%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
exenciones de pago 192
2019-07-17T19:17:07-05:00
2019-07-17T19:17:07-05:00
2019-07-17T19:17:07-05:00
Adobe Illustrator CC 2017 (Macintosh)
256
176
JPEG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=
uuid:fceda586-5111-5f4a-b4e8-232d122ad122
xmp.did:dfb6fe51-2144-43b9-a208-eb4c1f3b72d8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ff470bc6-f939-440e-8f31-27b0eb70075c
xmp.did:4de20fe2-e96f-dd46-b8bd-1606dc72d06f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:dfb6fe51-2144-43b9-a208-eb4c1f3b72d8
2019-07-17T19:14:08-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
True
1
215.900000
180.000000
Millimeters
Cyan
Magenta
Yellow
Black
PANTONE 7424 C
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rojo CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarillo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cian 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
PANTONE 7424 C
SPOT
100.000000
LAB
55.686298
65
3
Grises
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
Brillantes
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
7 0 obj
<>/Resources<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 130 0 R/TrimBox[0.0 0.0 612.0 510.236]/Type/Page>>
endobj
8 0 obj
<>stream
HWێ%I
|?_Q?еi;W'|XYe_""5.i|*+ӗp8?}~v_ϯvc\z{_]_~
0gϮͶ]=3?כkz cھ=y\__o;^;TIwsmԆ}8;6Q,orV?VO,DB{g9e ӆ# Ƕj7EJb/z-琉F[nZg1Q 7.;a4Gi RI(tF"sVֆ3 gHaF.#8ycBHI;*8Orx9О$y#;Srb7G9Q'
?NhNLd2 P6/!yD"0+cչeVτ6dP~D!LF
'FI5i"
Z,i4KH`^Z,zs!a!]>Haaod(|.`}YJNz{HU֯eO˲62
أ; Z2Sll#FO1muWRXwdF\'}).D8 &|xH(RZD"_?l,>-HZfr840IJ,
< O..(=_uh8
X 89ϰހXcD?~h$rQ4jP%̊hQ"/6ү
ӁW*{#9_x{&FRŏpWm)M('or7X=ʨW3^u\8,_ZCsYTg(D:Zg &