%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
000087 - Matriz FarmaЬcia
Adobe Illustrator CC 22.1 (Macintosh)
2019-02-11T09:30:48-02:00
2019-02-11T09:30:48-02:00
2019-02-11T09:30:48-02:00
144
256
JPEG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xmp.did:ab480a3e-dd73-432f-83d6-e6ef86cb5c92
uuid:6d59d7c4-2d18-a347-a2db-313fb61f3544
proof:pdf
uuid:8995406B18AAE51196588EE00AB1FE1D
1
xmp.iid:c9c33357-53fe-4ab0-99f5-b1962d3e0670
xmp.did:c9c33357-53fe-4ab0-99f5-b1962d3e0670
uuid:8995406B18AAE51196588EE00AB1FE1D
proof:pdf
saved
xmp.iid:c9c33357-53fe-4ab0-99f5-b1962d3e0670
2019-02-11T09:29:12-02:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:ab480a3e-dd73-432f-83d6-e6ef86cb5c92
2019-02-11T09:30:43-02:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
1
False
False
20.999993
46.319722
Centimeters
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 1.101;PS 001.001;hotconv 1.0.38
False
ProximaNova-Regular.otf
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova-Semibold.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova-Bold.otf
Cyan
Magenta
Yellow
Black
Grupo de amostras padrУЃo
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
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
Black 0
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
Black
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 15.00
False
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 595.275 1313.0]/Type/Page>>
endobj
10 0 obj
<>stream
HW]oлH|7pџa4с|ї-qя6Ижю#sоJЂCJЮнППъR") DЮtїєTWWП§-ћ_^БЗoіўУ
ЛJИT%,сЪІјќыъэЏї {ЌЏЕ<бЩд53Ѓ,OЅfТqHVхWўћ4aП2ьoїiЏИг}RwіНckир`
Ёя0цтп lў'%и3_ВYѓэ'ѓфu
Їжh|Q\9иЏЏЎ
LоЬџsаЪ2\Вnо>\]пжл
втБ(йЭЎЊхnUь~їWЯE]ьЁdwwdС7TsщХRЄЮ7_Њ
2bVх?vиЗ-a&ЫЗѓДYяyтєkв6"zю5Ђ`#/HQ7CRnEьИБб-ЖХ2ЋйЧЌZgKЌЛ№рl^%qkЮфsОТѓд
мщГю4хгЋСОжн~U"ЙIЧVЅМх_~sзЋс§ХeъGќ КwKaИAЭ