HP056/KH0587 - Colored Pendant Sums

Drawings:

Overview	Detail View
All Khipus' Ascher Sum Fieldmarks	Right-Handed XRay
All Colored Pendant Sum Relationships	Left-Handed XRay
This Khipu's Fieldmark Catalog	Right-Handed Sum Detail
This Khipu's Drawing	Left-Handed Sum Detail

Right Handed Sums: # Sums = 30, Max # Summands = 9, (Min, Mean, Max) Sum Values = (11, 40, 155)
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Left Handed Sums: # Sums = 34, Max # Summands = 13, (Min, Mean, Max) Sum Values = (12, 41, 231)
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Right Handed Sum Detail: - Click on column name to sort

#	Sum Cord	Sum Cord Value	# Summands	Summands
1	p1_{1, 1} : 55_AB	55	4	p75: 13_AB + p76: 19_AB + p77: 13_AB + p78: 10_AB
2	p2_{1, 2} : 52_AB	52	3	p80: 14_AB + p81: 36_AB + p91: 2_AB
3	p3_{1, 3} : 33_AB	33	4	p91: 2_AB + p92: 10_AB + p93: 19_AB + p94: 2_AB
4	p8_{1, 8} : 34_AB	34	5	p110: 3_AB + p111: 5_AB + p112: 6_AB + p115: 4_AB + p116: 16_AB
5	p9_{1, 9} : 154_AB	154	9	p108: 30_AB + p110: 3_AB + p111: 5_AB + p112: 6_AB + p115: 4_AB + p116: 16_AB + p144: 15_AB + p145: 19_AB + p146: 56_AB
6	p10_{2, 1} : 43_W	43	3	p103: 4_W + p106: 6_W + p107: 33_W
7	p11_{2, 2} : 35_W	35	7	p119: 3_W + p120: 4_W + p121: 5_W + p124: 3_W + p125: 16_W + p135: 3_W + p136: 1_W
8	p12_{2, 3} : 45_W	45	4	p65: 8_W + p66: 12_W + p67: 12_W + p68: 13_W
9	p13_{2, 4} : 68_W	68	5	p35: 3_W + p36: 58_W + p47: 2_W + p48: 2_W + p49: 3_W
10	p14_{2, 5} : 14_W	14	3	p102: 4_W + p103: 4_W + p106: 6_W
11	p16_{2, 7} : 51_MB	51	6	p46: 8_MB + p56: 7_MB + p57: 8_MB + p58: 6_MB + p59: 13_MB + p60: 9_MB
12	p17_{2, 8} : 46_W	46	4	p84: 17_W + p85: 14_W + p86: 10_W + p89: 5_W
13	p18_{2, 9} : 155_W	155	9	p67: 12_W + p68: 13_W + p69: 12_W + p72: 5_W + p73: 68_W + p74: 6_W + p82: 13_W + p83: 9_W + p84: 17_W
14	p20_{2, 11} : 17_MB	17	3	p42: 4_MB + p45: 5_MB + p46: 8_MB
15	p27_{2, 18} : 35_AB	35	3	p115: 4_AB + p116: 16_AB + p144: 15_AB
16	p32_{3, 5} : 11_W	11	4	p47: 2_W + p48: 2_W + p49: 3_W + p50: 4_W
17	p36_{3, 9} : 58_W	58	6	p101: 10_W + p102: 4_W + p103: 4_W + p106: 6_W + p107: 33_W + p117: 1_W
18	p55_{6, 9} : 16_W	16	4	p117: 1_W + p118: 8_W + p119: 3_W + p120: 4_W
19	p59_{7, 4} : 13_MB	13	4	p129: 2_MB + p130: 2_MB + p133: 2_MB + p134: 7_MB
20	p63_{7, 8} : 19_MB	19	7	p126: 2_MB + p127: 2_MB + p128: 2_MB + p129: 2_MB + p130: 2_MB + p133: 2_MB + p134: 7_MB
21	p66_{8, 2} : 12_W	12	3	p117: 1_W + p118: 8_W + p119: 3_W
22	p67_{8, 3} : 12_W	12	3	p117: 1_W + p118: 8_W + p119: 3_W
23	p68_{8, 4} : 13_W	13	6	p135: 3_W + p136: 1_W + p137: 1_W + p138: 4_W + p139: 1_W + p142: 3_W
24	p69_{8, 5} : 12_W	12	3	p117: 1_W + p118: 8_W + p119: 3_W
25	p73_{8, 9} : 68_W	68	6	p82: 13_W + p83: 9_W + p84: 17_W + p85: 14_W + p86: 10_W + p89: 5_W
26	p80_{10, 1} : 14_AB	14	3	p110: 3_AB + p111: 5_AB + p112: 6_AB
27	p82_{11, 1} : 13_W	13	6	p135: 3_W + p136: 1_W + p137: 1_W + p138: 4_W + p139: 1_W + p142: 3_W
28	p85_{11, 4} : 14_W	14	3	p102: 4_W + p103: 4_W + p106: 6_W
29	p90_{12, 3} : 57_W	57	5	p101: 10_W + p102: 4_W + p103: 4_W + p106: 6_W + p107: 33_W
30	p107_{14, 9} : 33_W	33	7	p120: 4_W + p121: 5_W + p124: 3_W + p125: 16_W + p135: 3_W + p136: 1_W + p137: 1_W

Left Handed Sum Detail: - Click on column name to sort

#	Sum Cord	Sum Cord Value	# Summands	Summands
1	p36_{3, 9} : 58_W	58	5	p29: 17_W + p30: 17_W + p31: 10_W + p32: 11_W + p35: 3_W
2	p55_{6, 9} : 16_W	16	6	p47: 2_W + p48: 2_W + p49: 3_W + p50: 4_W + p51: 2_W + p54: 3_W
3	p59_{7, 4} : 13_MB	13	3	p41: 4_MB + p42: 4_MB + p45: 5_MB
4	p63_{7, 8} : 19_MB	19	3	p39: 8_MB + p40: 7_MB + p41: 4_MB
5	p64_{7, 9} : 36_MB	36	4	p57: 8_MB + p58: 6_MB + p59: 13_MB + p60: 9_MB
6	p66_{8, 2} : 12_W	12	4	p49: 3_W + p50: 4_W + p51: 2_W + p54: 3_W
7	p67_{8, 3} : 12_W	12	4	p49: 3_W + p50: 4_W + p51: 2_W + p54: 3_W
8	p68_{8, 4} : 13_W	13	5	p47: 2_W + p48: 2_W + p49: 3_W + p50: 4_W + p51: 2_W
9	p69_{8, 5} : 12_W	12	4	p49: 3_W + p50: 4_W + p51: 2_W + p54: 3_W
10	p73_{8, 9} : 68_W	68	5	p35: 3_W + p36: 58_W + p47: 2_W + p48: 2_W + p49: 3_W
11	p75_{9, 2} : 13_AB	13	3	p21: 6_AB + p22: 3_AB + p23: 4_AB
12	p77_{9, 4} : 13_AB	13	3	p21: 6_AB + p22: 3_AB + p23: 4_AB
13	p82_{11, 1} : 13_W	13	5	p47: 2_W + p48: 2_W + p49: 3_W + p50: 4_W + p51: 2_W
14	p85_{11, 4} : 14_W	14	5	p48: 2_W + p49: 3_W + p50: 4_W + p51: 2_W + p54: 3_W
15	p90_{12, 3} : 57_W	57	5	p65: 8_W + p66: 12_W + p67: 12_W + p68: 13_W + p69: 12_W
16	p107_{14, 9} : 33_W	33	5	p50: 4_W + p51: 2_W + p54: 3_W + p55: 16_W + p65: 8_W
17	p108_{14, 10} : 30_AB	30	4	p21: 6_AB + p22: 3_AB + p23: 4_AB + p26: 17_AB
18	p125_{16, 12} : 16_W	16	4	p117: 1_W + p118: 8_W + p119: 3_W + p120: 4_W
19	p143_{16, 30} : 16_W	16	4	p117: 1_W + p118: 8_W + p119: 3_W + p120: 4_W
20	p144_{17, 1} : 15_AB	15	3	p111: 5_AB + p112: 6_AB + p115: 4_AB
21	p146_{18, 2} : 56_AB	56	3	p23: 4_AB + p26: 17_AB + p27: 35_AB
22	p148_{18, 4} : 25_AB	25	3	p93: 19_AB + p94: 2_AB + p95: 4_AB
23	p149_{18, 5} : 35_AB	35	3	p115: 4_AB + p116: 16_AB + p144: 15_AB
24	p150_{18, 6} : 68_W:AB	68	5	p24: 1_W:AB + p62: 25_W:AB + p79: 36_W:AB + p114: 4_W:AB + p131: 2_W:AB
25	p152_{18, 8} : 60_AB	60	3	p78: 10_AB + p80: 14_AB + p81: 36_AB
26	p153_{18, 9} : 131_AB	131	4	p2: 52_AB + p3: 33_AB + p4: 23_AB + p5: 23_AB
27	p154_{18, 10} : 36_W	36	3	p55: 16_W + p65: 8_W + p66: 12_W
28	p155_{18, 11} : 48_W	48	4	p55: 16_W + p65: 8_W + p66: 12_W + p67: 12_W
29	p156_{18, 12} : 59_W	59	5	p74: 6_W + p82: 13_W + p83: 9_W + p84: 17_W + p85: 14_W
30	p157_{18, 13} : 46_W	46	4	p84: 17_W + p85: 14_W + p86: 10_W + p89: 5_W
31	p158_{18, 14} : 39_W	39	3	p28: 5_W + p29: 17_W + p30: 17_W
32	p160_{18, 16} : 68_W:AB	68	5	p24: 1_W:AB + p62: 25_W:AB + p79: 36_W:AB + p114: 4_W:AB + p131: 2_W:AB
33	p161_{18, 17} : 23_W	23	4	p124: 3_W + p125: 16_W + p135: 3_W + p136: 1_W
34	p162_{18, 18} : 231_W	231	13	p69: 12_W + p72: 5_W + p73: 68_W + p74: 6_W + p82: 13_W + p83: 9_W + p84: 17_W + p85: 14_W + p86: 10_W + p89: 5_W + p90: 57_W + p99: 7_W + p100: 8_W