Megan Olivi, Kenny Florian i Kelvin Gastelum w najnowszym odcinku UFC Now mówią o, według ich, pięciu najlepszych powrotach w pojedynkach w UFC. Jaki byłby wasz “top5” popularnych “comebacków”?
Megan Olivi, Kenny Florian i Kelvin Gastelum w najnowszym odcinku UFC Now mówią o, według ich, pięciu najlepszych powrotach w pojedynkach w UFC. Jaki byłby wasz “top5” popularnych “comebacków”?
Waluś vs Bajor
Dałbym tu Robbie vs Rory 2
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)
![[IMG]](https://media.giphy.com/media/6DCcajAqhaXS0/giphy.gif)
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)
Ale nie ze względu na punktację tylko na to jak Robbie podniósł się po tym co zebrał w końcówce 3 rundy i przez większość 4 (pomimo, że to Rory na twarzy wyglądał coraz gorzej)
Coś pięknego. Przed piątą rundą narożnik Roba mówi mu, ze to czas żeby go skończyć, że to on jest lwem i mistrzem, a po minucie 5 rundy Rory nie wie, który jest rok.
How good is this?
Zapomnieli o Hughesie z Triggiem? :joer:
jeżeli chodzi o ten temat to świta mi tylko jedna walka Robbie vs Rory 2 , jak dla mnie najbardziej spektakularny powrót , to co zrobił Robbie w 5 rundzie to w głowie mi się nie mieści
No oczywiście Nate vs Conor
Diaz był przecież o 1-2 ciosy od śmierci w ringu i NAGLE zadusił :DC:
Nie wiem, czy można byłoby to zakwalifikować, ale ucieczka, (a potem w zakończeniu poddanie Vitora americaną) z prawie łamiącego łapę arm-bara Vitora przez Jonesa był dla mnie właśnie takim powrotem. Co to była za dźwignia… :O
A Magny vs Lombard? Wielu sędziów zakończyłoby tę walkę i przyznało zwycięstwo Lombarda, a Magny fantastycznie wrócił do walki 😛
Podobnie z tego co pamiętam miał również z Limem.
BTW, Matt Brown z Erickiem Silvą też dobrze się odrodził. #Immortal
Fedor vs
ok, tak na serio to
I Nogueira vs Sapp
Jak słyszę comeback, to widzę to:
ZAPOMNIAŁEM o tym!!! OMG, jakie to było piękne.
A Hendo z Fedorem to co kurde już pozapominali?
ten comeback Mira z Big Nogiem, cudo
Serio? Te trolle mnie denerwują.
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A co do walk – Diego ma najlepsze powroty po nokdaunach, no tylko, że nie zawsze wygrane, a o to tu chodzi.
To tak jak ja i moje stałe 6 liczb w lotto 😉
Te Huna – Jimo
Trujilo – Varner
Scott Smith vs Pete Sell 😎
Scott Smith vs Pete Sell 😎