%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Indicadores seguridad del paciente (sitio web)
2020-07-28T08:00:07-05:00
2020-07-28T08:00:07-05:00
2020-07-28T08:00:07-04:00
Adobe Illustrator 24.1 (Windows)
256
204
JPEG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uuid:3fb1ebec-d871-4bca-97c3-318f243a4ebc
xmp.did:53979126-4f9b-9445-98b8-57a4332257ce
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1dfecb78-3dec-f640-9ebc-2743e5599e4b
xmp.did:1dfecb78-3dec-f640-9ebc-2743e5599e4b
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:1dfecb78-3dec-f640-9ebc-2743e5599e4b
2020-07-28T07:59:28-05:00
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:53979126-4f9b-9445-98b8-57a4332257ce
2020-07-28T08:00:03-05:00
Adobe Illustrator 24.1 (Windows)
/
Print
Adobe Illustrator
False
True
1
27.940000
21.590000
Centimeters
FabfeltScript-Bold
FabfeltScript
Bold
Open Type
Version 1.002;PS 001.002;hotconv 1.0.70;makeotf.lib2.5.58329
False
FabfeltScript-Bold.otf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Bold.otf
Montserrat-Medium
Montserrat
Medium
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Medium.otf
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
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
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
10 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
11 0 obj
<>stream
HW۪dI}g3##o*2
QFA]+"]4U;/qY?O\/n?J*inItc+~J?[{TS::2onrObzI\Ǜv};}?oab{
K.8N5(kӼzM:Wn*∕d0Q
N+fl|jM]lnGn>,rao6X_07fni6HFKp`k;|4f:f-->q