%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
AF_A4_VERTICAL_SPEC_GS_GEELY
2020-02-03T16:17:52-05:00
2020-02-03T16:17:52-05:00
2020-02-03T16:17:52-05:00
Adobe Illustrator 24.0 (Macintosh)
192
256
JPEG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uuid:b3553d4c-283e-5249-91ce-046d8cdc472d
xmp.did:825c606a-eff7-4e9c-9439-782f2b2b666e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ca6dc04c-8a33-4a76-a2d7-04148541cbed
xmp.did:ca6dc04c-8a33-4a76-a2d7-04148541cbed
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:B9AD6B27657FE011B7B0B51438F96E69
2011-05-16T10:35:25+08:00
Adobe Illustrator CS5
/
saved
xmp.iid:825c606a-eff7-4e9c-9439-782f2b2b666e
2020-02-03T16:17:46-05:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Users/victor.yaypen/Downloads/AF_A4_VERTICAL_SPEC_GS_GEELY/Links/lateral gs azul.tif
adobe:docid:photoshop:5f35aad8-ede5-f24c-8552-cca0af68ce8b
xmp.iid:f71a9fbb-7c78-4a53-81dd-7eca26ddda80
EmbedByReference
/Users/victor.yaypen/Downloads/AF_A4_VERTICAL_SPEC_GS_GEELY/Links/gs trasera azul.tif
adobe:docid:photoshop:5d6c7016-2c14-b442-8812-faec106880e9
xmp.iid:7b61ca6b-7ed1-4c8c-a7e8-ee1e6d065a95
EmbedByReference
/Users/victor.yaypen/Downloads/AF_A4_VERTICAL_SPEC_GS_GEELY/Links/gs sport_cmyk azul.tif
adobe:docid:photoshop:08f570c8-4047-eb43-aaa5-195ddddd534f
xmp.iid:e15d2863-4974-4b25-8849-91059a57ce15
/Users/victor.yaypen/Downloads/AF_A4_VERTICAL_SPEC_GS_GEELY/Links/lateral gs azul.tif
adobe:docid:photoshop:5f35aad8-ede5-f24c-8552-cca0af68ce8b
xmp.iid:f71a9fbb-7c78-4a53-81dd-7eca26ddda80
/Users/victor.yaypen/Downloads/AF_A4_VERTICAL_SPEC_GS_GEELY/Links/gs trasera azul.tif
adobe:docid:photoshop:5d6c7016-2c14-b442-8812-faec106880e9
xmp.iid:7b61ca6b-7ed1-4c8c-a7e8-ee1e6d065a95
/Users/victor.yaypen/Downloads/AF_A4_VERTICAL_SPEC_GS_GEELY/Links/gs sport_cmyk azul.tif
adobe:docid:photoshop:08f570c8-4047-eb43-aaa5-195ddddd534f
xmp.iid:e15d2863-4974-4b25-8849-91059a57ce15
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
白色
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
黑色
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK 红
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黄
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 绿
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 蓝
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋红
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
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
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
C=95 M=31 Y=0 K=85 1
CMYK
PROCESS
95.000000
31.000000
0.000000
85.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWM$
s%jobp`؇^=Un9Lc(||d~m{i-m:T:{Jm{ֶob_N6w*8EnCe?KFUM>^> /{|6]v-sUUG{:KߥU_+Ύ㙴Ke]FcT Vw獇O cEp༽}v3ҞJt*2s>**u͓sNo%Cx>=vqzAcڥBad,X\qL@o[|ɴ29{ٖ/oo'f:1>RF>Nkc\02GsHy u(mlD48w|?q*y;.c]ۑEܿw!̠8ýOW|+Rkrk_Vr\KlAI6
lJ4lkmmvm:e[?fb[m=%l8rs49^tx-E07}郶mO6ęOMZrwlgNB=/`;q E['2Q<0wvB;.bwhUG+=3D;FYWЖteWJUn