KH0617/JC010 - Pendant Pendant Sums
Drawings:
Right Handed Sums: # Sums = 12, Max # Summands = 8, (Min, Mean, Max) Sum Values = (12, 23, 50)
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Left Handed Sums: # Sums = 13, Max # Summands = 12, (Min, Mean, Max) Sum Values = (14, 25, 41)
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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 | ![]() | g1p2 : 50AB | 50 | 7 | g2p8: 33MB + g3p1: 0AB + g3p2: 5MB + g3p3: 0AB + g3p4: 0MB + g3p5: 0MB + g3p6: 12AB | |
| 2 | ![]() | g1p3 : 30AB | 30 | 6 | g2p2: 3MB + g2p3: 1MB + g2p4: 0MB + g2p5: 0MB + g2p6: 10MB + g2p7: 16AB | |
| 3 | ![]() | g2p7 : 16AB | 16 | 5 | g6p1: 10AB + g6p2: 0MB + g6p3: 1NB + g6p4: 2NB + g6p5: 3NB | |
| 4 | ![]() | g2p8 : 33MB | 33 | 3 | g3p6: 12AB + g4p1: 20MB + g4p2: 1MB | |
| 5 | ![]() | g3p6 : 12AB | 12 | 2 | g5p4: 2MB + g5p5: 10MB | |
| 6 | ![]() | g4p1 : 20MB | 20 | 4 | g5p5: 10MB + g5p6: 0MB + g5p7: 0AB + g6p1: 10AB | |
| 7 | ![]() | g5p1 : 25AB | 25 | 8 | g5p4: 2MB + g5p5: 10MB + g5p6: 0MB + g5p7: 0AB + g6p1: 10AB + g6p2: 0MB + g6p3: 1NB + g6p4: 2NB | |
| 8 | ![]() | g7p1 : 16W | 16 | 3 | g11p1: 14W + g11p2: 0MB + g11p3: 2MB | |
| 9 | ![]() | g7p5 : 22AB | 22 | 4 | g9p5: 5MB + g9p6: 0GL + g9p7: 0AB:MB + g10p1: 17AB | |
| 10 | ![]() | g7p8 : 20YB | 20 | 4 | g10p1: 17AB + g10p2: 0MB + g10p3: 0MB + g10p4: 3AB | |
| 11 | ![]() | g10p1 : 17AB | 17 | 7 | g13p15: 6MB + g13p16: 5W + g13p17: 0MB + g13p18: 0KB + g13p19: 1MB + g13p20: 0AB-NB + g13p21: 5AB | |
| 12 | ![]() | g17p1 : 20AB | 20 | 7 | g17p7: 10MB + g17p8: 0AB + g17p9: 0MB + g17p10: 0AB-MB + g17p11: 0AB-MB + g17p12: 0AB + g18p1: 10MB |
Left Handed Sum Detail: - Click on column name to sort
| # | Color | Sum Schema | Sum Cord | Sum Cord Value | # Summands | Summands |
|---|---|---|---|---|---|---|
| 1 | ![]() | g7p1 : 16W | 16 | 5 | g6p1: 10AB + g6p2: 0MB + g6p3: 1NB + g6p4: 2NB + g6p5: 3NB | |
| 2 | ![]() | g7p5 : 22AB | 22 | 4 | g6p7: 5NB + g7p1: 16W + g7p2: 0AB + g7p3: 1AB | |
| 3 | ![]() | g7p8 : 20YB | 20 | 4 | g5p5: 10MB + g5p6: 0MB + g5p7: 0AB + g6p1: 10AB | |
| 4 | ![]() | g10p1 : 17AB | 17 | 3 | g7p1: 16W + g7p2: 0AB + g7p3: 1AB | |
| 5 | ![]() | g11p1 : 14W | 14 | 7 | g10p4: 3AB + g10p5: 0AB + g10p6: 1AB + g10p7: 0NB + g10p8: 0AB-MB + g10p9: 0AB-NB + g10p10: 10W | |
| 6 | ![]() | g12p1 : 14W | 14 | 7 | g11p4: 3AB + g11p5: 0AB + g11p6: 0MB + g11p7: 0NB + g11p8: 0NB-MB + g11p9: 1AB-MB + g11p10: 10W | |
| 7 | ![]() | g13p1 : 30W | 30 | 9 | g12p1: 14W + g12p2: 0AB + g12p3: 2NB + g12p4: 5AB + g12p5: 0AB + g12p6: 3AB + g12p7: 4AB + g12p8: 1NB + g12p9: 1MB | |
| 8 | ![]() | g13p7 : 20AB | 20 | 9 | g11p1: 14W + g11p2: 0MB + g11p3: 2MB + g11p4: 3AB + g11p5: 0AB + g11p6: 0MB + g11p7: 0NB + g11p8: 0NB-MB + g11p9: 1AB-MB | |
| 9 | ![]() | g13p10 : 37NB | 37 | 5 | g11p10: 10W + g11p11: 11MB + g12p1: 14W + g12p2: 0AB + g12p3: 2NB | |
| 10 | ![]() | g14p1 : 38NB | 38 | 12 | g13p11: 10W + g13p12: 0MB + g13p13: 0NB + g13p14: 0NB + g13p15: 6MB + g13p16: 5W + g13p17: 0MB + g13p18: 0KB + g13p19: 1MB + g13p20: 0AB-NB + g13p21: 5AB + g13p22: 11NB | |
| 11 | ![]() | g15p1 : 41AB | 41 | 6 | g13p4: 11AB:MB + g13p5: 0W + g13p6: 0NB + g13p7: 20AB + g13p8: 0AB-NB + g13p9: 10NB | |
| 12 | ![]() | g15p2 : 32AB | 32 | 5 | g12p8: 1NB + g12p9: 1MB + g12p10: 0AB + g12p11: 0NB + g13p1: 30W | |
| 13 | ![]() | g15p6 : 22MB | 22 | 7 | g13p16: 5W + g13p17: 0MB + g13p18: 0KB + g13p19: 1MB + g13p20: 0AB-NB + g13p21: 5AB + g13p22: 11NB |


























