PG in 12.0 moves [4/3]

SwissGambit, original

PG in 12.0
[position after Black's 12th move - construct the game]

SOLV'D

Originally posted by Jirakon
SOLV'D

CORR'CT

You did it wrong! You're only supposed to apostrophize the E in a past tense, all caps, one-word-normally-ending-in-ED post. Don't you know the rules?

Originally posted by Jirakon
You did it wrong! You're only supposed to apostrophize the E in a past tense, all caps, one-word-normally-ending-in-ED post. Don't you know the rules?

RUL'S? What RUL'S?

I RUL'S, and you DRUL'S!

We both DRUL'S compared to this PG:

S. Hashimoto

PG in 9.0 moves

This achieves the theme of your last PG plus the theme of mine, and does it all in less moves!

Any hints to solve this sort of proof game?

Originally posted by SwissGambit
We both DRUL'S compared to this PG:

S. Hashimoto
[fen]rnb2bnr/ppp2pkp/5pp1/8/8/8/PPP1PPPP/RNBQKBNR w KQ - 0 10[/fen]
PG in 9.0 moves

This achieves the theme of your last PG plus the theme of mine, and does it all in less moves!

1. d4 g6 2. d5 Bh6 3. Qd4 Kf8 4. Qf6 exf6 5. d6 Qe7 6. dxe7+ Kg7 7. e8=Q Be3 8. Qxd7 Bc5 9. Qd1 Bf8

Originally posted by SwissGambit
SwissGambit, original
[fen]rnbq1b1k/pp1pB2p/2n3B1/2p1prp1/2P1P3/2NP4/PPR2PPP/2Q1K1NR[/fen]
PG in 12.0
[position after Black's 12th move - construct the game]

1. e4 e5 2. Bc4 Bc5 3. d3 Ne7 4. Bg5 O-O 5. Bxf7+ Kh8 6. c4 Be3 7. Nc3 c5 8. Rc1 Nec6 9. Be7 Bh6 10. Rc2 g5 11. Bg6 Rf5 12. Qc1 Bf8

Finding 2. ... Bc5 was the most work. For too long I was stuck on 2. ... Bd6.

Originally posted by heinzkat
Any hints to solve this sort of proof game?

The doubled pawn on f6 is an excellent hint. White's pawn can't get there on its own, so it promoted. There's not many promotion schemes that fit the bill.

Originally posted by SwissGambit
The doubled pawn on f6 is an excellent hint. White's pawn can't get there on its own, so it promoted. There's not many promotion schemes that fit the bill.

Yes that was the only clue there was, that's why I asked. It seems problems in which more pieces stand on another square than their starting square, are somewhat easier to solve. But who am I, I haven't solved 5 PGs in my life!

Aww... I haven't been here since my last post, and I didn't get to try the 9 move game