UFC on Fox: Dillashaw vs. Barão II foi um evento de artes marciais mistas promovido pelo Ultimate Fighting Championship, ocorrido em 02015-07-25 25 de julho de 2015 no United Center em Chicago, Illinois.[1]
Índice
1Background
2Card Oficial
3Bônus da Noite
4Referências
5Ligações externas
Background |
O evento principal foi a luta entre o atual campeão T.J. Dillashaw e o desafiante Renan Barão pelo Cinturão Peso Galo do UFC.
O ex-campeão dos leves Anthony Pettis era esperado para enfrentar Myles Jury no evento, no entanto, uma lesão tirou Pettis do evento e ele foi substituído pelo brasileiro Edson Barboza. Porém, uma lesão tirou Jury do evento, e ele foi substituído por Paul Felder.[2]
Rustam Khabilov era esperado para enfrentar Danny Castillo no evento, no entanto, uma lesão tirou Khabilov do evento e Jim Miller entrou como substituto.[3]
Erik Koch era esperado para enfrentar Ramsey Nijem no evento, no entanto, uma lesão tirou Koch do evento e ele foi substituído pelo estreante Andrew Holbrook.[4]
Antônio Braga Neto era esperado para enfrentar Zak Cummings no evento, porém uma lesão o tirou do evento e ele foi substituído por Dominique Steele.
Card Oficial |
Card Principal (Fox)
Categoria
Método
Round
Tempo
Notas
Galos
T.J. Dillashaw (c)
derrotou
Renan Barão
Nocaute Técnico (Socos)
4
0:35
Nota 1
Galos Feminino
Miesha Tate
derrotou
Jessica Eye
Decisão Unânime (30-27, 30-27 e 30-27)
3
5:00
Nota 2
Leves
Edson Barboza
derrotou
Paul Felder
Decisão Unânime (29-28, 29-28 e 29-28)
3
5:00
Leves
Joe Lauzon
derrotou
Takanori Gomi
Nocaute Técnico (Socos)
1
2:37
Card Preliminar (Fox)
Meio Pesados
Tom Lawlor
derrotou
Gian Villante
Nocaute (Soco)
2
0:27
Leves
Jim Miller
derrotou
Danny Castillo
Decisão Dividida (28-29, 29-28 e 30-27)
3
5:00
Meio Médios
Ben Saunders
derrotou
Kenny Robertson
Decisão Dividida (29-28, 28-29 e 29-28)
3
5:00
Galos
Bryan Caraway
derrotou
Eddie Wineland
Decisão Unânime (29-28, 29-28 e 30-27)
3
5:00
Card Preliminar (UFC Fight Pass)
Leves
James Krause
derrotou
Daron Cruickshank
Finalização (Mata Leão)
1
1:27
Leves
Andrew Holbrook
derrotou
Ramsey Nijem
Decisão Dividida (29-28, 28-29 e 29-28)
3
5:00
Galos Feminino
Elizabeth Philips
derrotou
Jessamyn Duke
Decisão Unânime (29-28, 29-28 e 29-28)
3
5:00
Meio Médios
Zak Cummings
derrotou
Dominique Steele
Nocaute Técnico (Socos)
1
0:43
Nota 1 Pelo Cinturão Peso Galo do UFC. Nota 2 Luta elimitória pela disputa do Cinturão Peso-Galo Feminino do UFC.
Bônus da Noite |
Os lutadores receberam $50.000 de bônus
Luta da Noite: Edson Barboza vs. Paul Felder
Performance da Noite: T.J. Dillashaw e Tom Lawlor
Referências
↑«Luta entre TJ Dillashaw e Renan Barão será dia 25 de julho, em Chicago». combate.com. 14 de abril de 2015
↑«With Myles Jury out, Edson Barboza gets new UFC on FOX 16 opponent». mmajunkie.com. 9 de Junho de 2015
↑«Jim Miller replaces Rustam Khabilov at UFC on FOX 16 in Chicago». mmajunkie.com. 22 de Junho de 2015
↑«Andrew Holbrook in for Erik Koch against Ramsey Nijem at UFC on FOX 16». mmajunkie.com. 29 de Junho de 2015
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UFC Live/UFC on Versus
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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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