%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Licitacion compras_7Julio_2022
2022-07-07T12:11-05:00
2022-07-07T12:11-05:00
2022-07-07T12:11-05:00
Adobe Illustrator CC 23.0 (Macintosh)
256
152
JPEG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:2383debe-acd0-064f-8003-e6f5b4d7a3f0
xmp.did:1b510134-f9eb-43d1-92f2-7ac8580dca71
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:9478f610-77b2-4ce5-bb60-348e4e5179fe
xmp.did:9478f610-77b2-4ce5-bb60-348e4e5179fe
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7c93c0a4-b537-4f23-a976-a32ffd8e18cb
2021-08-04T14:30:40-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:1b510134-f9eb-43d1-92f2-7ac8580dca71
2022-07-07T12:10:57-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
False
1
26.000000
34.000000
Centimeters
AntennaCond-BlackItalic
AntennaCond
BlackItalic
Open Type
Version 1.000;PS 001.001;hotconv 1.0.38
False
AntennaCond-BlackItalic_0.otf
ProximaNova-Light
Proxima Nova
Light
Open Type
Version 2.003
False
Mark Simonson - Proxima Nova Light.otf
RebrandDis-Bold
Rebrand Dis
Bold
Open Type
Version 1.001;hotconv 1.0.109;makeotfexe 2.5.65596
False
RebrandDis-Bold.otf
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
PANTONE Neutral Black C
SPOT
100.000000
LAB
13.333333
0
0
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
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 737.008 963.78]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 737.008 963.78]/Type/Page>>
endobj
16 0 obj
<>stream
HWێF}Gpn>j(z@G"eYY^d!BRIy2g8duuΩbwMn8r˾Pn./
Ŭ2sZkV͞)grIX"w>Wh'BI,rcNeḽ333xH:d>
౸~1כAHOǛ[shd6M f
i7X=YVCޭ3X~5/[=M:g?W2wJ!MұIk
[3a٪2nvPGY
65[G%l;$][5OJv\ZۖήF[U2(~^]p"Fz]og\3B(UCd֛#N6z)p1x7+d5{,:/PI:s5#_9BBy(u&J
AD\[`:iBnپ~4X:*D㛦UB&祣YGܐok#dVEt.x8J1:惘T[rMA?.V5.^&ާ;Ƥª+l"< 9
r-X
$C1u"#%r3 'f/(|Dn3rm2cA