
70
CB


PAVLOVIĆ
31PAC
47DRI
55SHO
70DEF
58PAS
76PHY
BASIC
Nebojša Pavlović
Not in EA FC 26·KV Kortrijk·Serbia
Nebojša Pavlović has 9 cards in Ultimate Team history, from FIFA 10 to FIFA 17 at KV Kortrijk, peaking at 70 OVR. They have no cards in EA FC 26.
Career cards
9
Highest OVR
70
First year
FIFA 10
Last year
FIFA 17
Best Cards
Nebojša Pavlović's Best FIFA Cards
The highest-rated Nebojša Pavlović card from every FIFA and EA FC release, FIFA 10 through FIFA 17.
FIFA 10



61
CDM
PAVLOVIĆ
61 PAC
54 SHO
55 PAS
51 DRI
70 DEF
68 HEA
Rare
FIFA 11



67
CDM
PAVLOVIĆ
61 PAC
54 SHO
55 PAS
51 DRI
70 DEF
68 HEA
Rare
FIFA 13



67
CDM
4-1-2-1-2
Pavlović
52 PAC
56 SHO
57 PAS
52 DRI
70 DEF
71 HEA
Common
FIFA 14



67
CDM
PAVLOVIĆ
50 PAC
56 SHO
57 PAS
52 DRI
70 DEF
71 HEA
BASIC
Common
FIFA 16



69
CDM
Pavlović
38 PAC
55 SHO
59 PAS
48 DRI
71 DEF
76 PHY
BASIC
Common
FIFA 17

70
CB


PAVLOVIĆ
31PAC
47DRI
55SHO
70DEF
58PAS
76PHY
BASIC
Common
KV Kortrijk9 cards · 100%FIFA History
Nebojša Pavlović FIFA History
Every Nebojša Pavlović card released across FIFA and EA FC, grouped by year, rarity, or overall.
Complete Archive
9 cards
Nebojša Pavlović in FIFA 17
1 card
70
CB


PAVLOVIĆ
31PAC
47DRI
55SHO
70DEF
58PAS
76PHY
BASIC
Common
Nebojša Pavlović in FIFA 16
1 card


69
CDM
Pavlović
38 PAC
55 SHO
59 PAS
48 DRI
71 DEF
76 PHY
BASIC
Common
Nebojša Pavlović in FIFA 15
1 card


67
CDM
Pavlović
48 PAC
59 SHO
59 PAS
53 DRI
69 DEF
75 PHY
BASIC
Common
Nebojša Pavlović in FIFA 14
1 card


67
CDM
PAVLOVIĆ
50 PAC
56 SHO
57 PAS
52 DRI
70 DEF
71 HEA
BASIC
Common
Nebojša Pavlović in FIFA 13
1 card


67
CDM
4-1-2-1-2
Pavlović
52 PAC
56 SHO
57 PAS
52 DRI
70 DEF
71 HEA
Common
Nebojša Pavlović in FIFA 12
2 cards


66
CDM
4-4-2
PAVLOVIĆ
52 PAC
54 SHO
55 PAS
50 DRI
70 DEF
69 HEA
Rare



66
CDM
4-4-2
Pavlović
52 PAC
54 SHO
55 PAS
50 DRI
70 DEF
69 HEA
Common
Nebojša Pavlović in FIFA 11
1 card


67
CDM
PAVLOVIĆ
61 PAC
54 SHO
55 PAS
51 DRI
70 DEF
68 HEA
Rare
Nebojša Pavlović in FIFA 10
1 card


61
CDM
PAVLOVIĆ
61 PAC
54 SHO
55 PAS
51 DRI
70 DEF
68 HEA
Rare
