%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 84 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Decalogo CONBIOETICA sintesis
2021-02-11T15:15:54-06:00
2021-02-11T15:15:54-06:00
2021-02-11T14:59:14-06:00
Adobe Illustrator CS6 (Windows)
232
256
JPEG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==
uuid:18f6220d-8ea7-444c-9ce3-b2d483d23280
xmp.did:E1BEEBD1AB6CEB118397BA91CFEA6FAE
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:DFBEEBD1AB6CEB118397BA91CFEA6FAE
xmp.did:DFBEEBD1AB6CEB118397BA91CFEA6FAE
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
converted
from application/pdf to <unknown>
saved
xmp.iid:D27F11740720681191099C3B601C4548
2008-04-17T14:19:15+05:30
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
converted
from application/pdf to <unknown>
saved
xmp.iid:F97F1174072068118D4ED246B3ADB1C6
2008-05-15T16:23:06-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FA7F1174072068118D4ED246B3ADB1C6
2008-05-15T17:10:45-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:EF7F117407206811A46CA4519D24356B
2008-05-15T22:53:33-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F07F117407206811A46CA4519D24356B
2008-05-15T23:07:07-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811BDDDFD38D0CF24DD
2008-05-16T10:35:43-07:00
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
saved
xmp.iid:F97F117407206811BDDDFD38D0CF24DD
2008-05-16T10:40:59-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to <unknown>
saved
xmp.iid:FA7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:26:55-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FB7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:29:01-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FC7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:29:20-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FD7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:30:54-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FE7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:31:22-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B233668C16206811BDDDFD38D0CF24DD
2008-05-16T12:23:46-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B333668C16206811BDDDFD38D0CF24DD
2008-05-16T13:27:54-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B433668C16206811BDDDFD38D0CF24DD
2008-05-16T13:46:13-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F11740720681197C1BF14D1759E83
2008-05-16T15:47:57-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F87F11740720681197C1BF14D1759E83
2008-05-16T15:51:06-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F11740720681197C1BF14D1759E83
2008-05-16T15:52:22-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:FA7F117407206811B628E3BF27C8C41B
2008-05-22T13:28:01-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:FF7F117407206811B628E3BF27C8C41B
2008-05-22T16:23:53-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:07C3BD25102DDD1181B594070CEB88D9
2008-05-28T16:45:26-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:F87F1174072068119098B097FDA39BEF
2008-06-02T13:25:25-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811BB1DBF8F242B6F84
2008-06-09T14:58:36-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811ACAFB8DA80854E76
2008-06-11T14:31:27-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0180117407206811834383CD3A8D2303
2008-06-11T22:37:35-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:01E540664A3DDD11BD33D3EB8D3A1068
2008-06-18T22:24:01+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:6B6AE2A5723EDD11A6F1BABF7C5A7A51
2008-06-19T20:30:34-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:AEAA68A98142DD118730E3EA0327430E
2008-06-25T13:50:25+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:E6A26688200711689FE8CB9EA85C5459
2008-06-26T05:50:55-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0791C12D6B48DD1194DA8463B7D22218
2008-07-02T12:15:21-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FA7F117407206811AFFDD853DED9F9CC
2008-07-21T15:08:23+05:30
Adobe Illustrator CS4
/
saved
xmp.iid:5075D63B08206811AB08B3D97C297869
2008-10-22T03:11:31-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:E1BEEBD1AB6CEB118397BA91CFEA6FAE
2021-02-11T14:59:15-06:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
F:\Trabajos 2020\Septiembre\Decalogo CONBIOETICA\Vinetas\vineta ciencia.png
EmbedByReference
F:\Trabajos 2020\Septiembre\Decalogo CONBIOETICA\Vinetas\vineta hospital.png
EmbedByReference
F:\Trabajos 2020\Septiembre\Decalogo CONBIOETICA\Vinetas\vineta salud.png
EmbedByReference
F:\Trabajos 2020\Septiembre\Decalogo CONBIOETICA\Vinetas\vineta doctor.png
EmbedByReference
F:\Trabajos 2020\Septiembre\Decalogo CONBIOETICA\Vinetas\familia casa bco.png
EmbedByReference
F:\Trabajos 2020\Septiembre\Decalogo CONBIOETICA\Cabeza salud conbioetica prueba final.jpg
Print
False
True
1
215.900172
279.400000
Millimeters
Montserrat-Medium
Montserrat
Medium
Open Type
Version 7.200
False
Montserrat-Medium.ttf
Montserrat-SemiBold
Montserrat
SemiBold
Open Type
Version 7.200
False
Montserrat-SemiBold.ttf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200
False
Montserrat-Bold.ttf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=0 M=0 Y=0 K=100
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
R=105 G=28 B=50
CMYK
PROCESS
35.062200
93.499702
50.810999
52.864897
R=221 G=201 B=163
CMYK
PROCESS
13.604903
18.399298
38.406998
0.000000
R=188 G=149 B=92
CMYK
PROCESS
26.111197
39.697897
72.841996
2.990800
R=214 G=173 B=118
CMYK
PROCESS
16.378999
31.497699
60.201401
0.100702
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 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 100 0 R/TrimBox[28.3465 28.3465 640.347 820.346]/Type/Page>>
endobj
86 0 obj
<>stream
HW]o}ׯ㪈h~l)ZM#Hb#ö\J<]rg3gó_߮|w%F#h6b
S!xJnG,at pcJ9:/
b]*>~UbU\*>>tZ%[;Ljo3τ$h#Dɧ@V{e-ϊGCV}YVz|Q(о,}y. m4Qszle|ͮI^ 뭓^YwV <;f1e[@ɃL,T(I!$k kQ4-IǖPHoXIbּVKu&s&b.Ax
^iPL