%PDF-1.6
%
1 0 obj
<>/OCGs[18 0 R 19 0 R 20 0 R 21 0 R 17 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Especialización en derecho procesal
2019-06-18T16:08:32-05:00
2019-06-18T16:08:32-05:00
2019-06-18T16:08:32-05:00
Adobe Illustrator CC 23.0 (Macintosh)
256
92
JPEG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uuid:288c4d86-2298-2f47-aaa2-d3767fdfe89a
xmp.did:6ca4b431-5dd3-44e2-9318-4212fe1f071d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6cf26dad-8fc8-8d4c-aecb-b8b0f21a49f6
xmp.did:D77A0A495BDBE1118CA6CC9736707A64
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:CE7C691A1857E1118C36EED456F41271
2012-02-14T09:28:03-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:6ca4b431-5dd3-44e2-9318-4212fe1f071d
2019-06-18T16:08:29-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
True
1
27.300000
21.000000
Centimeters
CorisandeBold
CorisandeBold
Regular
TrueType
Macromedia Fontographer 4.1.5 8/18/03
False
CorisandeBold.ttf
Futura-Medium
Futura
Medium
TrueType
13.0d1e3
False
Futura.ttc
FuturaBT-MediumCondensed
FuturaBT MediumCondensed
MediumCondensed
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Smoolthan-Bold-Italic
Smoolthan
Bold-Italic
Open Type
Version 1.00 November 29, 2014, initial release
False
Smoolthan_Bold-Italic.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-It_0.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold_1.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldIt.otf
Myriad-Roman
Myriad Roman
Regular
TrueType
Converter: Windows Type 1 Installer V1.0d.Font: V1.0
False
Myriad Roman.ttf
Cyan
Magenta
Yellow
Black
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
14.843800
100.000000
89.843800
9.765600
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843800
84.765600
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921900
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
34.765600
84.765600
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843800
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921900
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
84.765600
9.765600
100.000000
9.765600
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843800
29.687500
94.921900
29.687500
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
79.687500
9.765600
44.921900
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921900
14.843800
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765600
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921900
4.687500
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
34.765600
100.000000
34.765600
9.765600
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765600
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921900
19.921900
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843800
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843800
44.921900
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765600
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765600
64.843800
39.843800
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843800
64.843800
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765600
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765600
59.765600
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843800
64.843800
89.843800
34.765600
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843800
69.921900
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921900
79.687500
69.921900
C=24 M=100 Y=95 K=20 1
CMYK
PROCESS
23.529400
100.000000
94.509800
19.607800
C=71 M=14 Y=0 K=0 1
CMYK
PROCESS
70.980400
13.725500
0.392200
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921900
0.000000
K=70 2
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
69.999701
K=100
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
K=50
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
50.000000
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
89.843800
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921900
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765600
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
39.843800
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921900
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
Brillante
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
9.765600
94.921900
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765600
9.765600
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843800
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765600
89.843800
0.000000
0.000000
Grupo de colores 1
1
C=0 M=78 Y=95 K=0
CMYK
PROCESS
0.000000
77.734400
94.921900
0.000000
C=1 M=15 Y=71 K=0
CMYK
PROCESS
0.781300
14.843800
70.312500
0.000000
C=39 M=0 Y=90 K=0
CMYK
PROCESS
39.062500
0.000000
89.453100
0.000000
C=55 M=0 Y=9 K=0
CMYK
PROCESS
54.687500
0.000000
8.984400
0.000000
C=0 M=100 Y=100 K=0 1
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=0 K=100 1
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90 1
CMYK
PROCESS
0.000000
0.000000
0.000000
89.843800
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Grupo de colores 2
1
C=70 M=15 Y=0 K=0 1
CMYK
PROCESS
69.921900
14.843800
0.000000
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 106 0 R/TrimBox[0.0 0.0 773.858 595.276]/Type/Page>>
endobj
23 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 110 0 R/TrimBox[0.0 0.0 773.858 595.276]/Type/Page>>
endobj
107 0 obj
<>stream
HW[o~ׯGhC-qi&j.
R;sDYb729<|2?]˄|u&W7pKpK ,&mYmvbŶDŽ-W/@:ױ0Zr=5,RV1ъ*Όf3-c
Vq3+ ?O'?IqV|lt&[ed|N'YIb!dR8ưz2Jhe2KDlH
%l2f:Nٴh/-zl#6m#lشҘiUIZl7-** է}W3EzU-G_
BӎoJSwBom7^D-kv[slR:+Via
I