%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Ficha técnica - CERATO 2022
2021-08-12T11:40:45-05:00
2021-08-12T11:40:45-05:00
2021-08-12T11:40:45-05:00
Adobe Illustrator 24.2 (Macintosh)
256
180
JPEG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uuid:0276762e-c325-d541-be8b-c0568ce402eb
xmp.did:95200025-65cf-4465-bdb4-b67d503a6651
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4775c9d4-8d30-c849-b36e-3806af6cee9a
xmp.did:44262f98-5a31-485f-b275-0b3fdb1e2023
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:385D1AA68DC4EB11BDEC8DA8AD389883
2021-06-03T12:03:42-05:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:95200025-65cf-4465-bdb4-b67d503a6651
2021-08-12T11:40:41-05:00
Adobe Illustrator 24.2 (Macintosh)
/
EmbedByReference
/Users/pro/Desktop/Basilio/Camello/Kia/Cerato/Cerato-vivro-sin-fondo-rojo.jpg
xmp.did:01410E84D68411EB959DE167C63F6322
xmp.iid:01410E83D68411EB959DE167C63F6322
EmbedByReference
/Users/pro/Desktop/Basilio/Camello/Kia/Cerato/Cerato-vivro-sin-fondo-rojo.jpg
xmp.did:01410E84D68411EB959DE167C63F6322
xmp.iid:01410E83D68411EB959DE167C63F6322
EmbedByReference
/Users/pro/Desktop/Basilio/Camello/Kia/Cerato/Cerato-vivro-sin-fondo-rojo.jpg
xmp.did:01410E84D68411EB959DE167C63F6322
xmp.iid:01410E83D68411EB959DE167C63F6322
EmbedByReference
kia_stonic_portada.jpg
EmbedByReference
/Users/pro/Desktop/Basilio/Camello/Kia/Cerato/Features-2-pc.jpg
xmp.did:8066EA7ED3E511E88A1AD4082CDCA8D4
xmp.iid:8066EA7DD3E511E88A1AD4082CDCA8D4
EmbedByReference
kia_stonic_portada.jpg
/Users/pro/Desktop/Basilio/Camello/Kia/Cerato/Cerato-vivro-sin-fondo-rojo.jpg
xmp.did:01410E84D68411EB959DE167C63F6322
xmp.iid:01410E83D68411EB959DE167C63F6322
/Users/pro/Desktop/Basilio/Camello/Kia/Cerato/Cerato-vivro-sin-fondo-rojo.jpg
xmp.did:01410E84D68411EB959DE167C63F6322
xmp.iid:01410E83D68411EB959DE167C63F6322
/Users/pro/Desktop/Basilio/Camello/Kia/Cerato/Cerato-vivro-sin-fondo-rojo.jpg
xmp.did:01410E84D68411EB959DE167C63F6322
xmp.iid:01410E83D68411EB959DE167C63F6322
kia_stonic_portada.jpg
/Users/pro/Desktop/Basilio/Camello/Kia/Cerato/Features-2-pc.jpg
xmp.did:8066EA7ED3E511E88A1AD4082CDCA8D4
xmp.iid:8066EA7DD3E511E88A1AD4082CDCA8D4
kia_stonic_portada.jpg
Print
Adobe Illustrator
False
True
1
215.900000
166.628762
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadVariableConcept-Roman
Myriad Variable Concept
Light Condensed
Open Type
Version 1.025;hotconv 1.0.108;makeotfexe 2.5.65593
False
MyriadVariableConcept-Roman.otf
KIAB
KIA
Bold
Open Type
Version 1.000;PS 1;hotconv 1.0.57;make.lib2.0.21895
False
kia_bold.otf
CorporateS-Light
CorporateS Light
Light
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 7547 C
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
PANTONE 7547 C
SPOT
100.000000
LAB
10.588200
-2
-9
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 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 612.0 472.333]/Type/Page>>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 40 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 43 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 46 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
44 0 obj
<>stream
HWˎ$
WLH=(]
dF
нz}G*euc1tFeJ| qǴSڞnm?{g|?$.l:>؞_)Mwc{y@۵7´@ٛ`^eȞ{Kׇ?T[*s[7}5|~[Bncitߤ\!##
d7H|e\ޖ} Ӷԛ$d/6Fk
̤Tul[ٓmb8];qۥW%odņҷy{z8
Jː-\v)?/=8i{h4w ҂7RByB끞fm
D$]*zlPKxJMҌT gPF#T0ֱtʞq50 k-E[)JVG>nNKcY5k|Uqׄe!8YC>Vi
&H$F$<Ϩ2!w-j`ȸј/ *[j xp1xS78P:w.Gǥx$":ʢH
B$uCg.Lй!I,BY>\ɾWԷt-
Lz?@͊{'+' (
PVl:aQ(uˀZs_A;قq7KLBQcY^~
Vƪ
z[@W=$r7qx(p[*x:G&.K%i]SC[\ _K6O,F`gyp`緸Bn#vw>$gܿwD9DYO,IYe(d=khjr=kr=i4Y54WM(Q֓((ˍ(j.-49B&g
MvI.gI$U,f'MOaK,Hr\0(\ϊ\EUYC"gET)]A.Se *eJ, EL"7*r]9"a
;I21rtVB>M-PKL]Ŕgk8}zohf?7yfYY>'v8e|Ȝ>s?9qǙr:}IDiԹN3Qg:י?0i+sr\I}κP'|F83'tv
A3L[ٳ'Y߱?g=B]%O'fg<3ZBZO'rLuzt흉}2y"牠'=l)mO`{z+EGzaQ[UN 9+г: