L A   P O L I Z I A   P R O V I N C I A L E   C O M U N I C A   I L   P I A N O   D I   P R E V E N Z I O N E 

C O N A U T O V E L O X , T E L E L A S E R E P O S T A Z I O N I F I S S E :
E C C O I C A L E N D A R I D E L M E S E D I A G O S T O 2 0 2 0

S o n o d i s p o n i b i l i i c a l e n d a r i d e i c o n t r o l l i s u l l e s t r a d e p r o v i n c i a l i c h e s a r a n n o e f f e t t u a t i d a l l a P o l i z i a p r o v i n c i a l e , t r a m i t e a u t o v e l o x , t e l e l a s e r e p o s t a z i o n i f i s s e , n e l m e s e d i a g o s t o 2 0 2 0 .

C A L E N D A R I O A U T O V E L O X A G O S T O 2 0 2 0
A C U R A D E L L A P O L I Z I A P R O V I N C I A L E

P O S T A Z I O N I M O B I L I D I C O N T R O L L O D E L L A V E L O C I T A 

0 1 – 0 8 – 2 0 2 0  S . P . 2 9 7
M E L E N D U G N O  T O R R E D E L L  O R S O 
0 7 , 0 0 – 1 9 , 0 0  
0 2 – 0 8 – 2 0 2 0  S . P . 1 8
G A L A T I N A  C O P E R T I N O 
0 7 , 0 0 – 1 9 , 0 0  
0 3 – 0 8 – 2 0 2 0  S . P . 0 6
L E C C E – M O N T E R O N I 
0 7 , 0 0  1 9 , 0 0  
0 4 – 0 8 – 2 0 2 0  S . P . 1 1 4
C O P E R T I N O  S A N T  I S I D O R O 
0 7 , 0 0  1 9 , 0 0  
0 5 – 0 8 – 2 0 2 0  S . P . 3 6 2
L E C C E – G A L A T I N A 
0 7 , 0 0  1 9 , 0 0  
0 6 – 0 8 – 2 0 2 0  S . P . 0 6
L E C C E – M O N T E R O N I 
0 7 , 0 0  1 9 , 0 0  
0 7  0 8 – 2 0 2 0  S . P . 2 9 7
M E L E N D U G N O  T O R R E D E L L  O R S O 
0 7 , 0 0 – 1 9 , 0 0  
0 8 – 0 8 – 2 0 2 0  S . P . 1 1 4
C O P E R T I N O  S A N T  I S I D O R O 
0 7 , 0 0 – 1 9 , 0 0  
0 9 – 0 8 – 2 0 2 0  S . P . 1 3 2
L E C C E – F R I G O L E 
0 7 , 0 0 – 1 9 , 0 0  
1 0 – 0 8 – 2 0 2 0  S . P . 3 6 2
L E C C E  G A L A T I N A 
0 7 , 0 0 – 1 9 , 0 0  
1 1 – 0 8 – 2 0 2 0  S . P . 1 8
G A L A T I N A  C O P E R T I N O 
0 7 , 0 0 – 1 9 , 0 0  
1 2 – 0 8 – 2 0 2 0  S . P . 0 6
L E C C E – M O N T E R O N I 
0 7 , 0 0 – 1 9 , 0 0  
1 3 – 0 8 – 2 0 2 0  S . P . 3 6 2
L E C C E – G A L A T I N A 
0 7 , 0 0 – 1 9 , 0 0  
1 4 – 0 8 – 2 0 2 0  S . P . 2 9 7
M E L E N D U G N O  T O R R E D E L L  O R S O 
0 7 , 0 0 – 1 9 , 0 0  
1 5 – 0 8 – 2 0 2 0  S . P . 1 1 4
C O P E R T I N O  S A N T  I S I D O R O 
0 7 , 0 0  1 9 , 0 0  
1 6 – 0 8 – 2 0 2 0  S . P . 0 6
L E C C E – M O N T E R O N I 
0 7 , 0 0 – 1 9 , 0 0  
1 7 – 0 8 – 2 0 2 0  S . P . 1 8
G A L A T I N A  C O P E R T I N O 
0 7 , 0 0 – 1 9 , 0 0  
1 8 – 0 8 – 2 0 2 0  S . P . 1 3 2
L E C C E – F R I G O L E 
0 7 , 0 0 – 1 9 , 0 0  
1 9 – 0 8 – 2 0 2 0  S . P . 3 6 2
L E C C E – G A L A T I N A 
0 7 , 0 0 – 1 9 , 0 0  
2 0  0 8 – 2 0 2 0  S . P . 2 9 7
M E L E N D U G N O  T O R R E D E L L  O R S O 
0 7 , 0 0 – 1 9 , 0 0  
2 1  0 8 – 2 0 2 0  S . P . 1 1 4
C O P E R T I N O  S A N T  I S I D O R O 
0 7 , 0 0 – 1 9 , 0 0  
2 2 – 0 8 – 2 0 2 0  S . P . 0 6
L E C C E  M O N T E R O N I

0 7 , 0 0 – 1 9 , 0 0  
2 3 – 0 8 – 2 0 2 0  S . P . 1 8
G A L A T I N A  C O P E R T I N O 
0 7 , 0 0 – 1 9 , 0 0  
2 4 – 0 8 – 2 0 2 0  S . P . 2 9 7
M E L E N D U G N O  T O R R E D E L L  O R S O 
0 7 , 0 0 – 1 9 , 0 0  
2 5 – 0 8 – 2 0 2 0  S . P . 3 6 2
L E C C E – G A L A T I N A 
0 7 , 0 0 – 1 9 , 0 0  
2 6 – 0 8 – 2 0 2 0  S . P . 1 1 4
C O P E R T I N O  S A N T  I S I D O R O 
0 7 , 0 0 – 1 9 , 0 0  
2 7 – 0 8 – 2 0 2 0  S . P . 0 6
L E C C E – M O N T E R O N I 
0 7 , 0 0 – 1 9 , 0 0  
2 8 – 0 8 – 2 0 2 0  S . P . 1 8
G A L A T I N A  C O P E R T I N O 
0 7 , 0 0 – 1 9 , 0 0  
2 9 – 0 8 – 2 0 2 0  S . P . 1 1 4
C O P E R T I N O  S A N T  I S I D O R O 
0 7 , 0 0 – 1 9 , 0 0  
3 0  0 8 – 2 0 2 0  S . P . 3 6 2
L E C C E – G A L A T I N A 
0 7 , 0 0  1 9 , 0 0  
3 1  0 8 – 2 0 2 0  S . P . 2 9 7
M E L E N D U G N O  T O R R E D E L L  O R S O 
0 7 , 0 0 – 1 9 , 0 0  

P O S T A Z I O N I F I S S E D I C O N T R O L L O D E L L A V E L O C I T A 

T u t t i i g i o r n i
f e s t i v i c o m p r e s i  S . P . 0 4
L E C C E – N O V O L I
K M 5 + 7 6 0 i n d i r e z i o n e L e c c e 
0 0 , 0 0 – 2 4 , 0 0
 

C A L E N D A R I O T E L E L A S E R A G O S T O 2 0 2 0
A C U R A D E L L A P O L I Z I A P R O V I N C I A L E

0 1 – 0 8 – 2 0 2 0  S . P . 3 6 7
L E C C E  M A G L I E ( M e r i d i a n a d e l S a l e n t o ) 
0 7 , 0 0  1 9 , 0 0  
0 2 – 0 8 – 2 0 2 0  S . P . 9 0
G A L A T O N E  S A N T A M A R I A A L B A G N O 
0 7 , 0 0  1 9 , 0 0  
0 3 – 0 8 – 2 0 2 0  S . P . 2 1
L E V E R A N O  P O R T O C E S A R E O 
0 7 , 0 0  1 9 , 0 0  
0 4 – 0 8 – 2 0 2 0  S . P . 1 7
C O P E R T I N O – L E V E R A N O 
0 7 , 0 0  1 9 , 0 0  
0 5 – 0 8 – 2 0 2 0  S . P . 0 4
C A M P I – S A L I C E 
0 7 , 0 0  1 9 , 0 0  
0 6 – 0 8 – 2 0 2 0  S . P . 3 6 7
L E C C E  M A G L I E ( M e r i d i a n a d e l S a l e n t o ) 
0 7 , 0 0  1 9 , 0 0  
0 7 – 0 8 – 2 0 2 0  S . P . 4 1
N O H A – C O L L E P A S S O 
0 7 , 0 0  1 9 , 0 0  
0 8 – 0 8 – 2 0 2 0  S . P . 3 6 1
M A G L I E  C O L L E P A S S O 
0 7 , 0 0  1 9 , 0 0  
0 9 – 0 8 – 2 0 2 0  S . P . 2 2 3
M A T I N O  M A R E 
0 7 , 0 0  1 9 , 0 0  
1 0 – 0 8 – 2 0 2 0  S . P . 3 6 1
P A R A B I T A – A L E Z I O 
0 7 , 0 0  1 9 , 0 0  
1 1 – 0 8 – 2 0 2 0  S . P . 1 0 0
S Q U I N Z A N O  C E R R A T E – C A S A L A B A T E 
0 7 , 0 0  1 9 , 0 0  
1 2 – 0 8 – 2 0 2 0  S . P . 1 1 2
V I L L A G G I O R E S T A 
0 7 , 0 0  1 9 , 0 0  
1 3 – 0 8 – 2 0 2 0  S . P . 3 5 9
N A R D O  – A V E T R A N A 
0 7 , 0 0  1 9 , 0 0  
1 4 – 0 8 – 2 0 2 0  S . P . 9 0
G A L A T O N E  S . M A R I A A L B A G N O 
0 7 , 0 0  1 9 , 0 0  
1 5 – 0 8 – 2 0 2 0  S . P . 2 0
D A C O P E R T I N O  A L L A L E C C E – G A L L I P O L I 
0 7 , 0 0  1 9 , 0 0  
1 6 – 0 8 – 2 0 2 0  S . P . 3 6 7
L E C C E  M A G L I E ( M e r i d i a n a d e l S a l e n t o ) 
0 7 , 0 0  1 9 , 0 0  
1 7 – 0 8 – 2 0 2 0  S . P . 5 5
M A T I N O – T A V I A N O 
0 7 , 0 0  1 9 , 0 0  
1 8 – 0 8 – 2 0 2 0  S . P . 1 1 2
V I L L A G G I O R E S T A 
0 7 , 0 0  1 9 , 0 0  
1 9 – 0 8 – 2 0 2 0  S . P . 1 4 5
M E L E N D U G N O  S A N F O C A 
0 7 , 0 0  1 9 , 0 0  
2 0 – 0 8 – 2 0 2 0  S . P . 3 7 4
M I G G I A N O  T A U R I S A N O 
0 7 , 0 0  1 9 , 0 0  
2 1 – 0 8 – 2 0 2 0  S . P . 6 6
T A U R I S A N O  U G E N T O 
0 7 , 0 0  1 9 , 0 0  
2 2 – 0 8 – 2 0 2 0  S . P . 1 1 5
N A R D O   L E V E R A N O 
0 7 , 0 0  1 9 , 0 0  
2 3 – 0 8 – 2 0 2 0  S . P . 1 1 2
V I L L A G G I O R E S T A 
0 7 , 0 0  1 9 , 0 0  
2 4 – 0 8 – 2 0 2 0  S . P . 4 1
C O L L E P A S S O – N O H A 
0 7 , 0 0  1 9 , 0 0  
2 5 – 0 8 – 2 0 2 0  S . P . 2 2 3
M A T I N O  M A R E 
0 7 , 0 0  1 9 , 0 0  
2 6 – 0 8 – 2 0 2 0  S . P . 2 8 6
L I T . S A N T A C A T E R I N A  P O R T O C E S A R E O 
0 7 , 0 0  1 9 , 0 0  
2 7 – 0 8 – 2 0 2 0  S . P . 1 1 2
V I L L A G G I O R E S T A

0 7 , 0 0  1 9 , 0 0  
2 8 – 0 8 – 2 0 2 0  S . P . 3 6 1
M A G L I E  C O L L E P A S S O 
0 7 , 0 0  1 9 , 0 0  
2 9 – 0 8 – 2 0 2 0  S . P . 2 4 3
C U T R O F I A N O  S U P E R S A N O 
0 7 , 0 0  1 9 , 0 0  
3 0 – 0 8 – 2 0 2 0  S . P . 3 6 7
L E C C E  M A G L I E ( M e r i d i a n a d e l S a l e n t o ) 
0 7 , 0 0  1 9 , 0 0  
3 1 – 0 8 – 2 0 2 0  S . P . 9 6
S Q U I N Z A N O  C A S A L A B A T E 
0 7 , 0 0  1 9 , 0 0  

L e c c e , 2 7 l u g l i o 2 0 2 0
P R O V I N C I A
D I L E C C E    U f f i c i o S t a m p a

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