AF vs MAL (Ariana AKIF vs Malmo), 2nd Semi-Final - Match Information
Match: Ariana AKIF vs Malmo, 2nd Semi-Final
Date: 14th August 2021
Time: 02:00 PM IST
Venue: Landskrona Cricket Club
Match Officials: Umpires: Ashish Saini, Supreeth Vankadara and Rafi Ahmed, Referee: Robert Kemming
AF vs MAL, Pitch Report and Conditions
The pitch at the Landskrona Cricket Club is a balanced pitch. The average 1st innings score at this venue in the last 44 matches is 96 runs. The pitch at the Landskrona Cricket Club is a balanced one with decent assistance for both batters and bowlers on offer.
The pacers have earned 80% of the total bowling fantasy points at this venue. Hence picking up pacers for your fantasy team should be a good idea.
AF vs MAL, Head to Head
In the 3 matches played between these 2 teams, Malmo do not have a good record against Ariana AKIF. We expect the trend to continue. Of both teams have earned the most fantasy points for their respective teams so far.
AF vs MAL Dream11 Fantasy Team Suggestion
Wicket-Keeper: N. Mathur
Batters: A. Naser, K. Mohammad and S. Khan
All-Rounders: H. Rafiq, J. Khan, M. Mubarak and Q. Munir
Bowlers: A. Chinwari, K. Digumurthi and S. Sahak
Captain: A. Naser
Vice-Captain: H. Rafiq
AF vs MAL (Ariana AKIF vs Malmo), 2nd Semi-Final Preview
2nd Semi-Final of the ECS Sweden, Malmo, 2021 has Ariana AKIF taking on Malmo. The match will be played at the Landskrona Cricket Club.
In their previous encounter in this series, Dharmender Singh was the Man of the Match and Delawar Khan scored the highest fantasy points for Ariana AKIF with 92 match fantasy points while Azim Chinwari topped the fantasy points leaderboard for Malmo with 119 match fantasy points.
In the last match played by Ariana AKIF against Lund, Ariana AKIF beat Lund by 8 wickets. The top fantasy player for Ariana AKIF was Abdul Naser who scored 142 fantasy points.
In their last match in this series against Landskrona, Malmo beat Landskrona by 10 wickets. The top fantasy player for Malmo was Musadaq Mubarak who scored 135 fantasy points.