%PDF-1.6
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
CXI_50005593_1122_OF00_LONGIL_CAES_PASTA_30G_TEXTO_TECNICO
2023-05-05T10:01:01-03:00
2023-05-05T10:01:01-03:00
2023-05-05T10:01:01-03:00
Adobe Illustrator 27.5 (Macintosh)
256
216
JPEG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=
uuid:c69eedee-3d32-064f-ba9b-3bc189d91476
xmp.did:72ec24c1-073c-471b-8ad4-d17c78a6f8a2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1653310c-9e45-914b-af17-3d79140b6c39
xmp.did:7d09d0de-ce38-42ca-aaa0-2b3342575132
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:677db21d-0140-4d45-961d-d88886443405
2020-07-03T09:09:10-03:00
Adobe Illustrator 24.2 (Windows)
/
saved
xmp.iid:72ec24c1-073c-471b-8ad4-d17c78a6f8a2
2023-05-05T10:01:00-03:00
Adobe Illustrator 27.5 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
120.000000
190.000000
Millimeters
Gilroy-Medium
Gilroy
Medium
Open Type
Version 1.000
False
Gilroy-Medium.otf
Gilroy-MediumItalic
Gilroy
Medium Italic
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775;com.myfonts.easy.radomir-tinkov.gilroy.medium-italic.wfkit2.version.4BUQ
False
Gilroy-MediumItalic.otf
Gilroy-Semibold
Gilroy
Semibold
Open Type
Version 1.000
False
Gilroy-Semibold.otf
Gilroy-Bold
Gilroy
Bold
Open Type
Version 1.000
False
Gilroy-Bold.otf
PANTONE 281 C
PANTONE 295 C
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
PANTONE 295 C
SPOT
100.000000
LAB
14.901960
-2
-34
PANTONE 225 C
SPOT
100.000000
LAB
51.764706
76
-12
PANTONE 281 C
SPOT
100.000000
LAB
12.941176
9
-41
PANTONE 3125 C
SPOT
100.000000
LAB
61.568626
-49
-30
PANTONE 2613 C
SPOT
100.000000
LAB
27.450981
42
-33
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 17.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 340.157 538.583]/Type/Page/PieceInfo<>>>
endobj
12 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 340.157 538.583]/Type/Page/PieceInfo<>>>
endobj
18 0 obj
<>stream
HW[o\~_={~բh6N,MQ+9Vˎ~!h2^@!97ּٜf`Șw?]
T"**rb5*GKf;1i;{8JKKJ(----}IUGVnynynyE!~5/c`\E&02mŊ34?}wًKlX|-X 'I 븼P9eYBa
ZI$d@zc~&qP;O
R9Y'lΤ('6v9@IT]LJ'+#A
Ru'WEmMij98P5|3",.)gŔH!;Y5YI4mxH4JhX,fYO`|HVcZOi.!IT|۳DY/@I01I"섷x-~zH$N)2@-EW1h
5^AAF姈JFD͝(/b^!ElZ6BDP^Vp_국"ւ ,fTx/!\مeqZrr6 sw9%
w%P/V39y۸V7F0B6wMɆ}sB|00܊%(-֢8&rCk
tmmeni(r9v,%5thhwhKOŬF8]X0i2j1˩NQ'kk
s¸04SP7ym3m\mxl`%]PrBVާZX!* iq q-2Ű\AJ !bݵ
)OqNqhUWTct)c>mJIhI:sCEʳ8N9IO.51CkFUOw$ag cZ-_z.'crIvKڭildݒOӅ[Kd$CC+~'.EYEɏ"/_8EIK(yM幄A&T$\E$A
ʍKL>ʱ")f5jnw//rj=oPJGZCXR.rA^0i4H"J:4f(-2͊jIqjbiA]RDZn&I2,ܭ`i=BWn{`L{pBf$vۀmĿ%~"X_ZPLz/r:q&8S=PJ.I/9#g(ڙSϕ#>Ҟu
ƩlS__UnRTlL!OkOx#ӧ*f[3%V{~)~k| rj7@Eռ>Nb]F*[:[rB0<
E\10
p^>>3tPem~(Zi"J=BݢwR$w.1+Y~Qh;6A T!s}OfuD8cS<4P4`$%S ݲ*sE@РqbDЗ?U!Y.k6X,td}gΠzߙ#f7md8I~ =XS]O8ܞ*
E:ƙ|f]1U(fx "d_4D!+`nT{ckV\S2%bnf!)1K咈/E)^`nQ2윎X i,9RQ
*5 .CYyP!.|TJT? &7+%50(ѻ43ߢ@]j*U夏}Ԩm^0s0^7>vbsvz@1qfp:9:uv ĸ|70x1k1V|3~
O0ݽy=y(W櫻˃ ^]"5#l) M1l55nBm-'ZO8췯^'x\Zs$tsxhWy/Ll
䉢59MPe`/g' Kmp℈È)?~0Or{Auu'@WХ7oOD1vUKYac379z/Mrs r٧8j_{?]WMϯxaUG[bha/̮#"uZaa M쬬sYm-N˛*FdX/N_8GSݽT.< eK:^Ne?iMnXDUF0$eJ1-d"hv6kf5t
UgtK>j<
݄ib