%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
io9-n4-gtk-entry
2022-05-05T11:35:09+01:00
2022-05-05T11:35:09+01:00
2022-05-05T11:35:09+01:00
Adobe Illustrator 26.1 (Macintosh)
180
256
JPEG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uuid:78ab3009-767b-374f-88dc-f7387be2b19e
xmp.did:e656993d-fd87-48cb-b92f-95755bbe561e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:e4b520b7-f55c-4d02-9f24-71c350b8886a
xmp.did:698c1e72-d821-4fe2-8afb-5a57520ea571
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:ac85c488-43d4-4114-89bc-f4b8512704c6
2022-02-21T15:39:18Z
Adobe Illustrator 25.4 (Macintosh)
/
saved
xmp.iid:e656993d-fd87-48cb-b92f-95755bbe561e
2022-05-05T11:35:01+01:00
Adobe Illustrator 26.1 (Macintosh)
/
EmbedByReference
/Volumes/LaCie Stark Desktop/Projetos/Clientes/O-Health-Edu/logotype.png
/Volumes/LaCie Stark Desktop/Projetos/Clientes/O-Health-Edu/logotype.png
Print
Adobe Illustrator
False
True
1
595.275574
866.209440
Points
Barlow-Regular
Barlow
Regular
TrueType
Version 1.408
False
Barlow-Regular.ttf
Barlow-Medium
Barlow
Medium
TrueType
Version 1.408
False
Barlow-Medium.ttf
Barlow-SemiBold
Barlow
SemiBold
TrueType
Version 1.408
False
Barlow-SemiBold.ttf
Barlow-Bold
Barlow
Bold
TrueType
Version 1.408
False
Barlow-Bold.ttf
Barlow-ExtraBold
Barlow
ExtraBold
TrueType
Version 1.408
False
Barlow-ExtraBold.ttf
Cyan
Magenta
Yellow
Black
Grupo de amostras padrão
0
Branco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Preto
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Vermelho CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarelo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Ciano 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
R=151 G=152 B=160
PROCESS
100.000000
CMYK
43.262377
33.676660
28.204775
9.054703
R=215 G=0 B=98
PROCESS
100.000000
CMYK
11.221484
100.000000
40.695810
0.360113
R=247 G=164 B=145
PROCESS
100.000000
CMYK
0.000000
42.917523
37.296098
0.000000
R=80 G=191 B=165
PROCESS
100.000000
CMYK
64.458686
0.000000
44.809642
0.000000
R=19 G=55 B=91
PROCESS
100.000000
CMYK
99.429309
80.737007
38.544288
29.916838
R=254 G=135 B=94
PROCESS
100.000000
CMYK
0.000000
58.327609
63.970393
0.000000
R=24 G=70 B=85 2
PROCESS
100.000000
CMYK
91.064316
61.904323
49.048600
35.345995
R=60 G=143 B=124 2
PROCESS
100.000000
CMYK
76.540774
24.582283
57.872891
5.041581
R=244 G=116 B=88
PROCESS
100.000000
CMYK
0.000000
68.352783
66.762793
0.000000
R=183 G=87 B=66
PROCESS
100.000000
CMYK
21.338215
76.186770
78.115505
8.889906
R=53 G=83 B=137 2
PROCESS
100.000000
CMYK
89.404130
73.046458
20.148012
5.011063
R=250 G=224 B=178
PROCESS
100.000000
CMYK
1.669337
11.154345
32.938123
0.000000
R=247 G=204 B=127 2
PROCESS
100.000000
CMYK
2.233921
19.971007
57.882047
0.000000
R=150 G=217 B=201 2
PROCESS
100.000000
CMYK
40.003049
0.000000
26.175326
0.000000
R=244 G=140 B=127
PROCESS
100.000000
CMYK
0.000000
55.544364
42.688638
0.000000
R=247 G=156 B=141
PROCESS
100.000000
CMYK
0.000000
47.183946
37.708095
0.000000
R=70 G=110 B=182 2
PROCESS
100.000000
CMYK
77.935451
57.412064
0.000000
0.000000
R=155 G=193 B=249
PROCESS
100.000000
CMYK
35.523000
16.153200
0.000000
0.000000
R=134 G=177 B=242 2
PROCESS
100.000000
CMYK
43.842220
22.061493
0.000000
0.000000
Cinzas
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
Luzes
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
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.276 866.209]/Type/Page>>
endobj
6 0 obj
<>stream
HWێ}CsYEHJrAn#fU2%C>{f{ƊaLwy?1u
yj#VSi8"uH jhy>Œ!j,mj %6:تlb:F{U9jA[M:IGR5c,JKƑ*Qar==ziX^}BShUuxrr=r#G\!{yaw)Ӓ\\)hrk
Z^}n{Lcx}v{"QaNu۬H1Vb;\bz2TE85&##&iASC|9r|9k,>rI|\ǫ1KA4 u?0{3Ac&[RKAݻ%OxT15cZ{Zn^?{<{YQ@(87o͇C 7?q,J