Israil Madrimov and Serhii Bohachuk are negotiating to combat on the undercard of the Tyson Fury vs. Oleksandr Usyk 2 card on December twenty first in Riyadh, Saudi Arabia.
Fernando Sabatini broke the information of the the Madrimov-Bohachuk talks for the December twenty first card. It will be an excellent addition to the cardboard if it will get made, as each guys are former champions at 154 and coming off shut defeats.
A Essential Matchup for Each Fighters
Madrimov (10-1-1, 7 KOs) misplaced his WBA junior middleweight title to Terence Crawford by a 12-round unanimous determination on August third in Los Angeles. Going up in opposition to Bohachuk will probably be a distinct sort of combat for Madrimov, and he’ll have to give attention to his energy sport for him to win.
Utilizing the identical tactical method in opposition to Bohachuk as he did in opposition to Crawford received’t work, and it would even get Madrimov knocked out. He’s acquired to be ‘Little GGG’ for this combat as a result of he received’t have the ability to preserve Bohachuk off him with single proper arms and jabs.
Curiously, many boxing followers on social media count on this to be a straightforward win for Madrimov, however not if he fights tactically like he did in opposition to Crawford. Madrimov has acquired to combat with a objective as a result of he gave away his probabilities of beating Crawford by being too timid and never throwing sufficient punches, particularly in rounds 9 by 12.
Bohachuk (24-2, 23 KOs), a former WBC junior middleweight champion, misplaced his title to Vergil Ortiz Jr. by a 12-round majority determination on August tenth. He’d hoped that Vergil Jr. would give him a rematch, contemplating how shut and controversial the end result was, however there was no curiosity on Group Ortiz’s facet. They had been proud of their win.
“I’m knowledgeable {that a} combat between Israil Madrimov and Serhii Bohachuk is being negotiated for December 21 in Riyadh, Saudi Arabia, inside the Fury-Usyk 2 card,” stories Fernando Sabatini on X.
