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Very Hot Topic (More than 25 Replies) C25: The Everlasting Fyfe Gambit (Read 198239 times)
Stefan Buecker
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Re: C25: The Everlasting Fyfe Gambit
Reply #174 - 09/11/12 at 17:40:36
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Bibs wrote on 09/11/12 at 12:04:09:
Plenty of silly analysis here, all tongue in cheek one presumes.

Why retreat the N?
6. Nf6:
7. d3 +-

Elliptical Bibs: #114.
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or fun in quality chess.

Vass wrote on 09/11/12 at 10:42:40:
Well, in this line white can probably escape with 11.d4 Qh4+ 12. Kf1 O-O-O 13. d5 Bc5 14. Qe1 Qxf4
15. dxc6
bxc6 16. Qc3 Ne5 17. Nd5 Qh4 18. Qxc5 cxd5 19. Qf2

And the play becomes computer'ish..  Cheesy
But, that's not the point... Yes, only humans play such moves as 8.f4... This can give them a perfect practical game with fair chances. While comps can only calculate!  Grin


White escapes. And Black escapes, too! 15...Ne5! 16.Nd5 Qh4 =.
  
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Re: C25: The Everlasting Fyfe Gambit
Reply #173 - 09/11/12 at 12:04:09
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Plenty of silly analysis here, all tongue in cheek one presumes.

Why retreat the N?
6. Nf6:
7. d3 +-

Vass wrote on 09/11/12 at 10:42:40:
Well, in this line white can probably escape with 11.d4:



And the play becomes computer'ish..  Cheesy
But, that's not the point... Yes, only humans play such moves as 8.f4... This can give them a perfect practical game with fair chances. While comps can only calculate!  Grin

  
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Vass
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Re: C25: The Everlasting Fyfe Gambit
Reply #172 - 09/11/12 at 10:42:40
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Well, in this line white can probably escape with 11.d4:



And the play becomes computer'ish..  Cheesy
But, that's not the point... Yes, only humans play such moves as 8.f4... This can give them a perfect practical game with fair chances. While comps can only calculate!  Grin
  
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Stefan Buecker
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Re: C25: The Everlasting Fyfe Gambit
Reply #171 - 09/11/12 at 09:44:20
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In a "Monte Carlo" test, indeed White comes ahead with about 70%. But earlier in this thread we have already seen that this kind of test fails when the defender has to play carefully. The 70% could be realistic for players below 1500, but around 1800-2000 I'd already expect a 60%, and even less (maybe 55%) in upper Elo regions.

Rybka may be an extreme case, but I'd think that many programs would overestimate White's chances: the bishop pair alone translates to +0.30, - maybe more, if the software sees that White can even take the remaining black bishop with his knight. Plus the doubled pawn, plus three pawn islands vs two. An end result of +1.14 may be almost meaningless, if the software is dumb enough not to consider other rules: bishops are worse in exploiting such pawn weaknesses, a doubled pawn in the center safely protected by Black's pieces is almost a bonus for the party with the knights. And so on. The main point in my last post was that the ideas of the Bulgarian Ouch or the Fyfe are difficult to understand for the engines. 

Vass wrote on 09/10/12 at 16:55:53:
Well, Stefan, I don't believe that white is almost +\- in the final position. My assessment is +\=. I think your human understanding is right. Yes, white has the two bishops, more space (after a2-a4, b2-b4) and so on, but if you continue to play further you'll see that little by little the engine evaluation goes down a bit.
Anyway, this variation is another example for the engines' wrong assessment in the openings. I would like to point at the move 8.f4!? here. Perfectly playable in my opinion and yet not an engine will show it as its first option. And only if you insist on it and give it to the engine to calculate your idea behind it, then suddenly...as if darkness comes to light..it says: "A-ha, so.. This line...you meant!.."  Shocked
What to say?!.. Calculators!   Roll Eyes

Yes, your proposal 8.f4 is truly human. Only humans play so actively when the opponent has the better development.  Wink I had looked at a similar idea, where Black has played Qd7 instead of h5-h4. So with the pawn still on h5 and the queen already on d7, the move f2-f4 seemed too risky. Maybe the aggressive advance is playable in the present situation?

One of your lines goes: 8. f4 exf4 9. gxf4 h3 10. Bf3 Nh7 11. Qe2 Qh4 12.  Qf2 Qxf4 13.  Nd5 Qe5 14.  Ne2 Bxd5 15.  exd5 Nb4 16.  Bf4. However, instead of 10...Nh7, Black has the stronger 10...Nd7! 11.f5 Nde5 12.fxe6 fxe6!.

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Who stands better? I'd estimate that in a poll 70% will favour Black. [Note that 11.Qe2 Qh4+ 12.Qf2 Qxf4 13.Nd5 Qe5 14.Ne2, in analogy to Vass' analysis, runs into 14...Bc5!.]   Smiley

  
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kylemeister
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Re: C25: The Everlasting Fyfe Gambit
Reply #170 - 09/10/12 at 17:48:29
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I would think that even scoring 70% (never mind winning 70%) could be considered in line with an assessment of ± ...
  
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Re: C25: The Everlasting Fyfe Gambit
Reply #169 - 09/10/12 at 17:08:19
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Smyslov_Fan wrote on 09/10/12 at 16:51:28:
And if 1...Nxe4 2.Bxe6+ Kb8 3.Bf5! If 1...Kd7? 2.Ke2! wins.

So, yeah. A human can work that out, and yeah, white is very close to winning.

No, not 1...Nxe4?  I won't make this move unless under the gun..
Simply, 1...Nd8 and a little "holding tight" in a stubborn defence.  Wink
Edit: Of course, white is better.. And can win, say 7 out of 10 games from this position.. But, +/-, no...it's not!
  
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Re: C25: The Everlasting Fyfe Gambit
Reply #168 - 09/10/12 at 16:55:53
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Well, Stefan, I don't believe that white is almost +\- in the final position. My assessment is +\=. I think your human understanding is right. Yes, white has the two bishops, more space (after a2-a4, b2-b4) and so on, but if you continue to play further you'll see that little by little the engine evaluation goes down a bit.
Anyway, this variation is another example for the engines' wrong assessment in the openings. I would like to point at the move 8.f4!? here. Perfectly playable in my opinion and yet not an engine will show it as its first option. And only if you insist on it and give it to the engine to calculate your idea behind it, then suddenly...as if darkness comes to light..it says: "A-ha, so.. This line...you meant!.."  Shocked
What to say?!.. Calculators!   Roll Eyes

« Last Edit: 09/10/12 at 18:37:39 by Vass »  
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Smyslov_Fan
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Re: C25: The Everlasting Fyfe Gambit
Reply #167 - 09/10/12 at 16:51:28
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Stefan Buecker wrote on 09/10/12 at 14:18:54:
In reply #113, I expressed doubts regarding the correctness of the Bulgarian Ouch Gambit 1.e4 e5 2.Nc3 Nc6 3.g3 d5.

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So White has returned the pawn, but what exactly is the point? Rybka famously overestimates the bishop pair, and in the ending it isn't the best software either. But still I find the assessment +1.14 a bit strange. Sure, White has an edge in the ending. However, would anybody here think that White has a clear advantage, as in +/-?


In the diagrammed position, White simply wins a pawn: 1.Bh3! And if 1...Nxe4 2.Bxe6+ Kb8 3.Bf5! If 1...Kd7? 2.Ke2! wins.

So, yeah. A human can work that out, and yeah, white is very close to winning.
  
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Re: C25: The Everlasting Fyfe Gambit
Reply #166 - 09/10/12 at 16:43:52
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After just a few seconds' thought, without any engine, I would definitely prefer to play white.

White has a solid pawn structure and targets to aim for. After Ke2, White will slowly unravel his pieces and be able to take advantage either on the d-file or the h-file. From a purely human perspective, Black has too many weaknesses to survive in the long run.

I bet that after you plug in a few moves, White's advantage will grow!

Again, it was just a cursory evaluation. I'll do the hard work of really concrete variations some other time.
  
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Stefan Buecker
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Re: C25: The Everlasting Fyfe Gambit
Reply #165 - 09/10/12 at 14:18:54
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In reply #113, I expressed doubts regarding the correctness of the Bulgarian Ouch Gambit 1.e4 e5 2.Nc3 Nc6 3.g3 d5.

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I wrote: "The problem is 4.Nxd5 Nf6 5.Bg2! Be6 6.Ne3 (while the retreat Ne6 is not so easy in the Fyfe)." However, there is still the unsolved question where White's king will find a secure place. Moreover, it is funny to see how clueless the chess software (at least Rybka4) is in such a position, where humans at least get the basics: White will have to defend for a while, but should be able to convert the pawn if he is careful.

I'll give a short example to show what I mean. Let's say, Black continues with the natural 6...h5, to discourage White from castling short. White could play 7.d3 (the computer loves the risky move 7.Nf3, preventing h5-h4, but after 7...Nxe4 8.Nxe5 Nxe5 9.Bxe4 Bc5 Black has full compensation for the pawn) 7...h4 8.Nf3 hxg3 9.hxg3 Rxh1+ 10.Bxh1 Qd7. The computer now goes for the bishop pair: 11.Ng5 0-0-0 12.Nxe6 fxe6. What follows is even harder to understand for this human: 13.Bg2 Bc5 14.c3?!! Qxd3 15.Qxd3 Rxd3.

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So White has returned the pawn, but what exactly is the point? Rybka famously overestimates the bishop pair, and in the ending it isn't the best software either. But still I find the assessment +1.14 a bit strange. Sure, White has an edge in the ending. However, would anybody here think that White has a clear advantage, as in +/-?
  
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Stefan Buecker
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Re: C25: The Everlasting Fyfe Gambit
Reply #164 - 08/29/12 at 22:13:38
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Even if the German Ouch Gambit were entirely correct (which isn't probable), after 1.e4 e5 2.Nc3 Nc6 3.Bc4 Bc5 the traditional main line 4.Qg4 will remain unchallenged, since the latter move gives White a plus. Studying related lines is often useful, but in this case 4.d4 does not lead to many new insights.
  
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Re: C25: The Everlasting Fyfe Gambit
Reply #163 - 08/27/12 at 11:01:26
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Re: C25: The Everlasting Fyfe Gambit
Reply #162 - 08/27/12 at 09:53:13
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SWJediknight wrote on 07/27/12 at 11:03:00:
The Max Lange Gambit runs 1.e4 e5 2.Nf3 Nc6 3.Bc4 Bc5 4.0-0 Nf6 5.d4!? Bxd4 6.Nxd4 Nxd4, when 7.f4 and 7.Bg5 are both playable.

I can see a lot of similarity with these 4...d6 lines but I think the analogous lines of the Fyfe Gambit must be an improved version for Black.  In particular, in the Max Lange version 5...Nxd4 (instead of 5...Bxd4) can be met more effectively with 6.Nxe5.  Also, in the Fyfe version the fact that White has played Nc3 rather than Nf3 makes a ...Bg4 pin (in response to Nf3) more awkward for White to deal with.  Plus Black's king's bishop is probably better placed on e7 than on c5, taking the sting out of any Bg5 and Nc3-d5 ideas.

When Lev Gutman wrote his detailed article on the Max Lange Gambit (40 pp. in Kaissiber #23), I discussed many lines with him. One motif came up again and again: how can White achieve a position with opposite-side castling, and which attack comes first? For example, in one line White executes the maneuvre Qd1-d2-e3!, attacking the pawn a7, to make it more difficult for Black to castle. - SWJedi mentions the fact that in the Fyfe Gambit the pin of Nf6 appears less effective. But while it is true that White tries to profit from the weak square f5 in the Max Lange Gambit, when Black has a doubled f-pawn (f7, f6, e5), the open g-file here is usually Black's best weapon, if Black has castled long and White short.

The main difference in the Fyfe Gambit, in my opinion, is the exchange Bxc3+, ruining White's pawn structur, something which doesn't happen in the Max Lange Gambit. If Black can manage to castle long, White's chances to succeed are small.   
  
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Re: C25: The Everlasting Fyfe Gambit
Reply #161 - 08/25/12 at 09:53:08
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In the Bulgarian Ouch Gambit, after 1.e4 e5 2.Nc3 Nc6 3.g3 d5 4.Nxd5, the attempt 4...f5, in analogy to the traditional treatment of the Fyfe Gambit, seems too risky. It was already said above that after 5.d3 I clearly prefer White. This continuation is so natural and obvious that it hardly deserves an explanation. But is 5.Bb5 objectively bad?

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This idea was logical and strong in the Fyfe Gambit, but here it "simply feels wrong": the useful g2-g3 suddenly becomes a waste of time or even a weakness, as the white bishop goes astray. Our chess instincts revolt against 5.Bb5, and they'd be basically right: 5.d3 is better than 5.Bb5. Still, it's worth to mention that unusual structures (the "empty" fianchetto) can inspire new ideas. Looking at the Fyfe, with BLack's pawn on g7, I'd hardly find g7-g5!?!, while here in the Bulgarian Ouch, 5.Bb5 Nf6 6.Bxc6+ bxc6 7.Nxf6+ Qxf6 8.Qh5+ g6 9.Qf3 Bc5!, suddenly the move 10.g3-g4!? looks like a good idea, with rough equality.

When it is so obvious to everybody that an "empty fianchetto" can be a handicap, it will always remain a mystery to me why, in 227 games in the databases starting 1.e4 e5 2.Nf3 Nc6 3.Bc4 g6, nobody dares to play 4.b4!?.

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Markovich
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Re: C25: The Everlasting Fyfe Gambit
Reply #160 - 08/25/12 at 02:21:44
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kylemeister wrote on 08/20/12 at 21:46:08:
Markovich wrote on 08/20/12 at 20:22:01:
Odd, since the position in the first case would seem to call for 4.Nxe5.


Indeed, and that has been given by various sources down through time as leading to ±, though some GMs have played 3...Bc5.

Apparently 365chess.com includes games by players rated under 1000.


Yes, that's how they get up to 1.4 million games based on public sources alone. As I recently discovered in my work on a chess website I'm developing, if you rely on public sources and limit your intake to games where both players are rated at least 2000, you wind up with about 1.2 million games. Frankly I have my doubts about the value of data sets with significantly more games than that.
  

The Great Oz has spoken!
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