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Gentle flyweight expertise Alex Winwood can have Danny Inexperienced in his nook in Perth subsequent month as he continues his quest to grow to be Australia’s quickest world boxing champion.
Winwood, who competed on the Tokyo Olympics, was denied a Commonwealth Video games medal when he was curiously stopped by the referee within the Birmingham quarter-finals.
The Perth product has shortly moved on although, set to host Indonesia’s current world champion and the IBF’s No.13 Tibo Monabesa for the WBC worldwide mild flyweight title on March 3 on the Metro Metropolis.
It is a re-do of the struggle that was slated for Dubai on the Lucas Browne-Mahmoud Charr December undercard that was controversially aborted as soon as the boxers had already arrived.
The 25-year-old can have a number of world champion Inexperienced in his nook for his second skilled struggle, leaving him simply 5 extra to equal Jeff Fenech’s file because the nation’s quickest champion.
Australian nice Fenech beat Satoshi Shingaki in Sydney in 1985 to assert the IBF bantamweight title, his first of 4 completely different division world title belts.
“I’ve boxed elite fighters, now it is my time to shine. I wish to beat Jeff Fenech’s legendary file as Australia’s quickest world champion,” he instructed AAP.
“I wish to set up myself on the world scene and I feel that is the appropriate struggle in entrance of my very own folks in Perth.”
Winwood has been coaching with Moloney brothers Andrew and Jason, the latter set to struggle US-based Filipino Nonito Donaire for the WBC bantamweight world title later this 12 months.
“Alex is a good child, a quick learner and he can actually struggle,” supervisor Tony Tolj mentioned.
“I am enthusiastic about him, and I am actually having fun with working with him. He listens to his coaches, he trusts his crew, he is all the pieces you may ask for in a fighter.
“It is a huge ask to beat Jeff Fenech’s file; it is legendary.
“However I consider out of all of the Australian fighters rising proper now, Winwood has one of the best probability to do it.”
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