click and Save Image for Slide Presentations

Right Handed Sum Detail: - Click on column name to sort
# Color Sum Schema Sum Cord Sum Cord Value # Summands Summands
1
g3p2 : 39W398❽g20p2: 1W + g21p3: 1W + g21p8: 4W + g21p12: 6W + g23p2: 24W + g27p2: 1W + g29p12: 1W + g31p2: 1W❽
2
g3p6 : 71YB7112g11p10: 3YB∞ + g11p11: 1YB + g11p14: 2YB + g13p1: 6YB + g13p3: 2YB + g13p4: 31YB + g13p6: 11YB + g15p2: 1YB + g15p4: 1YB + g15p5: 1YB + g15p10: 2YB + g15p14: 10YB
3
g23p3 : 35YB3531❽g27p1: 1YB + g27p3: 1YB + g27p4: 1YB + g29p13: 1YB + g31p1: 1YB + g31p4: 1YB + g35p1: 1YB + g35p3: 1YB + g35p4: 1YB + g35p6: 4YB + g38p1: 1YB + g38p3: 1YB + g38p4: 1YB + g38p6: 2YB + g42p1: 1YB + g42p3: 1YB + g42p4: 1YB + g45p1: 1YB + g45p4: 1YB + g48p1: 1YB + g48p4: 1YB + g54p1: 1YB + g54p3: 1YB + g54p4: 1YB + g57p1: 1YB + g57p3: 1YB + g57p4: 1YB + g60p1: 1YB + g60p6: 1YB + g64p1: 1YB + g64p3: 1YB❽

Left Handed Sum Detail: - Click on column name to sort
# Color Sum Schema Sum Cord Sum Cord Value # Summands Summands
1
g3p1 : 23YB237g1p4: 2YB∞ + g1p6: 5YB + g1p8: 2YB + g1p9: 4YB + g1p10: 5YB + g1p12: 1YB + ∞g1p13: 4YB
2
g3p3 : 13YB134g1p4: 2YB∞ + g1p6: 5YB + g1p8: 2YB + g1p9: 4YB
3
g13p4 : 31YB316g1p1: 13YB + g1p4: 2YB + g1p6: 5YB + g1p8: 2YB + g1p9: 4YB + g1p10: 5YB
4
g13p6 : 11YB113∞g1p6: 5YB + g1p8: 2YB + g1p9: 4YB
5
g17p6 : 13YB133❽g13p6: 11YB + g15p2: 1YB + g15p4: 1YB❽
6
g23p2 : 24W246❽g11p12: 1W + g13p2: 9W + g15p3: 1W + g15p8: 4W + g15p12: 4W + g17p2: 5W
7
g23p3 : 35YB357g17p1: 2YB + g17p3: 7YB + g17p4: 10YB + g17p6: 13YB + g18p4: 1YB + g18p10: 1YB + g20p1: 1YB❽
8
g23p4 : 53YB536❽g11p11: 1YB + g11p14: 2YB + g13p1: 6YB + g13p3: 2YB + g13p4: 31YB + g13p6: 11YB❽
9
g23p6 : 104YB1047g21p10: 2YB∞ + g21p11: 1YB + g21p13: 1YB + g21p14: 6YB + g23p1: 6YB + g23p3: 35YB + g23p4: 53YB❽