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Group 1 "White knights hardly jump"

P1.1.1 P1.2.1 P1.3.1 P1.4.1

 

Reader's Challenge P1.1.1

M.Wahls-T.Brueckner, Bundesliga 1991

If 4...Ng4,










then can you find a good way for White to react and also make use of having a pawn on a3?

Click here for the solution.

Reader's Challenge P1.2.1

Ch.Toth-H.van Riemsdijk, Mar del Plata 1996

Considering the plausible continuation 3 d5 Nce7 4 c4 Ng6 5 Nc3 Bc5 6 Bd3 Nf6,










can you discover which particular developing move now actually loses for White (without putting material "en prise" immediately)?

Click here for the solution.

Readers' Challenge 1.3.1

G.Vescovi-I.Sokolov, Malmö 1995

As an amusing extra, just imagine that after 1 e4 e5










White wants to play a different second move each day throughout July. Can it be done?

Click here for the solution.

Reader's Challenge P1.4.1

M.Voigt-J.Hector, Hamburg 2000

If 13 g3,










then can you find a winning reply for Black?

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Solution to P1.1.1

M.Wahls-T.Brueckner, Bundesliga 1991










One good answer is that after 5 d4 exd4 6 Na4!, the a3-pawn stops 6...Bb4+. It is well-worth comparing this situation to the Two Knights Defence 1 e4 e5 2 Nf3 Nc6 3 Bc4 Nf6, where after 4 Ng5 d5 5 exd5 Na5, the check 6 Bb5+ is available.

P1.1.1 P1.2.1 P1.3.1 P1.4.1

Solution to P1.2.1

Ch.Toth-H.van Riemsdijk, Mar del Plata 1996










7 Nge2? actually loses very quickly to 7...Ng4!, intending 8 0-0 Qh4.

P1.1.1 P1.2.1 P1.3.1 P1.4.1

Solution to P1.3.1

G.Vescovi-I.Sokolov, Malmö 1995










After 1 e4 e5, White has 29 different options, or 30 counting resignation! That falls just short of the 31 needed to match the number of days in July.

P1.1.1 P1.2.1 P1.3.1

Solution to P1.4.1

M.Voigt-J.Hector, Hamburg 2000










Black has 13...Nxe5!! intending 14 gxh4 Nf3+ 15 Kf1 Bh3#, a beautiful picturesque mate.










P1.1.1 P1.2.1 P1.3.1 P1.4.1