%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 100 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
HL_economia
2021-11-04T14:08:36-06:00
2021-11-04T14:08:36-06:00
2021-03-03T12:20:53-06:00
Adobe Illustrator CC 23.0 (Macintosh)
256
160
JPEG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=
uuid:56580fb7-5f72-094b-80eb-372faedc9a88
xmp.did:0e263d25-c6d9-4402-8931-a196bdf4b11e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d4b62359-7331-4c3f-ac04-299b98a58eb9
xmp.did:44c6a889-78ff-9145-9433-eb10533be2f5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f6469af9-5e7a-4659-8477-dfa8a78f2ea0
2019-10-01T18:28:41-05:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:0e263d25-c6d9-4402-8931-a196bdf4b11e
2021-03-03T12:20:49-06:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
21.590000
27.940000
Centimeters
Cyan
Magenta
Yellow
Black
PANTONE Black 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 Black C
SPOT
100.000000
LAB
17.254902
1
3
Antique Brass
PROCESS
100.000000
CMYK
21.692225
53.749901
64.513618
0.000000
Medium Purple
PROCESS
100.000000
CMYK
59.035629
73.293656
0.000000
0.000000
Cinnabar
PROCESS
100.000000
CMYK
0.000000
94.702065
79.760432
0.000000
Biloba Flower-1
PROCESS
100.000000
CMYK
22.806133
36.704049
0.000000
0.000000
Merlin
PROCESS
100.000000
CMYK
74.767679
70.409703
64.571601
21.564049
Tan Hide
PROCESS
100.000000
CMYK
0.000000
42.352939
47.824824
0.000000
Butterfly Bush
PROCESS
100.000000
CMYK
75.796139
89.034861
11.197070
0.000000
Korma
PROCESS
100.000000
CMYK
39.151597
91.464102
100.000000
13.107499
Macaroni and Cheese
PROCESS
100.000000
CMYK
0.000000
40.057984
44.879833
0.000000
Tuatara
PROCESS
100.000000
CMYK
82.024866
80.749214
72.405583
57.738608
Jacarta
PROCESS
100.000000
CMYK
86.135650
96.148622
39.606315
5.706874
Red Beech
PROCESS
100.000000
CMYK
42.999923
93.264663
100.000000
22.333103
Cape Palliser
PROCESS
100.000000
CMYK
24.719615
64.559394
79.858088
0.000000
PANTONE 1505 C
SPOT
100.000000
LAB
66.274513
59
93
Naranja
PROCESS
100.000000
CMYK
0.000000
84.170288
86.211944
0.000000
Cognac
PROCESS
100.000000
CMYK
12.332341
89.315629
93.154800
0.000000
Rodeo Dust
PROCESS
100.000000
CMYK
19.623101
42.642862
47.388417
0.000000
Flesh
PROCESS
100.000000
CMYK
0.000000
30.341038
32.471198
0.000000
Potters Clay-1
PROCESS
100.000000
CMYK
41.016251
73.379105
86.880291
6.576638
Atomic Tangerine
PROCESS
100.000000
CMYK
0.000000
53.640038
66.329437
0.000000
School bus Yellow
PROCESS
100.000000
CMYK
0.000000
19.488822
95.416188
0.000000
Denim
PROCESS
100.000000
CMYK
96.664375
58.748758
10.260166
0.000000
Blaze Orange
PROCESS
100.000000
CMYK
0.000000
78.829628
87.450975
0.000000
Biloba Flower
PROCESS
100.000000
CMYK
34.305331
49.311054
0.000000
0.000000
Rose Bud
PROCESS
100.000000
CMYK
0.000000
44.470891
30.618751
0.000000
Brandy Rose
PROCESS
100.000000
CMYK
24.798961
58.992904
49.536887
0.000000
Grape
PROCESS
100.000000
CMYK
85.946441
100.000000
47.266346
20.852979
Tacao
PROCESS
100.000000
CMYK
0.000000
49.066910
61.950099
0.000000
Oregon
PROCESS
100.000000
CMYK
30.341038
90.069425
100.000000
1.617456
R=0 G=0 B=0
PROCESS
100.000000
CMYK
83.923090
83.053327
72.942698
79.998469
Muddy Waters
PROCESS
100.000000
CMYK
27.728692
61.501485
76.275271
0.000000
Cognac-1
PROCESS
100.000000
CMYK
33.548483
92.986953
100.000000
4.296941
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
5 0 obj
<>/Resources<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 113 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/Properties<>>>/Thumb 116 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
114 0 obj
<>stream
HtWK%IܿS^v#|K#B -`F}"Tj:EdͿ?~?H:_tm|\RL㟏߰4h|A~}O%liΣR?τw8rVlgs8{:s|G8뚰sΝ8ʙx3sD^qF^PŽqF~-Qyhyt{v%/0"kȏ,_pٜe#̏O͐$QUDU[7Pek
b˖c)R#_LZUҀ4ާA
'0;590w059oRF umC3F%yzoq7ĴlpGj1>c;?tFO5a.iU=,]!p#S3\OU+ !Etj"Z쾏9GB*-D0
%Ɲy[7NbSG~1qw
UDQ.8ȒtR-ФЏRJ.jqSVNTz
y'/j-ǔQ8ؖ.JTumc6#ƪ~D|cBͯ7te70 ^@kmfF-nBǞ