Kungsgeten, on 2015-December-13, 17:59, said:
1C-1D; 1H-2D;
2H = 3 hearts, bal
2S = 4 spades, 2 hearts bal
2N = 3-2-4-4
3m = 3-2-(5-3)
3H = 5+ clubs, 3 hearts, 4 diamonds
3S = 5+ clubs, 3 hearts, 4 spades
2H = 3 hearts, bal
2S = 4 spades, 2 hearts bal
2N = 3-2-4-4
3m = 3-2-(5-3)
3H = 5+ clubs, 3 hearts, 4 diamonds
3S = 5+ clubs, 3 hearts, 4 spades
I'm not sure it's really worthwhile differentiating 3244 and 32(53) immediately, so perhaps I could just use 3♦/3♠ as splinter-type bids. This would alleviate the trump setting problem (e.g. 1♣-1♦; 1♥-2♦; 3♦-3♠ sets spades). But it could be a memory problem.
Also another question would be whether to use these bids with shapes like 3316/1336.