


73
CM
4-1-2-1-2
Seymour
67 PAC
63 SHO
74 PAS
71 DRI
69 DEF
62 HEA
Felipe Seymour
Not in EA FC 26·Unión La Calera·Chile
Felipe Seymour has 8 cards in Ultimate Team history, from FIFA 13 to FIFA 21 from AC ChievoVerona, Genoa, Universidad de Chile, and 2 more, peaking at 73 OVR. They have no cards in EA FC 26.
Career cards
8
Highest OVR
73
First year
FIFA 13
Last year
FIFA 21
Best Cards
Felipe Seymour's Best FIFA Cards
The highest-rated Felipe Seymour card from every FIFA and EA FC release, FIFA 13 through FIFA 21.
FIFA 13



73
CM
4-1-2-1-2
Seymour
67 PAC
63 SHO
74 PAS
71 DRI
69 DEF
62 HEA
Rare
FIFA 15



66
CM
SEYMOUR
71 PAC
58 SHO
66 PAS
64 DRI
60 DEF
70 PHY
BASIC
Common
FIFA 17

69
CM


SEYMOUR
71PAC
67DRI
58SHO
63DEF
68PAS
70PHY
BASIC
Common
FIFA 19

69
CM


SEYMOUR
70
PAC
68
DRI
58
SHO
66
DEF
68
PAS
73
PHY
Common
FIFA 20

68
CDM


SEYMOUR
69
PAC
56
DRI
53
SHO
66
DEF
62
PAS
79
PHY
Rare
FIFA 21

68
CDM


SEYMOUR
69
PAC
56
DRI
53
SHO
66
DEF
62
PAS
78
PHY
Rare
Unión La Calera3 cards · 38%
Universidad de Chile2 cards · 25%
Unión Española1 card · 13%
Genoa1 card · 13%
AC ChievoVerona1 card · 13%FIFA History
Felipe Seymour FIFA History
Every Felipe Seymour card released across FIFA and EA FC, grouped by year, rarity, or overall.
Complete Archive
8 cards
Felipe Seymour in FIFA 21
1 card
68
CDM


SEYMOUR
69
PAC
56
DRI
53
SHO
66
DEF
62
PAS
78
PHY
Rare
Felipe Seymour in FIFA 20
2 cards
68
CDM


SEYMOUR
69
PAC
56
DRI
53
SHO
66
DEF
62
PAS
79
PHY
Rare

68
CDM


Seymour
69
PAC
56
DRI
53
SHO
66
DEF
62
PAS
79
PHY
Sudamericana
Felipe Seymour in FIFA 19
1 card
69
CM


SEYMOUR
70
PAC
68
DRI
58
SHO
66
DEF
68
PAS
73
PHY
COMMON
Felipe Seymour in FIFA 18
1 card
70
CM


SEYMOUR
70 PAC
58 SHO
68 PAS
68 DRI
65 DEF
73 PHY
BASIC
Common
Felipe Seymour in FIFA 17
1 card
69
CM


SEYMOUR
71PAC
67DRI
58SHO
63DEF
68PAS
70PHY
BASIC
Common
Felipe Seymour in FIFA 15
1 card


66
CM
SEYMOUR
71 PAC
58 SHO
66 PAS
64 DRI
60 DEF
70 PHY
BASIC
Common
Felipe Seymour in FIFA 13
1 card


73
CM
4-1-2-1-2
Seymour
67 PAC
63 SHO
74 PAS
71 DRI
69 DEF
62 HEA
Rare
