Is there any difference here between a bid of 3♥ or 4♥
and would a bid of 4♣ be a better bid?
Thank you
Posted 2020-October-21, 18:29
Posted 2020-October-21, 20:05
dickiegera, on 2020-October-21, 18:29, said:
Posted 2020-October-21, 21:06
Posted 2020-October-21, 23:06
Posted 2020-October-22, 01:44
Posted 2020-October-22, 02:26
DavidKok, on 2020-October-22, 01:44, said:
Posted 2020-October-22, 21:53
DavidKok, on 2020-October-22, 01:44, said:
Quote
Posted 2020-October-23, 08:16
helene_t, on 2020-October-21, 21:06, said:
Posted 2020-October-23, 19:03
Cyberyeti, on 2020-October-22, 02:26, said:
Posted 2020-October-24, 02:10
Vampyr, on 2020-October-23, 19:03, said:
Posted 2020-October-24, 07:38
Cyberyeti, on 2020-October-24, 02:10, said:
Posted 2020-October-24, 07:58
Vampyr, on 2020-October-24, 07:38, said:
Posted 2020-October-24, 09:21
Vampyr, on 2020-October-24, 07:38, said:
Posted 2020-October-24, 16:15
Tramticket, on 2020-October-24, 09:21, said:
Posted 2020-October-24, 20:09
Cyberyeti, on 2020-October-24, 17:02, said:
akwoo, on 2020-October-24, 19:31, said:
Posted 2020-October-24, 23:43
++++++++++++++++++++
A matter of agreement. 4♥ could be exclusion RKCB. An alternative is to play double-jumps (like 4♣) as fit-jumps. 3♥ should be a splinter, initially showing a singleton. With a void, you can repeat the cue-bid (3♥ then 4♥).
Helene_t seems right that these efforts are overbids -- perhaps with the exception of 3♥.