C om it a to R egio nale F riu li V enezia G iu lia
C LA SSIF IC A C AM PIO NATO R EG IO NALE M OTO CRO SS F V G 2 026
C LA SSE 1 25C C J U NIO R
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
4 25
S U KLJA N T E O
H USQ VA R NA
P IN O M ED EO T
2 20
2 50
2 50
2 20
2 20
2 50
2 20
2 20
1 850
2
1 42
S PA C APA N A M AD EJ
H USQ VA R NA
P IN O M ED EO T
2 50
2 20
2 20
2 50
2 50
0
2 50
2 50
1 690
3
2 78
B R ED A S IM ONE
K TM
R IS O RG IV E
2 00
2 00
2 00
1 80
2 00
2 20
2 00
2 00
1 600
4
2 51
G ORUP G ABR IJ E L
K TM
W AFN A
1 80
1 80
1 60
1 60
1 80
2 00
1 80
1 80
1 420
5
3 50
G NO CATO D AV ID E
T M
I S O NTIN O
1 60
1 60
1 80
2 00
1 50
1 80
1 60
1 60
1 350
6
5 29
L U CHIT TA G ABR IE LE
G ASG AS
W AFN A
1 20
1 30
1 20
1 40
1 30
1 40
1 40
1 40
1 060
7
7 77
C O LA U TTI F IL IP PO
F A N TIC
F A N NA
1 1 0
1 20
1 1 0
1 30
1 20
1 30
1 30
1 30
9 80
8
2 43
S LE JK O M AT IC
H USQ VA R NA
P IN O M ED EO T
0
0
1 30
1 50
1 60
1 60
1 50
1 50
9 00
9
9 13
S AN TA R O SA N IK O LA S
Y A M AH A
S ABBIA D O RO
1 50
1 40
1 50
0
0
0
0
0
4 40
1 0
9 95
C IU TO L O REN ZO
Y A M AH A
S ABBIA D O RO
1 30
1 50
1 40
0
0
0
0
0
4 20
1 1
1 3
T R AT TE R M AT TH IA S
T M
F A N NA
0
0
0
0
1 40
1 50
0
0
2 90
1 2
2 8
M AN AZZO NI R YA N
H USQ VA R NA
M AN ZA N O
1 40
0
0
0
0
0
0
0
1 40
C LA SSE 1 25C C S EN IO R
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
2 56
F A N TIN I L U CA
F A N TIC
W AFN A
2 20
2 20
2 50
2 50
2 20
2 20
2 50
2 50
1 880
2
7 92
M ORASSU T D AV ID E
Y A M AH A
A LB AT R O S
2 00
2 00
2 00
2 00
1 80
2 00
2 20
2 00
1 600
3
2 74
L A ZZE R S IM ONE
F A N TIC
A LB AT R O S
1 80
1 80
1 80
1 80
1 60
1 60
0
0
1 040
4
1 01
P IV ETTA M IR CO
F A N TIC
P ED EM ONTA N O
0
0
0
0
2 00
1 80
2 00
2 20
8 00
5
1 69
S AG RSTA N O T H O M AS
H USQ VA R NA
S ABBIA D O RO
2 50
2 50
0
0
0
0
0
0
5 00
6
8 09
C O RAZZA IM ER
K TM
P O LC EN IG O
0
0
0
0
2 50
2 50
0
0
5 00
7
1 4
F O LLE D O RE E M AN UELE
S U ZU KI
R O M AN S
0
0
2 20
2 20
0
0
0
0
4 40
C LA SSE M X1 C HALLE N G E
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
9 43
G OBBO G IA N G IA C O M O
B ETA
P A SIA N O
2 50
2 50
1 80
2 50
2 50
2 50
2 50
2 50
1 930
2
2 83
G REG ORIC G ABR IJ E L
G ASG AS
P IN O M ED EO T
2 00
1 80
2 50
2 00
2 00
1 80
2 20
2 20
1 650
3
9 28
G RI M IC HELA N G ELO
K TM
P ED EM ONTA N O
2 20
2 20
2 00
1 20
1 80
2 20
0
0
1 1 60
4
4 62
B IG AR AN M AT TE O
H O NDA
C AN EVA
1 60
1 50
1 60
1 80
1 60
1 60
0
0
9 70
5
9 9
V A LE R I M AT TE O
H O NDA
W AFN A
1 20
1 20
9 0
0
1 40
1 40
1 80
1 80
9 70
6
8 23
S ZA LA Y D IE G O
K TM
P IN O M ED EO T
1 40
1 40
1 30
1 50
1 50
1 50
0
0
8 60
7
7 77
C O RRAD IN N IC O LA
H USQ VA R NA
L A S V EG AS P A R K A SD
0
0
2 20
2 20
2 20
2 00
0
0
8 60
8
9 05
C IU TO R O BER TO
Y A M AH A
S ABBIA D O RO
0
0
1 50
0
0
0
2 00
2 00
5 50
9
2 3
P IZ ZU LIN S TE FA N O
H O NDA
T R IE STE
1 50
1 60
1 1 0
0
0
0
0
0
4 20
1 0
4 4
F O NG IO NE D EN NIS
H USQ VA R NA
R O M AN S
1 80
2 00
0
0
0
0
0
0
3 80
1 1
5 9
C AN DO LF I M ASSIM IL IA N O
Y A M AH A
W AFN A
0
0
1 40
1 60
0
0
0
0
3 00
1 2
9 29
L O ZA R IZ TO K
S U ZU KI
P IN O M ED EO T
1 30
1 30
0
0
0
0
0
0
2 60
1 3
3
R AN ER I C AR M ELO
B ETA
I S O NTIN O
0
0
1 20
1 40
0
0
0
0
2 60
1 4
7 07
C LE M EN TE R IC CAR DO
H O NDA
W AFN A
0
0
1 00
1 30
0
0
0
0
2 30
C LA SSE M X2 C HALLE N G E
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
7 09
G REG ORIC R IH AR D
H USQ VA R NA
P IN O M ED EO T
2 50
2 20
2 50
2 50
2 50
2 50
2 50
2 50
1 970
2
1 1 0
C ASTA LD O S AM UEL
K TM
C AR SO
2 20
2 50
2 20
2 20
1 30
2 00
2 00
1 80
1 620
3
2 47
S PIN AZZE ’ A LE X
H O NDA
C AN EVA
1 80
1 60
2 00
1 80
1 60
1 80
2 20
2 20
1 500
4
8 48
M IC HIE LI F R AN CO
Y A M AH A
P IN O M ED EO T
0
0
1 50
1 60
1 80
1 40
1 80
2 00
1 010
5
3 15
T A M BU RLIN I M AR CO
H USQ VA R NA
W AFN A
1 00
8 0
1 60
1 30
1 00
1 00
1 50
1 50
9 70
6
1 04
S AN T J A C O PO
K AW ASAKI
W AFN A
7 0
6 8
1 20
1 40
1 1 0
1 1 0
1 60
1 50
9 28
7
3 1
S C ATA M BU RLO A LE SSAN DRO
S U ZU KI
W AFN A
0
0
1 80
2 00
2 20
1 60
0
0
7 60
8
5 25
P O LIC S TA S
H USQ VA R NA
P IN O M ED EO T
8 0
1 20
1 40
1 50
1 40
1 20
0
0
7 50
9
2 52
C REU SO D EVIS
K AW ASAKI
M AN ZA N O
1 60
1 80
0
0
1 50
1 50
0
0
6 40
1 0
9 42
V IC ED O M IN I S AM UELE
K TM
L A S V EG AS P A R K A SD
6 6
1 50
1 30
0
1 20
1 30
0
0
5 96
1 1
1 51
P ER IN I R UDY
G ASG AS
C AN EVA
1 50
1 30
0
0
0
0
1 20
1 60
5 60
1 2
2 96
P A N UNZIO E R IK
G ASG AS
A LB AT R O S
1 1 0
7 0
0
0
0
0
1 30
1 20
4 30
1 3
1 7
C IP O LA T M IS F E D ER IC O
B ETA
P ED EM ONTA N O
0
0
0
0
2 00
2 20
0
0
4 20
1 4
1 65
M AG AG NATO E R IC K
K TM
W AFN A
0
0
1 00
1 1 0
0
0
1 00
1 00
4 10
1 5
1 3
B O RTO LO TTI M IC HAEL
K AW ASAKI
M OREN A
2 00
2 00
0
0
0
0
0
0
4 00
1 6
2 15
G UER CIO R O BER TO
K TM
W AFN A
6 8
6 6
0
0
0
0
1 1 0
1 1 0
3 54
1 7
1 01
P IV ETTA M IR CO
F A N TIC
P ED EM ONTA N O
1 40
1 40
0
0
0
0
0
0
2 80
1 8
3 60
Z A N CHETTA M AR CO
H O NDA
A LB AT R O S
0
0
0
0
0
0
1 40
1 30
2 70
1 9
1 94
M AR CHI E N RIC O
H USQ VA R NA
P IN O M ED EO T
1 30
1 1 0
0
0
0
0
0
0
2 40
2 0
7 7
F IO REN TIN O A LE SSAN DRO
H O NDA
W AFN A
0
0
1 1 0
1 20
0
0
0
0
2 30
2 1
1 1 9
T IR ELLI A LE SSIO
H O NDA
M OREN A
1 20
9 0
0
0
0
0
0
0
2 10
2 2
5 22
P A LU M BO E N RIC O
Y A M AH A
S ABBIA D O RO
9 0
1 00
0
0
0
0
0
0
1 90
2 3
4 5
Z O LD AN R AFFA ELE
H O NDA
C AN EVA
0
0
0
0
0
0
9 0
9 0
1 80
2 4
2 59
M ER O I M AT TE O
K TM
M AN ZA N O
0
0
0
0
0
0
0
0
0
C LA SSE M X1 R ID ER
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
1 94
P O RRAC IN E N RJ
K AW ASAKI
C AN EVA
2 50
1 80
2 50
2 50
2 50
2 50
2 50
2 50
1 930
2
2 8
D I B IA G GIO S IM ONE
K TM
P IN O M ED EO T
1 80
2 50
2 20
2 20
2 20
2 20
2 20
2 20
1 750
3
7 91
D E N AR DO T H O M AS
K TM
S ABBIA D O RO
2 00
2 20
0
0
0
0
0
0
4 20
4
8 12
L E N AR DUZZI M AT TIA
K AW ASAKI
C AR SO
2 20
2 00
0
0
0
0
0
0
4 20
5
1 04
G UZZO R IC CAR DO
H O NDA
C AN EVA
0
0
0
0
2 00
2 00
0
0
4 00
6
7 09
C O DEN R UDY
K TM
C AR SO
0
0
0
0
0
0
2 00
2 00
4 00
7
4 82
G IO VA N ELLI M AR CO
Y A M AH A
F A N NA
0
0
0
0
1 80
1 80
0
0
3 60
8
5 45
B ASSO C HRIS TIA N
Y A M AH A
C AN EVA
0
0
0
0
0
0
0
0
0
C LA SSE M X2 R ID ER
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le gio nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
1 40
S LA V EC V A L
K TM
C AEN VA
2 50
2 50
2 20
2 50
2 50
2 50
2 50
2 50
1 970
2
1 5
M IN ER VIN I R IC CAR DO
K TM
C AR SO
2 20
1 80
2 50
2 00
1 80
2 20
2 00
2 20
1 670
3
8 84
L U CHIN I M AT TIA
H O NDA
A LB AT R O S
1 80
2 20
2 00
2 20
2 00
0
2 00
1 50
1 370
4
9 63
N USSIO F R AN CIS C O
H O NDA
L A S V EG AS P A R K A SD
1 1 0
1 1 0
1 50
1 50
1 60
2 00
1 60
2 00
1 240
5
7 77
Z O RZE N O N A LE X
H O NDA
S ABBIA D O RO
8 0
9 0
1 40
1 40
1 50
1 60
1 60
1 80
1 1 00
6
2 3
L E O GRAN DE D AN IE LE
Y A M AH A
A LB AT R O S
1 50
2 00
1 80
1 80
0
0
2 20
1 60
1 090
7
3 36
V O LP E M AR CO
K TM
P ED EM ONTA N O
1 60
1 30
0
0
2 20
1 40
0
0
6 50
8
7 23
B R ED A A N DREA
H USQ VA R NA
R IS O RG IV E
1 30
1 20
0
0
1 40
1 80
0
0
5 70
9
2 83
C O RVEZZO D EN NIS
G ASG AS
F A N NA
6 8
6 8
0
0
1 30
1 50
0
0
4 16
1 0
8 10
Z IT K O N IK
K TM
T R IE STE
2 00
1 50
0
0
0
0
0
0
3 50
1 1
2
A G OSTI N IC O LA S
H O NDA
A LB AT R O S
0
0
1 60
1 60
0
0
0
0
3 20
1 2
2 26
D AN ELU ZZI E M AN UELE
K TM
S ABBIA D O RO
1 20
1 60
0
0
0
0
0
0
2 80
1 3
2 14
B R ZA N E R IK
K TM
P IN O M ED EO T
1 40
1 40
0
0
0
0
0
0
2 80
1 4
3
D E L O REN ZI G IU LIO
Y A M AH A
F A N NA
0
0
1 30
1 30
0
0
0
0
2 60
1 5
3 28
A V O LE D O S TE FA N O
H O NDA
F A N NA
6 6
6 6
0
0
1 20
0
0
0
2 52
1 6
2 36
M AT TIO Z F A BIO
H O NDA
F A N NA
1 00
1 00
0
0
0
0
0
0
2 00
1 7
3 02
A STE F R AN CESC O
G ASG AS
M AN ZA N O
9 0
7 0
0
0
0
0
0
0
1 60
1 8
7
I A N NUCCI M AIC O L
K AW ASAKI
T A G LIA M EN TO
7 0
8 0
0
0
0
0
0
0
1 50
1 9
8 23
P R AV IS AN I E LIA S E LV I
G ASG AS
C AR SO
6 4
0
0
0
0
0
0
0
6 4
C LA SSE M X1 E XPER T
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
2 23
B R UNZIN L U CA
K TM
S ABBIA D O RO
0
0
0
0
2 50
2 50
0
0
5 00
2
5 95
D A D ALT R O NNY
H O NDA
P O LC EN IG O
2 50
2 50
0
0
0
0
0
0
5 00
C LA SSE M X2 E XPER T
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
2 21
P A LIA G A N O RIC K
H USQ VA R NA
P IN O M ED EO T
2 20
2 20
2 50
2 50
2 50
2 50
2 50
2 50
1 940
2
1 9
D URAN TE M AN UEL
K TM
C AR SO
2 50
2 50
0
0
0
0
0
0
5 00
C LA SSE F E M MIN IL E
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
2 37
T E SO LA T A U RO RA
Y A M AH A
A LB AT R O S
2 20
2 20
2 50
2 50
2 50
2 50
2 50
2 50
1 940
2
3 1
O RTO LA N I E VA
T M
W AFN A
1 50
1 60
2 00
2 00
2 00
2 00
1 80
0
1 290
3
1 67
A N TO NELLI L IN DA
K TM
M AN ZA N O
2 00
2 00
2 20
2 20
2 20
2 20
0
0
1 280
4
3 6
K O NI A D ELA
K AW ASAKI
M AN ZA N O
1 60
1 50
0
0
1 60
1 80
2 00
1 80
1 030
5
2 4
C ESC UTTI M AT IL D E
Y A M AH A
W AFN A
1 40
1 40
1 80
0
1 80
1 60
0
0
8 00
6
5 39
H O RVAT M AN CA
H USQ VA R NA
T R IE STE
2 50
2 50
0
0
0
0
0
0
5 00
7
3 09
L U CHIN I G IU LIA
H O NDA
A LB AT R O S
0
0
0
0
0
0
2 20
2 20
4 40
8
5 10
M ORAN DIN I M AR TIN A
K TM
C AR SO
1 80
1 80
0
0
0
0
0
0
3 60
9
3 27
B U DAI S IL V IA
F A N TC
F A N NA
0
0
0
0
0
0
1 60
2 00
3 60
C LA SSE O PEN M ASTE R
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
6 10
T U RIT TO R O BER TO
K AW ASAKI
A N EIP O LO S
2 20
2 20
1 80
2 20
2 20
2 00
2 00
2 20
1 680
2
5 00
R IG OTTI D IE G O
K TM
P IN O M ED EO T
2 00
2 00
2 00
2 00
2 00
2 20
2 20
2 00
1 640
3
9 65
C RIV ELLA R I G IA N FR AN CO
Y A M AH A
M AN ZA N O
2 50
2 50
2 50
2 50
0
0
0
0
1 000
4
2 09
Q UER IN L IV IO
H O NDA
P ED EM ONTA N O
0
0
0
0
2 50
2 50
2 50
2 50
1 000
5
5 9
M AR CHI R O BER TO
H USQ VA R NA
P IN O M ED EO T
1 60
1 60
2 20
1 80
0
0
0
0
7 20
6
2 02
B EN VEG NU’ M AR IN O
H O NDA
P IN O M ED EO T
1 50
1 50
1 60
1 60
0
0
0
0
6 20
7
6 99
B ASSO S TE FA N O
Y A M AH A
C AN EVA
1 80
1 80
0
0
0
0
0
0
3 60
C LA SSE O PEN S U PER VETE R AN
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
4 05
B AT TIS TE LLA C LA U DIO
H O NDA
R O M AN S
2 00
1 50
2 20
2 20
2 00
2 20
2 50
2 50
1 710
2
7 75
S ALV A D O R IV A N
H O NDA
C AN EVA
1 60
2 00
1 60
2 00
0
0
2 00
2 00
1 1 20
3
2 3
P ETR UZ A N DREA
G ASG AS
W AFN A
1 50
1 60
1 80
1 60
1 80
1 80
0
0
1 010
4
1 05
P A G AN O L U CA
K AW ASAKI
M AN ZA N O
0
0
2 50
2 50
2 50
2 50
0
0
1 000
5
3 53
M IO R E M AN UELE
H O NDA
A LB AT R O S
1 80
1 80
0
0
0
0
2 20
2 20
8 00
6
9 72
R AD IO NI L U CA
D UCAT I
M MVV G RAD O A SD
2 50
2 50
0
0
0
0
0
0
5 00
7
1 64
M AT TIU Z P A O LO
K TM
P ED EM ONTA N O
2 20
2 20
0
0
0
0
0
0
4 40
8
5
T A SSAN T O FFO LA P A O LO
H O NDA
P ED EM ONTA N O
0
0
0
0
2 20
2 00
0
0
4 20
9
7 1
Q UALIZ ZA M AR CELLO
Y A M AH A
M AN ZA N O
0
0
2 00
1 80
0
0
0
0
3 80
1 0
7 3
M AT TIU SSI A LE SSAN DRO
K AW ASAKI
W AFN A
0
0
1 50
1 50
0
0
0
0
3 00
1 1
5
D AL B ELLO D AR IO
S H ER CO
P IN O M ED EO T
0
0
0
0
0
0
1 80
0
1 80
C LA SSE O PEN V ETE R AN
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
5 69
F A N NA L U CA
B ETA
M AN ZA N O
2 20
2 20
2 50
2 50
2 20
2 20
2 00
2 20
1 800
2
2 49
G IG AN TE IV A N
H O NDA
L A S V EG AS P A R K A SD
2 50
2 50
2 00
1 80
2 00
1 80
2 50
2 50
1 760
3
2 74
Q UAIN O M ASSIM O
K AW ASAKI
W AFN A
1 60
1 60
2 20
2 20
2 50
2 50
2 20
2 00
1 680
4
6 66
L E O NAR DUZZI M AU RO
H O NDA
T A G LIA M EN TO
1 80
2 00
1 60
1 60
1 80
2 00
1 80
1 80
1 440
5
3 8
C O RAZZA A N DREA
K TM
C AN EVA
1 1 0
1 1 0
1 1 0
1 20
1 1 0
1 1 0
1 50
1 60
9 80
6
3 47
D O SE F U LV IO
K AW ASAKI
P IN O M ED EO T
1 50
1 50
1 40
1 40
1 40
1 40
0
0
8 60
7
2 0
S AN T D AN IE LE
H O NDA
M AN ZA N O
1 30
1 30
1 30
1 30
1 30
1 30
0
0
7 80
8
4 2
P A R O N S TE FA N O
H O NDA
W AFN A
0
0
1 80
2 00
1 50
1 50
0
0
6 80
9
6 25
M AC RI G IU SEPPE
S U ZU KI
R O M AN S
0
0
1 50
1 50
1 60
1 60
0
0
6 20
1 0
7 7
P IC CIN O SC AR
K AW ASAKI
C AN EVA
1 20
1 20
1 20
1 1 0
0
0
0
0
4 70
1 1
2 21
T A SSAN D AV ID
Y A M AH A
P O LC EN IG O
2 00
1 80
0
0
0
0
0
0
3 80
1 2
8 24
B R AZZIT A LE SSAN DRO
H O NDA
A LB AT R O S
1 40
1 40
0
0
0
0
0
0
2 80
1 3
2 16
D EL P U P P A R ID E
H O NDA
M AN ZA N O
0
0
0
0
1 20
1 20
0
0
2 40
1 4
2 64
D AL B EN T H O M AS
K AW ASAKI
P ED EM ONTA N O
0
0
0
0
1 00
1 00
0
0
2 00
1 5
2 8
C O NFO RTIN C LA U DIO
Y A M AH A
C AEN VA
0
0
0
0
0
0
1 60
0
1 60
C LA SSE 8 5 J U NIO R
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
7 77
M ASIN A M AR CO
K TM
F A N NA
2 20
2 20
2 20
2 20
2 20
2 20
2 00
2 20
1 740
2
3
B O RG HIN I L U CA
G ASG AS
C AR SO
2 50
2 50
0
0
2 00
2 00
2 20
2 50
1 370
3
8 14
P LA N KO V IT
K TM
T R IE STE
0
0
2 50
2 50
2 50
2 50
2 50
0
1 250
4
2 4
M ASLO G ABR IE L
G ASG AS
W AFN A
0
0
0
0
1 80
1 80
0
0
3 60
5
5 12
B U TE LLI C RIS TIA N
H USQ VA R NA
W AFN A
2 00
0
0
0
0
0
0
0
2 00
C LA SSE 8 5 S EN IO R
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
1 76
P IT A C CO G IU LIO
K TM
T R IE STE
2 00
1 1 0
2 20
0
2 50
2 50
2 20
2 20
1 470
2
2 63
V IZ IN TIN S VIT
K TM
P IN O M ED EO T
2 20
2 20
2 50
2 50
0
0
2 50
2 50
1 440
3
7 45
J U RKO VIC M IH A
Y A M AH A
T R IE STE
1 60
2 00
1 60
2 20
1 80
1 30
1 80
1 40
1 370
4
6 5
C ELO TTO M AT TE O
Y A M AH A
A LB AT R O S
1 30
1 80
2 00
1 80
2 20
2 20
1 60
0
1 290
5
2 46
L E O NAR DUZZI A LE SSIO
G ASG AS
T A G LIA M EN TO
1 50
1 40
1 50
1 60
1 50
1 80
1 20
1 30
1 1 80
6
2 79
V ER RIC O IV A N
Y A M AH A
L A S V EG AS P A R K A SD
1 20
1 20
1 30
1 50
1 40
2 00
1 30
1 20
1 11 0
7
2 99
D AL P O NT L O REN ZO
K TM
C AN EVA
1 1 0
1 30
1 20
1 40
1 60
1 60
1 40
1 50
1 11 0
8
7 07
S LE JK O M AT E VZ
G ASG AS
P IN O M ED EO T
0
0
1 80
2 00
2 20
0
2 00
2 00
1 000
9
9 7
D AL P O NT M AT TE O
K TM
C AN EVA
0
0
1 20
1 1 0
1 30
1 40
1 1 0
1 1 0
7 20
1 0
1 39
P A JE R J A KA
H USQ VA R NA
P IN O M ED EO T
0
1 60
1 40
1 30
1 20
1 50
0
0
7 00
1 1
1 1 9
G AJS ER L E O
Y A M AH A
P IN O M ED EO T
2 50
2 50
0
0
0
0
0
0
5 00
1 2
5 55
D ELO NG A D AM IA N
Y A M AH A
P IN O M ED EO T
0
0
0
0
0
0
1 50
1 60
3 10
1 3
2 69
B IZ JA K T R IS TA N
G ASG AS
T R IE STE
1 40
1 50
0
0
0
0
0
0
2 90
1 4
3 69
R US V ID
H USQ VA R NA
T R IE STE
1 80
1 00
0
0
0
0
0
0
2 80
1 5
9 36
A N ASTA SIA J A M ES
Y A M AH A
S ABBIA D O RO
0
0
0
0
0
0
0
1 80
1 80
C LA SSE 6 5 D EB UTTA NTI
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
1 00
H RIB AR L O VR O
H USQ VA R NA
T R IE STE
2 50
2 50
2 00
2 20
2 50
2 50
2 20
2 20
1 860
2
1 1 7
P O DG ORNIK R EN E
K TM
P IN O M ED EO T
0
0
2 20
2 00
2 20
2 20
2 00
2 00
1 260
3
1 6
P A R O N R IC CAR DO
K TM
W AFN A
0
0
1 80
1 80
2 00
2 00
1 60
1 80
1 1 00
4
8 81
H IR SC HEN HAU SER N O EL
H USQ VA R NA
T R IE STE
0
0
2 50
2 50
0
0
2 50
2 50
1 000
5
2 6
M AT TE O
H USQ VA R NA
A LB AT R O S
0
0
0
0
0
0
1 80
1 60
3 40
C LA SSE 6 5 C ADETTI
M c T rie ste – A quile ia
M c W afn a – R onch i d ei
le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
2 54
A IE LLO J E R EM Y
G ASG AS
T R IE STE
2 50
2 50
2 50
2 50
2 50
2 50
2 20
2 20
1 940
2
1 78
F A N NA T H O M AS
K TM
M AN ZA N O
1 40
1 40
1 60
1 60
2 20
2 20
1 30
1 50
1 320
3
2 5
N IC O LA R DI D IE G O
K AW ASAKI
F A N NA
1 80
1 80
2 20
2 20
0
0
2 50
2 50
1 300
4
2 43
J E R EB M AKS
H USQ VA R NA
T R IE STE
1 60
1 60
2 00
1 80
0
0
1 80
2 00
1 080
5
4
S C HIA V O N E R IC
Y A M AH A
T R IE STE
1 50
1 50
1 80
2 00
0
0
1 50
1 80
1 010
6
2 31
M IK LA V C IC J A N
K TM
P IN O M ED EO T
0
0
1 40
1 30
1 80
1 80
1 30
1 60
9 20
7
3 00
S AKSID A T R IS TA N
H USQ VA R NA
T R IE STE
2 00
2 00
0
0
0
0
2 00
1 30
7 30
8
7 2
S O LD AN L O REN ZO
H USQ VA R NA
A LB AT R O S
1 30
1 30
0
0
0
0
1 40
1 40
5 40
9
8
M LE C NIK T E VZ
H USQ VA R NA
P IN O M ED EO T
0
0
1 50
1 40
0
0
1 1 0
1 20
5 20
1 0
1 0
M AC EK M AT IC
Y A M AH A
P IN O M ED EO T
2 20
2 20
0
0
0
0
0
0
4 40
1 1
1 7
T R AT TE R K EVIN
K TM
F A N NA
0
0
0
0
2 00
2 00
0
0
4 00
1 2
1 51
M ONO PO LI M AT TIA
K TM
W AFN A
0
0
1 30
1 50
0
0
0
0
2 80
1 3
9 99
D ELO NG A M AR O
Y A M AH A
P IN O M ED EO T
0
0
0
0
0
0
1 60
1 1 0
2 70
C om it a to R egio nale F riu li V enezia G iu lia
C LA SSIF IC A C AM PIO NATO T R IV EN ETO M X E PO CA F V G 2 026
C LA SSE O LD E PO CA
M c T rie ste – A quile ia
M c W afn a – R onch i
dei le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
1
T R O LLO M ASSIM O
C AG IV A
G AER NE
2 50
2 50
2 50
2 50
2 50
2 50
0
0
1 500
2
2 68
F U RLA N M AR IO
H O NDA
C AN EVA
0
0
1 70
2 10
1 70
1 40
2 10
2 10
1 11 0
3
7 47
V O LP ATO D EN IS
Y A M AH A
C AN EVA
0
0
2 10
1 70
2 10
2 10
0
0
8 00
4
8 88
T U RRIN M IC HELE
S U ZU KI
C AN EVA
0
0
0
0
0
0
2 50
2 50
5 00
5
1 00
G IG LIO TTI V A LT E R
K AW ASAKI
C AN EVA
0
0
0
0
1 40
1 70
0
0
3 10
6
3 4
B R AV IN M IR CO
K AW ASAKI
B .B .1 B IB IO NE
0
0
0
0
0
0
1 40
1 70
3 10
7
8
D A R O LD E N ZO
A N CIL LO TTI
F A R A V IC EN TIN O
0
0
0
0
0
0
1 70
1 40
3 10
C LA SSE S TA R C RO SS E PO CA
M c T rie ste – A quile ia
M c W afn a – R onch i
dei le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
2 63
F E R RER I F R AN CESC O
H O NDA
M AN ZA N O
2 50
2 50
2 50
2 50
2 50
2 50
1 70
1 20
1 790
2
2 97
M AT TE W
S U ZU KI
M IR AN O
2 10
1 70
1 70
2 10
2 10
2 10
0
0
1 1 80
3
3 33
D E B O NI S IM ONE
H O NDA
P ED EM ONTA N O
1 40
1 40
2 10
1 70
1 70
1 70
0
0
1 000
4
9 69
S C IO LIS D EN IS
H O NDA
W AFN A
1 20
1 20
1 40
1 40
0
0
0
0
5 20
5
3 95
L A ZZE R F U LV IO
H O NDA
P ED EM ONTA N O
0
0
1 1 0
1 1 0
1 40
1 40
0
0
5 00
6
3 83
Z O RZI M AN UEL
K AW ASAKI
B .B .1 B IB IO NE
1 70
2 10
0
0
0
0
1 40
2 10
7 30
7
3 39
V O LP E M AR IO
S U ZU KI
P ED EM ONTA N O
0
0
1 20
1 20
0
0
1 20
1 40
5 00
8
9 10
D E C EC CO A N DREA
H O NDA
A LB AT R O S
0
0
0
0
0
0
2 50
2 50
5 00
9
8 99
B ASSO C HRIS TIA N
H O NDA
C AN EVA
0
0
0
0
0
0
2 10
1 70
3 80
C LA SSE S TO RIC HE E PO CA
M c T rie ste – A quile ia
M c W afn a – R onch i
dei le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
9
T IM B R AD LE Y
C AG IV A
M AN ZA N O
2 10
2 10
2 10
2 10
2 10
2 10
2 10
2 10
1 680
2
7 10
S IG OLO TTO L U CA
K AW ASAKI
L A M AR CA T R EVIG IA N A
2 50
2 50
2 50
2 50
0
0
2 50
2 50
1 500
3
6 99
B ASSO S TE FA N O
Y A M AH A
C AN EVA
0
0
1 70
1 70
1 40
1 40
1 70
1 70
9 60
4
7 79
V A N ZE TTO F R AN CESC O
H O NDA
G AER NE
0
0
0
0
2 50
2 50
0
0
5 00
5
3 39
V O LP E M AR IO
S U ZU KI
P ED EM ONTA N O
1 70
1 70
0
0
0
0
0
0
3 40
6
1 01
K EKKIN
K AW ASAKI
M IR AN O
0
0
0
0
1 70
1 70
0
0
3 40
7
1 93
K O CIN A F A BIO
Y A M AH A
T R IE STE
1 40
1 40
0
0
0
0
0
0
2 80
C LA SSE T W IN S H O CK E PO CA
M c T rie ste – A quile ia
M c W afn a – R onch i
dei le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
2 93
D I G IU STO P IE R LU IG I
V IL LA
T A G LIA M EN TO
2 50
2 50
2 50
2 50
2 50
2 50
2 50
2 50
2 000
2
1 9
S AN DRIN R AFFA ELE
M ONTE SA
C AN EVA
1 70
1 70
1 70
1 70
0
0
1 70
0
8 50
3
1 01
K EKKIN
S U ZU KI
M IR AN O
2 10
2 10
2 10
2 10
0
0
0
0
8 40
4
5 5
P IE R O PA N M AR IO
B SA
F A R A V IC EN TIN O
0
0
0
0
0
0
2 10
2 10
4 20
C LA SSE E VO E PO CA
M c T rie ste – A quile ia
M c W afn a – R onch i
dei le g io nari
M c P ed em onta n o
Cord en ons
M c C an eva – F ia sch etti d i
Can eva
M c R is o rg iv e – C odro ip o
lo c.R iv o lt o
T o t.
P O S
N . G ARA
C O GM OM E N O M E
M OTO
M OTO CLU B
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1 °
2 °
1
4
P IT R ELLI D AN IE LE
Y A M AH A
A .M . F R IU LA N A
0
0
2 50
2 50
2 50
2 50
2 50
2 50
1 500
: c a m pio ne
