UBND HUYEN DAN PHLT0NG CQNG HOA XA H0I CHU NGHIA …

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UBND HUYEN DAN PHLT0NG CQNG HOA XA H0I CHU NGHIA VIET NAM PHONG GIAO DVC VA DAO TAO DQc lap - Ty do - Hanh phuc So: 226/GDDT Dan Phucmg, ngay 22 thdng 4 nam 2019 Vv Huang dan tuyen sinh vao lop 10 THPT n a m h o c 2019-2020 Kinh g u i : 6 n g ( B a ) H i e u t r u a n g cac truang THCS. Can cu Cong van so 1094/SGDDT-QLT ngay 29/3/2019 c u a S o Giao due va Dao t a o H a Noi ve viec Huang dan tuyen sinh v a o l o p 1 0 THPT nam hoc 2 0 1 9 - 2 0 2 0 . P h o n g GDDT Dan Phucmg yeu cau cac truang t h i r c h i e n n h u sau: 1. Nghien c u u k y Cong van 1094/SGDDT-QLT ngay 29/3/2019 cua Sa Giao due va Dao t a o H a Npi ve viec Huong dan tuyen sinh v a o l a p 1 0 THPT nam hoc 2019 - 2020, tai lieu "Nhung dieu can biet ve tuyen sinh v a o l o p 10 THPT nam hoc 2019 - 2020"va thuc hien theo dung ke hoach c u a S o GDDT quy dinh. 2. Thanh lap Hoi d6ng tuyen s i n h v a o l a p 1 0 THPT cua truang gom hieu truang, pho h i e u t r u a n g , GVCN lap 9 nam hoc 2019- 2020 va mot so thanh vien khac. Ban chi dao co trach nhiem thuc hien Huong d a n c u a Phong Giao due va Dao tao, So Giao d u e v a Dao tao ve tuyen s i n h v a o l a p 1 0 THPT nam hoc 2019 - 2020. 3. To chuc c h o c a n b p , giao vien du kien lam nhiem vu thi v a h o c sinh hoc t a p q u y c h e tuyen sinh theo Thong t u s o 04/2017/TT-BGDDT ngay 25/01/2017 c u a B p Giao d u e v a Dao tao V e v i e c ban hanh Quy che thi Trung hoc pho thong quoc gia va x e t t o t nghiep THPT va dupe su doi bo sung tai Thong t u s 6 04/2018/TT-BGDDT ngay 28/02/2018 cua Bp truang Bp Giao due va Dao tao, each v i e t P h i e u dang k y d u tuyen theo dung quy d i n h . S a u khi hoc s i n h n o p Phieu dang k y d u tuyen, h i e u t r u d n g ky, dong dau, truang pho to ban chinh thanh 02 b a n ( 1 b a n l u u t a i t r u a n g , 1 b a n n o p Phong Giao due va Dao tao). 4. Don nop ve Phong Giao d u e v a Dao tao (ban chinh va ban photo) xep theo lap (thu tu a,b,c...), m o i l o p t h a n h 1 tap, nhung hoc sinh thi chuyen xep thanh tap rieng. 5. To chuc c a i d a t phan mem tuyen sinh l o p 1 0 THPT va nhap du lieu tuyen sinh tu Phieu dang k i c u a hoc sinh. In k i e m t r a danh sach hoc sinh dang ki du t h i d o i khop h o s a va don dang ki cua hoc s i n h ( h p ten, ngay s i n h , d i e m uu tien, khuyen k h i c h , n g u y e n vpng du tuyen .... ). 6. Huong dan HS each tinh diem sa t u y e n ( d o i v a i n h u n g HS dang k y d u thi vao lop chuyen).

Transcript of UBND HUYEN DAN PHLT0NG CQNG HOA XA H0I CHU NGHIA …

Page 1: UBND HUYEN DAN PHLT0NG CQNG HOA XA H0I CHU NGHIA …

U B N D H U Y E N D A N P H L T 0 N G CQNG HOA XA H 0 I CHU NGHIA V I E T NAM PHONG GIAO DVC VA DAO TAO DQc lap - T y do - Hanh phuc

S o : 2 2 6 / G D D T Dan Phucmg, ngay 22 thdng 4 nam 2019 V v H u a n g d a n t u y e n s i n h v a o l o p 10

T H P T n a m h o c 2 0 1 9 - 2 0 2 0

K i n h g u i : 6 n g ( B a ) H i e u t r u a n g c a c t r u a n g T H C S .

C a n c u C o n g v a n s o 1 0 9 4 / S G D D T - Q L T n g a y 2 9 / 3 / 2 0 1 9 c u a S o G i a o d u e v a D a o t a o H a N o i v e v i e c H u a n g d a n t u y e n s i n h v a o l o p 1 0 T H P T n a m h o c 2 0 1 9 - 2 0 2 0 . P h o n g G D D T D a n P h u c m g y e u c a u c a c t r u a n g t h i r c h i e n n h u s a u :

1. N g h i e n c u u k y C o n g v a n 1 0 9 4 / S G D D T - Q L T n g a y 2 9 / 3 / 2 0 1 9 c u a S a G i a o d u e v a D a o t a o H a N p i v e v i e c H u o n g d a n t u y e n s i n h v a o l a p 1 0 T H P T n a m h o c 2 0 1 9 - 2 0 2 0 , t a i l i e u " N h u n g d i e u c a n b i e t v e t u y e n s i n h v a o l o p 1 0 T H P T n a m h o c 2 0 1 9 - 2 0 2 0 " v a t h u c h i e n t h e o d u n g k e h o a c h c u a S o G D D T q u y d i n h .

2. T h a n h l a p H o i d 6 n g t u y e n s i n h v a o l a p 1 0 T H P T c u a t r u a n g g o m h i e u t r u a n g , p h o h i e u t r u a n g , G V C N l a p 9 n a m h o c 2 0 1 9 - 2 0 2 0 v a m o t s o t h a n h v i e n k h a c . B a n c h i d a o c o t r a c h n h i e m t h u c h i e n H u o n g d a n c u a P h o n g G i a o d u e v a D a o t a o , S o G i a o d u e v a D a o t a o v e t u y e n s i n h v a o l a p 1 0 T H P T n a m h o c 2 0 1 9 - 2 0 2 0 .

3. T o c h u c c h o c a n b p , g i a o v i e n d u k i e n l a m n h i e m v u t h i v a h o c s i n h h o c t a p q u y c h e t u y e n s i n h t h e o T h o n g t u s o 0 4 / 2 0 1 7 / T T - B G D D T n g a y 2 5 / 0 1 / 2 0 1 7 c u a B p G i a o d u e v a D a o t a o V e v i e c b a n h a n h Q u y c h e t h i T r u n g h o c p h o t h o n g q u o c g i a v a x e t t o t n g h i e p T H P T v a d u p e s u d o i b o s u n g t a i T h o n g t u s 6 0 4 / 2 0 1 8 / T T - B G D D T n g a y 2 8 / 0 2 / 2 0 1 8 c u a B p t r u a n g B p G i a o d u e v a D a o t a o , e a c h v i e t P h i e u d a n g k y d u t u y e n t h e o d u n g q u y d i n h . S a u k h i h o c s i n h n o p P h i e u d a n g k y d u t u y e n , h i e u t r u d n g k y , d o n g d a u , t r u a n g p h o t o b a n c h i n h t h a n h 0 2 b a n ( 1 b a n l u u t a i t r u a n g , 1 b a n n o p P h o n g G i a o d u e v a D a o t a o ) .

4. D o n n o p v e P h o n g G i a o d u e v a D a o t a o ( b a n c h i n h v a b a n p h o t o ) x e p t h e o l a p ( t h u t u a , b , c . . . ) , m o i l o p t h a n h 1 t a p , nhung hoc sinh thi chuyen xep thanh tap rieng.

5. T o c h u c c a i d a t p h a n m e m t u y e n s i n h l o p 1 0 T H P T v a n h a p d u l i e u t u y e n s i n h t u P h i e u d a n g k i c u a h o c s i n h . I n k i e m t r a d a n h s a c h h o c s i n h d a n g k i d u t h i d o i k h o p h o s a v a d o n d a n g k i c u a h o c s i n h ( h p t e n , n g a y s i n h , d i e m u u t i e n , k h u y e n k h i c h , n g u y e n v p n g d u t u y e n . . . . ) .

6. H u o n g d a n H S e a c h t i n h d i e m s a t u y e n ( d o i v a i n h u n g H S d a n g k y d u t h i v a o l o p c h u y e n ) .

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7. R a s o a t , k i e m t r a n h u n g h o c s i n h t r o n g d i e n d u g c t u y e n t h a n g , h u d n g d a n h o c s i n h h o a n t h i e n h o s o , n o p h o s o d a m b a o d u n g q u y chL

8. N g h i e m c a m k h o n g d u g c e p b u g c h o a c v a n d g n g h o c s i n h k h o n g t h a m g i a d a n g k y d u t h i v a o l a p 1 0 T H P T .

9 . P h o b i e n t a i p h u h u y n h v a h o c s i n h v e t u y e n s i n h c h u o n g t r i n h s o n g b a n g t u t a i T H P T q u o c g i a V i e t N a m v a t u t a i A n h q u o c , h u d n g d a n h o c s i n h d a n g k y d u t h i t h e o q u y d i n h .

10. T r u a n g h o p h o c s i n h d a n g k y d u t h i c o n g u y e n v o n g h o c n g o a i c o n g l a p ( N C L ) , p h a i c o d o n c a m k e t c u a c h a m e h o c s i n h .

11. T h o n g b a o t a i c a c t h i s i n h t u d o t r o n g d i a b a n x a , t h i t r a n d a n g k y d u t h i v a m u a h o s a t a i P h o n g G i a o d u e v a D a o t a o t u n g a y 2 2 / 4 / 2 0 1 9 d e n 0 2 / 5 / 2 0 1 9 .

N g o a i l i c h t h e o q u y d i n h c u a S a G D D T , p h o n g G D D T c u t h e t h e m m o t s o l i c h n h u s a u (neu co thay doi Phong GD se thong bao bo sung sau).

I . CONG T A C CHUAN B I

Thai gian Dun vi Noi dung , •— a r

1 8 / 4 / 2 0 1 9 T r u a n g 1 4 h 0 0 : N h a n P h i e u d a n g k y d u t u y e n v a o l o p 10 T H P T v a c u o n " N h u n g d i e u c a n b i e t v e t u y e n s i n h v a o l o p 1 0 T H P T n a m h o c 2 0 1 9 -2 0 2 0 " t a i P h o n g G D D T .

2 2 / 4 - 0 2 -5 / 2 0 1 9

P h o n g G D D T T h i s i n h t u d o m u a h o s o t u y e n s i n h t a i P G D

2 4 / 4 / 2 0 1 9 P h o n g G D D T

1 4 h 0 0 : H o p h i e u t r u d n g v e c o n g t a c T S l o p 1 0 v a x e t T N T H C S t a i P h o n g G D D T (lich cu the se thong bao sau).

2 5 / 4 / 2 0 1 9 P h o n g G D D T

T a p h u a n c a i d a t v a n h a p d u l i e u t u y e n s i n h t a i P h o n g G D D T . (lich cu the se thong bao sau)

0 2 / 5 / 2 0 1 9 T r u a n g

H o a n t h a n h t i n h d i e m c o n g t h e m ; d i e m s o t u y e n (ddi vai cac TS thi chuyen)

0 2 / 5 / 2 0 1 9 T r u a n g T h u "Phi£u d a n g k y d u t u y e n v a o l o p 1 0 T H P T n a m h g c 2 0 1 9 - 2 0 2 0 " c i i a h g c s i n h ( H S ) ; T h u v a k i e m t r a h o s o H S d S n g k y d u x e t t u y e n t h a n g c i i a h g c s i n h .

0 4 - 0 6 / 5 / 2 0 1 9 T r u a n g A A A X X "*

Nhap du lien tuyen sinh tren phan mem tuyen sinh tai cac truang THCS, in danh sach, kiem tra doi khop ho sa va gui du li£u ve Phong GD qua email ve d/c: [email protected]

0 6 / 5 / 2 0 1 9 P h o n g G D D T

T o c h u c k i e m t r a c h e o g i u a c a c t r u a n g v e v i e c t i n h d i e m u u t i e n , d i e m s a t u y e n , k h u v u c t u y e n s i n h ( K V T S ) c u a H S .

0 6 / 5 / 2 0 1 9 T r u a n g

- N o p p h i e u d a n g k y d u t u y e n ( b a n c h i n h v a p h o t o ) , d a n c h u y e n k h u v u c t u y e n s i n h ( n e u c o ) d a n h s a c h h g c s i n h d a n g k i d u t h i c o k i x a c n h a n c u a h g c s i n h , b a n g i a m h i ^ u ; H o s o v a d a n h s a c h H S d a n g k y x e t t u y e n t h a n g v e P h o n g G D D T . - N o p d a n h s a c h c a n b o , g i a o v i e n c o i , c h a m t h i t u y e n s i n h l o p 1 0 T H P T ( t h e o m l u g u i ) q u a e m a i l t h e o d / c : [email protected]

0 7 / 5 -1 5 / 5 / 2 0 1 9 T r u a n g T o c h u c h g c t a p Q u y c h e t h i t o t n g h i e p T H P T Q u o c g i a c h o t o a n t h e

c a n b o , g i a o v i e n , n h a n v i e n v a h g c s i n h l o p 9 c u a t r u d n g .

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0 8 / 5 / 2 0 1 9 T r u d n g N h a n d a n h s a c h t h i s i n h d a n g k y d u t u y e n i n t i r c h u o n g t r i n h c i i a P h o n g G D D T v e k i e m t r a d o i k h d p .

1 0 / 5 / 2 0 1 9 T r u d n g

if — —

H S x e m d a n h s a c h d u t u y e n t a i cac t r u d n g , t h i s i n h t i r d o , t h i s i n h t i n h n g o a i x e m t a i p h d n g G D D T . H S k i e m t r a t o a n b o t h o n g t i n c a n h a n , d i e m c o n g t h e m , d i e m s o t u y e n , n g u y e n v p n g d a n g k y ... N e u c o s a i s o t d e n g h i n h a t r u d n g s u a c h t r a k i p t h d i .

1 3 / 5 / 2 0 1 9 P h o n g G D D T V _ J i_y i_y i

- C o n g b o d i e m c o n g t h e m - N o p S o : D o n v a D i r l i e u t h i s i n h D K D T ; H o s o (ban Sao) v a d a n h s a c h H S d i i d i e u k i e n d u x e t t u y e n t h a n g .

1 5 / 5 / 2 0 1 9 T r u d n g H o a n t h a n h v i e c c a p m a h o c s i n h ( k e r n m a t k h a u ) c h o C M H S

1 5 / 5 / 2 0 1 9 P h o n g G D D T

N h a n d o n v a n h a p d u l i e u t h a y d o i n g u y e n v o n g d u t u y e n c i i a H S (khong nhan dan thay doi nguyen vong chuyen)

1 6 / 5 / 7 0 1 9 1 1 U U I I L , - N h a n d a n h s a c h h o c s i n h d a n g k y d u t h i c h i n h t h u c v e k i e m t r a l a n c u o i .

1 7 / 5 / 2 0 1 9 P h o n g G D D T

N d n S d d o n v a d u l i e u t h a v d d i n p u v e n v o n p d u t u v e n c i i a H S

1 8 / 5 / 2 0 1 9 T r u d n g N o p d a n h s a c h h g c s i n h d a n g k y d u t h i c h i n h t h u c s a u k h i d a k i e m t r a

2 3 / 5 / 2 0 1 9 I ' M /"\ M C I

I n u n g G D D T

N o p S o F i l e d u l i e u c a n b o , g i a o v i e n t h a m g i a c o i t h i , c h a i n t h i .

2 4 / 5 / 2 0 1 9 T r u d n g N h a n P h i e u b a o t h i v a o l o p 10 T H P T

2 5 / 5 / 2 0 1 9 T r u d n g H o a n t h a n h g i a o " P h i e u b a o t h i v a o l o p 10 T H P T " c h o h o c s i n h

3 0 / 5 / 2 0 1 9 T r u d n g 1 5 h 0 0 : N h a n q u y e t d i n h d i e u d g n g c o i t h i , c h a m t h i

I I . C O I THI , CHAM THI

0 1 / 6 / 2 0 1 9 D i e m t h i

- 7 h 3 0 : H g p t o a n t h e D i e m t h i , t o c h u c h g c Q u y c h e t h i c h o t o a n t h e L a n h d a o , c a n b o c o i t h i , c a n b o g i a m sat, n h a n v i e n p h u c v u c u a D i e m t h i . - 9 h 3 0 : T o c h u c h g c Q u y c h e t h i c h o t h i s i n h , t h o n g b a o B a n g g h i t e n d u t h i d e t h i s i n h k i e m t r a , b a o c a o s a i s o t c h o D i e m t h i .

0 2 / 6 -0 3 / 6 / 2 0 1 9

D i e m t h i C o i t h i t a i c a c D i l m t h i T H P T

0 3 / 6 -0 5 / 6 / 2 0 1 9

D i e m t h i C o i t h i t a i cac D i e m t h i c h u y e n

0 6 / 6 -1 6 / 6 / 2 0 1 9

B a n c h a m

t h i

C h a m t h i m o n V a n t a i T H P T C h u V a n A n ; i n o n T o a n t a i T H P T N g u y e n T r a i - B a D i n h ; m o n N g o a i n g u ( p h a n t u l u a n ) t a i T H P T V i e t D u e .

1 9 / 6 -2 0 / 6 / 2 0 1 9

P h o n g G D D T N h a n P h i e u b a o k e t q u a t h i .

2 0 / 6 / 2 0 1 9 T r u d n g N h a n P h i e u b a o k e t q u a t h i . ! < 7 * 7 1

2 0 / 6 / 2 0 1 9 T r u d n g T r a h o s o v a " G i a y b a o k e t q u a q u y e n s i n h v a o l o p 10 T H P T n a m h o c 2 0 1 9 - 2 0 2 0 " c h o h g c s i n h

2 5 / 6 / 2 0 1 9 T r u d n g <

N o p d o n p h u c k h o a c u a h g c s i n h v a D a n h s a c h H S p h u c k h a o v e P h o n g G D D T .

2 7 / 6 / 2 0 1 9 P h o n g G D D T N h a p d a n h s a c h p h u c k h a o v a n o p S o G D D T d u l i e u H S p h u c k h a o .

1 1 / 7 / 2 0 1 9 P h o n g G D D T N h a n k e t q u a p h u c k h a o t a i S o .

1 1 / 7 / 2 0 1 9 T r u d n g N h a n k e t q u a p h u c k h a o t a i P h o n g G D D T . 3

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T r e n d a y l a h u d n g d a n t u y e n s i n h v a o l d p 1 0 T H P T n a m h o c 2 0 1 9 - 2 0 2 0 . P h o n g G D D T y e u c a u c a c t r u d n g T H C S n g h i e n c u u k y v a n b a n , t h u c h i e n d u n g h u d n g d a n . d o n g t h a i c o t r a c h n h i e m t h o n g b a o r o n g r a i c h o h o c s i n h , c h a m e h g c s i n h b i e t d e t h u c h i e n . T r o n g q u a t r i n h t h u c h i e n n e u c o k h d k h a n v u d n g m a c c a n b a o c a o v e P h o n g G D D T d e x e m x e t g i a i q u y e t . / . _ ^ ^ -

- Nffi n h a n : ^ T R U O N G P H O N G - B C D t h i v a T S h u y e n D a n P h u g n g ; ( d e b a o c a o ) - Cac t r u d n g T H C S ; ( d e t h u c h i e n ) - L u u V T .

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