Lothar Vogt

Lothar Vogt (born 17 January 1952) is a German chess FIDE Grandmaster (GM) (1976), two-times East Germany Chess Championship winner (1977, 1979), European Team Chess Championship team bronze medal winner (1970).

Lothar Vogt
Lothar Vogt in 2010
CountryGermany
Born (1952-01-17) 17 January 1952
Görlitz, Germany
TitleFIDE Grandmaster (GM) (1976)

Biography

In 1968, Lothar Vogt won East Germany Youth Chess Championship. In 1970s and 1980s he was one of the leaders in East Germany chess, winning two gold medals (Suhl in 1977 and Frankfurt in 1979) in East Germany Chess Championships.[1]

He has appeared in many international chess tournaments, successes including in Warsaw (1969, 1st place), Zinnowitz (1970, shared 1st-2nd place), Starý Smokovec (1972, shared 1st-2nd place and 1979, shared 1st-2nd place), Leipzig (1974, shared 1st-2nd place), Kecskemét (1977, 1st place), Nałęczów (1979, shared 1st-3rd place), Polanica-Zdrój (1982, shared 1st-2nd place in Rubinstein Memorial) and in Valby (1991, shared 1st-4th place). In 2002, Lothar Vogt won the Open tournament in Leukerbad, while in 2006 he ranked the 1st before Andrei Sokolov in Lenk.

Lothar Vogt played for East Germany in the Chess Olympiads:[2]

Lothar Vogt played for East Germany in the European Team Chess Championship:[3]

  • In 1970, at tenth board in the 4th European Team Chess Championship in Kapfenberg (+0, =1, -2) and won team bronze medal.

In 1973, he was awarded the FIDE International Master (IM) title and received the FIDE Grandmaster (GM) title three years later.

gollark: Until it's actually been tested in court, nobody knows the real legal status.
gollark: Those aren't necessarily true though.
gollark: Perhaps OAI is banking on it becoming too ingrained in developer culture before any lawyers notice.
gollark: FEAR the more simple, more intuitive Lua interface:```lualocal base = channel()base.sound("sine", 40)local thing = channel()thing.sound("sine", 440)thing.modulation("am", base, 1)thing.open(true)```
gollark: No, it's actually quite capable *without* infinite amounts of repeating the same thing.

References

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