KH0329/UR093 - Pendant Pendant Sums

Drawings:

Overview	Detail View
All Khipus' Ascher Sum Fieldmarks	Right-Handed XRay
All Pendant 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 = 5, Max # Summands = 27, (Min, Mean, Max) Sum Values = (15, 35, 73)
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Left Handed Sums: # Sums = 8, Max # Summands = 31, (Min, Mean, Max) Sum Values = (11, 27, 73)
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Right Handed Sum Detail: - Click on column name to sort

#	Sum Cord	Sum Cord Value	# Summands	Summands
1	g1p2 : 30_YB	30	17	g1p13: 1_W + g1p14: 1_W-LG-MB + g1p15: 2_MB-YG + g1p16: 0_W + g1p17: 0_W + g1p18: 2_GG + g1p19: 2_W + g1p20: 0_YB + g1p21: 1_GG + g2p1: 1_GG + g2p2: 1_W + g2p3: 0_RL + g3p1: 1_RB + g3p2: 1_AB + g3p3: 15_0B + g3p4: 1_W + g3p5: 1_AB-MB
2	g3p3 : 15_0B	15	5	g4p18: 1_GG + g5p1: 2_MB + g5p2: 1_YB + g5p3: 10_RL + g5p4: 1_RB
3	g4p2 : 36_YB	36	27	g4p16: 2_W + g4p17: 0_GG + g4p18: 1_GG + g5p1: 2_MB + g5p2: 1_YB + g5p3: 10_RL + g5p4: 1_RB + g5p5: 1_BB + g5p6: 1_FR + g5p7: 1_W:RL + g5p8: 1_AB + g5p9: 0_MB + g5p10: 1_W + g5p11: 1_AB-MB + g5p12: 1_RL + g5p13: 0_KB + g5p14: 1_RB:KB + g5p15: 0_YB + g5p16: 1_W:GG:RB + g5p17: 1_RB + g5p18: 1_B + g5p19: 2_W + g5p20: 2_W + g6p1: 0_W + g6p2: 0_W + g6p3: 0_MB + g6p4: 4_B
4	g7p2 : 20_W	20	9	g7p9: 2_BG + g7p10: 2_W + g7p11: 1_BG + g7p12: 1_GG + g7p13: 1_W + g7p14: 1_MB + g7p15: 1_W + g7p16: 10_AB + g8p1: 1_AB
5	g9p2 : 73_AB	73	25	g9p5: 2_W:MB + g9p6: 1_AB + g9p7: 6_AB + g9p8: 1_W + g9p9: 3_W:MB + g9p10: 1_YB + g9p11: 1_W-0B + g9p12: 1_AB-BG + g9p13: 1_AB-GG + g9p14: 1_W + g9p15: 2_W + g9p16: 2_BG + g9p17: 2_W + g9p18: 1_0L + g9p19: 1_0L + g9p20: 1_W + g9p21: 1_PR + g9p22: 2_W + g9p23: 10_RL + g9p24: 3_AB + g10p1: 7_PR + g10p2: 6_W:AB + g10p3: 2_RB + g10p4: 0_AB:GG:MB + g10p5: 15_0L

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

#	Sum Cord	Sum Cord Value	# Summands	Summands
1	g3p3 : 15_0B	15	18	g1p4: 6_MB + g1p5: 0_W:MB + g1p6: 0_RL + g1p7: 0_0B + g1p8: 0_W + g1p9: 0_W + g1p10: 0_KB + g1p11: 0_W + g1p12: 0_AB-MB + g1p13: 1_W + g1p14: 1_W-LG-MB + g1p15: 2_MB-YG + g1p16: 0_W + g1p17: 0_W + g1p18: 2_GG + g1p19: 2_W + g1p20: 0_YB + g1p21: 1_GG
2	g4p2 : 36_YB	36	20	g1p19: 2_W + g1p20: 0_YB + g1p21: 1_GG + g2p1: 1_GG + g2p2: 1_W + g2p3: 0_RL + g3p1: 1_RB + g3p2: 1_AB + g3p3: 15_0B + g3p4: 1_W + g3p5: 1_AB-MB + g3p6: 2_YB + g3p7: 1_W-RL + g3p8: 1_W:GG + g3p9: 1_AB:GG + g3p10: 2_RB + g3p11: 1_YB + g3p12: 1_W + g3p13: 1_W + g3p14: 2_W
3	g7p2 : 20_W	20	16	g6p24: 3_W-MB + g6p25: 0_AB + g6p26: 0_AB + g6p27: 10_0G + g6p28: 1_W + g6p29: 0_W + g6p30: 1_AB-RB + g6p31: 1_YB + g6p32: 0_YB + g6p33: 0_YB + g6p34: 0_W-AB + g6p35: 1_BL:AB + g6p36: 0_MB + g6p37: 0_AB + g6p38: 2_W + g6p39: 1_W
4	g8p5 : 11_0G	11	2	g7p16: 10_AB + g8p1: 1_AB
5	g9p2 : 73_AB	73	31	g7p2: 20_W + g7p3: 3_RB + g7p4: 3_HB + g7p5: 0_AB-GG + g7p6: 1_PK + g7p7: 1_W + g7p8: 2_W + g7p9: 2_BG + g7p10: 2_W + g7p11: 1_BG + g7p12: 1_GG + g7p13: 1_W + g7p14: 1_MB + g7p15: 1_W + g7p16: 10_AB + g8p1: 1_AB + g8p2: 1_RB + g8p3: 1_AB + g8p4: 0_AB:GG:MB + g8p5: 11_0G + g8p6: 1_W + g8p7: 1_AB-0B + g8p8: 1_AB + g8p9: 1_W + g8p10: 1_AB:GG + g8p11: 0_AB + g8p12: 0_W + g8p13: 1_AB:GG + g8p14: 1_RB + g8p15: 1_AB + g8p16: 2_YB
6	g11p1 : 24_W	24	10	g10p3: 2_RB + g10p4: 0_AB:GG:MB + g10p5: 15_0L + g10p6: 1_W + g10p7: 2_AB-MB + g10p8: 1_AB + g10p9: 1_RL:PB + g10p10: 0_HB + g10p11: 1_GG + g10p12: 1_RL
7	g12p5 : 20_W:AB	20	10	g11p10: 1_W + g11p11: 2_AB:MB + g11p12: 1_GG + g11p13: 0_W + g11p14: 1_YG + g11p15: 1_W + g12p1: 0_0G + g12p2: 1_W + g12p3: 10_W + g12p4: 3_DB
8	g12p17 : 16_YB	16	6	g11p14: 1_YG + g11p15: 1_W + g12p1: 0_0G + g12p2: 1_W + g12p3: 10_W + g12p4: 3_DB