%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
WEB-Disciplina Medicina
2017-04-20T21:48:56-06:00
2017-04-20T21:48:56-06:00
2017-04-20T21:48:56-06:00
Adobe Illustrator CS5
256
168
JPEG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:de6475e1-5749-5540-b848-7b5a79feba3c
xmp.did:07801174072068118C1493CA62C16AA6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b56c5b6e-c1cf-774b-a8f7-b919fbbbf14e
xmp.did:447D8F1C182068118C14B8E2AF81073A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118C14B00EB683E31F
2017-02-27T22:32:13-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:067FE221402068118083E6F021C3DC0C
2017-03-18T22:46:37-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:36AC9D5509206811808381A19C6675BA
2017-03-22T22:06:11-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:407D8F1C182068118C14B8E2AF81073A
2017-03-28T23:04:57-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:447D8F1C182068118C14B8E2AF81073A
2017-03-28T23:20-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:07801174072068118C1493CA62C16AA6
2017-04-20T21:48:49-06:00
Adobe Illustrator CS5
/
Print
False
True
1
21.590000
27.940000
Centimeters
Cyan
Magenta
Yellow
Black
PANTONE 632 C
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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 632 C
SPOT
100.000000
CMYK
91.999992
0.000000
14.999999
5.000000
Grays
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
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
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[14.4 14.4 626.4 806.4]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[14.4 14.4 626.4 806.4]/Type/Page>>
endobj
19 0 obj
<>stream
HWˎd
WIԋL "Ppb = i{g)R|>p_?O>+/_aK|zo_OKܢsRN?;S~p.}{{;'y֜nŦy,pޥ?Jߴe]ain\
=0w2lrC<~ּ[=J"gRzBoB)P(߉Zbέ9og$E"ԭ"eSxt-qzޙ[-W/gwu=S