← Library
High Court of Punjab and HaryanaCWP/6702/1998allowed

Amarjit Singh v. H.U.D.A.

2025-09-15Mr. Justice Harpreet Singh Brar4 pages

-1IN THE HIGH COURT OF PUNJAB AND HARYANA AT CHANDIGARH

Reserved on: 03.09.2025

Pronounced on: 15.09.2025 Amarjit Singh

...Petitioner

Versus

Haryana Urban Development Authority and Others ...Respondents

CORAM:

HON'BLE MR. JUSTICE HARPREET SINGH BRAR

Present:

Mr. K.L Arora, Advocate for the petitioner.

Mr. Vikrant Pamboo, Additional A.G, Haryana.

Mr. Vishal Garg, Advocate, For the respondent - HUDA HARPREET SINGH BRAR, J. (ORAL)     

  

 

           

 

 



 



  



   

 

  # $ % &  #$%'    

(    



&

)$*+'  , 

 

 -.

(     



 

  !      //0-..     1  

     

 +--/2 

    1 #$%

  //--

 

 ! " /+/.--+ 

 4/*-0/  

  #$% 

  



    +/.--/  &

)  $*+'   

-2- !

*   (   //*/0/  //4--/ + 5  

   

 

   (   #$%  6

7,7 8  (   

 #$%

-- &

)$*' #$% 

-4/*4// 

   (

!  //*/0/ ( 

 2 

 ! " 3 /+/.--+ 

4/*-0/ !  !

 #$%& 

' 9  -- 5     :! 

  ;

,

    #$.--  #$-0 -- 



    1 ! #$% ! " 3 

 

  

  

#$%

   !

 0 5  



  

 

 #$%

--

!

  

   !

 4

   

      



    

 !    !

   

 ;

,

    

      

!!

"

!##$ 

   ! 

     

   

  



  



        

-3-           !

" #    $  

  !

"%  2 

      %  

      

&!#'

"

!##() 

  ! 

<* $ #     

            !

  "      #  

    & '(  

)*      

 (# ! +,   

-  

   .#   &       (     /

    



-  

  *

"  

"





  "   "



  

   

 +     ,) !##,)     *+ 

 +

*   )        



  % &  '

 . 

 



  

      

!!

"

!##$  

#$=.--  



(       !



 #$%

 

(   !

  - 

   

!

!

 #$%

--          !

         !  

     (  5 !

!

!

   !

  

  

 

 ) 

! 

  !   

!!



   :  / > 

 

 

   

 

 

#$%

--)+  

 /+/.--+ 

-4- 

 

6

7,78 

(         



    +/.--/ &

)  $*+'  *         6

 

  

$

  //*/0/  

    ! " /+/.--+   

 #$% !

 

   !   



 



 

    #   $   %     /+/.--+          "  (

 

  

    



 



 +/--/!



        !



+

  !   

    + #  1 !   < 8 = #   < 8 =