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UY BAN NHAN DAN TINH SON LA CONG HOA XA HOI CHU NGHIA VIET NAM Doc lap - Tu- do - Hanh phuc So: 1624 /QD-lJBND Sm La, ngay 28 thang 6 nam 2019 QUYET DINH Ve viec phc diiyct du- an dau tir xay dung cong trinh Cai tao, su-a chfra nha an-nha b^p, khu noi tru truong tieu hoc Phieng Cam 2, huyen Mai Son thuoc Chuang trinh muc tieu giao due vung nui, vung dan tgc thieu so, vung kho khan nam 2019 CHU TICH UY BAN NHAN DAN TINH Can cu Luat To chuc c h i ' n h q u y e n dia p h u o n g n g a y 19 thang 6 nam 2015; Can cu Luat Xay d u n g n g a y 18 thang 6 nam 2014; Can cu Luat Dau tu c o n g n g a y 18 thang 6 nam 2014; Can cuNghi dinh s6 3 2 / 2 0 1 5 / N D - C P n g a y 25 thang 3 n a m 2 0 1 5 cua Chinh phu ve quan ly c h i p h i d a u t u xay dung; Can cu Nghi dinh s6 5 9 / 2 0 1 5 / N D - C P n g a y 18 thang 6 n a m 2 0 1 5 cua Chinh phu ve Quan l y d u a n d a u t u xay dung; Can cu Nghi dinh so 4 6 / 2 0 1 5 / N D - C P n g a y 12 thang 5 n a m 2 0 1 5 cua Chinh phu ve Quan ly c h a t l u g n g va bao tri cong trinh xay dung; Can cu Nghi dinh so 4 2 / 2 0 1 7 / N D - C P n g a y 05 thang 4 nam 2017 v^ viec b6 sung Nghi djnli 5 9 / 2 0 1 5 / N D - C P n g a y 18 thang 6 n a m 2 0 1 5 cua Chinh phu v^ quan l y d u a n d a u t u xay dung; Can cu Thong tu 06/2016/TT-BXD ngay 10 thang 3 n a m 2 0 1 6 c u a B g Xay d u n g h u d n g d a n x a c dinh va quan ly c h i p h i d a u t u xay d u n g c o n g trinh; Can cu Thong t u s d 18/2016/TT-BXD ngay 30 thang 06 n a m 2 0 1 6 c u a B g Xay dung quy dinh chi tiet va hudng d a n m o t so noi dung ve t h d m d i n h , phe duyet du a n v a thiet ke, du toan xay d u n g c o n g trinh; Can cu Quyk dinh sd 775/QD-TTg ngay 27 thang 6 nam 2018 cua Thu tudng Chinh phu ve viec phe d u y e t C h u a n g trinh muc tieu giao due vung nui, vung dan tgc thi^u sd, vung kho khan giai d o a n 2 0 1 6 - 2 0 2 0 ; 1

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UY BAN NHAN DAN TINH SON LA

CONG HOA XA HOI CHU NGHIA VIET NAM Doc lap - Tu- do - Hanh phuc

S o : 1 6 2 4 / Q D - l J B N D Sm La, ngay 28 thang 6 nam 2019

Q U Y E T DINH Ve viec phc diiyct du- an dau tir xay dung cong trinh Cai tao,

su-a chfra nha an-nha b^p, khu noi tru truong tieu hoc Phieng Cam 2, huyen Mai Son thuoc Chuang trinh muc tieu giao due vung nui,

vung dan tgc thieu so, vung kho khan nam 2019

C H U T I C H UY BAN NHAN DAN T I N H

Can c u L u a t To c h u c c h i ' n h q u y e n d i a p h u o n g n g a y 1 9 t h a n g 6 n a m 2 0 1 5 ;

C a n c u L u a t X a y d u n g n g a y 1 8 t h a n g 6 n a m 2 0 1 4 ;

Can c u L u a t D a u t u c o n g n g a y 1 8 t h a n g 6 n a m 2 0 1 4 ;

C a n c u N g h i d i n h s 6 3 2 / 2 0 1 5 / N D - C P n g a y 2 5 t h a n g 3 n a m 2 0 1 5 c u a C h i n h

p h u ve q u a n l y c h i p h i d a u t u x a y d u n g ;

C a n c u N g h i d i n h s 6 5 9 / 2 0 1 5 / N D - C P n g a y 1 8 t h a n g 6 n a m 2 0 1 5 c u a C h i n h p h u v e Q u a n l y d u a n d a u t u x a y d u n g ;

C a n c u N g h i d i n h so 4 6 / 2 0 1 5 / N D - C P n g a y 1 2 t h a n g 5 n a m 2 0 1 5 c u a C h i n h p h u v e Q u a n l y c h a t l u g n g v a bao t r i c o n g t r i n h x a y d u n g ;

C a n c u N g h i d i n h s o 4 2 / 2 0 1 7 / N D - C P n g a y 0 5 t h a n g 4 n a m 2 0 1 7 v ^ v i e c b 6 s u n g N g h i d j n l i 5 9 / 2 0 1 5 / N D - C P n g a y 1 8 t h a n g 6 n a m 2 0 1 5 c u a C h i n h p h u v ^ q u a n l y d u a n d a u t u x a y d u n g ;

Can c u T h o n g t u 0 6 / 2 0 1 6 / T T - B X D n g a y 1 0 t h a n g 3 n a m 2 0 1 6 c u a B g X a y d u n g h u d n g d a n x a c d i n h v a q u a n l y c h i p h i d a u t u x a y d u n g c o n g t r i n h ;

C a n c u T h o n g t u s d 1 8 / 2 0 1 6 / T T - B X D n g a y 3 0 t h a n g 0 6 n a m 2 0 1 6 c u a B g X a y d u n g q u y d i n h c h i t i e t v a h u d n g d a n m o t s o n o i d u n g v e t h d m d i n h , p h e d u y e t d u a n v a t h i e t k e , d u t o a n x a y d u n g c o n g t r i n h ;

C a n c u Quyk d i n h s d 7 7 5 / Q D - T T g n g a y 2 7 t h a n g 6 n a m 2 0 1 8 c u a T h u t u d n g C h i n h p h u v e v i e c p h e d u y e t C h u a n g t r i n h m u c t i e u g i a o d u e v u n g n u i , v u n g d a n t g c t h i ^ u s d , v u n g k h o k h a n g i a i d o a n 2 0 1 6 - 2 0 2 0 ;

1

C a n c u C o n g v a n s o 5 9 2 0 / B G D D T - I < C H T C n g a y 2 8 t h i n g 1 2 n a m 2 0 1 8 c u a B o G i a o d u e v a D a o t a o v e v i e c t r i e n l < h a i C h u o n g t r i n h m u c t i e u g i a o d u e v u n g n u i , v u n g d a n t o e thi§u s d , v u n g k h o I d i a n g i a i d o a n 2 0 1 6 - 2 0 2 0 ;

C a n c u Quyk d i n h s o 2 4 5 / Q D - U B N D n g a y 2 9 t h i n g 0 1 n a m 2 0 1 9 c u a U B N D t i n h S o n L a v e v i e c p h a n b d n g u d n k i n h p h i v d n s u n g h i e p t h i r c h i e n c h u o n g t r i n h m u c t i e u M T Q G , c h u o n g t r i n h m u c t i e u n a m 2 0 1 9 ;

X e t d e n g h i c u a G i i m d o c S d X a y d u n g t a i t d t r i n h s o 1 4 8 / T T r - S X D n g a y 2 6 t h i n g 6 n a m 2 0 1 9 ,

Q U Y E T DINH:

Dieu 1. P h e d u y e t d u i n d a u t u x a y d u n g c d n g t r i n h C a i t a o , s u a c h u a n h a a n - n h a h e p , k h u n o i t r u t r u o n g t i e u h o c P h i e n g C a m 2 , h u y e n M a i S o n t h u d c C h u o n g t r i n h m u c t i e u g i i o d u e v u n g n u i , v u n g d a n t d c t h i e u s d , v u n g I c h d l < h a n n a m 2 0 1 9 v d i n h u n g n d i d u n g c h i n h s a u :

1. Ten du* an: C a i t a o , s u a c h u a n h a a n - n h a b e p , k h u n d i t r u t r u d n g t i e u h o c P h i e n g C a m 2 .

2. Chu dau tu: S d G i i o d u e v a D a o t a o . A ^ ' A f A . A

3. Td chuc tu van lap hd so' bao cao kinh te-ky thuat:

C d n g t y c d p h a n t u v a n x a y d u n g S e n L a .

D i a c h i : S d 3 9 , d u d n g T d H i e u , t h a n h p h d S e n L a , t i n h S o n L a .

4. Chu nhiem lap thiet ke xay dung: K s . P h a m V a n C h i e u . 5. Muc tieu dau tu: V i e c C a i t a o , s u a c h u a n h a a n - n h a b e p , k h u n d i t r u

t r u d n g t i e u h o c P h i e n g C a m 2 n h a m d a m b a o v a d u y t r i s u l a m v i e c b i n h t h u d n g , a n t o a n c u a c d n g t r i n h t h e o q u i d i n h c u a t h i e t k e s u d t q u i t r i n h k h a i t h i c s u d u n g . T a n g h i e u q u a s u d u n g , c h d n g x u d n g c a p c d n g t r i n h v a h o a n t h i e n c a s d v a t c h a t h a t a n g m o t c i c h t o a n d i e n t h e o t i e u c h u a n d i m b a o d u y t r i b o a t d g n g c u a t r u d n g , g i u p t h a y v a t r d n h a t r u d n g y e n t a r n d a y v a h g c d a t k e t q u a c a o n h a t .

6. Ndi dung va quy md dau tu xay dung: r

6 . L C a i tao n h a & noi t r u so 1 :

* Phan cai tao:

- P h i n m i i , t r a n : T h i o d d t o a n b d h e t h d n g m i i g d i , c a u p h o n g l i t d g d d a h o n g , t h a y b a n g x a g d t h e p h o p , m i i b a n g t d n m u i d a y d = 0 , 3 5 m m ; P h i b d t u d n g t h u h o i , d d b e t d n g c d t t h e p g i a n g d i n h t u d n g , x a y l a i t u d n g t h u h d i , d d b e t d n g c d t t h e p m i c 2 0 0 g i i n g t h u h o i ; B o s u n g t r a n t h a c h c a o k i c h t h u d c ( 6 0 x 6 0 ) c m l e h u n g x u o n g n d i ;

2

- P h a n v u a t r a t t u d n g : B o c b d t o a n b d I d p t r a t t u d n g , c d t , d a m , t r a n , t r a t l a i b a n g v u a x i m a n g m a c 5 0 d a y d = l , 5 c m . T o a n b d t u d n g h o a n t h i e n I a n s o n t r u e t i e p ;

- P h a n g a c h l a t n e n n h a , h a n h l a n g : D u e b d t o a n b d I d p g a c h l a t n e n c u , l a t l a i b a n g g a c h C e r a m i c k i c h t h u d c ( 5 0 x 5 0 ) c m ;

- P h a n b a c t a m c a p : D u e b d I d p l a n g d a h o n g , l a n g l a i g r a n i t o .

- P h a n c u a : T h a y m d i t o a n b p c u a d i , c u a s d b a n g c u a t h e p d j n h h i n h .

- T h a y l a i t o a n b p h e t h d n g d i e n t r o n g v a n g o a i n h a . T o a n b p d a y d a n d a t t r o n g d n g g h e n m e m d i c h i m t u d n g , a m t r a n ; ( c d n g s u a t v a t i e t d i e n d a y t h e o h d s o t h i e t k e d a d u g c d u y e t ) .

* Phan ma rong:

- B d s u n g 0 2 g i a n t r u e ( 1 A ) ^ ( 1 ) b u d c g i a n 3 , 6 m d u g c t h i e t k e v d i g i a i p h a p m d n g x a y d a h o c v u a x i m a n g m a c 7 5 , d a y m d n g d e m c a t d e n t u d i n u d e d a m c h a t . T u d n g c h i u l u c d a m , s a n b e t d n g t o a n k h d i m a c 2 0 0 , m a i I g p t d n d e c h d n g n d n g , n e n l a t g a c h c r a m i c ( 5 0 x 5 0 ) c m . T o a n b d c u a d i , c u a s d b a n g c u a t h e p d i n h h i n h , b a c t a m c a p m a i g r a n i t o . T o a n b p t u d n g t r a n d u g c I a n s o n t r u e t i e p . H e t h d n g c a p d i e n d a t c h i m t u d n g ;

- Cdc chi tiet khdc: T r o n g h d s o t h i e t k e b a n v e t h i c d n g .

6.2. C a i tao^ ndng cap nhd a n :

- H i e n t r a n g n h a a n , n h a b e p l a m b a n g t r a n h , t r e , n u a , l a d a h o n g k h d n g d u d i e u k i e n d e c a i t a o , s u a c h u ' a n e n p h a d i d e x a y m d i v d i g i a i p h a p t h i e t k e c u t h e n h u s a u :

- Kien true: C d n g t r i n h d u g c t h i e t k e 1 t a n g v d i t d n g c h i e u d a i n h a l a 1 5 , 2 m ( t i n h t h e o t i m t u d n g ) v a t d n g c h i e u r d n g n h a l a 1 0 , 8 m ( t i n h t h e o t i m t u d n g ) . B u d c g i a n 5 , 0 m ; n h i p 5 , 0 m . C h i e u c a o t i n h t u c d t ± 0 , 0 0 0 d e n d i n h m a i l a 6 , 0 m . M a i I g p t d n c h d n g n d n g , v i k e o , x a g d t h e p h o p . N e n l a t g a c h g a c h d d k i c h t h u d c ( 4 0 x 4 0 ) c m . T r a t t u d n g t r o n g v a n g o a i v u a x i m a n g m a c 5 0 . T r a t g d p h a o , t h a n h t r a n g t r i v a c a c c h i t i e t k i e n t r u e k h a c b a n g v a r a x i m a n g m a c 7 5 . T u d n g t r o n g , n g o a i n h a v a t r a n d u g c I a n s o n t r u e t i e p .

- Ket cdu: M d n g d o n d d b e t d n g x i m a n g m a c 2 0 0 , d a y d e m b e t d n g d a 4 x 6 m a c 1 0 0 d a y , d = 1 0 c m . N h a k h u n g t h e p l a p g h e p l i e n k e t v d i m d n g b a n g b u I d n g M 2 0 x 5 0 0 c u d n g d p c a o . T u d n g b a o x a y g a c h I c h d n g n u n g v u a x i m a n g m a c 5 0 d a y 1 1 0 c a o 3 , 0 m , p h i a t r e n d u n g t a m n h u a t r a n g l a y a n h s a n g t u n h i e n . V i k e , x a g d b a n g t h e p h o p .

- Cap dien: N g u d n d i e n c a p c h o c d n g t r i n h d u g c l a y t u n g u d n d i e n h i e n c d c u a t r u d n g t d i t u d i e n t d n g c u a n h a r d i p h a n p h d i t d i c a c p h d n g . D i e n c h i e u s a n g s u d u n g d e n l e d t i e c k i e m d i e n , q u a t d u n g q u a t t r a n . C a c v a t l i e u , t h i e t b i d i e n c u a

3

c o n g t r i n h s u d u n g h a n g t r o n g n u d e d a t d u t i e u c h u a n . T o a n b d d a y d a n d a t t r o n g d n g g h e n c h i u n h i e t , e a c h d i e n .

- Thodt nude mdi: s u d u n g d n g P V C 0 1 1 0 t h o a t d u n g t a i c a c v i t r i t h o a t r a r a n h .

- Cdc chi tiet khdc: T r o n g h d s o t h i e t k e b a n v e t h i c d n g .

6.3. cm taoy sita c h i t a nhd bep

- P h a n m a i : T h a o d o t o a n b d h e t h d n g m a i t d n c u t h a y t o a n b d m a i b a n g t d n m u i m a u x a n h D ^ 0 , 3 5 m m . S o n l a i t o a n b d k e o t h e p , x a g d t h e p K T 8 0 x 4 0 x 2 , 5 m m .

- P h a n t u d n g : X a y m d i t u d n g k h u s o c h e b a n g g a c h l < h d n g n u n g d a y 1 1 0 c a o 2 , 5 m v u a x i m a n g m a c 5 0 , t r a t v u a x i m a n g m a c 5 0 D = 1 5 ; O p T u d n g t r o n g b e p , k h u s o c h e b a n g g a c h m e n k i n h k i c h t h u d c ( 2 5 x 4 0 ) c m c a o 2 , 1 m ; L a m m d i b a n s o a n c i l i a c h e b i e n m a t b a n d p g a c h m e n k i n h k i c h t h u d c ( 2 5 x 4 0 ) c m .

- P h a n v u a t r a t t u d n g : B o c b d t o a n b d I d p t r a t t u d n g , c d t , d a m , t r a n , t r a t l a i b a n g v u a x i m a n g m a c 5 0 d a y d = l , 5 c m . T o a n b p t u d n g h o a n t h i e n I a n s o n t r u e t i e p ;

- P h a n g a c h l a t n e n n h a , h a n h l a n g : P h a r d I d p l a n g n e n c u l a t l a i n e n b a n g g a c h C e r a m i c k i c h t h u d c ( 5 0 x 5 0 ) c m , n e n k h u s o c h e l a t g a c h g d m m a u n a u d o k i c h t h u d c ( 4 0 x 4 0 ) c m , I d i u r u a d d l a t g a c h m e n k i n h c h d n g t r c m k i c h t h u d c ( 3 0 x 3 0 ) c m .

- P h a n c u a : T h a y m d i t o a n b p c u a d i , c u a s d b a n g c u a t h e p d i n h h i n h .

- T h a y l a i t o a n b p h e t h d n g d i e n t r o n g v a n g o a i n h a . T o a n b p d a y d a n d a t t r o n g d n g g h e n m e m d i c h i m t u d n g , a m t r a n ; ( c d n g s u a t v a t i e t d i e n d a y t h e o h d s o t h i e t k e d a d u p e d u y e t ) .

- L a m m d i h e t h d n g c a p n u d e .

6.4. Ke ctd: T d n g c h i e u d a i k e L = 2 3 , 5 m . M d n g k e t i e p d i e n h i n h c h u n h a t k i c h t h u d c ( 0 , 5 x O , 3 ) m , t h a n k e t i e p d i e n h i n h t h a n g k i c h t h u d c ( d a y k e 0 , 5 m , d i n h k e 0 , 3 m , c h i e u c a o k e 0 , 8 m ) , k e x a y d a h o c v u a x i m a n g m a c 7 5 , d e m d n g d e m c a t d e n t u d i n u d e d a m c h a t d a y d = 5 c m . T r e n k e d a l a p I a n c a n b a o v e t r u b a n g t h e o t r d n f 9 0 , c a c t r y l i e n k e t v d i n h a u b a n g t h e p h o p 4 0 x 4 0 x 1 , 2 v a t h e p t r d n f 3 2 . D a y I a n c a n d d g i a n g b a n g b e t d n g c d t t h e p d a 1 x 2 m a c 2 0 0 .

6.5. Cdc chi tiet khdc: T r o n g h d s o t h i e t k e b a n v e t h i c d n g d a t h a m d i n h .

7. Dia diem xay dung: X a P h i e n g C a m 2 , h u y e n M a i S o n , t i n h S o n L a .

8. Dien ti'ch su dung dat: T r o n g k h u d n v i e n k h u d a t c u a t r u d n g .

9. Loai cap cdng trinh: C d n g t r i n h c a i t a o , s u a c h u a - C a p I II .

10. Sd budc thiet ke: 0 1 b u d c .

11. G i a t r i t o n g m u c d a u t u : 1.139,732 trieu ddng.

Trong do:

- C h i p h i x a y d u n g

- C h i p h i q u a n l y d u a n

- C h i p h i t u v a n d a u t u x a y d u n g

- C h i p h i I d i a c

- C h i p h i d u p h o n g

9 1 1 , 8 1 5 t r i e u d o n g ;

2 7 , 2 0 5 t r i e u d d n g ;

9 7 , 9 1 3 t r i e u d d n g ;

4 8 , 3 4 5 t r i e u d o n g ;

5 4 , 4 5 5 t r i e u d o n g ;

12, Ngudn vdn va kha nang can ddi vdn

1 2 A . N g u o n vdn: T h e o Q u y d t d i n h s d 2 4 5 / Q D - U B N D n g a y 2 9 / 0 1 / 2 0 1 9 c u a U B N D t i n h S o n L a v e v i e c p h a n b d n g u d n k i n h p h i s u n g h i e p t h i r c h i e n c a c C h u o n g t r i n h M T Q G , c h u o n g t r i n h m u c t i e u n a m 2 0 1 9 .

r r

1 2 . 2 . K h d ndng can doi vdn

Ndi dung Nam 2019-2020

Vdn Trung uung

Vdn ddi ung Tdng cdng

C a i t a o , s u a c h u a n h a a n -n h a b e p , k h u n d i t r u t r u d n g

t i e u h o c P h i e n g C a m 2 1 . 1 3 9 , 7 3 2 6 9 1 , 7 7 9 4 4 7 , 9 5 3 1 . 1 3 9 , 7 3 2

13. Hinh thirc quan ly: D u a n c d t d n g m u c d a u t u d u d i 15 t y d d n g ; c h u d a u t u c a n c u t h e o K h o a n 8 D i e u 1 N g h i d i n h s d 4 2 / 2 0 1 7 / N D - C P n g a y 0 5 t h a n g 4 n a m 2 0 1 7 c u a C h i n h p h u d e t d c h u c t h u c h i e n q u a n l y d u a n t h e o d u n g q u y d i n h .

14. Then gian thuc hien: N a m 2 0 1 9 - 2 0 2 0 .

Dieu 2: S d G i a o d u e v a D a o t a o t i n h S o n L a (chu dau tu) c d t r a c h n h i e m t d c h u c t r i e n l < h a i t h u c h i e n d u a n t h e o c a c n d i d u n g g h i t a i D i e u 1 Q u y e t d i n h n a y ; k h d n g d e t h a t t h o a t , l a n g p h i v d n d a u t u ; q u a n l y d u a n , q u a n l y c h i p h i d a u t u x a y d u n g , q u a n l y c h a t l u g n g c d n g t r i n h x a y d u n g d u n g q u y d i n h .

Dieu 3: C h a n h V a n p h d n g U B N D t i n h ; G i a m d d c c a c s d : K e h o a c h v a D a u t u , X a y d u n g , T a i c h i n h , G i a o d u e v a D a o t a o ; G i a m d d c K h o b a c n h a n u d e t i n h ; C h u t j c h U B N D h u y e n M a i S o n ; T h u t r u d n g c a c d o n v i c d l i e n q u a n c h i u t r a c h n h i e m t h i h a n h q u y e t d i n h n a y .

Q u y e t d i n h n a y c 6 h i e u l u c k e t u n g a y k y b a n h a n h . / . J i f ^

N a i nil a n : - T h u b n g t r u e t i n h uy ( b / c ) ; - T h u a n g t r u e H D N D t i n h ( b / c ) ; - C h u t j c h U B N D t i n h ( b / c ) ; - C a c d / c P h o C h u t i c h U B N D t i n h ; - N h u D i 6 L i 3 ( T / h ) ; - T r u n g t a m t h o n g t i n t i n h ; - L u u V T . T H , K G - V X , K T ( Q L i y - 0 3 ) . 2 5 b .

K T . C H U T I C K C H U T I C H

Le Hong Minh

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