29520 41-Spliced Surprise Minor
23456 |
W |
O |
I |
H |
Methods |
(35426) |
|
|
– |
|
Wo. |
(25346) |
|
– |
2 |
|
WoWoWo.WoWo.WoWoWoWoWo. |
(45236) |
|
– |
2 |
|
WoWoWo.WoWo.WoWoWoWoWo. |
23456 |
|
– |
– |
|
WoWoWo.WoWo.WoWoWoWo |
(35426) |
|
|
– |
|
Bc. |
(25346) |
|
– |
2 |
|
BcBcBc.BcBc.BcBcBcBcBc. |
(45236) |
|
– |
2 |
|
BcBcBc.BcBc.BcBcBcBcBc. |
23456 |
|
– |
– |
|
BcBcBc.BcBc.BcBcBcBc |
(35426) |
|
|
– |
|
Nf. |
(25346) |
|
– |
2 |
|
NfNfNf.NfNf.NfNfNfNfNf. |
(45236) |
|
– |
2 |
|
NfNfNf.NfNf.NfNfNfNfNf. |
23456 |
|
– |
– |
|
NfNfNf.NfNf.NfNfNfNf |
35426 |
|
|
– |
|
WhWhWh.WhWh |
25346 |
|
– |
2 |
|
WhWh.Wh.WhWhWhWhWh.WhWh |
45236 |
|
– |
2 |
|
WhWh.Wh.WhWhWhWhWh.WhWh |
23456 |
|
– |
– |
|
WhWh.Wh.WhWh |
35426 |
|
|
– |
|
StStSt.StSt |
25346 |
|
– |
2 |
|
StSt.St.StStStStSt.StSt |
45236 |
|
– |
2 |
|
StSt.St.StStStStSt.StSt |
23456 |
|
– |
– |
|
StSt.St.StSt |
35426 |
|
|
– |
|
RoRoRo.RoRo |
25346 |
|
– |
2 |
|
RoRo.Ro.RoRoRoRoRo.RoRo |
45236 |
|
– |
2 |
|
RoRo.Ro.RoRoRoRoRo.RoRo |
23456 |
|
– |
– |
|
RoRo.Ro.RoRo |
35426 |
|
|
– |
|
BkBkBk.BkBk |
25346 |
|
– |
2 |
|
BkBk.Bk.BkBkBkBkBk.BkBk |
45236 |
|
– |
2 |
|
BkBk.Bk.BkBkBkBkBk.BkBk |
23456 |
|
– |
– |
|
BkBk.Bk.BkBk |
35426 |
|
|
– |
|
HeHeHe.HeHe |
25346 |
|
– |
2 |
|
HeHe.He.HeHeHeHeHe.HeHe |
45236 |
|
– |
2 |
|
HeHe.He.HeHeHeHeHe.HeHe |
23456 |
|
– |
– |
|
HeHe.He.HeHe |
35426 |
|
|
– |
|
PrPrPr.PrPr |
25346 |
|
– |
2 |
|
PrPr.Pr.PrPrPrPrPr.PrPr |
45236 |
|
– |
2 |
|
PrPr.Pr.PrPrPrPrPr.PrPr |
23456 |
|
– |
– |
|
PrPr.Pr.PrPr |
35426 |
|
|
– |
|
MoMoMoMo.Mo |
25346 |
|
– |
2 |
|
Mo.MoMoMo.MoMoMoMoMo.Mo |
45236 |
|
– |
2 |
|
Mo.MoMoMo.MoMoMoMoMo.Mo |
23456 |
|
– |
– |
|
Mo.MoMoMo.Mo |
35426 |
|
|
– |
|
CtCtCtCt.Ct |
25346 |
|
– |
2 |
|
Ct.CtCtCt.CtCtCtCtCt.Ct |
45236 |
|
– |
2 |
|
Ct.CtCtCt.CtCtCtCtCt.Ct |
23456 |
|
– |
– |
|
Ct.CtCtCt.Ct |
35426 |
|
|
– |
|
HuHuHuHu.Hu |
25346 |
|
– |
2 |
|
Hu.HuHuHu.HuHuHuHuHu.Hu |
45236 |
|
– |
2 |
|
Hu.HuHuHu.HuHuHuHuHu.Hu |
23456 |
|
– |
– |
|
Hu.HuHuHu.Hu |
35426 |
|
|
– |
|
AbAbAbAb.Ab |
25346 |
|
– |
2 |
|
Ab.AbAbAb.AbAbAbAbAb.Ab |
45236 |
|
– |
2 |
|
Ab.AbAbAb.AbAbAbAbAb.Ab |
23456 |
|
– |
– |
|
Ab.AbAbAb.Ab |
(35426) |
|
|
– |
|
WkWk. |
(25346) |
|
– |
2 |
|
Wk.WkWkWkWk.WkWkWkWkWk. |
(45236) |
|
– |
2 |
|
Wk.WkWkWkWk.WkWkWkWkWk. |
23456 |
|
– |
– |
|
Wk.WkWkWkWk.WkWkWk |
(35426) |
|
|
– |
|
NoNo. |
(25346) |
|
– |
2 |
|
No.NoNoNoNo.NoNoNoNoNo. |
(45236) |
|
– |
2 |
|
No.NoNoNoNo.NoNoNoNoNo. |
23456 |
|
– |
– |
|
No.NoNoNoNo.NoNoNo |
45236 |
– |
|
|
– |
NbNbNb.NbNb. |
25346 |
2 |
|
|
– |
NbNbNb.NbNbNbNbNb.NbNb. |
35426 |
2 |
|
|
– |
NbNbNb.NbNbNbNbNb.NbNb. |
23456 |
– |
|
|
|
NbNbNb.NbNb |
45236 |
– |
|
|
– |
CoCoCo.CoCo. |
25346 |
2 |
|
|
– |
CoCoCo.CoCoCoCoCo.CoCo. |
35426 |
2 |
|
|
– |
CoCoCo.CoCoCoCoCo.CoCo. |
23456 |
– |
|
|
|
CoCoCo.CoCo |
45236 |
– |
|
|
– |
LiLiLi.LiLi. |
25346 |
2 |
|
|
– |
LiLiLi.LiLiLiLiLi.LiLi. |
35426 |
2 |
|
|
– |
LiLiLi.LiLiLiLiLi.LiLi. |
23456 |
– |
|
|
|
LiLiLi.LiLi |
45236 |
– |
|
|
– |
WmWmWm.WmWm. |
25346 |
2 |
|
|
– |
WmWmWm.WmWmWmWmWm.WmWm. |
35426 |
2 |
|
|
– |
WmWmWm.WmWmWmWmWm.WmWm. |
23456 |
– |
|
|
|
WmWmWm.WmWm |
45236 |
– |
|
|
– |
LfLfLf.LfLf. |
25346 |
2 |
|
|
– |
LfLfLf.LfLfLfLfLf.LfLf. |
35426 |
2 |
|
|
– |
LfLfLf.LfLfLfLfLf.LfLf. |
23456 |
– |
|
|
|
LfLfLf.LfLf |
45236 |
– |
|
|
– |
BvBvBv.BvBv. |
25346 |
2 |
|
|
– |
BvBvBv.BvBvBvBvBv.BvBv. |
35426 |
2 |
|
|
– |
BvBvBv.BvBvBvBvBv.BvBv. |
23456 |
– |
|
|
|
BvBvBv.BvBv |
45236 |
– |
|
|
– |
SuSuSu.SuSu. |
25346 |
2 |
|
|
– |
SuSuSu.SuSuSuSuSu.SuSu. |
35426 |
2 |
|
|
– |
SuSuSu.SuSuSuSuSu.SuSu. |
23456 |
– |
|
|
|
SuSuSu.SuSu |
45236 |
– |
|
|
– |
CmCmCm.CmCm. |
25346 |
2 |
|
|
– |
CmCmCm.CmCmCmCmCm.CmCm. |
35426 |
2 |
|
|
– |
CmCmCm.CmCmCmCmCm.CmCm. |
23456 |
– |
|
|
|
CmCmCm.CmCm |
45236 |
– |
|
|
– |
NwNw.NwNwNw. |
25346 |
2 |
|
|
– |
NwNw.NwNwNwNwNw.NwNwNw. |
35426 |
2 |
|
|
– |
NwNw.NwNwNwNwNw.NwNwNw. |
23456 |
– |
|
|
|
NwNw.NwNwNw |
45236 |
– |
|
|
– |
AkAk.AkAkAk. |
25346 |
2 |
|
|
– |
AkAk.AkAkAkAkAk.AkAkAk. |
35426 |
2 |
|
|
– |
AkAk.AkAkAkAkAk.AkAkAk. |
23456 |
– |
|
|
|
AkAk.AkAkAk |
45236 |
– |
|
|
– |
KeKe.KeKeKe. |
25346 |
2 |
|
|
– |
KeKe.KeKeKeKeKe.KeKeKe. |
35426 |
2 |
|
|
– |
KeKe.KeKeKeKeKe.KeKeKe. |
23456 |
– |
|
|
|
KeKe.KeKeKe |
45236 |
– |
|
|
– |
BoBo.BoBoBo. |
25346 |
2 |
|
|
– |
BoBo.BoBoBoBoBo.BoBoBo. |
35426 |
2 |
|
|
– |
BoBo.BoBoBoBoBo.BoBoBo. |
23456 |
– |
|
|
|
BoBo.BoBoBo |
45236 |
– |
|
|
– |
NeNe.NeNeNe. |
25346 |
2 |
|
|
– |
NeNe.NeNeNeNeNe.NeNeNe. |
35426 |
2 |
|
|
– |
NeNe.NeNeNeNeNe.NeNeNe. |
23456 |
– |
|
|
|
NeNe.NeNeNe |
45236 |
– |
|
|
– |
Ch.ChChChCh. |
25346 |
2 |
|
|
– |
Ch.ChChChChCh.ChChChCh. |
35426 |
2 |
|
|
– |
Ch.ChChChChCh.ChChChCh. |
23456 |
– |
|
|
|
Ch.ChChChCh |
45236 |
– |
|
|
– |
Mu.MuMuMuMu. |
25346 |
2 |
|
|
– |
Mu.MuMuMuMuMu.MuMuMuMu. |
35426 |
2 |
|
|
– |
Mu.MuMuMuMuMu.MuMuMuMu. |
23456 |
– |
|
|
|
Mu.MuMuMuMu |
45236 |
– |
|
|
– |
Cl.ClClClCl. |
25346 |
2 |
|
|
– |
Cl.ClClClClCl.ClClClCl. |
35426 |
2 |
|
|
– |
Cl.ClClClClCl.ClClClCl. |
23456 |
– |
|
|
|
Cl.ClClClCl |
45236 |
– |
|
|
– |
Cu.CuCuCuCu. |
25346 |
2 |
|
|
– |
Cu.CuCuCuCuCu.CuCuCuCu. |
35426 |
2 |
|
|
– |
Cu.CuCuCuCuCu.CuCuCuCu. |
23456 |
– |
|
|
|
Cu.CuCuCuCu |
45236 |
– |
|
|
– |
Du.DuDuDuDu. |
25346 |
2 |
|
|
– |
Du.DuDuDuDuDu.DuDuDuDu. |
35426 |
2 |
|
|
– |
Du.DuDuDuDuDu.DuDuDuDu. |
23456 |
– |
|
|
|
Du.DuDuDuDu |
45236 |
– |
|
|
– |
Yo.YoYoYoYo. |
25346 |
2 |
|
|
– |
Yo.YoYoYoYoYo.YoYoYoYo. |
35426 |
2 |
|
|
– |
Yo.YoYoYoYoYo.YoYoYoYo. |
23456 |
– |
|
|
|
Yo.YoYoYoYo |
45236 |
– |
|
|
– |
Ad.AdAdAdAd. |
25346 |
2 |
|
|
– |
Ad.AdAdAdAdAd.AdAdAdAd. |
35426 |
2 |
|
|
– |
Ad.AdAdAdAdAd.AdAdAdAd. |
23456 |
– |
|
|
|
Ad.AdAdAdAd |
45236 |
– |
|
|
– |
Ws.WsWsWsWs. |
25346 |
2 |
|
|
– |
Ws.WsWsWsWsWs.WsWsWsWs. |
35426 |
2 |
|
|
– |
Ws.WsWsWsWsWs.WsWsWsWs. |
23456 |
– |
|
|
|
Ws.WsWsWsWs |
45236 |
– |
|
|
– |
SaSaSaSa.Sa. |
25346 |
2 |
|
|
– |
SaSaSaSa.SaSaSaSaSa.Sa. |
35426 |
2 |
|
|
– |
SaSaSaSa.SaSaSaSaSa.Sa. |
23456 |
– |
|
|
|
SaSaSaSa.Sa |
45236 |
– |
|
|
– |
WeWeWeWe.We. |
25346 |
2 |
|
|
– |
WeWeWeWe.WeWeWeWeWe.We. |
35426 |
2 |
|
|
– |
WeWeWeWe.WeWeWeWeWe.We. |
23456 |
– |
|
|
|
WeWeWeWe.We |
45236 |
– |
|
|
– |
LoLoLoLo.Lo. |
25346 |
2 |
|
|
– |
LoLoLoLo.LoLoLoLoLo.Lo. |
35426 |
2 |
|
|
– |
LoLoLoLo.LoLoLoLoLo.Lo. |
23456 |
– |
|
|
|
LoLoLoLo.Lo |
45236 |
– |
|
|
– |
IpIpIpIp.Ip. |
25346 |
2 |
|
|
– |
IpIpIpIp.IpIpIpIpIp.Ip. |
35426 |
2 |
|
|
– |
IpIpIpIp.IpIpIpIpIp.Ip. |
23456 |
– |
|
|
|
IpIpIpIp.Ip |
45236 |
– |
|
|
– |
BmBmBmBm.Bm. |
25346 |
2 |
|
|
– |
BmBmBmBm.BmBmBmBmBm.Bm. |
35426 |
2 |
|
|
– |
BmBmBmBm.BmBmBmBmBm.Bm. |
23456 |
– |
|
|
|
BmBmBmBm.Bm |
Contains 720
Allendale (Ad),
Alnwick (Ak),
Annable's London (Ab),
Bacup (Bc),
Bamborough (Bm),
Berwick (Bk),
Beverley (Bv),
Bourne,
Cambridge (Cm),
Canterbury (Ct),
Carlisle (Cl),
Chester,
Coldstream,
Cunecastre,
Durham,
Hexham,
Hull,
Ipswich,
Kelso,
Lightfoot (Lf),
Lincoln,
London,
Morpeth,
Munden,
Netherseale,
Newcastle (Nw),
Norfolk (Nf),
Northumberland (Nb),
Norwich,
Primrose,
Rossendale,
Sandiacre,
Stamford,
Surfleet,
Warkworth (Wk),
Wearmouth (Wm),
Wells,
Westminster (Ws),
Whitley,
Wooler,
York; 40 com; atw.
41 Queens, 41 Tittums, 41 Kings/Whittingtons, 41 Backrounds, 108 65s at back.