Richard Becker (USA)
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1.R1b4+ Ka3 2.Rb3+ Ka4 3.R5b4+ Ka5 4.Rb8 Ka4
4...Re1+ 5.Ka2 Re2+ 6.Ka3 transposes
4...Bc2 5.Ra8+ Ra6 6.Ra3+ +-
5.Rb2 Re1+ 6.Ka2 Re5 7.R2b4+!
Thematic try 7.Ra8+? Ra5 8.Rh8 Rh5! 9.Ra8+ ( 9.Rb3? Bb1+! ) 9...Ra5 10.Rab8 Rc5! 11.R2b4+ Ka5 12.Rb3 Rc2+ 13.Ka3 Be4 14.R8b5+ Ka6 15.R5b4 Bc6 =
7...Ka5 8.Rb3 Re2+ 9.Ka3 Re6
9...Be4 10.R8b5+ Ka6 11.R5b4 Bc6 12.Rb6+ +-
10.Ra8+!
10.R8b4? Re4 =
10.Kb2? Re2+ 11.Kc1 Ka4 =
10...Ra6 11.Rh8 Bg6
11...Rh6 12.Rb4 Bc2 13.Ra8+ Ra6 14.Rc8 +-
11...Bf5 12.Rh4! ( 12.Rd8?(Re8?) Be6 = , 12.Rhb8? Bd7 = ) 12...Bd7 13.Rh5+ +-
12.Rb4
12.Rh4? Be8 =
12...h2 12...Ra7 13.Rhb8 +-
12...Bf5 13.Rd8(Re8) Be6 14.Ra4+ +-
13.Rhb8 Rb6
13...Be8 14.Rxe8 h1Q 15.Re5+ +-
14. R8xb6 Be8 15. Rb7 15. Rb8? h1Q =
15 … Ka6 16. R4b6 + Ka5 17. Rb1 +-
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