%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Descripciones de talleres 2020
2020-01-22T11:33:51-06:00
2020-01-22T11:33:51-06:00
2020-01-22T11:33:51-06:00
Adobe Illustrator 24.0 (Macintosh)
256
168
JPEG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==
uuid:abc48154-d9a7-cb45-8deb-8dcb93f52251
xmp.did:8605e9c4-1bed-4a35-b6b2-d2271ef5124e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4299daa7-ecb4-c145-ae4c-f1c8da030aee
xmp.did:fd3cfe86-f7d0-4a33-a0a7-84176fe3b241
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fd3cfe86-f7d0-4a33-a0a7-84176fe3b241
2020-01-22T11:32:30-06:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:8605e9c4-1bed-4a35-b6b2-d2271ef5124e
2020-01-22T11:33:49-06:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
431.800000
279.400000
Millimeters
UdlapDisplay-Light
Udlap Display
Light
Open Type
Version 1.000;PS (version unavailable);hotconv 1.0.70;makeotf.lib2.5.58329
False
udlapdisp-lig.otf
UdlapDisplay-Regular
Udlap Display
Regular
Open Type
Version 1.000;PS (version unavailable);hotconv 1.0.70;makeotf.lib2.5.58329
False
udlapdisp-reg.otf
UdlapDisplay-Bold
Udlap Display
Bold
Open Type
Version 1.000;PS (version unavailable);hotconv 1.0.70;makeotf.lib2.5.58329
False
udlapdisp-bld.otf
UdlapDisplay-BoldItalic
Udlap Display
Bold Italic
Open Type
Version 1.000;PS (version unavailable);hotconv 1.0.70;makeotf.lib2.5.58329
False
udlapdisp-bldita.otf
UdlapDisplay-Black
Udlap Display
Black
Open Type
Version 1.000;PS (version unavailable);hotconv 1.0.70;makeotf.lib2.5.58329
False
udlapdisp-blk.otf
UdlapDisplay-BlackItalic
Udlap Display
Black Italic
Open Type
Version 1.000;PS (version unavailable);hotconv 1.0.70;makeotf.lib2.5.58329
False
udlapdisp-blkita.otf
Cyan
Magenta
Yellow
Black
PANTONE 2365 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 2365 C
SPOT
100.000000
LAB
81.568626
25
-11
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
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 1224.0 792.0]/Type/Page>>
endobj
14 0 obj
<>stream
HWks6|tvjo:٤mmcvf;;4;le!ɯs(N<X$>cvXgLp!d`̎v0O2i5JIupW3Du-fRdgʳstIb
9&2,gڰ&~cUURgNgLB8^rd1XKFƊK5f;z7yVp Pfw ︓N,0ك1g)GwDzfS8 r(
R"17_?4)
I R?
pa&t:ힺʛ36tϛrAOOPٴ[I2i*^V5]χWH( 0C\| a|~.Q,OnD*0 Í 6@
v
͘p*ȯlԷsT}j&J-PLH MÒ'⠅Op,d,M+q؉'JT&