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Philip O Paris vs Malcolm A Wong
"What Could Go Wong?" (game of the day Apr-10-2019)
South Island Ch (1977), Dunedin, New Zealand, rd 2
Indian Game: Tartakower Attack (A45)  ·  1-0
ANALYSIS [x]

FEN COPIED

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Kibitzer's Corner
Feb-14-13  Endangered71: Midknight in Paris
Apr-10-19
Premium Chessgames Member
  offramp: It ends in an easily won pawn ending.
Apr-10-19  lentil: I'd bet that B had planned on recovering the pawn with 19... Qxc2, but noticed the mate in 1 just in time.
Apr-10-19
Premium Chessgames Member
  HeMateMe: We'll always have Paris.
Apr-10-19
Premium Chessgames Member
  Count Wedgemore: There's nothing Wong with Paris.
Apr-10-19
Premium Chessgames Member
  Bureaucrat: The Wong side of Paris.
Apr-10-19
Premium Chessgames Member
  moronovich: The day Mr Wong parished.
Apr-10-19
Premium Chessgames Member
  offramp: Many surnames derive from a familiy’s place of origin.

There are some oddities. The surnames North, East and West are common, but not the surname South.

Surnames based on a town of origin are also common, except for the surname London. In fact there have only ever been two Londons: Jack and Julie.

Why is that? Because people always went TO the south and TO London. There was no one leaving those places that befitted them being given nickname status.

It is the same with Paris. A rare surname.

Apr-10-19
Premium Chessgames Member
  whiteshark: Wong on so many levels!
Apr-10-19  cormier:


click for larger view

Analysis by Houdini 4 d 22 dpa done

1. = (-0.14): 11...Na6 12.Rad1 Be6 13.d5 cxd5 14.Nb5 Qb6 15.exd5 Bf5 16.c4 Nc5 17.Qa2 h5 18.Bc1 h4 19.gxh4 Re8 20.Nec3 Rac8 21.Be3 Ng4 22.Bg5 e4 23.h3 Ne5

2. = (0.05): 11...exd4 12.Nxd4 Na6 13.Rad1 Bd7 14.Nce2 Nc5 15.f3 b6 16.Nf4 Bc8 17.Bb2 Nfd7 18.Rf2 Ba6 19.Bf1 Bxf1 20.Rfxf1 Ne5 21.Qe3 Rac8 22.Rd2 Re8 23.Rfd1 Qd7 24.Kh1

Apr-10-19  cormier:


click for larger view

Analysis by Houdini 4 d 23 dpa done

1. = (-0.17): 9...Na6 10.Bb2 Re8 11.Qd2 Be6 12.Nd1 d5 13.exd5 Bxd5 14.dxe5 Bxg2 15.Qxd8 Raxd8 16.Kxg2 Ng4 17.h3 Nxe5 18.Ne3 Ng4 19.hxg4 Bxb2 20.Rad1 Bf6 21.Rxd8 Bxd8 22.Nd4 Nc5 23.Rd1 Bf6 24.Nf3 Bc3 25.g5 Kg7 26.Rd6 Ne4 27.Rd7 b5

2. = (-0.11): 9...Re8 10.dxe5 dxe5 11.Qxd8 Rxd8 12.Rd1 Rxd1+ 13.Nxd1 Na6 14.Ne3 Nb4 15.Bb2 Ng4 16.Rd1 Be6 17.Nxg4 Bxg4 18.f3 Be6 19.Rd2 Re8 20.Kf2 f5 21.Bh3 Kf7 22.c3 Na6 23.exf5 gxf5 24.Ba3 Bf8 25.Bxf8 Rxf8 26.c4 Nc5 27.Nc1 Kf6 28.Rd6

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Featured in the Following Game Collection[what is this?]
April 10: What Could Go Wong?
from Game of the Day 2019 by Phony Benoni


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