25 Dec 2025, Thu

14 year old Vaibhav Suryavanshi created havoc, Rohit-Virat’s centuries also faded

The start of Vijay Hazare Trophy 2025-26 was full of records and thrill on the very first day. The dominance of the batsmen was clearly visible in the matches played on different grounds of the country. There were a flurry of centuries, but three names grabbed the most headlines – Virat Kohli, Rohit Sharma and most importantly 14 year old Vaibhav Suryavanshi. Among the experienced stars, Vaibhav performed so well that in the very first match he went ahead of everyone in one particular matter.

A total of 22 centuries were scored on the first day of the tournament, but Vaibhav Suryavanshi, who played for Bihar, had a different style. In the match played against Arunachal Pradesh, Vaibhav played an explosive inning of 190 runs in just 84 balls. He definitely missed the double century, but his batting surprised everyone.

Became number-1 in the very first match

Vaibhav Suryavanshi hit a total of 15 sixes in this match, which was the most number of sixes hit by any batsman on the first day of Vijay Hazare Trophy 2025-26. In this matter, he even left behind Ishan Kishan of Jharkhand, who had hit 14 sixes while scoring 125 runs in 39 balls against Karnataka. Rohit Sharma, playing for Mumbai, hit 9 sixes in his brilliant innings of 155 runs.

Vaibhav is at the forefront even in boundaries

Not only sixes, but also Vaibhav Suryavanshi was at the forefront in terms of total boundaries. He hit 16 fours and 15 sixes in his innings, i.e. a total of 31 boundaries. Odisha’s Swastik Samal, who scored a double century of 212 runs against Saurashtra, also lagged behind Vaibhav in this figure. Swastik hit 29 boundaries including 21 fours and 8 sixes.

Where are Virat and Rohit

Playing for Delhi, Virat Kohli played an inning of 131 runs against Andhra Pradesh. During this period, 14 fours and 3 sixes came from his bat, i.e. a total of 17 boundaries. Rohit Sharma scored 155 runs against Sikkim and hit 18 fours and 9 sixes, taking his total number of boundaries to 27.

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