1. |
| wp ≫ w1 ≈ w3 ≫ w2 | (2) (3) (− 4, −1) | (6) (30, 12) (5, 1) | −(1/18)Δ |
wp ≫ w2 ≈ w3 ≫ w1 | (2( (4, −2, −1) (− 2 − 1) | (4) (28, 16, 2) (3, 1) | (1/18)Δ |
wp ≫ w2 ≈ w3 ≈ w1 | (2) (8, −1, −2) (−6, −1) | (8) (50, 26, 4) (7,1) | (1/12)δ |
wp ≈ w1 ≈ w2 ≈ w3 | (0) (43, −5, −13) (9, −16, −12, −6) | (2) (293, 128, 23)(50, 52, 22, 6) | (1/96) Δ |
2. |
| wp ≫ w1 ≈ w3 ≫ w2 | (1) (−2, 1, 1) (1, −2) | (1) (26, 20, 2) (2, 3) | −(1/18)Δ |
wp ≫ w2 ≈ w3 ≫w1 | (2) (1, −2) (1, −2) | (2) (26, 20) (3, 3) | (1/18) Δ |
wp ≫ w2 ≈ w3 ≈ w1 | (2) (0, −3, 2) (1, −2) | (2) (42, 42, 4) (3, 3) | (1/32)δ |
wp ≈ w1 ≈ w2 ≈ w3 | (24) (−20, 1, 6) (12, −21, −31) | (24) (281, 170, 13) (37, 40, 10, 1) | (35/576)δ |
3. |
| wp ≫ w1 ≈ w3 ≫ w2 | (1) (0, 3) (−1, −1, −2) | (1) (30, 15) (5, 1, 2) | −1/9 Δ |
wp ≫ w2 ≈ w3 ≫ w1 | (3) (0, −3) (1, −1) | (3) (30, 15) (5, 1) | 1/9Δ |
wp ≫ w2 ≈ w3 ≈ w1 | (3) (0) (−1, −2) | (3) (54, 30) (6, 1, 2) | 1/12δ |
wp ≈ w1 ≈ w2 ≈ w3 | (15) (0) (−3, −6, −6) | (5) (202, 100, 8)(33, 18, 8) | (11/128)δ |
4. |
| w1 ≈ w3 ≫ w2 | (−18) (8, 2) (0, 8) | (18) (14, 2) (12, 8) | −2/9 Δ |
w2 ≈ w3 ≫ w1 | (2) (8, −10) | (2) (38, 14) | 2/9 Δ |
w2 ≈ w3 ≈ w1 | (2) (−2, −2, 1) | (2) (54, 36, 4) | 0 |
5. |
| wp ≫ w1 ≈ w3 ≫ w2 | (3) (0, −3) | (3) (9, 6) |
|
wp ≫ w2 ≈ w3 ≫ w1 | (3) (0, −3) | (3) (9, 6) |
|
wp ≫ w2 ≈ w3 ≈ w1 | (4) (0, −4) | (4) (12, 18) |
|
wp ≈ w1 ≈ w2 ≈ w3 | (30) (13, − 41, −9) (14, −2, −4, −1) | (30) (263, 158, 15) (32, 22, 7, 1) | (2/11) Δ |
6. |
| wp ≫ w1 ≈ w3 ≫ w2 | (1) (2, −1, −2) | (1) (7, 7, 2) (1) |
|
wp ≫ w2 ≈ w3 ≫ w1 | (1) (2, −1, −2) | (1)(7, 7, 2)(1) |
|
wp ≫ w2 ≈ w3 ≈ w1 | (1) (3, −1, −3) | (1) (9, 10, 3) (1) |
|
wp ≈ w1 ≈ w2 ≈ w3 | (25) (3, −37, −10, 1) (21, −4, 0, 1) | (25) (262, 141, 12, 1) (42, 33, 11, 1) | (57/528) Δ |
7. |
| wp ≫ w1 ≈ w3 ≫ w2 | (0) (0, 3) (−1, 0, −1, −1) | (0) (9, 6) (1, 0, 1, 1) |
|
wp ≫ w2 ≈ w3 ≫ w1 | (0) (0, 3) (−1, 0, 0, −2) | (0) (9, 6) (1, 0, 0, 2) |
|
wp ≫ w2 ≈ w3 ≈ w1 | (0) (0, 4) (−1, 0, −1, −2) | (0) (12, 8) (1, 0, 1, 2) |
|
wp ≈ w1 ≈ w2 ≈ w3 | (11) (−12, 39, 10) (−19, −17, −4, −7, −1) | (13) (259, 159, 18) (41, 24, 6, 7, 1) | −(2/11) Δ |
8. |
| wp ≫ w1 ≈ w3 ≫ w2 | (0)(−2, 1, 2)(−1) | (1) (7, 7, 2) (1) |
|
wp ≫ w2 ≈ w3 ≫ w1 | (0) (−1, 2, 1) (−2) | (2) (8, 5, 1) (2) |
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wp ≫ w2 ≈ w3 ≈ w1 | (0) (−2, 2, 2)(−2) | (2) (10, 8, 2) (2) |
|
wp ≈ w1 ≈ w2 ≈ w3 | (0) (5, 32, 9) (−10, −18, −14, −4) | (3) (265, 130, 11) (48, 47, 20, 4) | − (2/11) Δ |
9. |
| wp ≈ w1 ≈ w3 | (−27) (8, 30, 2) (−20, 5, 2) | (27) (118, 38, 2) (33, 14, 2) | − (37/117) Δ |
10. |
| wp ≈ w2 ≈ w3 | (4) (38, −18, −21, −3) | (4) (77, 121, 29, 3) | (73/234) Δ |
11. |
| wp ≈ w1 ≈ w2 ≈ w3 | (16) (−9, 3, 1) (−7, −5, 1) | (16) (123, 39, 1) (38, 19, 4) | (7/120)δ |
12. |
| wp ≈ w1 ≈ w2 ≈ w3 | (1) (7, −2, −1) (3, 0, −0, −2) | (2) (119, 32, 1) (42, 30, 12, 2) | (23/240)δ |