%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
OR_Fichas SEAT Arona
2023-07-13T09:19:31-04:00
2023-07-13T09:19:31-04:00
2023-07-13T09:19:31-04:00
Adobe Illustrator 25.4 (Macintosh)
256
164
JPEG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uuid:37e56b9d-b469-b14b-87f4-11b2faa6dfc8
xmp.did:7b2fb747-e370-41b2-9237-6c55aaff7350
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a97c2e20-7e8c-594d-872a-013324cd71db
xmp.did:5e1c78bf-e411-4452-848b-64809d91ee9d
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:5e1c78bf-e411-4452-848b-64809d91ee9d
2023-07-11T12:04:47-04:00
Adobe Illustrator 25.4 (Macintosh)
/
saved
xmp.iid:7b2fb747-e370-41b2-9237-6c55aaff7350
2023-07-13T09:19:26-04:00
Adobe Illustrator 25.4 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
215.900000
279.400000
Millimeters
SeatBcn-Regular
Seat Bcn
Regular
Open Type
Version 1.000
False
SeatBcn-Regular.ttf
SeatBcn-Medium
Seat Bcn
Medium
Open Type
Version 1.000
False
SeatBcn-Medium.ttf
SeatBcn-Bold
Seat Bcn
Bold
Open Type
Version 1.000
False
SeatBcn-Bold.ttf
SeatBcn-Black
Seat Bcn
Black
Open Type
Version 1.000
False
SeatBcn-Black.ttf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rojo CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarillo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cian CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grises
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brillantes
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 16.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 56 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
18 0 obj
<>stream
HWYs~@Cʛ
!<ʒ-Y\wYBf}C!6En܉ř{(xޮ3"ATye;diJUPV)VƷ= h<9<eAkԑҘCcɃ4(^?ehCo>Z"?\um~t=7W_srman퉄V=I
Vǧ}:;!EJPXpӵeU-[56yCFIId0ԋ$ۜTU)jh<'s
˫IMi[ƚ!Wq@yPLYA왭7=