%PDF-1.5
%âãÏÓ
1 0 obj
<>/OCGs[16 0 R 100 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
RESULTADO-PESQUISA-IMPACTO-VOLUME-CARGA-13 SEMANA
2020-06-15T11:38:09-03:00
2020-06-15T11:38:09-03:00
2020-06-15T10:58:59-02:00
Adobe Illustrator 24.0 (Windows)
256
168
JPEG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:bd4be3d2-0567-4deb-b3f0-1d79dc21ae3f
xmp.did:9b59e57a-83b1-a443-aa63-8bde82fd1baa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:695e451e-c648-453e-9dda-959b4c84071c
xmp.did:e943815c-73ad-e147-9c9d-51c48820fe28
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fe430477-4244-0047-8959-1c38836830c1
2020-03-19T15:21:23-03:00
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:9b59e57a-83b1-a443-aa63-8bde82fd1baa
2020-06-15T10:58:55-03:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
False
True
1
21.000000
29.700000
Centimeters
Calibri-Bold
Calibri
Bold
Open Type
Version 6.23
False
calibrib.ttf
Calibri
Calibri
Regular
Open Type
Version 6.23
False
calibri.ttf
Exo-Bold-Italic
Exo
Bold Italic
Open Type
Version 1.00
False
Exo-Bold-Italic.otf
Exo-Light
Exo
Light
Open Type
Version 1.00
False
Exo-Light.otf
Exo-Regular
Exo
Regular
Open Type
Version 1
False
Exo-Regular.otf
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
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
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 108 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 113 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
18 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 118 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
114 0 obj
<>stream
H‰¤WkSÉýî_ÑŸ¢q$_ºªßÒ
Éx"bfØÁKEdÉ‘ÕþÿœSÕ×vÈ&BŠž[·««ëqêTß'‡ðäîóÛCØ|ÙÄг,}„2Ê¢†Ý”ÿùãæ·áïÐxòâMú š§WOžŽáö›ïñ/.-—ÅoՆߘSøwˆïÈš–Öt/!/eTšþøMGãܯ?þ×tuíÙ ¯øOèÍAϧÓÇÀ|‹Í—æ³J]š@ìK.åôyóÃw1–c”X£´Ûc‚Üž*v„ïðZ£<+Qês.?•f¯S)OãRðDýt¼é¹Ø³ÈÿW«R‡›h8¡ìϧLÍiáˆÿ‡õïÓß~³yr:‘T¢eŒ±hóÿæö¸ä:ܶ-Ü<¼>†]¸?mAÅ»_½ÚšÓ7/Þ')o¶ 7§—‡ý–ÇOÿ£¸1´š–Ôƹ¨/EäÿªjúÊEVî$kåRZr«bësŠKªÒCƒ5WúË»×ÛÃÍ~›ð{@Ðøón·…ëã¿¿ßo…zǷoÂýC8ùÚÁrqÁ‘:nðGj^´Ãƒ&ÈDMÉO>¾ÛfÚ|µM8ëíûþ'óã!¼9Þíï÷¯®Œ2DÔ!ë˜ÅlKÍ£1®‘c]t!hýæõ?}ùù/?ýa{úë5¶‘!ù’ê’kK¡ÖHèp÷Þðkÿøro^üËËðñõ>˜‹7·<©-‚w(Ò77G;
<å;—{®óÅÞ_4”Ä_ÜÏÁ_Üú‹:ô¿m ·ÇpØ?¾Ø‡÷1µðâøˆ”Ag‡äĤa'± u¸y}|<ïOoÝïWÜ{¼{ýx CÚ[ß„ïßÃéå;“`ðŽ/ngØ{VüùDÌ€Ó[hlwXGs 9ßÒñÜÈ{Öoæ¹¾™¥Õ†ô”Ð\P>›ÞçMZzaÆ?áIad'PÐ ‹ævºt´" TsØ¥¥ö>lvh)aF(: iSBE§ Õ²¤w]¬@¢mHî!øÎ`*êµ’x¦ l*`Rá"¨º,ÉŒb#üQÐD¥…"ŽET8 Â_Ø—AErŠuÊŸ çE¸'/Ä3_ô%ª^¿(нÚ0–ZÚEV…ÏéJ_ëRÐ[W/`Q2\ðÛeA>eigY;—‚LPj̶´ìJ Éò1FÝ™å@Yx jä1-R4y©×‘%ã”ëìµ@
8Ð=O ÏEÎKï08Ò”Z,Ìx#8h3pÐÍél]È©¹™—Ä ; 3SÔ¯ì"Å£ý»Ì2Ÿe4ºãº
!ÖbB2Aû> s0ö¦„g8ä{¸5G-‘v6~‘l) c?0\;~“ýV¬£;,ûä¤<%žÒµÀLVf¬‚³wv6Ùe1´£ç‘Y – €¨«uP º@£Ö%te£‰ÄfÂyšh;[8D{¸±¥:Š§ Œu› zkï Ê™ÙÀ‘ÉÑZ’Âe(«ErƒÇ2» éÖ¤µÔU"Áv^HňAìOô‰3ö qÙ1HCÏ–šº‘Õ‡ÍÇ_óFvá®L‰ÊAÌ×wÑT1d(*ÊÄÍhFçŸá/G›yŒÙ¢3]HѸ«4c™^ÕÓÅFš@º
„¹õK2«’Ú^ë
µÔ¶Tkµr±T3 #‘`Ú¥$cÙl
eDŸÒIÌ™Q‰£FØf^~™Fè×Î⪹@f‡e£Ê¶ÿ ¹nlÑjL”ì¹%¾'‰P«
’IWîo+ÃÞT$|¤jZ•DŒë¹ó9‰Ñ²È|¦g¼KÑ„…Ï=QK’ÿÚ~Vðë“@I®æbZ¹Ò‹TYž‹ÝFå9žÞàøl7GÕ<І]`s™—Í@;×tXù“¥OÁÉ3ÓÇÔ3Ò®f¼ YZ“á7'TC±¯Ó^ð‹ G5GN2E‰¶/£Û6œÚxtº
žîó骶aW…aÚd~%¥tQôq-ª»M1²æ
Ú«†éØšy6šC\ŒÍÌ„4ç9o³