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                         H o m e P o n d o k M o d e r n D a r u s s a l a m G o n t o r B e r a n d a T e n t a n g G o n t o r P r o f i l P i m p i n a n T r i m u r t i K . H . A h m a d S a h a l K . H . Z a i n u d d i n F a n n a n i e K H I m a m Z a r k a s y i P i m p i n a n P o n d o k K H S h o i m a n L u q m a n u l H a k i m ( 1 9 8 5 1 9 9 9 ) D r ( H C ) . K . H . A b d u l l a h S y u k r i Z a r k a s y i , M A ( 1 9 8 5 2 0 2 0 ) K . H . H a s a n A b d u l l a h S a h a l K . H . I m a m B a d r i ( 1 9 9 9 2 0 0 6 ) K . H . S y a m s u l H a d i A b d a n ( 2 0 0 6 2 0 2 0 ) P r o f . D r . K . H . A m a l F a t h u l l a h Z a r k a s y i , M . A . D r s . K . H . M . A k r i m M a r i y a t , D i p l . A . E d B a d a n W a k a f P M D G K a m p u s C a b a n g K a m p u s P u t r a P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 2 P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 3 – D a r u l M a ’ r i f a t P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 4 – D a r u l M u t t a q i e n P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 5 – D a r u l Q i y a m P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 6 – R i y a d h a t u l M u j a h i d i n P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 7 P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 8 – D a r u l A m i n P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 9 P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 1 0 P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 1 1 – I t t i h a d u l U m m a h P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 1 2 K a m p u s P u t r i P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 1 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 2 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 3 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 4 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 5 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 6 – I t t i h a d u l U m m a h P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 7 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 8 F a l s a f a h M o t o P a n c a J a n g k a P a n c a J i w a S i n t e s a P e n d i d i k a n K u l l i y y a t u l M u ’ a l l i m i n A l I s l a m i y y a h G o n t o r P u t r a K u l l i y a t u l M u ’ a l l i m a t A l I s l a m i y a h G o n t o r P u t r i U n i v e r s i t a s D a r u s s a l a m G o n t o r P e r s a m a a n I j a z a h T u j u a n P e n d i d i k a n d a n P e n g a j a r a n W a r t a D u n i a ( W a r d u n ) 2 0 2 1 S e j a r a h G o n t o r L a m a P o n d o k T e g a l s a r i P o n d o k G o n t o r L a m a G o n t o r B a r u B e r d i r i n y a P o n d o k G o n t o r B a r u , G a g a s a n & C i t a c i t a T a r b i y a t u l A t h f a l , 1 9 2 6 P e m b u k a a n S u l l a m u l M u t a ’ a l l i m i n , 1 9 3 2 P e m b u k a a n K u l l i y y a t u l M u ’ a l l i m i n A l I s l a m i y y a h , 1 9 3 6 K e p e m i m p i n a n G e n e r a s i P e r t a m a K e p e m i m p i n a n G e n e r a s i K e d u a S e j a r a h L a t a r B e l a k a n g S e l a y a n g P a n d a n g S i n t e s a S t r u k t u r W a r t a P e n d a f t a r a n P e n d a f t a r a n K M I P e n d a f t a r a n C a l o n P e l a j a r ( 1 2 5 R a m a d h a n 1 4 4 5 ) P e n d a f t a r a n K e l a s P e r s i a p a n C a l o n P e l a j a r ( M u l a i 2 0 S y a w w a l 1 4 4 5 ) U j i a n L a n j u t a n K M I u n t u k S a n t r i B a r u P M B U n i d a G o n t o r K o n t a k & A l a m a t S e a r c h P o n d o k M o d e r n P o n d o k M o d e r n B e r a n d a T e n t a n g G o n t o r P r o f i l P i m p i n a n T r i m u r t i K . H . A h m a d S a h a l K . H . Z a i n u d d i n F a n n a n i e K H I m a m Z a r k a s y i P i m p i n a n P o n d o k K H S h o i m a n L u q m a n u l H a k i m ( 1 9 8 5 1 9 9 9 ) D r ( H C ) . K . H . A b d u l l a h S y u k r i Z a r k a s y i , M A ( 1 9 8 5 2 0 2 0 ) K . H . H a s a n A b d u l l a h S a h a l K . H . I m a m B a d r i ( 1 9 9 9 2 0 0 6 ) K . H . S y a m s u l H a d i A b d a n ( 2 0 0 6 2 0 2 0 ) P r o f . D r . K . H . A m a l F a t h u l l a h Z a r k a s y i , M . A . D r s . K . H . M . A k r i m M a r i y a t , D i p l . A . E d B a d a n W a k a f P M D G K a m p u s C a b a n g K a m p u s P u t r a P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 2 P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 3 – D a r u l M a ’ r i f a t P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 4 – D a r u l M u t t a q i e n P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 5 – D a r u l Q i y a m P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 6 – R i y a d h a t u l M u j a h i d i n P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 7 P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 8 – D a r u l A m i n P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 9 P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 1 0 P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 1 1 – I t t i h a d u l U m m a h P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 1 2 K a m p u s P u t r i P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 1 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 2 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 3 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 4 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 5 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 6 – I t t i h a d u l U m m a h P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 7 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 8 F a l s a f a h M o t o P a n c a J a n g k a P a n c a J i w a S i n t e s a P e n d i d i k a n K u l l i y y a t u l M u ’ a l l i m i n A l I s l a m i y y a h G o n t o r P u t r a K u l l i y a t u l M u ’ a l l i m a t A l I s l a m i y a h G o n t o r P u t r i U n i v e r s i t a s D a r u s s a l a m G o n t o r P e r s a m a a n I j a z a h T u j u a n P e n d i d i k a n d a n P e n g a j a r a n W a r t a D u n i a ( W a r d u n ) 2 0 2 1 S e j a r a h G o n t o r L a m a P o n d o k T e g a l s a r i P o n d o k G o n t o r L a m a G o n t o r B a r u B e r d i r i n y a P o n d o k G o n t o r B a r u , G a g a s a n & C i t a c i t a T a r b i y a t u l A t h f a l , 1 9 2 6 P e m b u k a a n S u l l a m u l M u t a ’ a l l i m i n , 1 9 3 2 P e m b u k a a n K u l l i y y a t u l M u ’ a l l i m i n A l I s l a m i y y a h , 1 9 3 6 K e p e m i m p i n a n G e n e r a s i P e r t a m a K e p e m i m p i n a n G e n e r a s i K e d u a S e j a r a h L a t a r B e l a k a n g S e l a y a n g P a n d a n g S i n t e s a S t r u k t u r W a r t a P e n d a f t a r a n P e n d a f t a r a n K M I P e n d a f t a r a n C a l o n P e l a j a r ( 1 2 5 R a m a d h a n 1 4 4 5 ) P e n d a f t a r a n K e l a s P e r s i a p a n C a l o n P e l a j a r ( M u l a i 2 0 S y a w w a l 1 4 4 5 ) U j i a n L a n j u t a n K M I u n t u k S a n t r i B a r u P M B U n i d a G o n t o r K o n t a k & A l a m a t S e a r c h P o n d o k M o d e r n B e r a n d a T e n t a n g G o n t o r P r o f i l P i m p i n a n T r i m u r t i K . H . A h m a d S a h a l K . H . Z a i n u d d i n F a n n a n i e K H I m a m Z a r k a s y i P i m p i n a n P o n d o k K H S h o i m a n L u q m a n u l H a k i m ( 1 9 8 5 1 9 9 9 ) D r ( H C ) . K . H . A b d u l l a h S y u k r i Z a r k a s y i , M A ( 1 9 8 5 2 0 2 0 ) K . H . H a s a n A b d u l l a h S a h a l K . H . I m a m B a d r i ( 1 9 9 9 2 0 0 6 ) K . H . S y a m s u l H a d i A b d a n ( 2 0 0 6 2 0 2 0 ) P r o f . D r . K . H . A m a l F a t h u l l a h Z a r k a s y i , M . A . D r s . K . H . M . A k r i m M a r i y a t , D i p l . A . E d B a d a n W a k a f P M D G K a m p u s C a b a n g K a m p u s P u t r a P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 2 P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 3 – D a r u l M a ’ r i f a t P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 4 – D a r u l M u t t a q i e n P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 5 – D a r u l Q i y a m P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 6 – R i y a d h a t u l M u j a h i d i n P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 7 P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 8 – D a r u l A m i n P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 9 P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 1 0 P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 1 1 – I t t i h a d u l U m m a h P o n d o k M o d e r n D a r u s s a l a m G o n t o r K a m p u s 1 2 K a m p u s P u t r i P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 1 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 2 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 3 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 4 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 5 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 6 – I t t i h a d u l U m m a h P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 7 P o n d o k M o d e r n D a r u s s a l a m G o n t o r P u t r i K a m p u s 8 F a l s a f a h M o t o P a n c a J a n g k a P a n c a J i w a S i n t e s a P e n d i d i k a n K u l l i y y a t u l M u ’ a l l i m i n A l I s l a m i y y a h G o n t o r P u t r a K u l l i y a t u l M u ’ a l l i m a t A l I s l a m i y a h G o n t o r P u t r i U n i v e r s i t a s D a r u s s a l a m G o n t o r P e r s a m a a n I j a z a h T u j u a n P e n d i d i k a n d a n P e n g a j a r a n W a r t a D u n i a ( W a r d u n ) 2 0 2 1 S e j a r a h G o n t o r L a m a P o n d o k T e g a l s a r i P o n d o k G o n t o r L a m a G o n t o r B a r u B e r d i r i n y a P o n d o k G o n t o r B a r u , G a g a s a n & C i t a c i t a T a r b i y a t u l A t h f a l , 1 9 2 6 P e m b u k a a n S u l l a m u l M u t a ’ a l l i m i n , 1 9 3 2 P e m b u k a a n K u l l i y y a t u l M u ’ a l l i m i n A l I s l a m i y y a h , 1 9 3 6 K e p e m i m p i n a n G e n e r a s i P e r t a m a K e p e m i m p i n a n G e n e r a s i K e d u a S e j a r a h L a t a r B e l a k a n g S e l a y a n g P a n d a n g S i n t e s a S t r u k t u r W a r t a P e n d a f t a r a n P e n d a f t a r a n K M I P e n d a f t a r a n C a l o n P e l a j a r ( 1 2 5 R a m a d h a n 1 4 4 5 ) P e n d a f t a r a n K e l a s P e r s i a p a n C a l o n P e l a j a r ( M u l a i 2 0 S y a w w a l 1 4 4 5 ) U j i a n L a n j u t a n K M I u n t u k S a n t r i B a r u P M B U n i d a G o n t o r K o n t a k & A l a m a t S e a r c h B e r i t a T e r k i n i P e m b u k a a n S e m e s t e r K e d u a , L e m b a r a n B a r u D e n g a n N i a t y a n g B a r u A k t i v i s P a l e s t i n a , H u s e i n G a z a K u n j u n g i P M D G M e n u m b u h k a n R a s a P e r s a t u a n U m a t I s l a m d e n g a n S i l a t u r r a h i m A k b a r U l a m a d a n T o k o h I s l a m S u r a k a r t a U j i a n U n t u k P e r b a r u i N i a t , T e g a s k a n N i a t I b a d a h L i l l a h i T a ’ a l a L a n j u t a n P r o g r a m P e n u l i s a n M u s h a f G o n t o r , L P M Q A d a k a n K u n j u n g a n k e P M D G s a n t r i P e m b u k a a n S e m e s t e r K e d u a , L e m b a r a n B a r u D e n g a n N i a t y a n g B a r u H u m a s 2 4 S e p 2 0 2 4 s a n t r i A k t i v i s P a l e s t i n a , H u s e i n G a z a K u n j u n g i P M D G H u m a s 0 7 S e p 2 0 2 4 s a n t r i M e n u m b u h k a n R a s a P e r s a t u a n U m a t I s l a m d e n g a n S i l a t u r r a h i m A k b a r U l a m a d a n T o k o h I s l a m S u r a k a r t a s a n t r i U j i a n U n t u k P e r b a r u i N i a t , T e g a s k a n N i a t I b a d a h L i l l a h i T a ’ a l a s a n t r i L a n j u t a n P r o g r a m P e n u l i s a n M u s h a f G o n t o r , L P M Q A d a k a n K u n j u n g a n k e P M D G s a n t r i N a s i o n a l i s m e d i P e s a n t r e n , o l e h : K H . H a s a n A b d u l l a h S a h a l s a n t r i H U T R I k e 7 9 : G o n t o r d a n P e s a n t r e n T e g a s k a n K o m i t m e n A n t i P e n j a j a h d a n P e n j a j a h a n s a n t r i P e m b u k a a n S e m e s t e r K e d u a , L e m b a r a n B a r u D e n g a n N i a t y a n g B a r u H u m a s 2 4 S e p 2 0 2 4 0 G O N T O R P a s c a b e r a k h i r n y a l i b u r a n s e m e s t e r p e r t a m a , P o n d o k M o d e r n D a r u s s a l a m G o n t o r ( P M D G ) l a n g s u n g m e n g a d a k a n U p a c a r a P e m b u k a a n T a h u n A j a r a n B a r u S e m e s t e r K e d u a . S e m u a k e l u a r g a b e s a r . . . A k t i v i s P a l e s t i n a , H u s e i n G a z a K u n j u n g i P M D G 0 7 S e p 2 0 2 4 M e n u m b u h k a n R a s a P e r s a t u a n U m a t I s l a m d e n g a n S i l a t u r r a h i m A k b a r U l a m a d a n T o k o h I s l a m S u r a k a r t a 0 6 S e p 2 0 2 4 U j i a n U n t u k P e r b a r u i N i a t , T e g a s k a n N i a t I b a d a h L i l l a h i T a ’ a l a 2 8 A u g 2 0 2 4 L a n j u t a n P r o g r a m P e n u l i s a n M u s h a f G o n t o r , L P M Q A d a k a n K u n j u n g a n k e P M D G 2 8 A u g 2 0 2 4 F a l s a f a h P o n d o k P a n c a J i w a S e l u r u h k e h i d u p a n d i P o n d o k M o d e r n D a r u s s a l a m G o n t o r d i d a s a r k a n p a d a n i l a i n i l a i k e h i d u p a n d i d a l a m P a n c a J i w a . B a c a s e l e n g k a p n y a M o t o P e n d i d i k a n P o n d o k M o d e r n D a r u s s a l a m G o n t o r m e n e k a n k a n p a d a p e m b e n t u k a n p r i b a d i m u k m i n m u s l i m . B a c a s e l e n g k a p n y a P a n c a J a n g k a P a n c a J a n g k a m e r u p a k a n p r o g r a m k e r j a P o n d o k u n t u k m e w u j u d k a n u p a y a p e n g e m b a n g a n d a n p e m a j u a n . B a c a s e l e n g k a p n y a P u s a t I n f o r m a s i P e n d a f t a r a n & U j i a n M a s u k K M I I n f o r m a s i p e n d a f t a r a n C a l o n P e l a j a r d a n U j i a n M a s u k t a h u n 1 4 4 5 / 2 0 2 4 B a c a s e l e n g k a p n y a P M B U n i d a G o n t o r I n f o r m a s i p e n d a f t a r a n m a h a s i s w a b a r u U N I D A G o n t o r B a c a s e l e n g k a p n y a K o n t a k K a m p u s P M D G & U N I D A I n f o r m a s i p e n d a f t a r a n C a l o n P e l a j a r d a n U j i a n M a s u k t a h u n 1 4 4 5 / 2 0 2 4 B a c a s e l e n g k a p n y a P o n d o k M o d e r n D s . G o n t o r , K e c . M l a r a k , K a b . P o n o r o g o , P r o v . J a w a T i m u r , 6 3 4 7 2 S e k r e t a r i a t : ( 0 3 5 2 ) 3 1 1 7 6 6 / W A : 0 8 5 1 7 5 1 2 1 9 2 6 E m a i l : [ e m a i l   p r o t e c t e d ] m a k l u m a t s a n t r i s a n t r i w a t i u m u m F a c e b o o k I n s t a g r a m M a i l T w i t t e r Y o u t u b e

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