%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Tabela de Dosagem
2018-04-18T10:15:03-03:00
2018-04-18T10:15:03-03:00
2018-04-18T10:15:03-03:00
Adobe Illustrator CS6 (Macintosh)
208
256
JPEG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uuid:933c8b0b-e137-d542-b20e-a36936470f7a
xmp.did:02801174072068118083C70CF48AC570
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:01801174072068118083C70CF48AC570
xmp.did:01801174072068118083C70CF48AC570
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118083C53906CFF4AF
2018-02-20T09:12:54-03:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:02801174072068118083C70CF48AC570
2018-04-18T10:15:01-03:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
21.000165
27.999979
Centimeters
HelveticaNeue
Helvetica Neue
Regular
TrueType
10.0d36e1
False
HelveticaNeue.dfont
UniversLTStd-LightCn
Univers LT Std
47 Light Condensed
Open Type
OTF 1.029;PS 001.002;Core 1.0.33;makeotf.lib1.4.1585
False
UniversLTStd-LightCn.otf
UniversLTStd-Light
Univers LT Std
45 Light
Open Type
OTF 1.029;PS 001.004;Core 1.0.33;makeotf.lib1.4.1585
False
UniversLTStd-Light.otf
UniversLTStd
Univers LT Std
55 Roman
Open Type
OTF 1.029;PS 001.004;Core 1.0.33;makeotf.lib1.4.1585
False
UniversLTStd.otf
UniversLTStd-Bold
Univers LT Std
65 Bold
Open Type
OTF 1.029;PS 001.004;Core 1.0.33;makeotf.lib1.4.1585
False
UniversLTStd-Bold.otf
Cyan
Magenta
Yellow
Black
PANTONE Cool Gray 11 C
PANTONE 3005 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 Cool Gray 11 C
SPOT
100.000000
LAB
36.470600
0
-3
PANTONE 3005 C
SPOT
100.000000
LAB
43.921600
-21
-58
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 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 29 0 R/TrimBox[0.0 0.0 595.28 793.7]/Type/Page>>
endobj
13 0 obj
<>stream
HWێ
}cOЭDQW_b$A.vp33;YJUժ\ktQ"%<}iԋW/UU鬾u7|Og:]w֖yd*X]vtX9X(+=f>/f"^w_?w?`{[ssެ);h}xH!wiΚ]8<.>.4vM2)tXANsye )rd|]`P( gQL;_K| xWϴOùeh?e^3@s\7}cZKe.}RδrwȄxN3}:Xcp@F4D
E`qp4pKLIܓq-n=B\hnzvdt&LWh 4.R]wӠu6y2Y4#7Y|ԜMl%.?rbA!3:xR}P=Fyl\YˊbC#Y6m"}
#g#qN}S]O,ɡ \Vvu1T6~߯7wx_jfB
@^}pW?ř_??|
s9RCuu!n{0/Jܜ8M(%XV$bv= uoWl8
aMpx! F 'y<1N@nʥM66koa-6f̳l&7]mP0 ʔ78MQ&͎6)E&=k&QnlxJƐ]C a716AEA:-6!ЛMaPL0͂lH<7ۄA[7L5A#6aHM8̳f0g4%0#d^B.Bp+NVCF+v,
7Ѐ}6cYm9?h>
ψJhԡJ߯_g;yg[^,QEdovBZQvlƳL&$ڀ