Olga Bolșova
Olga Bolșova (also written Olga Bolshova; born 16 June 1968 in Chișinău, Moldavian SSR) is a retired Moldovan athlete who specialized in the high jump and triple jump.
Her personal best high jump is 1.97 metres, achieved in September 1993 in Rieti. Her personal best triple jump is 14.24 metres, achieved in June 2003 in Alcalá de Henares. Both results are still Moldovan national records.
Her daughter is tennis professional player Aliona Bolsova.
Achievements
Year | Competition | Venue | Position | Event | Notes |
---|---|---|---|---|---|
Representing the | |||||
1986 | World Junior Championships | Athens, Greece | 13th (q) | High jump | 1.74 m |
Representing | |||||
1994 | European Championships | Helsinki, Finland | 13th (q) | High jump | 1.90 m |
1996 | European Indoor Championships | Stockholm, Sweden | 3rd | High jump | 1.94 m |
Olympic Games | Atlanta, United States | 12th | High jump | 1.93 m | |
1997 | World Indoor Championships | Paris, France | 9th | High jump | 1.90 m |
2001 | World Indoor Championships | Lisbon, Portugal | 4th | Triple jump | 14.17 m |
World Championships | Edmonton, Canada | 9th | Triple jump | 13.86 m | |
2002 | European Championships | Munich, Germany | 9th | Triple jump | 14.03 m |
gollark: No, it's x86 assembly to NAND gates.
gollark: The category of Macrons is equivalent to the homotopy category of the category with weak equivalences PSh(C)PSh(C) with the weak equivalences given by W=W = local isomorphisms. The converse is also true: for every left exact functor L:PSh(S)→PSh(S)L : PSh(S) \to PSh(S) (preserving finite limits) which is left adjoint to the inclusion of its image, there is a Grothendieck topology on SS such that the image of LL is the category of Macrons on SS with respect to that topology.
gollark: What if Macron literally LLVM backend?
gollark: It was hilarious.
gollark: We convinced Firecubez that Macron was a real language.
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