%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
9523_lamina_canhao_fixo_cmf1250_1011
2021-03-23T13:03:31-03:00
2021-03-23T13:03:31-03:00
2021-03-23T13:03:31-03:00
Adobe Illustrator 25.2 (Macintosh)
256
180
JPEG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uuid:c1560702-f12a-8643-95f2-8a14a8beb625
xmp.did:c45dd686-4f74-4be2-866d-1fceff04e088
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:71394ce4-bf14-a64d-8b28-b5092b29ef68
xmp.did:88b366b8-7476-434c-9c69-81c311c67ea4
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:0078ac3c-2fd1-4349-97a4-aec0123ac08c
2019-12-19T12:15:08-03:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:c45dd686-4f74-4be2-866d-1fceff04e088
2021-03-23T13:03:29-03:00
Adobe Illustrator 25.2 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
Univers-Condensed
Univers
57 Condensed
Type 1
001.000
False
UniveCon; C Univers 57 Condensed. Bitmapped Fonts
Univers-CondensedBold
Univers
67 Bold Condensed
Type 1
001.000
False
UniveConBol; CB Univers 67 CondensedBold. Bitmapped Fonts
Cyan
Magenta
Yellow
Black
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
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
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
89.999400
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
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
10.000000
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
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
16 0 obj
<>stream
HWЩ,ЗМїWдY@S$ы] Ѓс?``Yf$<ћџEDЌюЇ1Рt%\#Ц+ъяїЧ?џ3^џљп#`Ѕ]Я`Б_еFЈУЎ4BЉщњяПЯйCЏуњњўЦYЈЩB,ѕњ|ќіјѕёm/YBѕ3џыњЇ GЂЕФPs д0Z
iWюСzЩЃ
s/рќёѕјёЏx§єчујћіН"Gbk!ЗќШl#ЄQkЕі*ГІтД9Ѓ-iЫtoЦ*\ЪOXrЏWЗ%вё%
1зnЛ^Х0џхqнЗ+ЙViqЎЎwОOГгИЗ?ТЗexBї@ГЉяпVCЌ§њxмKЎь'xO№їІLn5Ь4чU2"ђЋ2ЁBњSћз3У ,фj094УjbX%>Ѕ`Ащ @$уo їшРurН_т
Q&Ѕ0ћ Чвћ
KЙR@Ј.иШ;сЖ0Б[О]%XЮјЩШ-.`b0Г_єhS^^@Иы-єFў%у,А4e( єj5ЏуЃti{ЮЁ[vAЅeг]1с#_iбMЁ`гЛ|ат8yzBbч\ЬФЙи=ЇаЄТ
-DК,уТуЛЗBwд*@1Ђ ЗФ>Щe(zCъЗЫyR'ЌЦп
Ї'бЛMє(C7n ЮПЩwГIjAщ?иЩрFg
Н!ЁJMЁшщђ -llvC%c">џGvHЋLФ §нЎjЊхCuk]3ТБMЃUту,дPЉГa
a
\6Љњ@бgыЙnoвЙпv 2"vnG&з1T^FзX&уўј@Ьy'~Aиж,вMѕ[q%Љ N.ЅЁ+Rkсјt/рњ0й0ђиЁФSdG@ГщиЫеE/яўщД\]ЌЋ Ю^шFj
ЁощеCи=Ю|Џ7MЛ^иЖ}{a)йжъЖ Љ:sНэCZЮ.ЪE-їеEћіТБя@НNCТъш7N}HьуЏH:сYоуЧљin_[сH+дњSC#ѓаb6ЄO>=г+ч5вНЌ8nфцН4MX9нqРЄnУNойз/#
NюБцёФйJО#{Ь8БЧЌTю
gкХK`#6
жЉѓkЁњЯКќЉѓfя$ѕќ8ю§Ѕ<СъПѕT e 9Њ<ыяЖ8нBБыcyДПJ_Fk/@ьV`&$пЎІЎјhсDЦ:Q`xЌъ,]МнБиvьZїnLМЃ"Ї9$6кa*PfsЊ'<)dbљj|
ш~AЅ*{сS*<6
ГїяDЄМ{#
tBeыНЏёнуd>ЕБV: TX!№ЯЬёи~Х
Ж@Р4G1ыVХиВ)*ЌЕЏНцтэ04уOЧtг,мД^PM'Uс2%5xЃ.
|ЄФJЈф}ЇSІ4-Љ,Xл№z
ш6їЩ<єш%ШDqтTqЁЊуuДЎЯзЖ@_(IЧ
Юe№A'A0цй
Ђ7AфP7Nс{оPђл
xЕы{HАqљEОО_`'Яx5щСЇgяЋюйїВђФЏvЏIљМГyзbоSs9а{vNrцАр phО.ГТнOдЎ8ЖщfSНк@@Mc{ъhФ&ГЈќtѕЂыЏDкуиТЅШ`KbRЙPЦ^јєЇMУPGі')Бо$eUнГк4saЮtъќЧ<
юWЙ@(ц;, /с)kл+ЩЇулq
;7dЗІ,ІКЩх дїE;9 jэewИNк7w>,!к9smжљЬЇЎкъЊйкYг^fйwO яЊЙ%r`*Ќ+т'Ыhe<>Љ>СБ48jТNн]ЯXЭ'yQеMоЗнE+зЪ/BЪDХщЃkN7ф*GіpWJЁі, .ЈLяL # Б&vШuљЅЁ
OХJЙј4'TRАGJя++т\ѓBQ4еРљ8эNп+- СцOЊй<ЫљЈ-Нб;ЉяыБо`bіўК-fёRЈЋyешg""§ЁDщe>?mxlpwЖ{
c<cVZПF3Љ*ЃЋљClйХ'lуlАkЯЛОиПП 1уfBzЈNчQџH}MоьЊ
ЄБёСjщ8јDjњЮzQЖ§щв^ њЌИ;ИУйBы АсLмeSќXЊOщ/*LCеzD[<)ИчКЦiиРuМ2В
аw^ФU.AR\ќ=*ЋRXовAб("U}ДfЦ9ЬЩСж$икVj}lдзыNУ8шt'MсДDЗMbххjKю~д
JЦєуduЙgлёЩ0Js
LiуоЫNDЧAъtђT$V<ОYЎЏzuW XђќT7jf:4I3YКЖцfхшХо;MffМ-_ёдЂPыЫы9
Qь4єТj>рэ,!ьЌ.=ѓдЉвЈ;вFІБПLЙУвndOэhвыnд tЎFOB2оЄwoіЎ,а2NГwСyКНwщєЭPvдFБ19КNuG5ѓtЂjQЎ*ppё$ЄsPUЦ;з;oсккЮNєS\яЄeM_9ЫjпWЪF='VЦFХа6jќЭЃ&Џm-хеЋLжЯwдЛР)zђ/ВЋ%ЫВЭГl ћ`ўь(ЮўЇБ$KЊ<ЎёG'
1уАW(Щ§зшфm}vПп§ѓКrЏ#ёеБ#YaфбТЎни мС3
PWJmMБЎpEЗБІLwYeѓЋБ(ЦхаЙ,ънСкCбtь5ІхR~дяЦеЙ ъ;pсЁ8ШBoЉбђкгтUо[ЩёрЮЩ!anс%§џбшХkл.VгќСXФ'~]ЦвчСc&
JвЗ&ЃЩpMS^Ф_іХ[ЧNOo*ЋЎo.klЈўњ$ЙЗєn ЦЎЯн$Ы_*dпН
g~UNНL|r'ЉФњ ЌKнќмчжўѓWи/dіvЉі@&BvчCc4ђ$Ng$
ДЛLfбЂ>ЌЭйY]8жDK§DEцрЫ#;.ІLг=с~"$ ЏГу10Ю3fШ4Eњ(о
.-ёKЌЪГ№Лѕпс?}K/joПЛ}t§еЇЬъ^@HQЯАЬg}КQ[шЎюz4іЭЁЯЂГЮЖLПGгуЊЙ"&Мs ш#|`F?сЏд)gЅ)6ВuРъFЎйIv(