%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Patologías GES2
2022-05-06T17:35:05-04:00
2022-05-06T17:35:05-04:00
2022-05-06T17:35:05-04:00
Adobe Illustrator 26.2 (Macintosh)
256
124
JPEG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uuid:95e1d0f6-14f1-524c-bd4d-4b5bfa3291b7
xmp.did:ad4f5434-4f72-42a3-8f95-474b4ce8df01
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:4c6934f6-7d81-4313-a028-e29d3618efbd
xmp.did:4c6934f6-7d81-4313-a028-e29d3618efbd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:91a67d25-bd38-4c03-b3a6-a693f15af29e
2022-05-05T15:20:17-04:00
Adobe Illustrator 26.2 (Macintosh)
/
saved
xmp.iid:ad4f5434-4f72-42a3-8f95-474b4ce8df01
2022-05-06T17:35:04-04:00
Adobe Illustrator 26.2 (Macintosh)
/
EmbedByReference
/Users/camilo.marchant/Desktop/2021 WUNDERMAN/BUPA/0-ABRIL/Clinica Bupa Reñaca/Informativo Patologías/clr_listado_ges_2017 (2).pdf
xmp.did:bf8e681c-805d-49a5-8cfc-00df5dd59676
uuid:a15fc18c-1fe7-254d-a03a-9fa7474800f3
Print
Adobe Illustrator
True
True
1
21.590000
27.940000
Centimeters
Montserrat-Regular
Montserrat
Regular
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
.16353.otf
Montserrat-ExtraBold
Montserrat
ExtraBold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
.37469.otf
Montserrat-Bold
Montserrat
Bold
TrueType
Version 7.200
False
Montserrat-Bold.ttf
RAAAAA+Courier
RAAAAA+Courier
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
IAAAAA+Gotham-Bold
IAAAAA+Gotham Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
HAAAAA+GothamNarrow-Book
HAAAAA+GothamNarrow Book
Book
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.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 16.04
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>stream
HW]-G}߿ba$*yPp0 x!F֪sn}¹vtǪU~w>ni[¿i[z}ֲ6ӞJW>,ow>/>y-[=_fW;yy7<܊-ϲjOcG_ckG߾|//Olf}D5ݴp~ϾV|:ih2f2ϻѶWzggx{y %gsػ!|/dQh9^lv