· PEMERINTAD
PROVINSI KALIMANTAN SELATAN
BADAN PENELlTIAN DAN PENGEMBANGAN
DAERAH (BALlTBANGDA)
DAtAl PENGKAJIAN BAN PENGEMBANGAN PERTANIAN TERPADU (DP3l)
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A la m a t
: J I. J e n d . A . Y a n i K m . 5 1
T a m b a n g
U la n g , T a n a h
L a u t
T e lp .
F a x .
0 5 1 1 - 7 2 2 1 4 1 7
0 5 1 1 - 7 2 2 1 4 1 8
T a m b a n g U la n g , 1 0 S e p te m b e r 2 0 1 3
N o m o r
L a m p ir a n
P e r ih a l
CBA
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1
( s a tu ) E k s e m p la r
P e n y a m p a ia n R e n c a n a
U m u m P e n g a d a a n
B a r a n g /J a s a p e m e r in ta h
B P 3 T T A 2 0 1 3
K e p a d a
Y th : K e p a la L P S E P r o v in s i
K a lim a n ta n S e /a ta n
D
i-Banjarmasin
D e n g a n H o r m a t.
B e r s a m a
n u
d is a m p a ik a n
R e n c a n a
U m u m
P e n g a d a a n
B a r a n g /J a s a
p e m e r in ta h
S K P D
B a la i P e n q k a jia n d a n
P e n g e m b a n g a n
P e r ta n ia n T e r p a d u P r o v in s i K a lim a n ta n S e la ta n T a h u n A n g g a r a n 2 0 1 3
( R U P
T e r l a m p i r ) .
D e m ik ia n d is a m p a ik a n a ta s p e r h a tia n n y a d iu c a p k a n te r im a
k a s ih ,
T e m b u s a n :
P E N G U M U M A N
R E N C A N A
U M U M P E N G A D A A N
B A R A N G
1
J A S A P E M E R IN T A H
N o m o r :
CBA
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osr
1
U M .2 0 1 3
T a n g g a l:
1 0 S e p te m b e r
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K u a s a P e n g g u n a A n g g a r a n B a la i P e n g k a jia n d a n P e n g e m b a n g a n P e r ta n ia n T e r p a d u ( B P 3 T ) A la m a t : J ln . J e n d . A . Y a n i K M .
Sl
T a m b a n g U la n g - T a n a h L a u t M e n g u m u m k a n R e n c a n a U m u m P e n g a d a a n B a r a n g / J a s a u n tu k p e la k s a n a a n k e g ia ta n T a h u n A n g g a r a n 2 0 1 3 s e p e r ti te r s e b u t d ib a w a h in i :S A T U A N K E R J A P E L A K S A N A A N
P E L A K S A N A A N P e r k ir a a n B ia y a ( R P ,- )
P E N G A D A A N K E G IA T A N
N a m a
J e n is J e n is P e m b e lia n L o k a s i S u m b e r N o P a k e t K e g ia ta n
B e la n ja P e n g a d a a n L e la n g I
P e n g a d a a n
s e c a r a V o lu m e P e k e r ja a n D a n a K e te r a n g a n K o d e N a m a P e k e r ja a n S e le k s i ( R p .
L a n g s u n g (
E le k tr o n ik (
A w a l S e le s a i A w a l S e le s a i
D a la m r ib u a n ) R p . D a la m R p . D a la m ( T a n g g a l) ( T a n g g a l) ( T a n g g a l) ( T a n g g a l) r ib u a n )
r ib u a n )
1 2 3 4 5 6 7 8 9 1 0 1 1 1 2 1 3 1 4 1 5 1 6 1 7 1 8
1 . 1 .2 0 .0 6 .0 1 B P 3 T B e la n ja M o d a l P e n y e d ia a n b a h a n B e la n ja B a r a n g - 5 8 0 1 p a k e t T a n a h L a u t A P B D 0 1 - N o v - 1 3 0 7 - N o v - 1 3 0 1 - N o v - 1 3 3 0 - N o v - 1 3 P e n g a d a a n B u k u b a c a a n d a n M o d a l
P e r u n d a n g - u n d a n g a n p e r u n d a n g -u n d a n g a n
2 . 1 .2 0 .0 6 .0 1 B P 3 T B e la n ja m o d a l P e n g a d a a n B e la n ja B a r a n g - 2 0 .0 0 0 - 1 b u a h T a n a h L a u t A P B D 0 1 - F e b - 1 3 1 0 - F e b - 1 3 1 0 - F e b - 1 3 2 0 - F e b - 1 3 s d h te r la k s a n a p e n g a d a a n a la t - a la t k e n d a r a a n d in a s I M o d a l
a n g k u ta n d a r a t o p e r a s io n a l b e r m o to r s e p e d a
m o to r
3 . 1 .2 0 .0 6 .0 1 B P 3 T B e la n ja m o d a l P e n g a d a a n B e la n ja B a r a n g - 2 .0 0 0 - 2 b u a h T a n a h L a u t A P B D 0 1 - F e b - 1 3 1 0 - F e b - 1 3 1 0 - F e b - 1 3 2 0 - F e b - 1 3 s d h te r la k s a n a p e n g a d a a n p e r le n g k a p a n M o d a l
p e r le n g k a p a n k a n to r g e d u n g k a n to r
4 . 1 .2 0 .0 6 .0 1 B P 3 T B e la n ja m o d a l P e n g a d a a n B e la n ja B a r a n g
-
1 2 .0 0 0 - 1 u n it T a n a h L a u t A P B D 0 1 - F e b - 1 3 1 0 - F e b - 1 3 1 0 - F e b - 1 3 2 0 - F e b - 1 3 s d h te r la k s a n a p e n g a d a a n k o m p u te r p e r le n g k a p a n M o d a lg e d u n g k a n to r
5 . 1 .2 0 .0 6 .0 1 B P 3 T B e la n ja m o d a l P e n g a d a a n B e la n ja B a r a n g
-
7 .0 0 0 - 1 0 b u a h T a n a h L a u t A P B D 0 1 - 0 k t- 1 3 0 7 - 0 k t- 1 3 0 1 - 0 k t- 1 3 2 0 - 0 k t- 1 3 p e n g a d a a n m e b e u la ir p e r le n g k a p a n M o d a lg e d u n g k a n to r
6 . 1 .2 0 .0 6 .0 1 B P 3 T B e la n ja m o d a l P e n g a d a a n B e la n ja B a r a n g
-
2 7 .0 0 0 - 1 p a k e t T a n a h L a u t A P B D 0 1 - S e p - 1 3 0 9 - S e p - 1 3 0 1 - 0 k t- 1 3 3 1 - D e s - 1 3 p e n g a d a a n in te r n e t p e r le n g k a p a n a la t- M o d a ls a te lit a la t k o m u n ik a s i
7 . 1 .2 0 .0 6 .0 1 B P 3 T B e la n ja m o d a l P e n g a d a a n B e la n ja B a r a n g - 2 5 .0 0 0 - 1 b u a h T a n a h L a u t A P B D 0 1 - 0 k t- 1 3 0 9 - 0 k t- 1 3 1 0 - 0 k t- 1 3 3 1 - D e s - 1 3 p e n g a d a a n g e n s e t p e r a la ta n g e d u n g M o d a l
k a n to r
8 . 1 .2 0 .0 6 .0 1 B P 3 T B e la n ja m o d a l m e s in P e n g a d a a n B e la n ja B a r a n g
-
1 0 .0 0 0 - 1 b u a h T a n a h L a u t A P B D 0 1 - 0 k t- 1 3 0 9 - 0 k t- 1 3 1 0 - 0 k t- 1 3 3 1 - D e s - 1 3 p o m p a a ir p e r a la ta n g e d u n g M o d a lS p U A N K E R J A
P e r k ir a a n B ia y a ( R P ,- ) P E L A K S A N A A N P E L A K S A N A A N
P E N G A O A A N K E G IA T A N N a m a
J e n is J e n is P e m b e lia n L o k a s i S u m b e r
N o
-,
P a k e t K e g ia ta nB e la n ja P e n g a d a a n L e la n g /
P e n g a d a a n
s e c a r a V o lu m e P e k e r ja a n D a n a
K e te r a n g a n
K o d e N a m a P e k e r ja a n S e le k s i ( R p . L a n g s u n g ( E le k tr o n ik ( A w a l S e le s a i A w a l S e le s a i
D a la m r ib u a n ) R p .O a la m R p .O a la m ( T a n g g a l) ( T a n g g a l) ( T a n g g a l) ( T a n g g a l)
i r ib u a n )
r ib u a n )
1 2 3 4 5 6 7 8 9 1 0 1 1 1 2 1 3 1 4 1 5 1 6 1 7 1 8
9 . 1 .2 0 .0 6 .0 1 B P 3 T B e la n ja m o d a l P e n g a d a a n B e la n ja K o n s tr u k s i - 2 0 0 .0 0 0 - 1 p a k e t T a n a h L a u t A P B O 0 1 - 0 k t- 1 3 0 9 - 0 k t- 1 3 1 0 - 0 k t- 1 3 3 1 - D e s - 1 3 p e n g a d a a n p a g a r k o n s tr u k s i/b a n g u n a M o d a l
p e m b a ta s n
1 0 . 1 .2 0 .0 6 .0 1 B P 3 T B e la n ja m o d a l r e h a b P e n g a d a a n B e la n ja K o n s tr u k s i
-
7 .5 0 0 - 1 p a k e t T a n a h L a u t A P B O 0 1 - 0 k t- 1 3 0 9 - 0 k t- 1 3 1 0 - 0 k t- 1 3 3 1 - D e s - 1 3 a ta p p a r k ir k o n s tr u k s ilb a n g u n a M o d a ln
1 1 . 1 .2 0 .0 6 .0 1 B P 3 T B e la n ja m o d a l P e n g a d a a n B e la n ja K o n s tr u k s i
-
2 0 0 .0 0 0 - 1 p a k e t T a n a h L a u t A P B D 0 1 - 0 k t- 1 3 0 9 - 0 k t- 1 3 1 0 - 0 k t- 1 3 3 1 - D e s - 1 3 p e n g a d a a n d r a in a s e k o n s tr u k s ilb a n g u n a M o d a ln
1 2 . 1 .2 0 0 6 .0 1 B P 3 T 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 B e la n ja B a r a n g
-
6 4 .4 0 0 - 1 p a k e t T a n a h L a u t A P B D 0 1 - F e b - 1 3 0 9 - F e b - 1 3 0 1 - A p r - 1 3 3 0 - A g u - 1 3 s d h te r la k s a n a p e n g a d a a n m e s in p e n g o la h a n M o d a lfr y in g p a c k a g in g p e r ta n ia n d a n p e te r n a k a n
1 3 . 1 .2 0 .0 6 0 1 B P 3 T B e la n ja M o d a l B e la n ja M o d a l B e la n ja B a r a n g
-
4 0 .0 0 0 - 1 p a k e t T a n a h L a u t A P B D 0 1 - 0 k t- 1 3 0 9 - 0 k t- 1 3 1 0 - 0 k t- 1 3 3 1 - 0 e s - 1 3 P e n g a d a a n T r a c to r P e n g a d a a n T r a ile r M o d a lT r a ile r
1 4 . 1 .2 0 .0 6 .0 1 B P 3 T B e la n ja M o d a l B e la n ja M o d a l B e la n ja B a r a n g - 4 0 .0 0 0 - 1 p a k e t T a n a h L a u t A P B D 0 1 - 0 k t- 1 3 0 9 - 0 k t- 1 3 1 0 - 0 k t- 1 3 3 1 - 0 e s - 1 3 P e n g a d a a n T im b a n g a n S a p i M o d a l