KH0193/UR1176, AS176 - Pendant Pendant Sums


Drawings:
Overview Detail View
All Khipus' Ascher Sum FieldmarksRight-Handed XRay
All Pendant Pendant Sum RelationshipsLeft-Handed XRay
This Khipu's Fieldmark CatalogRight-Handed Sum Detail
This Khipu's DrawingLeft-Handed Sum Detail

Right Handed Sums:     # Sums = 36,  Max # Summands = 48,   (Min, Mean, Max) Sum Values = (13, 118, 554)
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Left Handed Sums:     # Sums = 14,  Max # Summands = 4,   (Min, Mean, Max) Sum Values = (15, 31, 63)
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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 : 19B192g14p6: 6DB + g14p7: 13DB
2
g1p4 : 435B43548g5p10: 39B + g5p11: 0RB + g6p1: 0W + g6p2: 0W + g6p3: 0W + g6p4: 0W + g6p5: 0W + g6p6: 0W + g6p7: 0W + g6p8: 0W + g7p1: 0RB + g7p2: 60DB + g7p3: 17DB + g7p4: 25DB + g7p5: 21DB + g7p6: 12DB + g7p7: 0DB + g7p8: 17RB + g8p1: 0W + g8p2: 0W + g8p3: 0W + g8p4: 0W + g8p5: 0W + g8p6: 0W + g8p7: 0W + g8p8: 0W + g9p1: 0RB + g9p2: 0DB + g9p3: 63DB + g9p4: 18DB + g9p5: 17DB + g9p6: 12DB + g9p7: 13DB + g9p8: 0DB + g9p9: 44RB + g10p1: 0W + g10p2: 0W + g10p3: 0W + g10p4: 0W + g10p5: 0W + g10p6: 0W + g10p7: 0W + g10p8: 0W + g11p1: 0RB + g11p2: 0DB + g11p3: 57DB + g11p4: 0DB + g11p5: 20DB
3
g1p7 : 126B12615g9p6: 12DB + g9p7: 13DB + g9p8: 0DB + g9p9: 44RB + g10p1: 0W + g10p2: 0W + g10p3: 0W + g10p4: 0W + g10p5: 0W + g10p6: 0W + g10p7: 0W + g10p8: 0W + g11p1: 0RB + g11p2: 0DB + g11p3: 57DB
4
g1p8 : 110B11015g7p6: 12DB + g7p7: 0DB + g7p8: 17RB + g8p1: 0W + g8p2: 0W + g8p3: 0W + g8p4: 0W + g8p5: 0W + g8p6: 0W + g8p7: 0W + g8p8: 0W + g9p1: 0RB + g9p2: 0DB + g9p3: 63DB + g9p4: 18DB
5
g1p12 : 139RB13917g7p6: 12DB + g7p7: 0DB + g7p8: 17RB + g8p1: 0W + g8p2: 0W + g8p3: 0W + g8p4: 0W + g8p5: 0W + g8p6: 0W + g8p7: 0W + g8p8: 0W + g9p1: 0RB + g9p2: 0DB + g9p3: 63DB + g9p4: 18DB + g9p5: 17DB + g9p6: 12DB
6
g2p1 : 554W55418g3p8: 46DB + g3p9: 60DB + g3p10: 99RB + g4p1: 0W + g4p2: 0W + g4p3: 0W + g4p4: 0W + g4p5: 0W + g4p6: 0W + g4p7: 0W + g4p8: 0W + g5p1: 0RB + g5p2: 17B + g5p3: 0DB + g5p4: 185DB + g5p5: 0DB + g5p6: 76DB + g5p7: 71DB
7
g2p2 : 184W18418g7p8: 17RB + g8p1: 0W + g8p2: 0W + g8p3: 0W + g8p4: 0W + g8p5: 0W + g8p6: 0W + g8p7: 0W + g8p8: 0W + g9p1: 0RB + g9p2: 0DB + g9p3: 63DB + g9p4: 18DB + g9p5: 17DB + g9p6: 12DB + g9p7: 13DB + g9p8: 0DB + g9p9: 44RB
8
g2p3 : 291W2913g2p7: 153W + g2p8: 0W + g3p1: 138RB
9
g2p4 : 170W17018g20p3: 53DB + g20p4: 0DB + g20p5: 15DB + g20p6: 23DB + g20p7: 16DB + g20p8: 10DB + g20p9: 17RB + g21p1: 0W + g21p2: 0W + g21p3: 0W + g21p4: 0W + g21p5: 0W + g21p6: 0W + g21p7: 0W + g21p8: 0W + g22p1: 0RB + g22p2: 0DB + g22p3: 36DB
10
g2p5 : 320W32047g14p8: 12RB + g15p1: 0W + g15p2: 0W + g15p3: 0W + g15p4: 0W + g15p5: 0W + g15p6: 0W + g15p7: 0W + g15p8: 0W + g16p1: 0RB + g16p2: 0DB + g16p3: 53DB + g16p4: 0DB + g16p5: 11DB + g16p6: 9DB + g16p7: 4DB + g16p8: 11DB + g16p9: 14RB + g17p1: 0W + g17p2: 0W + g17p3: 0W + g17p4: 0W + g17p5: 0W + g17p6: 0W + g17p7: 0W + g17p8: 0W + g18p1: 0RB + g18p2: 0B + g18p3: 0DB + g18p4: 45DB + g18p5: 0DB + g18p6: 28DB + g18p7: 35DB + g18p8: 19DB + g18p9: 11DB + g18p10: 15RB + g19p1: 0W + g19p2: 0W + g19p3: 0W + g19p4: 0W + g19p5: 0W + g19p6: 0W + g19p7: 0W + g19p8: 0W + g20p1: 0RB + g20p2: 0DB + g20p3: 53DB
11
g2p6 : 262W26214g3p7: 40DB + g3p8: 46DB + g3p9: 60DB + g3p10: 99RB + g4p1: 0W + g4p2: 0W + g4p3: 0W + g4p4: 0W + g4p5: 0W + g4p6: 0W + g4p7: 0W + g4p8: 0W + g5p1: 0RB + g5p2: 17B
12
g2p7 : 153W1537g18p4: 45DB + g18p5: 0DB + g18p6: 28DB + g18p7: 35DB + g18p8: 19DB + g18p9: 11DB + g18p10: 15RB
13
g3p1 : 138RB13816g7p4: 25DB + g7p5: 21DB + g7p6: 12DB + g7p7: 0DB + g7p8: 17RB + g8p1: 0W + g8p2: 0W + g8p3: 0W + g8p4: 0W + g8p5: 0W + g8p6: 0W + g8p7: 0W + g8p8: 0W + g9p1: 0RB + g9p2: 0DB + g9p3: 63DB
14
g3p4 : 257DB25721g9p3: 63DB + g9p4: 18DB + g9p5: 17DB + g9p6: 12DB + g9p7: 13DB + g9p8: 0DB + g9p9: 44RB + g10p1: 0W + g10p2: 0W + g10p3: 0W + g10p4: 0W + g10p5: 0W + g10p6: 0W + g10p7: 0W + g10p8: 0W + g11p1: 0RB + g11p2: 0DB + g11p3: 57DB + g11p4: 0DB + g11p5: 20DB + g11p6: 13DB
15
g3p7 : 40DB404g11p6: 13DB + g11p7: 4DB + g11p8: 11DB + g11p9: 12RB
16
g3p8 : 46DB462g7p4: 25DB + g7p5: 21DB
17
g3p10 : 99RB9912g5p10: 39B + g5p11: 0RB + g6p1: 0W + g6p2: 0W + g6p3: 0W + g6p4: 0W + g6p5: 0W + g6p6: 0W + g6p7: 0W + g6p8: 0W + g7p1: 0RB + g7p2: 60DB
18
g5p4 : 185DB18519g7p4: 25DB + g7p5: 21DB + g7p6: 12DB + g7p7: 0DB + g7p8: 17RB + g8p1: 0W + g8p2: 0W + g8p3: 0W + g8p4: 0W + g8p5: 0W + g8p6: 0W + g8p7: 0W + g8p8: 0W + g9p1: 0RB + g9p2: 0DB + g9p3: 63DB + g9p4: 18DB + g9p5: 17DB + g9p6: 12DB
19
g5p6 : 76DB7614g14p8: 12RB + g15p1: 0W + g15p2: 0W + g15p3: 0W + g15p4: 0W + g15p5: 0W + g15p6: 0W + g15p7: 0W + g15p8: 0W + g16p1: 0RB + g16p2: 0DB + g16p3: 53DB + g16p4: 0DB + g16p5: 11DB
20
g5p7 : 71DB714g14p2: 45DB + g14p3: 0DB + g14p4: 16DB + g14p5: 10DB
21
g5p8 : 84DB8415g11p8: 11DB + g11p9: 12RB + g12p1: 0W + g12p2: 0W + g12p3: 0W + g12p4: 0W + g12p5: 0W + g12p6: 0W + g12p7: 0W + g12p8: 0W + g13p1: 0RB + g14p1: 0DB + g14p2: 45DB + g14p3: 0DB + g14p4: 16DB
22
g5p9 : 41DB414g14p5: 10DB + g14p6: 6DB + g14p7: 13DB + g14p8: 12RB
23
g5p10 : 39B392g20p6: 23DB + g20p7: 16DB
24
g7p2 : 60DB604g9p4: 18DB + g9p5: 17DB + g9p6: 12DB + g9p7: 13DB
25
g7p4 : 25DB252g9p6: 12DB + g9p7: 13DB
26
g7p5 : 21DB212g26p5: 15DB + g26p6: 6DB
27
g9p3 : 63DB632g18p6: 28DB + g18p7: 35DB
28
g9p5 : 17DB172g11p6: 13DB + g11p7: 4DB
29
g11p3 : 57DB5712g11p9: 12RB + g12p1: 0W + g12p2: 0W + g12p3: 0W + g12p4: 0W + g12p5: 0W + g12p6: 0W + g12p7: 0W + g12p8: 0W + g13p1: 0RB + g14p1: 0DB + g14p2: 45DB
30
g11p5 : 20DB202g16p5: 11DB + g16p6: 9DB
31
g14p7 : 13DB132g16p6: 9DB + g16p7: 4DB
32
g18p6 : 28DB282g22p5: 14DB + g22p6: 14DB
33
g20p3 : 53DB5312g20p9: 17RB + g21p1: 0W + g21p2: 0W + g21p3: 0W + g21p4: 0W + g21p5: 0W + g21p6: 0W + g21p7: 0W + g21p8: 0W + g22p1: 0RB + g22p2: 0DB + g22p3: 36DB
34
g20p5 : 15DB152g24p8: 11DB + g24p9: 4RB
35
g20p9 : 17RB172g26p6: 6DB + g26p7: 11DB
36
g24p7 : 27DB273g26p6: 6DB + g26p7: 11DB + g26p8: 10DB

Left Handed Sum Detail: - Click on column name to sort
# Color Sum Schema Sum Cord Sum Cord Value # Summands Summands
1
g9p3 : 63DB633g7p3: 17DB + g7p4: 25DB + g7p5: 21DB
2
g11p3 : 57DB573g9p7: 13DB + g9p8: 0DB + g9p9: 44RB
3
g18p4 : 45DB454g14p4: 16DB + g14p5: 10DB + g14p6: 6DB + g14p7: 13DB
4
g18p6 : 28DB283g11p6: 13DB + g11p7: 4DB + g11p8: 11DB
5
g18p7 : 35DB354g16p5: 11DB + g16p6: 9DB + g16p7: 4DB + g16p8: 11DB
6
g18p8 : 19DB192g14p6: 6DB + g14p7: 13DB
7
g18p10 : 15RB152g16p7: 4DB + g16p8: 11DB
8
g20p6 : 23DB232g11p8: 11DB + g11p9: 12RB
9
g20p7 : 16DB162g14p5: 10DB + g14p6: 6DB
10
g20p9 : 17RB172g11p6: 13DB + g11p7: 4DB
11
g24p3 : 38DB382g20p5: 15DB + g20p6: 23DB
12
g24p7 : 27DB272g20p8: 10DB + g20p9: 17RB
13
g26p3 : 38DB382g24p7: 27DB + g24p8: 11DB
14
g26p5 : 15DB152g24p8: 11DB + g24p9: 4RB

Khipu Notes:
Ascher Databook Notes:
  1. A detached fragment of 9.0 cm. stored with the khipu has been assumed to be part of P5s3.
  2. KH0142, KH0143, and KH0193 were acquired by the Museum in 1933 with provenance Nazca.
  3. By color, the khipu is separated in 25 groups. The first group is 12 pendants. Then there are 24 groups alternating in color pattern. Basically the pattern is a group of 8 pendants color W, followed by a group of 9 pendants colored RB, 7 DB, RB. (The exceptions t o the pattern are: groups 3, 5, and 17 each have an additional pendant between positions 1 and 2; groups 5, 7, and 9 each have an additional pendant between positions 8 and 9; in groups 7 and 9, position 4 is non-existent; and in group 7, position 2 is also non-existent. ) Starting with group 4, all groups of W pendants are of value 0 (or blank) and, in the alternate groups, all values in positions 1, 2, and 4 are 0 (or blank).
    1. The values in group 3, position by position, are the sums of the values in corresponding positions in groups 7, 9, 11, 13, 15, while the values in group 5 are the sums of values in groups 17, 19, 21, 23, 25. These values include all the subsidiary values on each pendant. The sums are exact (or off by at most 2 in one digit) for only 14 of the 18 positions.
    2. The values in group 1 are related to, but not exactly, the sums of values in groups 3 and 5, position by position. If at most one subsidiary is omitted when evaluating a position in group 1, then 8 of the 12 values in group 1 are the sums (+1 or 2) of the values in groups 3 and 5.