Originally posted by: anurag24tI am sure sooner or later abhay will say to piya,"stay away from me"may be after sid's identity is revealed.. π
Sid is becoming generousπ²π²π² ..hmm i know whyπ
Originally posted by: Ritzie...a beee...eeeg heart.β€οΈ
Proof 1.: You know how Sid says, "Abhay bought it and Sid got it". This is the beeeggest proof. It's always the older kid who buys stuff in the family and the younger ones have to use second handed. But look at out great Big B, Sid. He always lets Abhay buy the new stuff and he himself uses second hand. π
>> mayb thats why Sid want Metz as second hand ππ€£Proof 2. Remember, how sharing and caring he is. He lets Abhay share his dialog writer so that Abhay doesn't always have to use the same dialogs but can sometime use his humor dialogs.π>> yea Abhay is learning π...Sid bhaiya is teaching him to reply back with dark humour ππProof 3: The latest one. He is teaching Abhay to share. Abhay has learnt to share his dialog writer with Pia. Don't be surprised if you soon hear from Pia, "Abhayyy, Stay away from me"π>> oh no oh no...Piya needs to change her dialog writer now π€£Who says Sid and PKYEK don't teach us morals of the society?
Originally posted by: amail1601OMG!!! You don't even tell me about such awesome posts...idhar udhar ki baatein karwa lo ladki se. π
>>sowieee. Mujhe laga Sid ki hai toh anu will be more interested but as she is not around, I didn't leave a message in CC.Seriously Ritzie, me seeing my dear brother-in-law in a new light!!!>>Woh uss bechare ke achchai koi samajhta hi nahi hai. Sab Abhay ki achchai dekhte hain. Uski achchai ka kissi ko pata nahi.π π€£Mujhe toh laga tha 'got it' ka matlab 'chori kiya'...but your deep insight into his psychology...motional kar diya. *sobs with joy* He's such a sweetie softie. <3>> Mujhe pata tha even his dearest sis-in-law misunderstood him π π€£And he is soo generous! He made me love Abhay even more! *blushes*>>fir Abhay?π π€£*sighs happily* This is my family - doesn't have much, but jitna hai, they share. :)>>Hail M's and R'sπ π€£
comment:
p_commentcount