%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Campana_VA_2022
2022-02-10T00:03:09-06:00
2022-02-10T00:03:09-06:00
2022-02-10T00:03:09-06:00
Adobe Illustrator 25.0 (Macintosh)
256
164
JPEG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uuid:09c78aa0-f9fb-654a-91e5-1546e1238c5b
xmp.did:97e3622b-6e76-4384-9030-59b5cf122930
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:94a1ff7b-dd0b-4fa0-9d95-e2aabe6fe0b9
xmp.did:94a1ff7b-dd0b-4fa0-9d95-e2aabe6fe0b9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:546af913-40d4-4609-a997-3a2091c2a796
2022-01-18T18:38:50-06:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:97e3622b-6e76-4384-9030-59b5cf122930
2022-02-10T00:03:07-06:00
Adobe Illustrator 25.0 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
21.590000
27.940000
Centimeters
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6852.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6853.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6846.otf
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
Cyan
Magenta
Yellow
Black
PANTONE 286 C
PANTONE 109 C
PANTONE 151 C
PANTONE 281 CVC
Default Swatch Group
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 286 C
SPOT
100.000000
LAB
23.137255
18
-68
PANTONE 109 C
SPOT
100.000000
LAB
86.274513
6
99
PANTONE 151 C
SPOT
100.000000
LAB
69.803925
47
79
PANTONE 281 CVC
SPOT
100.000000
RGB
41
61
112
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
23 0 obj
<>stream
HtWK
)$̭e+0
0+$ /O6O۸_?>}ϗ]?ֺ0q~ْOBz'\ ]kپg|y۷oƙmz{sٺ_7poΓ<'@M #'}`\u/qǀ.+l߱]V߫xܾ&vHNs@ư&cr(ݤ]
dB̅O2Ղ5I*g=$zxf8lS,/Xi5
l9Jb"Ry
߇|{ÿ2C
|mN:iB;9ؾGy?k*ÏM':Z72j m"wCI,q_%b6A῭ށ\#a|$|D}$coA=Ws: