%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 533 0 R 534 0 R 1057 0 R 1058 0 R 1581 0 R 1582 0 R 2105 0 R 2106 0 R 2629 0 R 2630 0 R 3153 0 R 3154 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Acerca del CPMX 2019_
2019-10-18T15:52:31-05:00
2019-10-18T15:52:31-05:00
2019-10-11T16:34:15-05:00
Adobe Illustrator CC 23.1 (Macintosh)
256
164
JPEG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uuid:1e2b6abc-fb73-f34d-aa53-6f04d060dd79
xmp.did:65e5fed1-88b0-4f22-82d3-50e143a238c9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:82e86f19-4085-364b-ae98-360bbff54065
xmp.did:c0aba891-b58e-4865-9ac1-00b8952d24b8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c0aba891-b58e-4865-9ac1-00b8952d24b8
2017-10-24T17:40:25-05:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:65e5fed1-88b0-4f22-82d3-50e143a238c9
2019-10-11T16:34:14-05:00
Adobe Illustrator CC 23.1 (Macintosh)
/
Print
False
True
1
612.000000
792.000000
Points
Whitney-Book
Whitney
Book
Open Type
Version 1.200
False
Whitney-Book.otf
Whitney-Semibold
Whitney
Semibold
Open Type
Version 1.200
False
Whitney-Semibold.otf
Cyan
Magenta
Yellow
Black
PANTONE 2573 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
PANTONE 2573 C
SPOT
100.000000
LAB
62.745098
31
-28
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 3167 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 3172 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
3168 0 obj
<>stream
H|Wr}W#+ ْuʶ7U*hT|}N.kWtO//E*^^ٷY*RᕒDVhqf˿ݤ⾛YcdtعL<7VaR>l!Lae+LwC*q4 q \X< JDFu'ݺ|AP$S+=ILKeVEF@Cㅂ."Ū[ҙlr01Ed(La8g%+;
FI|K鐖^U/9n@vMdP
n0Hࣦ策#GʴpD0P$8Ec@IF8
sdT%''Ax'r vZSv
O'Ȧ~SϱgS?Qk.Ӄt"Ftxx$^*b-F5t)pX40@=GLNea贕Y!sPҐ)ȅi̫x[a2rvTIuX bC噟J ?%{9Վ$"LPv87A,F᥇NꩢA*09H&3V(pP
QC@Zn!&8[!@0mČ䤻\8lk
I
-Nt
6xtfB.iGtJub(h܅EQqC[
41, v`ɭ
Y"j1" 8