I agree the responses on the merits of a wider range for 3♣ vs 3♦s if you play them both as Bergen. I don't follow this method myself, using this scheme "compressed Bergen" instead. It lacks a little of the invitational aspects of the 3♣ (constructive bergen) - 3♦ (asking) auctions, but it allows more bids for other things. Over 1♥, I play 2♠ compressed strong jump shift (any solloway jump shift with or without support, 2NT asks) 2NT Jacoby 3♣ compressed bergen (either constructive or invitational with 4♥s, or various slam invitational+ hands) 3♦ would accept opposite an invite 3♥ would decline opposite an invite 3♦ marginal game force, based on shortness, invitational strength, and 4 trump (3♥ asks for shortness) 3♥ weak 4 trump Higher bids are limited splinters, and slam invitational splinters can also bid 3♣ Bergen and cue their shortness after partner's response. The compressed bid can lose in competition or if your partner can't make a precise game try, but you do get to keep your strong jump shifts which are normally lost playing both 3♣ and 3♦ as raises. I read a bunch of stuff on major suit raises on Jeff Goldsmith's webpage. For what it's worth, some experts disagree with the merits of the constructive Bergen raise (3♣) over 1♠. Bidding only 2♠ on these hands gives partner lots of room for different game tries, and you can always compete to the 3 level later if you need to with the 4th trump. It will be rare indeed that opponents bid to the 4 level over your competitive 3♠ AND are right to do so - that's the only circumstance where 1♠-3♣ might have gained. Over 1♥ there's obviously more merit to the preemptive value of Bergen since opponents might want to bid 2♠ but not 3♠.