%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
TARIFARIO TC ver40 _ ENE-19M
Adobe Illustrator CC 2017 (Macintosh)
2019-01-29T15:55:48-05:00
2019-01-29T15:55:48-05:00
2019-01-29T15:55:48-05:00
244
256
JPEG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xmp.did:478ff1b0-e2e0-4095-ace7-301818a30401
uuid:6f25039f-fb4f-b146-a8e4-dc2e9c2672d0
uuid:69232E92637AE411A608CE13E9F22C36
proof:pdf
xmp.iid:426cc1c8-d4ed-41c5-af32-d0c09c2aec61
xmp.did:426cc1c8-d4ed-41c5-af32-d0c09c2aec61
uuid:69232E92637AE411A608CE13E9F22C36
proof:pdf
saved
xmp.iid:aca339fc-cd12-4a62-95f9-c8fd5e9f07dd
2015-02-19T10:23:21-05:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:478ff1b0-e2e0-4095-ace7-301818a30401
2019-01-29T15:55:41-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/germanrivera/Desktop/Captura de pantalla 2019-01-11 a las 14.12.52.png
/Users/germanrivera/Desktop/Captura de pantalla 2019-01-11 a las 14.12.52.png
Print
1
True
False
8.500000
14.000007
Inches
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular 2.otf
LinotypeUnivers-420Cn
Linotype Univers
420 Condensed
Open Type
Version 1.31
False
LinotypeUnivers-420Cn.ttf
LinotypeUnivers-720CnHeavy
Linotype Univers
720 Heavy Condensed
Open Type
Version 1.31
False
LinotypeUnivers-720CnHeavy.ttf
LinotypeUnivers-730Heavy
Linotype Univers
730 Heavy
Open Type
Version 1.20; 2006
False
LinotypeUnivers-730Heavy.ttf
Cyan
Magenta
Yellow
Black
PANTONE 349 C
Grupo de muestras por defecto
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
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
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
PANTONE 349 C
SPOT
100.000000
CMYK
100.000000
0.000000
91.000003
41.999999
PANTONE 368 C
SPOT
100.000000
CMYK
56.999999
0.000000
100.000000
0.000000
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 612.0 1008.0]/Type/Page>>
endobj
16 0 obj
<>stream
HWo87) 6#")ⶋ"-P߃j;_#~I"NS8ug8 }4pJP ct?xΗCB|punw ,S,!cqrp3s!qPx+#R)zi*q"S,D"`)"׃?]vw=!QDpL `Rr
X(!շH;IҸf 1Gp*8ƒD)3HL©b0,4>%0CjK!
!'%"M?h O9e.z]8
NBiB,Ekn1u
Z>̙B=P=9:71Uё_,
_Uoq]ԩҪFjtFyN$A*;Yć06Fh*NG_:42'abb5>ґ)j8}xusϗأ.:`誆|&w6gR.q.ei8K1$f= TɪzWJe]
fu m
:jZ^wXv5_嬣t*9zԠҞ[ ףuhJ1s͕1=W
%*'Syդ="ޮz# jj9cƘKo)I:{:y-D/ ؾj M^?@أ_*1#a;`FQrWbBgIiY̙W,qf=#LGC=hWX):iGN)Zp/W~%&h.Gj|Cps7~iXJ$7I[`h]w'J}f/:*rBxPwWHP:hⶈ¸Rt\wlof4TT CJۇb|_z:Ә@>R8=.} ToCb37
:3d}ѵpEY8Β#$qLo4*Fp~4{
ʍgjQIfNvNS7̯J9{ʏאB.|Fؾj1 $mɠ瘚Bq\6 \~H&pږ g6
ȋžhq;yhD[V*Y4.ۗb̘<`|y"p ]nDաQZIcdt_j!hL@$G9߹'߮UIYڼ3mO|X,cQ8 t!7H̵f8M X_A
l+|B5!q>c6WLp+zvNs( HK+.RUpܙ'AOnYB>]'2>[mK\~m:ڗ* c$GP -6R_ݗ3:H
x)Y #R@Fpmn-~[NIk`Ppy3ciPSg#-y^qH kbL 4Ӏ:{3;;Jjyop_OeX0Y!I|h
zDz~p9=~D)&IZށ5xۙ|䄩ry)0pemEԌƂRY
QbBR\Qsh\͋