National Assembly Dessolution. This is not the right time

khalilqureshi

Senator (1k+ posts)
Imran Khan should not insists on dissolution of NA or Vote of Confidence for PM now, rather he put all his efforts on Punjab and KP Assembly elections and start his efforts on dissolution of NA or Vote of confidence after one month, making it sure that Elections for NA be conducted after one or two months and by that time PTI would have its own CM in both Punjab and KP.

This way he will be in position to foil all rigging efforts by notorious PMLN, PPP, JUI and ANP.
 
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

Wake up Pak

Prime Minister (20k+ posts)
Unless the President requests a vote of confidence or the MQM decides to go its way and leave the national assembly, the PDM fraudsters won't voluntarily dissolve the federal government.
 

Husaink

Prime Minister (20k+ posts)
Unless the President requests a vote of confidence or the MQM decides to go its way and leave the national assembly, the PDM fraudsters won't voluntarily dissolve the federal government.
ایم کیو ایم نے جو سندھ ہاؤس والے پیسے پکڑے ہیں زرداری اور ڈس اسٹبلشمنٹ حلق سے نکال لے گی ، گالیوں اور بددعاؤں کی اتنی قیمتی کمائی کوئی آسانی سے کھانے دے گا
 

desikachra

Voter (50+ posts)
Imran Khan should not insists on dissolution of NA or Vote of Confidence for PM now, rather he put all his efforts on Punjab and KP Assembly elections and start his efforts on dissolution of NA or Vote of confidence after one month, making it sure that Elections for NA be conducted after one or two months and by that time PTI would have its own CM in both Punjab and KP.

This way he will be in position to foil all rigging efforts by notorious PMLN, PPP, JUI and ANP.
Ponka!
 

Citizen X

President (40k+ posts)
Imran Khan should not insists on dissolution of NA or Vote of Confidence for PM now, rather he put all his efforts on Punjab and KP Assembly elections and start his efforts on dissolution of NA or Vote of confidence after one month, making it sure that Elections for NA be conducted after one or two months and by that time PTI would have its own CM in both Punjab and KP.

This way he will be in position to foil all rigging efforts by notorious PMLN, PPP, JUI and ANP.
I myself am in favour of this. Lets these cretins die their own death and let the general elections happen at their time. Then in the General Election campaign Khan can put all his efforts into Sindh and Balouchistan exclusively because Punjab and KPK will already be with him.

But question what price will Pakistan and Pakistanis pay for another 8 months of these crooks