Kashif Abbasi - balancing factor

Allah_Ka_Banda

Senator (1k+ posts)
How do you see Kashif Abbasi's famous "balancing" approach in which he even tries to mostly seen elevating the apparent wrong just to balance sides.

How comfortable you are with his approach ?
 
Featured Thumbs
data:image/jpeg;base64,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

patwari_sab

Chief Minister (5k+ posts)
Kashif family wala hai. Osko pta hai is mulk ki adlia dirty harry ke samne tosss hai. Abi hal hi me Arshad sharif ka qatl or moeed, sabir, imran riaz , gill, swati , pervaiz ilahi or khan sab ke sath jo huva yeh sab kafi hai Kashif ke liye
 

Dr Adam

Prime Minister (20k+ posts)
How do you see Kashif Abbasi's famous "balancing" approach in which he even tries to mostly seen elevating the apparent wrong just to balance sides.

How comfortable you are with his approach ?

یہ دونوں میاں بیوی بغیر کسی پیندے کے لوٹے ہیں جو اپنی بیس پر کھڑے نہیں ہو سکتے . ان دونوں کے پروگراموں میں انکی باتیں ثابت کرتی ہیں کہ انکا کوئی دین ایمان نہیں
 

yaar 20

Senator (1k+ posts)
دیانتدار اینکر کی اخلاقی ذمہ داری ہوتی ہےکہ عوام کو صحیح صورتحال سے آگاہ کرے ۔ لیکن یہ دونوں میاں بیوی اپنی دیہاڑھی یا نوکری کو مقدم رکھتے ہوئے قاتل اور مقتول دونوں کو برابر ثابت کرنے کی کوشش کرتے ہیں تاکہ دونوں پارٹیوں کو خوش رکھ سکیں۔۔۔ریٹنگ بھی قائم رہے اور نوکری چلتی رہے۔۔


۔۔۔۔
 
Last edited:

yaar 20

Senator (1k+ posts)
یعنی اگر ایک حکومت کے دور میں اگر ایک واقعہ غلط ہوا ہے ۔جبکہ دوسری میں ایک کروڑ غلط ھوئے ھوں۔ تو یہ دونوں ان الفاظ کے ساتھ عوام کو بے وقوف بنائیں گے۔۔۔۔۔۔ کہ دونوں حکومتیں ہی غلط ہیں۔دونوں حکومتوں میں ایک جیسا ہی ہوتا رہا ہے
۔۔۔۔