K a t a l o g n a m j e t a j a

D S MT r a d e

e d a r MT S D : y db e n g i s e D

D a k t i l o s t o l i c e

S i s i

1 0 2 2 T
c r v e n o c r n a , p l a v o c r n a

2 0 0 1 A
c r n a , n a r a n a s t a , p l a v o c r v e n a

4 0 0 8 A T
c r n a , c r v e n a , p l a v a

K o n f e r e 0 0 1 / 3 8 7 n 3 c r n a , c r v e n a , p l a v a c i j s k e s t o l i c e
3 0 1 1 A

1 0 0 2 2 3 P F S
c r v e n a , p l a v a

1 0 2 2
p l a v a , z e l e n a

4 0 0 5 A T 1 S
c r n a , p l a v a

4 0 2 0 A T 1 S
c r n a

D T 5 0 3 1
U S K O R O

F o t e l j e

6 8 1 2

9 0 0 2

D T 5 3 0 2
U S K O R O

D T 5 5 0 5
U S K O R O

9 0 8 1
c r n a , c r v e n a

D T 7 1 1 2
U S K O R O

D T 5 5 0 1
U S K O R O

D M2 1 4 F
c r n a , p l a v a

Q Z Y 0 6 0 7
c r v e n o c r n a

D S MT r a d e

K o m p j u t e r s k i s t o l o v i

G D 3 2 0 C
n a t u r 6 1 x 7 6 x 5 1

o r ma r O W3 0 6 3 9 1
7 9 x 1 3 7 x 5 6

R a p i d 9 2 N 5 8 0 1 2
1 1 1 x 1 7 3 x 5 5

G D 2 3 0 C
n a t u r 8 7 x 7 6 x 4 0

1 D 1 S / 1 0 0
o l h a 1 0 0 x 7 4 x 4 9

1 S / 1 0 0
o l h a 1 0 0 x 7 4 x 4 9

H i d e a w a y A R G 0 1 6 MA ( ma h a g o n i ) ( n a t u r ) H i d e a w a y A R G 0 1 6 P I Mo r g a n 8 9 2 1 3 B E
n a t u r 1 2 2 x 6 5 x 4 8 9 1 x 7 5 x 4 9

G D 2 3 9
n a t u r 7 0 x 1 3 0 x 7 2

G D 2 5 2
n a t u r 1 3 5 x 9 0 x 7 0

1 1 9 0 5 5 1 1 9 1 5 5 s a n a d g r a d n j o m
1 5 4 x 1 5 0 x 7 4

G D 7 0 0 X
n a t u r 7 0 x 1 3 0 x 7 2

w w w . d s mt r a d e . b a

S i s t e mK o r a

K N2
8 8 x 9 7 x 4 0

K N4
1 2 8 x 9 7 x 4 0

K N5
1 6 8 x 9 7 x 4 0

K K1
8 8 x 9 7 x 4 5

K K3
1 2 8 x 9 7 x 4 5

K K4
1 6 8 x 9 7 x 4 5

K C1
8 0 x 1 0 4 x 6

K N N1
7 5 x 9 7 x 7 5

K B
1 5 0 x 7 7 x 6 1

K R T N
9 2 x 7 7 x 6 1

K K N1
7 5 x 9 7 x 7 5

K R T
1 0 8 x 7 7 x 5 6

K R W1
5 8 x 1 9 3 x 4 0

K R W2
8 8 x 1 9 3 x 4 0

K S1
8 8 x 1 9 3 x 4 9

D S MT r a d e

S i s t e mJ a m b u s
P 9 3 2 1 8 0 2
1 0 0 x 5 3 x 3 0

P 9 3 2 4 8 6 0
1 1 9 x 3 4 x 5 2

P 9 3 2 4 8 0 6
6 9 x 1 4 9 x 5 2

P 9 3 2 4 8 0 3
1 1 9 x 1 4 9 x 5 2

P 9 3 2 4 8 0 5
1 1 9 x 1 4 9 x 5 2

P 9 3 2 4 8 1 3
1 3 6 x 1 1 0 x 3 5

P 9 3 2 4 8 1 1
1 3 6 x 9 1 x 3 2

P 9 3 2 4 8 1 2
1 0 8 x 1 1 0 x 3 5

K o m o d e

2
o l h a 8 3 x 8 8 x 4 5

3
o l h a , o r a h 1 2 3 x 8 8 x 4 5

4
o l h a 8 3 x 8 8 x 4 5

T V1 2 2 9
8 0 x 6 2 x 4 1

1 2
s a mo a k i n g / h a v a n a 1 2 0 x 8 3 x 4 5

T V1 2 0 9
9 9 x 4 5 x 4 2

w w w . d s mt r a d e . b a

K o m o d e

E 1 0 0 A
t r e n j a 1 0 1 x 1 3 0 x 5 0

T V6 0 9 7 T V1 5 0 1
n a t u r , t r e n j a 1 5 0 x 1 6 5 x 5 4 n a t u r , t r e n n j a , o r a h 1 0 2 x 1 4 5 x 5 0

C 6 0 0 3
t r e n j a , w e n g e 1 5 0 x 1 8 0 x 5 2

C 8 4 1 2 C 4 8 0 1
t r e n j a , w e n g e 1 2 1 x 1 5 0 x 5 2 w e n g e 1 2 0 x 1 6 4 x 5 0

C 4 8 0 3
t r e n j a 1 2 1 x 5 7 x 5 2

T V8 0 2
n a t u r 7 4 x 6 8 x 5 4

C 6 0 0 4
t r e n j a , w e n g e 1 5 0 x 6 8 x 5 2

D S MT r a d e

C 4 8 0 2
t r e n j a , w e n g e 1 2 0 x 6 8 x 5 3

T V9 9 0
n a t u r 1 0 0 x 7 3 x 5 5

T V6 3 3
t r e n j a 8 5 x 7 0 x 5 5

C T V 3 0 8
1 1 3 x 7 0 x 8 8

T V1 0 0 2 A
n a t u r , t r e n j a , o r a h 1 0 0 x 8 8 , 5 x 6 0

T V6 3 6
t r e n j a , o r a h 8 5 x 7 0 x 5 5

C 2 4 0 1 T V7 3 5
n a t u r 1 0 0 x 6 5 x 6 0 t r e n j a 6 0 x 7 6 x 5 0

T V6 3 8
t r e n j a 8 5 x 7 0 x 5 5

w w w . d s mt r a d e . b a

V i t r i n e i K o m o d e

K o mo d a H I F I A R G 7 0 0
n a t u r , ma h a g o n i 6 0 x 5 3 x 3 3

K o mo d a T VH I F I 1 2 0 5
8 0 x 6 2 x 4 1

K o mo d a T V1 2 8 3
1 2 a l u 1 1 5 x 5 8 x 5 5

K o mo d a C 2 4 2 0
n a t u r 6 1 x 5 1 x 5 0

K o mo d a H I F I 1 2 3 0
5 1 x 6 3 x 4 2

K o m o d a T V7 0 3
n a t u r 6 0 x 5 0 x 5 0

V i t r i n a R i mi n i 4 3 J 9 5 B 1 8
5 1 x 1 7 4 x 4 5

V i t r i n a Mo n r o eP 9 E 2 1 6 1 2
9 5 x 1 9 5 x 3 5

V i t r i n a Mo n r o eP 9 E 2 1 6 0 2
5 0 x 1 9 5 x 3 5

V i t r i n a P a n a c h eP 9 J 9 U 6 0 2
1 DL ( l i j e v a v r a t a ) , 1 DP ( d e s n a v r a t a ) 5 7 x 2 1 2 x 3 6

Y X 2 0 3 0 2 E 9 P a d mo o K
8 3 x 5 9 x 4 4

V i t r i n a Mo n r o e P 9 E 2 3 6 0 6
5 0 x 1 0 6 x 3 5

K o mo d a C MC 0 0 2 4
4 3 x 1 0 0 x 4 3

V i t r i n a R i mi n i 1 DL E4 3 J 9 5 B 1 1
5 1 x 2 1 4 x 4 5

D S MT r a d e

K r e d e n a cA B C9 4 E 2 8 1 0 6
1 2 0 x 4 8 x 3 0

V i t r i n a G r a n a d aP 9 P D 4 4 0 2
1 2 0 x 1 8 6 x 3 8

K o mo d a G r a n a d a P 9 P D 4 4 4 0
1 7 9 x 8 9 x 3 8

P o l i c a z i d n a P 5 A 9 N 1 6 6
9 0 x 5 0 x 2 9

K o mo d a T VR o ma 9 6 E 2 6 5
1 8 0 x 1 8 2 x 5 2

K o mo d a T VP 5 A 9 N 1 6 0
9 0 x 6 2 x 5 8

K o mo d a 2 6 X Z 2 F 0 1
j a s e n 8 9 x 9 2 x 3 7

K o mo d a 2 6 X Z 2 F 0 5
j a s e n 1 3 4 x 4 7 x 3 7

K r e v e t o r ma r T o p a s
9 7 A 0 3 7 o l c h a , 9 7 E 2 3 7 b u k k r e v e t 2 0 0 x 9 0 , 1 0 0 x 2 1 5 x 5 5

( j e d n o k r i l n a ) 9 7 A 0 2 3 o l h a , 9 7 E 2 2 3 b u k 5 0 x 2 1 5 x 3 5

V i t r i n a T o p a s

( d v o k r i l n a ) 9 7 A 0 0 5 o l h a , 9 7 E 2 0 5 b u k 5 0 x 2 1 5 x 3 5

V i t r i n a T o p a s

K r e v e t o r ma r T o p a s
s k l o p l j e n

V i t r i n a D i r p a k 5 6 P D Z 1
n a t u r 1 7 8 x 1 9 0 x 3 1

V i t r i n a T V 8 0 5 3 0 5
h a v a n a c r n o 1 9 2 x 1 5 5 x 5 0

V i t r i n a T V 8 0 5 4 4 4
n a t u r b i j e l o 1 9 2 x 1 5 5 x 5 0

V i t r i n a T V 8 0 5 6 3 1
h a v a n a b i j e l o 1 9 2 x 1 5 5 x 5 0

V i t r i n a T V 8 0 5 2 4 4
n a t u r b i j e l o 1 9 2 x 1 5 5 x 5 0

1 0

D S MT r a d e

P o l i c a A B C9 4 X 1 8 1 6 6 V i t r i n a T e r r a 9 7 P D K 7
1 0 6 x 1 9 6 x 3 3

V i t r i n a T e r r a R T V2 D9 7 P D K 8
1 5 1 x 1 9 6 x 4 2

9 0 x 1 2 7 x 2 4

K o mo d a T e r r a 9 7 P D K 9
1 0 6 x 1 0 6 x 4 2

V i t r i n a A B C9 4 X 1 8 1 0 4
6 0 x 2 0 0 x 3 5

K o mo d a R T VS p a c e 9 4 E 2 9 2 6 2
+d o d a t a k 0 0 M3 1 1 k o mo d a 1 5 0 x 3 7 x 5 2 , d o d a t a k 7 5 x 1 4 x 4 1

K o mo d aA R G 3 0 2 B E
1 4 5 x 5 2 x 5 2

B a r s k i s t o l o v i

K 8 0 0 P V C
c r n i , b i j e l i , c r v e n i

K 8 0 1
c r n i

K 8 0 5
c r n i , b i j e l i

B a r s k e s t o l i c e

K 1 0 2
c r n a , b i j e l a , c r v e n a

K 3 0 9
c r n a

K 3 2 7
c r n a

K 3 0 7
c r n a

K 1 1 1
c r n a , b i j e l a , p l a v a

w w w . d s mt r a d e . b a

1 1

O g l e d a l a

1 3 7 5
0 8 b u c h e , 8 6 t e r r a c o t a 8 0 x 1 0 0

5 5 x 7 5
s r e b r e n o , z l a t n o

5 0 x 7 0
b i j e l o , c r n o i z l a t n o

1 3 1 7
0 8 b u c h e , 1 0 e r l e 5 3 x 8 2

1 3 9 3
0 8 b u c h e , 2 3 k e r n b u c h e 6 1 x 9 0

C J 1
4 0 x 1 6 0 x 3 8

1 3 5 3
2 3 k e r n b u c h e , 5 9 z w e t c . 4 5 x 1 1 5

4 6 x 1 1 1
s r e b r e n o , z l a t n o

5 0 x 1 5 0
s r e b r e n o , z l a t n o

V j e a l i c e

Y 2 3 8

Y 2 5 4

Y 2 5 6

Y 2 6 1

Y 2 9 2

1 2

S Y 8 3 5

D S MT r a d e

S Y 8 2 7

1 3 5 2
2 3 k e r n b u c h e , 5 9 z w e t c . 4 5 x 1 1 5

1 3 1 9 0 8 b u c h e
6 1 x 1 3 0

P r e d s o b l j a

O r m a r i i z a o b u u

M3 0 1 5
w e n g e , u t o 7 2 x 1 8 0 x 3 7

C o n r a d
8 0 x 1 7 8 x 2 8

1 3 1 5
4 6 x 1 9 6 x 2 5

1 3 0 5
4 6 x 1 9 1 x 2 5

H L WD 0 4
1 1 1 x 1 8 2 x 3 0

F N N D 0 2
9 0 x 1 7 9 x 3 0

1 0 7 3
5 5 x 7 9 x 2 9

F N N D 0 1
1 3 9 x 1 7 9 x 3 0

K C 5 8 2
w e n g e 6 4 x 8 3 x 2 4

w w w . d s mt r a d e . b a

1 3

P o l i c e

z i d n aK e l y P 2 T D 7 J 2 6
9 1 x 5 0 x 1 0

s l a d i c a ma A R G 1 2 4
7 8 x 1 8 0 x 2 9

o t v o r e n aP 1 S 6 2 9 0 3
8 0 x 9 8 x 2 5

o t v o r e n a A R G 2 0 6 MA
7 8 x 9 2 x 2 0

T V7 0 5
n a t u r 6 0 x 7 7 x 4 0

K C 5 9 5
n a t u r 8 1 x 7 4 x 4 8

K C 5 0 6
n a t u r 7 1 x 7 6 x 3 5

K a s e t e

N o n i o r m a r i

A R G 2 0 8 F L
4 2 x 5 5 x 3 0

2 5 0 5
1 0 e r l e , 2 1 e i c h e 4 0 x 5 2 x 3 6

P O R H K 2 8 2 3 7 6 3
5 1 x 4 9 x 3 6

K C 5 0 5
n a t u r 3 5 x 7 6 x 3 5

1 4

D S MT r a d e

D j e i j e s o b e

F i l i p
2 8 0 x 2 0 0 x 5 8

B r a v o
8 0 x 1 8 0 x 5 5

R e g a l T i n o
b u k v a p l a v o 2 6 0 x 1 9 5 x 6 0

b u k v a c r v e n o 2 6 0 x 1 9 5 x 6 0

R e g a l T i n o -

D j e i j i k r e v e t i i

R a d e k X
n a t u r , t r e n j a 1 2 4 x 8 5 x 6 5

R a d e k V I I I
n a t u r 1 2 4 x 9 4 x 6 6

K a r o l i n a I I
n a t u r 1 2 3 x 8 6 x 6 8

P a u l a
p a s t e l , w a l n u t 1 2 3 x 9 0 x 6 6

P a u l a l a d i c a
p a s t e l , w a l n u t 1 2 3 x 9 0 x 6 6

w w w . d s mt r a d e . b a

1 5

R e g a l i

Z o s i a
a o s t a j a s n y , o r a h 2 9 4 x 1 9 6 x 5 6

A d a
2 6 7 x 1 9 6 x 5 6

T r i s t a n
2 8 7 x 2 1 2 x 5 2

J a s i e k
2 1 7 x 1 8 9 x 5 6

R e g a l R o c k 3 5
2 3 5 x 1 9 0 x 4 7

T i p T o p
2 7 4 x 1 9 1 x 5 2

C a p r y N o w a
3 2 0 x 2 2 4 x 4 9

H a r o n
3 7 7 x 2 1 0 x 5 0

1 6

D S MT r a d e

A l f a
2 3 9 x 1 9 3 x 6 2

K l i o
2 8 0 x 2 0 6 x 5 3

C a p r i 3 5
2 8 0 x 1 9 0 x 4 5

B u r g o s 3 5
3 0 0 x 2 0 5 x 5 5

A n e mo n e
3 0 0 x 2 0 0 x 5 5

w w w . d s mt r a d e . b a

1 7

S p a v a e s o b e

H a r mo n y
h a v a n a , w e n g e O r ma r 2 2 2 x 2 1 8 x 6 9 , K r e v e t 2 0 0 x 1 6 0 , O r ma r i 4 7 x 3 7 x 4 1 , K o mo d a 8 9 x 8 2 x 4 0

P a o l a
O r ma r 2 2 0 x 2 1 0 x 7 5 , K r e v e t 2 0 0 x 1 6 0 , O r ma r i 4 5 x 3 5 x 3 9 , K o mo d a 1 2 3 x 9 6 x 4 2

R o y a l
O r ma r 5 K2 2 7 x 2 1 5 x 6 0 , K r e v e t 2 0 0 x 1 6 0 , O r ma r i 4 5 x 3 6 x 3 5 , K o mo d a 8 3 x 7 4 x 4 2 , O g l e d a l o 7 8 x 7 8

D u b l i n
O r ma r 2 2 0 x 2 1 0 x 7 5 , K r e v e t 2 0 0 x 1 6 0 , O r ma r i 4 5 x 3 5 x 3 9 , K o mo d a 1 2 3 x 9 6 x 4 2

D e n v e r
O r ma r 3 K2 0 9 x 2 0 9 x 6 0 , K r e v e t 2 0 0 x 1 6 0 , O r ma r i 4 7 x 3 5 x 4 1 , K o mo d a 8 3 x 8 5 x 4 2

1 8

D S MT r a d e

H a r mo n y
h a v a n a , w e n g e O r ma r 2 2 2 x 2 0 7 x 5 8 , K r e v e t 2 0 0 x 1 6 0 , O r ma r i 4 7 x 3 7 x 4 1 , K o mo d a 8 9 x 8 2 x 4 0

J a z z
O r ma r 1 9 0 x 2 1 0 x 6 2 , K r e v e t 2 0 0 x 1 6 0 , O r ma r i 5 1 x 4 1 x 4 2 , K o mo d a 1 4 0 x 8 4 x 4 2

T r e v i
O r ma r 2 2 6 x 2 1 0 x 5 5 , K r e v e t 2 0 0 x 1 6 0 , O r ma r i 5 0 x 3 8 x 3 8 , K o mo d a 1 4 9 x 8 6 x 3 8

L o n d o n
O r ma r 5 K2 2 7 x 2 1 4 x 6 0 , K r e v e t 2 0 0 x 1 6 0 , O r ma r i 4 7 x 3 7 x 4 1 , K o mo d a 9 9 x 8 3 x 4 3

H e l e n
O r ma r 2 2 8 x 2 1 3 x 5 9 , K r e v e t 2 0 0 x 1 6 0 , O r ma r i 5 9 x 4 5 x 4 7 , K o mo d a 1 3 0 x 9 1 x 3 8

w w w . d s mt r a d e . b a

1 9

O r m a r i

2 3 K
o l h a 1 5 8 x 2 1 3 x 6 0

1 4 K
o l h a 2 0 8 x 2 1 3 x 6 0

L i d o 3 D
1 2 0 x 1 8 0 x 5 3

C a s e 3 K
1 3 5 x 1 9 7 x 5 4

Ma t e o
1 5 3 x 2 1 5 x 5 6

L i d o 2 D
8 0 x 1 8 0 x 5 3

K a r me n P C V3 D
1 2 0 x 2 0 0 x 5 3

K a r me n P C V4 D
1 2 0 x 2 0 0 x 5 3

2 0

D S MT r a d e

V i t r i n as t a k l o1 / 2C MC 0 0 5 5
5 0 x 1 8 6 x 4 3

U g a o n i k o mp l e t C MA 0 0 5 5( u g a ob e z k l u p e , s t o l ai s t o l i c a )

T r p e z a r i j s k e k l u p e

D o n a u P i s a
k l u p a 1 7 1 x 1 3 1 x 8 8 , s t o l 1 1 0 x 7 0

S a mp l e
k l u p a 1 6 4 x 1 2 4 x 8 5 , s t o l 1 1 0 x 7 0

L a t i n a
k l u p a 1 2 2 x 1 6 3 x 8 2 , s t o l 1 1 0 x 7 0

R i k
k l u p a 1 0 8 x 8 8 x 1 4 8 , s t o l 1 0 0 x 7 1 x 6 0

Ma r a n o
k l u p a , s t o l 1 1 0 x 7 0

F r a n z i
k l u p a , s t o l 1 1 0 x 7 0

w w w . d s mt r a d e . b a

2 1

K u h i n j e

O l i w i a
o r a h , o l c h a 2 , 6 0 m

E l ma
c r v e n a 2 , 6 0 m

S z a f r a n
o l c h a 2 , 6 0 m

E mma
h r a s t p o e l e me n t i ma

F i e s t a 0 2
v a n i l i j a , Y 6 4 P 0 9 o l c h a 2 , 0 0 m +e l e me n t z a n a p u

2 2

D S MT r a d e

I r e n a
h a v a n a 2 , 8 0 m

E w a
k r e m2 , 0 0 m

G l o r i j a
w e n g e h r a s t , t r e n j a k r e m2 , 0 0 +0 , 6 0 +0 , 4 0 m

Mo n t a n a
s i v o c r v e n a 2 , 0 0 +0 , 6 0 +0 , 4 0 m

T o s k a n a
o l c h a 2 , 6 0 ms a r a d n o mp l o o mi z j e d n o g d i j e l a i i n o m

N i k a S t a n d a r d
c r v e n i j a b l a n 2 , 6 0 m

w w w . d s mt r a d e . b a

2 3

S t o l o v i i s e t o v i

S t o l F 1 7 5 S t o l F 1 5 4
s me i c r n i 1 3 0 x 8 0 x 7 5

S t o l i c a Y 0 2 2
c r n a

1 5 0 x 7 5 x 9 0

S t o l F 2 1 1
1 3 0 x 7 3 x 8 0

S t o l Z 2 2 1
c r n i 1 5 0 x 9 0 x 7 5

S t o l i c a Y 0 2 2
c r n a

S t o l F 1 5 5 4 S t o l F 3 2 4
1 4 0 x 7 6 x 8 0 1 6 0 x 7 6 x 8 9

2 4

D S MT r a d e

S t o l A 7 0 5
1 4 0 x 8 0 x 7 5 U S K O R O

S t o l Z 2 2 0
s me i 1 3 0 x 8 0 x 7 4

S t o l F 7 2
1 4 9 x 7 6 x 9 0

S t o l F 1 2 4
1 5 0 x 7 4 x 9 0

S t o l A 7 2 1
1 4 0 x 8 0 x 7 3 U S K O R O

S t o l F 2 0 2 2
1 4 9 x 7 6 x 9 0

F 2 3 5
1 3 5 x 7 6 x 8 0

w w w . d s mt r a d e . b a

2 5

S t o l Mu s t a n g
t r e n j a , h r a s t 1 0 6 x 7 7

S t o l + s t o l i c e MU Mg a r d e n s e t ( 1 + 4 )
7 6 x 7 0

S t o l o k r u g l i 1 0 6 0
1 0 6 x 7 6

S t o l + s t o l i c e J e t M9 3 6 s e t ( 1 + 4 )
9 1 x 7 5

S t o l o k r u g l i D F9
h r a s t n a t u r o r a h 1 3 0 / 9 0 x 7 6

P r o mo 2 S t o l + s t o l i c e J e t M9 3 2 s e t ( 1 + 4 )
1 2 1 x 7 5 x 7 1 t r e n j a 1 4 7 x 7 4 x 8 4

2 6

D S MT r a d e

S t o l D S 9
h r a s t , o r a h2 0 0 / 1 6 0 x 1 0 0 x 7 6

S t o l + s t o l i c e D o l l y S e t s e t ( 1 + 4 )
1 0 7 x 7 5

Y H T1 5 9 0 0 R 3 3 0
t r e n j a 1 5 2 / 1 8 5 x 9 0 x 7 8

S t o l + s t o l i c e S t a r t e r Us e t ( 1 + 4 )
1 2 0 x 7 5

S t o l Y H T1 5 9 0 0
t r e n j a 1 5 0 x 9 0 x 7 8

S t o l + s t o l i c e S t u d y s e t ( 1 + 4 )
t r e n j a 1 2 0 x 7 5

K l a s i k
1 2 0 x 7 5

w w w . d s mt r a d e . b a

2 7

S t o l i c e

C 2 1 3 0
c r n o b e

C 1 6 5
c r n a

B 7 3 4
c r n a , s me a U S K O R O

C 8 8
c r n a , c r v e n a , b e , n a r a n d a s t a

C 4 8 2
c r n a , c r v e n a , b e , n a r a n d a s t a

C 4 8 3
s me a

Y 0 1 1
s me a

Y 0 2 2
c r n a

C 2 1 1 2
c r n a , b e , c r v e n o b i j e l a

B 7 6 9 ( T )
c r n a , c r v e n a , b i j e l a U S K O R O

Z i mS t a n d a r d
n a t u r , h r a s t , o r a h

Z i m1
n a t u r , h r a s t , o r a h

Z i m4
n a t u r , h r a s t , h a v a n a , w e n g e

Z i m5
h r a s t

Y HR U WI 4
t r e n j a

Y HR U WI U
t r e n j a

J e t 1 1 3 3
h r a s t

Z i m6
h r a s t

R e l a x

B i s t r o
p l a v a

S i s t e r
n a t u r p l a v a

S a f f o

Ma r z i a
b o r d o n a t u r , b o r d o w e n g e , t e r a w e n g e

2 8

D S MT r a d e

S t o l i i

T V 0 1 9

T V 0 9 8 2
9 0 x 5 1 x 5 0

T V0 1

T V0 2

T V 0 9 8 1

T V 0 8 3
8 9 x 5 3 x 5 0

T V 0 2 7 2
w w w . d s mt r a d e . b a

T V 1 7 2

2 9

G 2 0 7 2
1 2 0 x 4 5 x 6 5

B 0 8 1
1 2 0 x 4 5 x 6 5

B 0 5 2
1 5 0 x 4 8 x 8 0

B 1 2 3 2
n a t u r 1 2 0 x 6 5 x 4 5

B 1 1 5 2
n a t u r 1 1 0 x 4 7 x 6 5

B 1 2 2 8
n a t u r 1 3 0 x 7 0 x 4 5

B 1 2 2 1
n a t u r , w e n g e 1 2 0 x 6 5 x 4 4

B 1 3 0 8
1 2 0 x 4 2 x 6 5

B 1 2 2 0
n a t u r , w e n g e 2 3 0 x 7 0 x 4 3

G 1 1 0
1 2 0 x 4 5 x 6 5

B 5 0 1
1 0 5 x 4 4 x 6 0

B 3 0 8 2
1 2 0 x 4 6 x 6 5

G 1 5 4 1
1 3 0 x 4 8 x 7 0

Ma r s
1 1 9 x 7 0 x 4 3

C a n d y
9 8 x 4 9 x 4 2

3 0

D S MT r a d e

C 7 8
9 5 x 4 4 x 5 0 U S K O R O

C 3 5 0
9 7 / 1 6 5 x 4 5 x 8 5 U S K O R O

G 1 9 1
1 0 9 x 4 2 x 6 0

B 0 0 9 A
1 2 0 x 6 5 x 4 6

C 8 6
1 0 0 x 4 2 x 6 0

1 3 5 1
2 3 k e r n b u c h e , 5 9 z w e t c 1 0 0 x 4 7 x 4 0

I g a
6 8 x 6 3 x 6 8

K r i s
1 1 9 x 6 3 x 6 0

O l i w i a s t a k l o
1 2 0 x 6 3 x 6 0

9 4 C 1 9 3 8 5
1 3 1 x 4 4 x 7 1

O l i w i a
1 2 0 x 6 3 x 6 0

V e s n a
9 9 x 4 3 x 5 8

w w w . d s mt r a d e . b a

3 1

S a d r a j : 2 .D a k t i l os t o l i c ei f o t e l j e 3 .K o mp j u t e r s k i s t o l o v i 4 .S i s t e mK o r a 5 .S i s t e mJ a mb u s i k o mo d e 6 .K o mo d e 8 .V i t r i n ei K o mo d e 1 1 . V i t r i n e , K o mo d e , B a r s k i s t o l o v i i B a r s k es t o l i c e 1 2 . O g l e d a l ai V j e a l i c e 1 3 . P r e d s o b l j a , O r ma r i i z ao b u u 1 4 . P o l i c e , K a s e t ei N o n i o r ma r i i 1 5 . D j e i j es o b ei k r e v e t i i 1 6 . R e g a l i 1 8 . S p a v a es o b e 2 0 . O r ma r i 2 1 . T r p e z a r i j s k ek l u p e 2 2 . K u h i n j e 2 4 . S t o l o v i i s e t o v i 2 8 . S t o l i c e 2 9 . S t o l i i

A l i j eI z e t b e g o v i ab bK a k a n j , w w w . d s mt r a d e . b a , d s mt r a d e @b i h . n e t . b a T e l . : 0 3 25 5 22 2 0 , 0 3 25 5 65 5 5 , F a x . : 0 3 25 5 22 2 3 , S k l a d i t e : 0 3 27 7 50 5 4 .
N a p o me n a : F o r ma t p r i k a z a n i hd i me n z i j aj e : i r i n a V i s i n a D u b i n a . S v a k oe v e n t u a l n oo d s t u p a n j eud i me n z i j a ma , b o j a mai s l i k a mauo d n o s un as t v a r n ea r t i k l ed i os u t a mp a r s k i hg r e a k ai z ai s t en eo d g o v a r a mo . . .

D S MT r a d ed o o