P E M E R I N T A H
P R O V I N S I
K A L I M A N T A N
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A L A M A T : J I . J e n d . B a s u k i R a h m a t N o . 1 T e lp . ( 0 5 1 1 ) 4 7 8 8 6 5 5 , F a x . ( 0 5 1 1 ) 4 ;" 1 8 1 2 0 5
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N o m o r : 8 0 0
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N A M A P A K E T P E K E R J A A N C A R A V O L U M E L O K A S I P E K E R J A A N W A K T U P E L A K S A N A A N K E T N O
P E N G A D A A N P E L A K S A N A A N
( B U L A N ) P E R K IR A A N B IA Y A ( R p ) S U M B E R D A N A P E N G A D A A N
( 1 ) ( 2 ) ( 3 ) ( 4 ) (5 ) ( 6 ) (7 ) ( 8 ) ( 9 ) ( 1 0 )
1 B e la n ja M o d a l P e n g a d a a n K o n s tr u k s i/P e m b e lia n B a n g u n a n
B e la n ja M o d a l P e n g a d a a n K o n s tr u k s i/P e m b e lia n G e d u n g k a n to r S e k r e ta r ia t B a d a n K o o r d in a s i
B ia y a P e m a s a n g a n P ia fo n
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2 0 3 .0 0 0 .0 0 0 A P B D 2 0 1 2 P e b r u a r i 2 0 1 2 M a r e t 2 0 1 2 1 .2 3 9 m 2 K a lim a n ta n S e la ta nB ia y a P e m a s a n g a n A ta p R p 2 4 7 .8 0 0 .0 0 0 A P B D 2 0 1 2
2 B e la n ja M o d a l P e n g a d a a n P e n g h ia s R u a n g a n R u m a h T a n g g a
P e n u n ju k a n S e k r e ta r ia t B a d a n K o o r d in a s i
B e la n ja M o d a l P e n g a d a a n P e r a la ta n d a n P e r le n g k a p a n R u m a h T a n g g a 1 P e n y u lu h a n P r o v in s i R p 5 0 .0 0 0 .0 0 0 A P B D 2 0 1 2 P e b r u a r i 2 0 1 2 M a r e t 2 0 1 2
P e n g a d a a n P e r a la ta n R u m a h J a b a ta n /D in a s
L a n g s u n g
K a lim a n ta n S e la ta n
3 B e la n ja M o d a l P e n g a d a a n P e r le n g k a p a n K a n to r
P e n u n ju k a n S e k r e ta r ia t B a d a n K o o r d in a s i
B e la n ja M o d a l P e n g a d a a n P e n y e k a t R u a n g a n 1 5 5 m2 P e n y u lu h a n P r o v in s i R p 3 2 .5 5 0 .0 0 0 A P B D 2 0 1 2 P e b r u a r i 2 0 1 2 M a r e t 2 0 1 2
B ia y a P e m a s a n g a n S e k a t
L a n g s u n g
K a lim a n ta n S e la ta n
4 B e la n ja M o d a l P e n g a d a a n In s ta la s i L is tr ik d a n T e lp o n
P e n u n ju k a n S e k r e ta r ia t B a d a n K o o r d in a s i
B e la n ja M o d a l P e n g a d a a n In s ta la s i L is tr ik 1 P e n y u lu h a n P r o v in s i R p 5 0 .0 0 0 .0 0 0 A P B D 2 0 1 2 P e b r u a r i 2 0 1 2 M a r e t 2 0 1 2 T a m b a h D a y a L is tr ik d a n In s ta la s i L a n g s u n g K a lim a n ta n S e la ta n
5 B e la n ja M o d a l P e n g a d a a n A la t- A la t S tu d io
P e n u n ju k a n S e k r e ta r ia t B a d a n K o o r d in a s i
