5006 2-Spliced Triples and Major
12345678 |
2 |
4 |
5 |
6 |
7 |
Methods |
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13726458 |
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a |
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SQS.Q.S.Q.SQS.Q |
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15734268 |
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c |
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SQ.S.Q.S.Q.SQS.Q |
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45726138 |
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d |
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SQ.SQS.Q.S.Q.S.Q |
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43751268 |
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e |
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SQ.S.Q.S.Q.SQS.Q |
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A |
46732518 |
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c |
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SQ.S.Q.S.Q.SQS.Q |
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26751438 |
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d |
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SQ.SQS.Q.S.Q.S.Q |
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647125 |
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2A |
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63745128 |
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e |
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SQ.S.Q.S.Q.SQS.Q |
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62731458 |
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c |
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SQ.S.Q.S.Q.SQS.Q |
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62534718 |
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f |
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SQ.S.Q.S.Q.S.Q.SQ. |
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12635478 |
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g |
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S.QSQS.Q.S.Q.SQ. |
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18573624 |
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h |
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BB.B.BBBB.B. |
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13452678 |
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i |
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BB.B.BBBB.B.B.B |
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18273456 |
s |
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– |
– |
BB.BBBB.B. |
(7) |
18674523 |
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j |
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BB.B.BB.B. |
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18235476 |
– |
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– |
– |
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BB.BBB.B. |
(6) |
16532478 |
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k |
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BB.BBB.B.BBB.B |
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16234758 |
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l |
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SQ.S.Q.S.Q.S.Q.SQ. |
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16742538 |
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m |
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S.QS.QS.Q.SQ.S.Q. |
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16342578 |
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n |
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S.Q.S.Q.S.Q.S.Q.SQ. |
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16742358 |
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o |
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S.Q.S.Q.S.Q.S.Q.SQ. |
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36742518 |
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p |
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S.Q.SQ.S.Q.S.Q.S.Q. |
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53742168 |
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q |
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S.Q.SQ.S.Q.S.QS.Q. |
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537124 |
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r |
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S.Q.S.Q.S.Q.SQ.S.Q. |
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54762138 |
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t |
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S.Q.S.Q.S.Q.SQS.Q. |
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54732168 |
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u |
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S.Q.S.Q.S.Q.S.Q.S.Q |
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517324 |
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v |
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S.Q.S.Q.SQ.S.Q.S.Q. |
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51742638 |
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w |
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S.Q.S.Q.S.Q.SQ.S.Q. |
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61732458 |
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x |
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S.Q.S.Q.S.QSQ.S.Q. |
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61745238 |
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y |
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S.Q.S.QS.Q.S.Q.S.Q |
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61245378 |
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aa |
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S.Q.S.Q.S.Q.S.Q.SQ. |
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61245738 |
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ab |
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S.QS.Q.SQ.S.QSQ. |
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31745628 |
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ac |
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S.QSQ.S.Q.S.Q.S.Q. |
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21765348 |
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ad |
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S.Q.SQ.S.Q.SQ.S.Q. |
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31765428 |
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ae |
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S.Q.S.Q.S.QS.Q.S.Q. |
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32745168 |
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af |
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S.Q.S.Q.S.Q.S.QS.Q |
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35741628 |
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ag |
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SQ.S.Q.S.Q.S.QS.Q. |
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357614 |
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ah |
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S.Q.S.Q.S.Q.SQ.S.Q. |
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31764258 |
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ai |
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SQ.S.Q.SQ.S.Q.S.Q. |
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18375426 |
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aj |
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S.QBB.B.BBBB.B. |
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18276543 |
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ak |
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BB.B.BB.B.BB.B. |
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18634257 |
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al |
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BB.BBB.B.BB.B. |
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12465378 |
– |
– |
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– |
BB.BB.BBB.B |
(8) |
124635 |
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am |
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SQ.S.Q.S.Q.S.Q.S.Q. |
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12537468 |
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an |
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S.Q.S.QS.Q.S.Q.SQ(S) |
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z = 5678 Single; b = 58 Bob single; Start with rounds as the last row of a quick six.
a = z3.z4.b5.b6.z9
c = z2.b3.b4.b5.b6.z9
d = z2.b5.b6.z7.b8.b9
e = z2.z3.z4.b5.b6.z9
f = b2.z3.b4.b5.b6.b7.z8.z10
g = b1.b5.b6.b7.b8.b10
h = 2.3.7.8 (8)
i = 2.3.7.8.s9
j = 2.3.5.6 (6)
k = 2.5.s6.s9
l = b2.z3.b4.z5.b6.b7.z8.b10
m = b1.z3.z5.b6.b8.z9.z10
n = b1.b2.z3.b4.b5.b6.b7.b8.b10
o = b1.z2.z3.b4.b5.b6.b7.z8.z10
p = b1.b2.b4.z5.z6.z7.b8.b9.z10
q = b1.b2.b4.b5.b6.z7.z9.z10
r = z1.b2.b3.b4.b5.z6.b8.b9.z10
t = b1.b2.b3.b4.b5.z6.b9.b10
u = b1.b2.b3.b4.b5.b6.b7.z8.b9
v = b1.b2.b3.b4.b6.b7.b8.b9.z10
w = b1.b2.b3.b4.b5.b6.b8.b9.b10
x = b1.b2.b3.b4.b5.z8.b9.b10
y = b1.z2.b3.b5.b6.b7.b8.b9
aa = b1.b2.b3.b4.b5.z6.b7.z8.b10
ab = b1.b3.b4.z6.b7.b10
ac = b1.b4.z5.z6.z7.z8.z9.b10
ad = b1.z2.b4.b5.b6.b8.b9.b10
ae = b1.b2.b3.b4.b5.b7.b8.b9.b10
af = z1.z2.b3.b4.b5.z6.b7.b9
ag = z2.z3.z4.b5.b6.b7.b9.b10
ah = b1.b2.b3.z4.b5.z6.b8.z9.b10
ai = z2.b3.b4.b6.z7.b8.z9.b10
aj = z1.2.s3.7.8 (2,8)
ak = 2.3.5.6.8.9 (9)
al = 2.5.6.8.9 (9)
am = b2.z3.b4.b5.b6.b7.b8.b9.b10
an = b1.b2.z3.z5.z6.z7.z8
76 crus (18f,58b), 19 5678s (3f,16b), 23 6578s (5f,18b), 160 4-bell runs (45f,115b), 278 5678 combinations (120f,158b), 18 8765s (5f,13b), Whittingtons, Queens, Tittums, Kings, Waterfall, Backrounds.