KH0597/QU009, QU09 - Pendant Pendant Sums


Drawings:

Sum NetGraph - 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 = 19,  Max # Summands = 21,   (Min, Mean, Max) Sum Values = (11, 27, 106)
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Left Handed Sums with Figure-8-Knots:     # Sums = 14,  Max # Summands = 12,   (Min, Mean, Max) Sum Values = (11, 21, 38)
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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
g2p2 : 14AB149❽g3p1: 1B + g3p2: 1B + g3p3: 1B + g3p4: 1B + g3p5: 5B + g3p6: 1B + g3p7: 0B + g3p8: 3B + g3p9: 1MB❽
2
g2p3 : 34AB3417❽g3p2: 1B + g3p3: 1B + g3p4: 1B + g3p5: 5B + g3p6: 1B + g3p7: 0B + g3p8: 3B + g3p9: 1MB + g3p10: 0MB + g3p11: 2MB + g3p12: 2MB + g3p13: 8MB + g3p14: 0MB + g3p15: 1MB + g3p16: 6MB + g3p17: 0YB + g3p18: 2YB∞
3
g2p4 : 35AB3518❽g3p1: 1B + g3p2: 1B + g3p3: 1B + g3p4: 1B + g3p5: 5B + g3p6: 1B + g3p7: 0B + g3p8: 3B + g3p9: 1MB + g3p10: 0MB + g3p11: 2MB + g3p12: 2MB + g3p13: 8MB + g3p14: 0MB + g3p15: 1MB + g3p16: 6MB + g3p17: 0YB + g3p18: 2YB∞
4
g2p5 : 106YB10621g2p6: 23YB + g2p7: 47YB + g3p1: 1B + g3p2: 1B + g3p3: 1B + g3p4: 1B + g3p5: 5B + g3p6: 1B + g3p7: 0B + g3p8: 3B + g3p9: 1MB + g3p10: 0MB + g3p11: 2MB + g3p12: 2MB + g3p13: 8MB + g3p14: 0MB + g3p15: 1MB + g3p16: 6MB + g3p17: 0YB + g3p18: 2YB + g3p19: 1YB❽
5
g2p6 : 23YB2310❽g3p4: 1B + g3p5: 5B + g3p6: 1B + g3p7: 0B + g3p8: 3B + g3p9: 1MB + g3p10: 0MB + g3p11: 2MB + g3p12: 2MB + g3p13: 8MB
6
g2p7 : 47YB478g3p18: 2YB∞ + g3p19: 1YB + g3p20: 3YB + g3p21: 6YB + g3p22: 17YB + g3p23: 2YB + g3p24: 7YB + g3p25: 9YB
7
g3p41 : 13YB:AB135❽g6p6: 1YB + g6p7: 6YB + g6p8: 4YB + g7p1: 1YB + g7p2: 1YB❽
8
g4p5 : 30AB307g6p5: 15YB∞ + g6p6: 1YB + g6p7: 6YB + g6p8: 4YB + g7p1: 1YB + g7p2: 1YB + ∞g7p3: 2YB
9
g4p7 : 12AB122g5p2: 5YB∞ + g5p3: 7YB❽
10
g5p5 : 31YB:B313∞g6p3: 6YB + g6p4: 10YB + g6p5: 15YB∞
11
g5p6 : 14AB145∞g6p7: 6YB + g6p8: 4YB + g7p1: 1YB + g7p2: 1YB + ∞g7p3: 2YB
12
g5p7 : 18AB186g7p5: 7YB + g7p6: 0YB + g7p7: 3YB + g7p8: 5YB + g7p9: 2YB:AB + g7p10: 1YB:AB❽
13
g6p5 : 15YB156❽g6p6: 1YB + g6p7: 6YB + g6p8: 4YB + g7p1: 1YB + g7p2: 1YB + ∞g7p3: 2YB
14
g8p3 : 14YB144❽g9p7: 11MB + g10p1: 1YB:PB + g10p2: 0YB:PB + g10p3: 2YB:PB
15
g8p5 : 18MB186∞g10p14: 7YB + g10p15: 2YB + g10p16: 2YB + g10p17: 4YB + g10p18: 1YB + ∞g10p19: 2YB
16
g9p3 : 21YB218g10p3: 2YB:PB + g10p4: 2YB:PB + g10p5: 9YB:PB + g10p6: 0YB:PB + g10p7: 2YB:PB + g10p8: 4YB:PB + g10p9: 0YB + g10p10: 2YB
17
g9p5 : 38MB3813g10p3: 2YB:PB + g10p4: 2YB:PB + g10p5: 9YB:PB + g10p6: 0YB:PB + g10p7: 2YB:PB + g10p8: 4YB:PB + g10p9: 0YB + g10p10: 2YB + g10p11: 2YB + g10p12: 5YB + g10p13: 1YB + g10p14: 7YB + g10p15: 2YB
18
g9p6 : 15MB155g10p3: 2YB:PB + g10p4: 2YB:PB + g10p5: 9YB:PB + g10p6: 0YB:PB + g10p7: 2YB:PB
19
g9p7 : 11MB112g10p4: 2YB:PB + g10p5: 9YB:PB

Left Handed Sum Detail: - Click on column name to sort
# Color Sum Schema Sum Cord Sum Cord Value # Summands Summands
1
g2p4 : 35AB352g1p1: 33AB + g1p2: 2AB
2
g2p6 : 23YB232∞g1p5: 14YB + g1p6: 9YB
3
g4p4 : 18YB185g3p44: 4MB∞ + g3p45: 0MB + g3p46: 8MB + g3p47: 3MB + g3p48: 3MB
4
g4p5 : 30AB307❽g3p29: 1B + g3p30: 10B + g3p31: 4B + g3p32: 1YB + g3p33: 6YB + g3p34: 4YB:AB + g3p35: 4YB:AB
5
g4p6 : 12AB123g3p44: 4MB∞ + g3p45: 0MB + ∞g3p46: 8MB
6
g5p5 : 31YB:B314g3p39: 10YB:AB + g3p40: 6YB:AB + g3p41: 13YB:AB + g3p42: 2MB
7
g5p6 : 14AB143∞g3p46: 8MB + g3p47: 3MB + g3p48: 3MB
8
g6p5 : 15YB152❽g5p3: 7YB + ∞g5p4: 8YB∞
9
g8p3 : 14YB147g7p16: 7YB:AB∞ + g7p17: 1MB + g7p18: 0MB + g7p19: 0MB + g7p20: 1MB + g7p21: 0MB + g7p22: 5MB
10
g8p5 : 18MB186g7p7: 3YB + g7p8: 5YB + g7p9: 2YB:AB + g7p10: 1YB:AB + g7p11: 3YB:AB + g7p12: 4YB:AB
11
g9p3 : 21YB213g8p2: 2YB∞ + g8p3: 14YB + ∞g8p4: 5YB
12
g9p5 : 38MB3812g7p13: 12YB:AB∞ + g7p14: 1YB:AB + g7p15: 6YB:AB + g7p16: 7YB:AB + g7p17: 1MB + g7p18: 0MB + g7p19: 0MB + g7p20: 1MB + g7p21: 0MB + g7p22: 5MB + g7p23: 2MB + g7p24: 3MB
13
g9p6 : 15MB156∞g7p15: 6YB:AB + g7p16: 7YB:AB + g7p17: 1MB + g7p18: 0MB + g7p19: 0MB + g7p20: 1MB❽
14
g9p7 : 11MB112g8p6: 4MB + g8p7: 7MB

Khipu Notes:
Khipu with top and subsidiary cords
Whole khipu - main cord has one plied end and one tied off.
Looped top cords all represent or could represent (Grp 1 is short by 5 but one P is broken) the sum of the pendant knots (subsidiaries not included in value).
The order of top cord values is: 1- 33; 2- 239; 4-83; 5- 83 (4 and 5 have no space between); 8- 50; 9-98.
Groups without looped top cords: 3- 203; 6- 41 (+1E +4L); 7- 69; 10- 110. Knot total for looped groups= 586, non-looped=423 (+5?). Total knot count, excluding 3 loose cords=1009 (+5?).
Colors mostly occur in groups of strings with same hue.
All subsidiaries are attached below the units register, except for 69A.
All subsidiaries are attached in the recto, except 113A, which is in verso.
Many pendants have bends that look like they were retied at some point in the past.
Group 10 has an abundance of 2L knots.
* Strings 29 and 126 look like were made by looping a spun strand around main cord and then plying it. Are short and knotted at end with an overhand knot. Perhaps served as a placemarker.
There are 10 groups of pendants and the knot sum is near 1000. Khipu could be related to the census.Guaman Poma illustrated the 10 stages of life (not in years, but in ability to work) for females and males. Could each group tell of which ayllus had individuals capable of each stage of work and maybe how they fulfilled that tribute?