%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DIAGNÓTISCO DE DERMATOFITOSE ATRAVÉS DE DERMATOPHYTE TESTE MEDIUM-RELATO DE CASO
2018-09-27T17:53:47-03:00
2018-09-27T17:53:47-03:00
2018-09-27T17:53:47-02:00
Adobe Illustrator CC 2017 (Windows)
256
184
JPEG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uuid:0fc9f8d1-79f9-4e1f-ba20-510331cb1e3f
xmp.did:ef2462ab-000d-784f-aab8-283af2fd4eae
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6ac77145-fa65-0844-a547-e779f8942371
xmp.did:6ac77145-fa65-0844-a547-e779f8942371
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:aad55fac-e8ae-3745-8da1-843146932c42
2018-09-27T15:03:49-03:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:ef2462ab-000d-784f-aab8-283af2fd4eae
2018-09-27T17:53:44-03:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
True
1
841.890000
595.280000
Points
Raleway-ExtraBoldItalic
Raleway
ExtraBold Italic
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
Raleway-ExtraBoldItalic.ttf
Raleway-MediumItalic
Raleway
Medium Italic
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
Raleway-MediumItalic.ttf
Raleway-SemiBoldItalic
Raleway
SemiBold Italic
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
Raleway-SemiBoldItalic.ttf
Raleway-Italic
Raleway
Italic
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
Raleway-Italic.ttf
Raleway-SemiBold
Raleway
SemiBold
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
Raleway-SemiBold.ttf
Cyan
Magenta
Yellow
Black
Grupo de amostras padrão
0
Branco
RGB
PROCESS
255
255
255
Preto
RGB
PROCESS
29
29
27
Vermelho CMYK
RGB
PROCESS
227
6
19
Amarelo CMYK
RGB
PROCESS
255
237
0
Verde CMYK
RGB
PROCESS
0
150
64
Ciano CMYK
RGB
PROCESS
0
159
227
Azul CMYK
RGB
PROCESS
49
39
131
Magenta CMYK
RGB
PROCESS
230
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
230
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
233
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
243
146
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
249
178
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
16
C=20 M=0 Y=100 K=0
RGB
PROCESS
222
220
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
149
193
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
58
170
53
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
141
54
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
102
51
C=75 M=0 Y=75 K=0
RGB
PROCESS
47
172
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
161
154
C=70 M=15 Y=0 K=0
RGB
PROCESS
54
169
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
113
184
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
131
C=100 M=100 Y=25 K=25
RGB
PROCESS
41
35
92
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
36
131
C=50 M=100 Y=0 K=0
RGB
PROCESS
149
27
129
C=35 M=100 Y=35 K=10
RGB
PROCESS
163
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
82
C=0 M=95 Y=20 K=0
RGB
PROCESS
231
29
115
C=25 M=25 Y=40 K=0
RGB
PROCESS
203
187
160
C=40 M=45 Y=50 K=5
RGB
PROCESS
164
138
123
C=50 M=50 Y=60 K=25
RGB
PROCESS
123
106
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
99
78
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
202
158
103
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
74
C=35 M=60 Y=80 K=25
RGB
PROCESS
147
96
55
C=40 M=65 Y=90 K=35
RGB
PROCESS
125
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
60
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
67
41
24
R=185 G=117 B=42
PROCESS
100.000000
RGB
189
116
25
R=249 G=216 B=118
PROCESS
100.000000
RGB
251
219
114
R=195 G=132 B=43
PROCESS
100.000000
RGB
199
132
19
Cinzas
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
29
29
27
C=0 M=0 Y=0 K=90
RGB
PROCESS
60
60
59
C=0 M=0 Y=0 K=80
RGB
PROCESS
87
87
86
C=0 M=0 Y=0 K=70
RGB
PROCESS
112
111
111
C=0 M=0 Y=0 K=60
RGB
PROCESS
135
135
135
C=0 M=0 Y=0 K=50
RGB
PROCESS
157
157
156
C=0 M=0 Y=0 K=40
RGB
PROCESS
178
178
178
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
198
C=0 M=0 Y=0 K=20
RGB
PROCESS
218
218
218
C=0 M=0 Y=0 K=10
RGB
PROCESS
237
237
237
C=0 M=0 Y=0 K=5
RGB
PROCESS
246
246
246
Luzes
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
227
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
234
91
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
152
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
39
52
139
C=60 M=90 Y=0 K=0
RGB
PROCESS
130
54
140
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
14 0 obj
<>stream
H͎$|U+ }`h6$?/duM˂lc,+_>{ͷ㧇?}/λ}qe3~,G-˽;jkg8\etRco~p/_~p=7Wp2w?~=!T.Ԋjy|.NZ:di'=^=x"8ȓ"3z3ӷGgkS6ns4Amx24:fdm?_<Hbq1sTEΒc9G7_= ]z&gӮ}iܡxOO g8Iww5q9a!9E)NJGʏI#X";8 EÜ"`i!Ohl|<t;!Ne`y|m&z+YF~'CxAO
t|ȧaS\wמ/ 2e!
Xf;iAϑ;dYMS(EX.3vɆe02_1v6N>):|qo˫(Gю-P^k#s,>w(y>gFO px)eh@c])YǡzJa
yjr%7l8
}8;ce1\
>B5@AZ[%߰"X(*v#F`3yZS鬙ziR':8IH~qtsMU]DF"y#e
W;
% 鉮4d ]M>$kDͩYd/C:[þ)ޖoQI\f81 # ڳhcOP jOjwPdC]A@S!qto[ocYj
+o1e9jG6>bat~>>ʿ Su;E\Mzzq
j;2|wucm= Ex>f;2_6*gup(R]F0pz`j@U`N;R!nъ+U(EdfǶ-,1cZsP)]R=Q(-Kc8ԚG@ּwBO3KNF GnnXUkZzux:Zj`۲NrUIFZk3qrA0h&:صmm@@E^+