UFC 143: Diaz vs. Condit foi um evento artes marciais mistas organizado pela Ultimate Fighting Championship em 4 de fevereiro de 2012 no Mandalay Bay Events Center em Las Vegas, Nevada.[1]
Índice
1Background
2Card Oficial
3Bônus da Noite
4Referências
Background |
Georges St-Pierre estava originalmente marcado para defender seu cinturão da categoria Meio-Médio contra Nick Diaz no evento principal. Porém, em 7 de dezembro de 2011 foi revelado que St-Pierre estava lesionado e não poderia participar da luta. Diaz foi escalado para lutar contra Carlos Condit, disputando o Cinturão Interino da categoria.[2] O oponente original de Condit, Josh Koscheck, lutou contra Mike Pierce neste evento. [3]
Erik Koch era esperado para lutar com Dustin Poirier, mas lesionou-se e sera substituido por Ricardo Lamas. Porém, Lamas acabou se machucou e foi substituído por Max Holloway.[4]
Amir Sadollah também estava marcado para lutar com Jorge Lopez no evento, mas devido a uma lesão foi substituído por Matt Riddle.[5]
Um episódio do UFC Primetime retornou para promover o evento principal. [6]
Justin Edwards era esperado para lutar com Stephen Thompson, mas também se machucou e foi trocado por Daniel Stittgen.[7]
Card Oficial |
Card Principal
Categoria
Vencedor
Perdedor
Método
Round
Tempo
Notas
Meio-Médios
Carlos Condit
derrotou
Nick Diaz
Decisão Unânime (48-47, 49-46 e 49-46)
5
5:00
Nota 1
Pesados
Fabrício Werdum
derrotou
Roy Nelson
Decisão Unânime (30-27, 30-27 e 30-27)
3
5:00
Meio-Médios
Josh Koscheck
derrotou
Mike Pierce
Decisão Dividida (29-28,28-29 e 29-28)
3
5:00
Galos
Renan Barão
derrotou
Scott Jorgensen
Decisão Unânime (30-27, 30-27 e 30-27)
3
5:00
Médios
Ed Herman
derrotou
Clifford Starks
Finalização (mata leão)
2
1:43
Card Preliminar
Penas
Dustin Poirier
derrotou
Max Holloway
Finalização (triângulo com chave de braço)
1
3:23
Galos
Edwin Figueroa
derrotou
Alex Caceres
Decisão Dividida (28-27, 27-28 e 28-27)
3
5:00
Meio Médios
Matt Brown
derrotou
Chris Cope
Nocaute (socos)
2
1:19
Meio-Médios
Matt Riddle
derrotou
Henry Martinez
Decisão Dividida (29-28, 29-28 e 28-29)
3
5:00
Médios
Rafael Natal
derrotou
Michael Kuiper
Decisão Unânime (30-27, 30-27 e 29-28)
3
5:00
Meio-Médios
Stephen Thompson
derrotou
Dan Strittgen
Nocaute (chute)
1
4:13
Nota 1 Pelo Cinturão Interino Meio-Médio do UFC.
Bônus da Noite |
Os lutadores receberam US$ 65 mil.
Luta da Noite (Fight of the Night): Roy Nelson vs Fabricio Werdum
Nocaute da Noite (Knockout of the Night): Stephen Thompson
Finalização da Noite (Submission of the Night): Dustin Poirier
Referências |
↑«UFC 143: Diaz vs. Condit». ufc.com. December 7, 2011. Consultado em December 7, 2011Verifique data em: |acessodata=, |data= (ajuda)
↑«Champ St-Pierre injured, Diaz vs. Condit for interim título at UFC 143». mmajunkie.com. December 7, 2011Verifique data em: |data= (ajuda)
↑«Josh Koscheck to Face Mike Pierce at UFC 143». mmafighting.com. December 9, 2011Verifique data em: |data= (ajuda)
↑«Newcomer Max Holloway steps in to meet Dustin Poirer at UFC 143». mmajunkie.com. January 5, 2012Verifique data em: |data= (ajuda)
↑«Amir Sadollah out, Matt Riddle in against Jorge Lopez at UFC 143». mmajunkie.com. January 3, 2012Verifique data em: |data= (ajuda)
↑«'UFC Primetime' debuts on FX for 'UFC 143: Diaz vs. Condit'». mmajunkie.com. January 2, 2012Verifique data em: |data= (ajuda)
↑«Wonderboy Steps In To Face Justin Edwards at UFC 143». mmaweekly.com. January 10, 2012Verifique data em: |data= (ajuda)
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Need help with this problem. Suppose our lazy professor collects a quiz and a homework assignment from a class of n students one day, then distributes both the quizzes and the homework assignments back to the class in a random fashion for grading. Each student receives one quiz and one homework assignment to grade. (a) What is the probability that every student receives someone else's quiz to grade, and someone else's homework to grade? (b) What is the probability that no student receives both their own quiz and their own homework assignment to grade? In this case, some students may receive their own quiz, and others may receive their own homework assignment. (c) Compute the limiting probability as n approaches infinity in each case.
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Do $begin{bmatrix} 0&i&0\0&0&1\0&0&0 end{bmatrix} $ and $begin{bmatrix} 0&0&0\-i&0&0\0&1&0 end{bmatrix} $ are similar.Is this True/false Clearly both are nilpotent and one is conjucate transpose of other but how to know if they are similar.i'm stuck. Please help me
linear-algebra vector-spaces eigenvalues-eigenvectors generalizedeigenvector
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edited Dec 10 '18 at 6:38
Vasanth Kris
asked Dec 10 '18 at 6:19
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