%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Fluxograma - Tetano_impressao
2018-06-18T13:23:19-03:00
2018-06-18T13:23:19-03:00
2018-06-18T13:23:19-02:00
Adobe Illustrator CC 22.1 (Windows)
176
256
JPEG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uuid:56bea4bd-f3fa-4ba8-989b-6bf0bd371c9f
xmp.did:461cc3eb-f67d-f640-b451-18b2335c7d8d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:5c726f4f-a4e9-4447-b15b-e1ac14f3a87b
xmp.did:7d7dadca-f751-0f4e-9bad-0c3457b28738
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8e49811a-0990-e442-a8cf-c04db89b79d7
2018-02-02T19:00:30-02:00
Adobe Illustrator CC 22.0 (Windows)
/
saved
xmp.iid:461cc3eb-f67d-f640-b451-18b2335c7d8d
2018-06-18T13:23:03-03:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
R:\GEVIM - GerУЊncia de ImunizaУЇУЃo\Tetano\tetano_BG.tif
adobe:docid:photoshop:489d7bf7-3e71-11e8-a4ca-c851704dac4a
xmp.iid:dbe606e4-4856-344c-8b36-43834757f8da
R:\GEVIM - GerУЊncia de ImunizaУЇУЃo\Tetano\tetano_BG.tif
adobe:docid:photoshop:489d7bf7-3e71-11e8-a4ca-c851704dac4a
xmp.iid:dbe606e4-4856-344c-8b36-43834757f8da
Print
False
True
1
210.193404
297.242820
Millimeters
Exo-DemiBold
Exo
Demi Bold
Open Type
Version 1.00
False
Exo-DemiBold.otf
Exo-Bold
Exo
Bold
Open Type
Version 1.00
False
Exo-Bold.otf
Exo-Black
Exo
Black
Open Type
Version 1.00
False
Exo-Black.otf
Exo-ExtraBold
Exo
ExtraBold
Open Type
Version 1.500; ttfautohint (v1.6)
False
Exo-ExtraBold.ttf
Cyan
Magenta
Yellow
Black
Grupo de amostras padrУЃo
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=25 G=38 B=87
PROCESS
100.000000
CMYK
100.000000
91.201645
36.932936
29.025710
R=250 G=251 B=252
PROCESS
100.000000
CMYK
1.980621
0.906386
0.885023
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 15.00
False
21.0.1
PDF/X-1:2001
PDF/X-1a:2001
PDF/X-1:2001
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/Thumb 31 0 R/TrimBox[33.0009 33.0009 628.825 875.579]/Type/Page>>
endobj
11 0 obj
<>stream
HьWYЧ
~я_QZ@лЊћШэAђРШТ~ЃблZu4Чj№ЏЯЧ:њйcV8
4MEВH~ЌЯЕЕYj!мжZ
ќКкЖыЊ_иІњ\пЛбуOr_+AДbP!ЙмЂF-XЛЎо§uЭйЗеOјщjЫеь,ЋЯeеG%ssц,1ЅЊUЬ{[сйzргWеМg8zиЕЊ>>УџЌЮ%'HБжNдfk_sџxЌЙ;uV#їљ(59ъL *бIЩчYР,wЦrЪЎЧCXL№д$sBiUm§<Иѓ5ыRщ|=Эзщa1_Яѕ==Ь&ЌvВцГhуЧиrЪЎЫід(mcjЏСЧ:iВмjx<[ЯEpЉB№eВJЋiјВёcЌNeЯхС;БGЦЮ"VdOЩмє3іC2Вб<+B.12OSєх6>щb2C+тЕз2ќfџZ№Їън_ўСйнОњЬDд,PЃьВіТ)RFKыъктXЄEmTu]кpAЯ>V("ВvQЅЕRvЂОјRqU]Ћй7ЧЯ\
ѕ iШ2{ЙeTF.Њќ*Ыёе2yЂхZxЋhUЉ9qFтЕ#=ктl0чbЏpPўм+Аf
взо
a)e^ЊЕзєПЅQ0џгєђИAЎ(4ј %ЮLЛ5Ч^гЕvф§hІЊEАєcQ{-тyШкZЃЌЎhу(05З"цCГщvквВ8Ј!Gk
т(СА1FлЩU aТ:[:н1QSVF:]ЂaГЁЎ=юb C,пЖ1,m7їцЭШHП`МdР! eэcШ,.|,сbяRЃF_аыЩЬ-ЌАV
;ЂІ
KВ1R/ошдd#.#г(fЊф]кJdШiOЧ`.Р-g
^уfс Z5:[ЁcыfAЇѕЇхSTЅ ЋpуКUsyЋ @*JeвТшЬвЭ2В7}!meH5щ+JЌ 2А"*єБъyNy<а
&Ы`UХњ1#%.KRЪlСbщR6}jJgйOjъS@?Dвёѕdб.вJxж)ў.Џћ}<*фСuљuђ1ПВ=(IсИMi )+а#
МЃе2jjТтZe)1J*ВLдхГ~w,к@C"ЫвДЙY@
jlЁєТТ№1HИА`ФЭаэbл3.цЗEЫЬ
о'кЄс\!d`aщo%oPуTЩ=О |ѓe4Ѓv&иТС6{