KH0271/UR039 - Colored Pendant Sums
Drawings:
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 Sums with Figure-8-Knots: # Sums = 11, Max # Summands = 8, (Min, Mean, Max) Sum Values = (24, 53, 224)
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Left Handed Sums with Figure-8-Knots: # Sums = 28, Max # Summands = 7, (Min, Mean, Max) Sum Values = (13, 35, 60)
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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 |  | g1p1 : 30AB | 30 | 3 | g31p1: 8AB + g32p1: 10AB + g33p1: 12AB | |
| 2 |  | g17p1 : 24AB | 24 | 3 | g34p1: 8AB + g35p1: 5AB + g36p1: 11AB | |
| 3 |  | g19p1 : 55AB | 55 | 5 | g71p1: 5AB + g72p1: 9AB + g73p1: 27AB + g75p1: 5AB + g76p1: 9AB | |
| 4 |  | g21p1 : 224AB | 224 | 8 | g63p1: 9AB + g64p1: 11AB + g65p1: 28AB + g66p1: 39AB + g67p1: 33AB + g68p1: 35AB + g69p1: 45AB + g70p1: 24AB | |
| 5 |  | g22p1 : 25AB | 25 | 3 | g33p1: 12AB + g34p1: 8AB + g35p1: 5AB | |
| 6 |  | g23p1 : 54AB | 54 | 3 | g44p1: 31AB + g45p1: 14AB + g46p1: 9AB | |
| 7 |  | g25p1 : 30AB | 30 | 3 | g31p1: 8AB + g32p1: 10AB + g33p1: 12AB | |
| 8 |  | g26p1 : 41AB | 41 | 3 | g28p1: 5AB + g29p1: 6AB + g30p1: 30AB | |
| 9 |  | g30p1 : 30AB | 30 | 3 | g31p1: 8AB + g32p1: 10AB + g33p1: 12AB | |
| 10 |  | g41p1 : 30AB | 30 | 3 | g49p1: 12AB + g50p1: 8AB + g51p1: 10AB | |
| 11 |  | g62p1 : 41AB | 41 | 3 | g71p1: 5AB + g72p1: 9AB + g73p1: 27AB |
Left Handed Sum Detail: - Click on column name to sort
| # | Color | Sum Schema | Sum Cord | Sum Cord Value | # Summands | Summands |
|---|---|---|---|---|---|---|
| 1 |  | g17p1 : 24AB | 24 | 3 | g5p1: 8AB + g6p1: 7AB + g7p1: 9AB | |
| 2 |  | g19p1 : 55AB | 55 | 7 | g3p1: 10AB + g4p1: 8AB + g5p1: 8AB + g6p1: 7AB + g7p1: 9AB + g8p1: 5AB + g9p1: 8AB | |
| 3 |  | g23p1 : 54AB | 54 | 6 | g11p1: 9AB + g12p1: 5AB + g14p1: 4AB + g15p1: 4AB + g16p1: 8AB + g17p1: 24AB | |
| 4 |  | g24p1 : 13AB | 13 | 3 | g12p1: 5AB + g14p1: 4AB + g15p1: 4AB | |
| 5 |  | g25p1 : 30AB | 30 | 5 | g9p1: 8AB + g11p1: 9AB + g12p1: 5AB + g14p1: 4AB + g15p1: 4AB | |
| 6 |  | g30p1 : 30AB | 30 | 5 | g9p1: 8AB + g11p1: 9AB + g12p1: 5AB + g14p1: 4AB + g15p1: 4AB | |
| 7 |  | g37p1 : 36AB | 36 | 3 | g15p1: 4AB + g16p1: 8AB + g17p1: 24AB | |
| 8 |  | g39p1 : 29AB | 29 | 4 | g5p1: 8AB + g6p1: 7AB + g7p1: 9AB + g8p1: 5AB | |
| 9 |  | g41p1 : 30AB | 30 | 3 | g31p1: 8AB + g32p1: 10AB + g33p1: 12AB | |
| 10 |  | g42p1 : 25AB | 25 | 3 | g33p1: 12AB + g34p1: 8AB + g35p1: 5AB | |
| 11 |  | g44p1 : 31AB | 31 | 4 | g7p1: 9AB + g8p1: 5AB + g9p1: 8AB + g11p1: 9AB | |
| 12 |  | g47p1 : 37AB | 37 | 5 | g4p1: 8AB + g5p1: 8AB + g6p1: 7AB + g7p1: 9AB + g8p1: 5AB | |
| 13 |  | g53p1 : 33AB | 33 | 4 | g3p1: 10AB + g4p1: 8AB + g5p1: 8AB + g6p1: 7AB | |
| 14 |  | g58p1 : 44AB | 44 | 3 | g29p1: 6AB + g30p1: 30AB + g31p1: 8AB | |
| 15 |  | g60p1 : 40AB | 40 | 4 | g14p1: 4AB + g15p1: 4AB + g16p1: 8AB + g17p1: 24AB | |
| 16 |  | g62p1 : 41AB | 41 | 3 | g28p1: 5AB + g29p1: 6AB + g30p1: 30AB | |
| 17 |  | g66p1 : 39AB | 39 | 4 | g49p1: 12AB + g50p1: 8AB + g51p1: 10AB + g52p1: 9AB | |
| 18 |  | g67p1 : 33AB | 33 | 4 | g3p1: 10AB + g4p1: 8AB + g5p1: 8AB + g6p1: 7AB | |
| 19 |  | g68p1 : 35AB | 35 | 4 | g32p1: 10AB + g33p1: 12AB + g34p1: 8AB + g35p1: 5AB | |
| 20 |  | g69p1 : 45AB | 45 | 5 | g12p1: 5AB + g14p1: 4AB + g15p1: 4AB + g16p1: 8AB + g17p1: 24AB | |
| 21 |  | g70p1 : 24AB | 24 | 3 | g5p1: 8AB + g6p1: 7AB + g7p1: 9AB | |
| 22 |  | g73p1 : 27AB | 27 | 3 | g50p1: 8AB + g51p1: 10AB + g52p1: 9AB | |
| 23 |  | g78p1 : 38AB | 38 | 3 | g2p1: 20AB + g3p1: 10AB + g4p1: 8AB | |
| 24 |  | g80p1 : 29AB | 29 | 4 | g5p1: 8AB + g6p1: 7AB + g7p1: 9AB + g8p1: 5AB | |
| 25 |  | g83p1 : 39AB | 39 | 4 | g49p1: 12AB + g50p1: 8AB + g51p1: 10AB + g52p1: 9AB | |
| 26 |  | g85p1 : 26AB | 26 | 3 | g3p1: 10AB + g4p1: 8AB + g5p1: 8AB | |
| 27 |  | g86p1 : 60AB | 60 | 3 | g1p1: 30AB + g2p1: 20AB + g3p1: 10AB | |
| 28 |  | g90p1 : 41AB | 41 | 3 | g28p1: 5AB + g29p1: 6AB + g30p1: 30AB |
Khipu Notes:
This is a canuto khipu, with all of its cords tied in bundles to the primary cord.
This khipu has been reconstructed using information from Jon Clindaniel's DASH thesis notes at Harvard. Cord cluster information is missing and has been defaulted to one cord per cluster.
This khipu has been reconstructed using information from Jon Clindaniel's DASH thesis notes at Harvard. Cord cluster information is missing and has been defaulted to one cord per cluster.