%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
060922-JORNADA de Vacunación varios_Última llamada_Jamapa_SS_LEA
2022-06-09T14:50:52-05:00
2022-06-09T14:50:52-05:00
2022-06-09T14:50:52-05:00
Adobe Illustrator 26.3 (Macintosh)
204
256
JPEG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uuid:360bf12a-a658-6b44-ab40-14cc6a469a41
xmp.did:1893e2db-8c5f-402b-b199-2b02388df1f7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:abde67eb-5807-a64e-9792-c9b33e9aaf6a
xmp.did:70978070-2106-42b3-88d8-96b19d078bec
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:70978070-2106-42b3-88d8-96b19d078bec
2022-06-09T14:47:44-05:00
Adobe Illustrator 26.3 (Macintosh)
/
saved
xmp.iid:1893e2db-8c5f-402b-b199-2b02388df1f7
2022-06-09T14:50:51-05:00
Adobe Illustrator 26.3 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
26.000000
35.000000
Centimeters
Montserrat-Medium
Montserrat
Medium
Open Type
Version 6.001
False
Montserrat-Medium.ttf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 2.001
False
Montserrat-Bold.ttf
Montserrat-BoldItalic
Montserrat
Bold Italic
Open Type
Version 6.001
False
Montserrat-BoldItalic.ttf
Montserrat-ExtraBold
Montserrat
ExtraBold
Open Type
Version 6.001
False
Montserrat-ExtraBold.ttf
Montserrat-Black
Montserrat
Black
Open Type
Version 6.001
False
Montserrat-Black.ttf
Cyan
Magenta
Yellow
Black
PANTONE 109 C
PANTONE 4695 C
PANTONE 369 C
PANTONE 306 C
PANTONE 1795 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 4695 C
SPOT
100.000000
LAB
26.666700
18
16
PANTONE 306 C
SPOT
100.000000
LAB
65.882401
-35
-38
PANTONE 1795 C
SPOT
100.000000
LAB
48.235298
66
43
PANTONE 109 C
SPOT
100.000000
LAB
86.274498
6
99
PANTONE 369 C
SPOT
100.000000
LAB
61.960800
-39
60
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 16.07
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 737.008 992.126]/Type/Page>>
endobj
14 0 obj
<>stream
HWn[}Wo0:R
Ȓ:pV҇(T[ɸ#[ɞbkmdS`X!7e/XX
~hU팍*iհ_XSsZk읞jßr(JwyFotgK!tp