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65.5k questions

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+3 votes
Today IPL teams will submit the list of players they will retain in IPL auction

Maximum 3 players can be retained, although team could retain 2 players only too

Predict which player will every team retain

Answer with maximum correct guesses will be selected as Best Answer..!!
closed with the note: time's up..!!
asked in Sports Related by Mega Star (203k points)
95% Accept Rate

closed by

Narine, Lynn, Gambhir?


ok so, Gambhir wont be signed acc to reports. Who else?


Robin Uthappa.......

2 Answers

+2 votes

SRH - Warner , Rashid khan & Buvi
RCB - Kohli , ABD & Chahal
KKR - Lynn , Russail & Narine
DD - Shreyas , D Cock & Pant.
KXIP- Maxwell , Miller & Akshar.
MI - Rohit , Hardik & Bumrah
Rajasthan- Smith , Rahane & Rahul Tripathi
Chennai- Dhoni , Jadeja & Raina.

answered by Director (128k points)
edited by
+1 vote

It's very difficult to answer as According to IPL GC rules players like Kohli Rohit Market value is above 15 cr easily but if They are Retained following GC rules they can't get more than 15 cr so that means They get way more than what is quoted and also that money isn't deduced by from Franchises purse and that's why Franchises like KXIP DD were having objections with Retention
If I have to just name retention within going into the dynamics of Rules released by GC then it would as follows
CSK - MS Dhoni Raina Jadeja (15 11 7 Cr ) but they would get more that what is quoted
RCB - Kohli ABD Chahal ( 15 11 7 Cr ) All three would get more than what is quoted
MI - Rohit Hardik Krunal ( 15 cr 11 cr 3 cr ) Won't be retaining Bumrah as Bumrah must have not agreed at 7 cr Price or Even Hardik at 7 cr
SRH - Warner Bhuvi Rashid ( 15 11 7 Cr ) Perfect Price for all three and very much close to their market value
DD - Morris De Kock (12.5 Cr 8.5 Cr ) Perfect Price for their Market Value
KKR - Only one Retention Sunil Narine (12.5 Cr ) will use 3 RTMs
KXIP - No Retention .Will use 3 RTMs
RR - Smith Rahane should be Two Retention for 21 cr .Then use 3 RTMs

answered by Producer (101k points)

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