%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Novedad editorial CH21
2021-12-02T13:21:43+01:00
2021-12-02T13:21:43+01:00
2021-12-02T13:21:43+02:00
Adobe Illustrator CS5.1
192
256
JPEG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uuid:d134c024-e5bf-4bd1-925d-902d07c437de
xmp.did:E907D0E35253EC11A666DAB22FF28C7E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:51002956-83a3-4af9-b934-44f71b275777
xmp.did:E807D0E35253EC11A666DAB22FF28C7E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:286E032D9C12E6118E62DE0ACF9A023E
2016-05-05T12:16:35+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:5251451A622DE6118C71C5B7ED4556E7
2016-06-08T12:16:45+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:5451451A622DE6118C71C5B7ED4556E7
2016-06-08T12:37:55+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:54F8DA55FF5CE911ADC4B33554F4AC38
2019-04-12T10:45:33+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:55F8DA55FF5CE911ADC4B33554F4AC38
2019-04-12T10:46:16+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:E807D0E35253EC11A666DAB22FF28C7E
2021-12-02T13:09:19+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:E907D0E35253EC11A666DAB22FF28C7E
2021-12-02T13:21:39+01:00
Adobe Illustrator CS5.1
/
EmbedByReference
\\SRVHP\Ediciones Compartido\05 EDICIONES HOAC\Web Ediciones Hoac\02 Libros\187 CH 21 Cristianas y cristianos en la vida pública\Cuadeno HOAC 21_Cubierta alta.jpg
EmbedByReference
H:\OFICINA HOAC\EDICIONES HOAC\177 CH 18 Laicado en Iglesia en salida\Novedad editorial CH18.pdf
EmbedByReference
\\SRVHP\Ediciones Compartido\05 EDICIONES HOAC\NOVEDADES\Novedad editorial_cabecera.jpg
Print
False
False
1
210.001652
296.999959
Millimeters
OpenSans-Extrabold
Open Sans
Extrabold
Open Type
Version 1.10
False
OpenSans-ExtraBold.ttf
OpenSans-Italic
Open Sans
Italic
Open Type
Version 1.10
False
OpenSans-Italic.ttf
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
OpenSans-Regular.ttf
Cyan
Magenta
Yellow
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brillante
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
13 0 obj
<>stream
HW[o8~ׯz»Ģ1IN,`jr%;@!EJd}H$S<ܮ>&.z ^ /DHc(X:sln~Cļ8TBJD#JsX+x_sGۄ^8<POeØP̩$KuAӡ$p