%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Tasas Ponderadas MAR 2020
2020-05-08T19:06:13-06:00
2020-05-08T19:06:13-06:00
2020-05-08T19:06:13-06:00
Adobe Illustrator 24.0 (Macintosh)
256
208
JPEG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=
uuid:214c0173-ad80-724d-a957-342836ac9eec
xmp.did:5fd21004-36f6-4414-b4fe-232875f8e1c8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:bf7b04f8-0309-4bd9-889c-c67dcde66d83
xmp.did:bf7b04f8-0309-4bd9-889c-c67dcde66d83
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:0280117407206811822AAD4B7942BBF9
2014-07-14T11:31:14-06:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:5fd21004-36f6-4414-b4fe-232875f8e1c8
2020-05-08T19:06:11-06:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
7.238444
5.829428
Inches
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
Intro-Black
Intro Black
Regular
Open Type
Version 1.000
False
Intro-Black.otf
Intro-Bold
Intro Bold
Regular
Open Type
Version 1.000
False
Intro-Bold.otf
KievitOT-Bold
KievitOT
Bold
Open Type
Version 7.460;PS 7.046;hotconv 1.0.38
False
KievitOT-Bold.otf
MyriadPro-Semibold
MyriadPro Semibold
Semibold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 311 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
C=61 M=0 Y=14 K=0
PROCESS
100.000000
CMYK
60.937500
0.000000
13.671900
0.000000
C=0 M=0 Y=0 K=33
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
33.000001
C=100 M=66 Y=0 K=2
PROCESS
100.000000
CMYK
100.000000
66.000003
0.000000
2.000000
PANTONE 311 C
SPOT
100.000000
LAB
71.372597
-35
-27
New Color Swatch 32
PROCESS
100.000000
CMYK
63.000000
0.000000
12.000000
0.000000
New Color Swatch 33
PROCESS
100.000000
CMYK
63.000000
0.000000
12.000000
0.000000
New Color Swatch 34
PROCESS
100.000000
CMYK
64.999998
0.000000
16.000000
50.000000
New Color Swatch 47
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
New Color Swatch 48
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
New Color Swatch 49
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
20.000000
New Color Swatch 11
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
31.999999
New Color Swatch 12
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
31.999999
New Color Swatch 13
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
74.000001
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
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 521.168 419.719]/Type/Page>>
endobj
13 0 obj
<>stream
HWrW4j_|AXM 0ib P %XzUr:+r}wrz@-UZ}wޫzk/1*coSW@h[z$#4GY-~RFFPBRN>6w"W6^nw,tŬVwU_?1IHٿlG2}e\sp).ts
ByJb`{[ahF fr&?ֶwrܮ?ij|%.2-~Xu绫{u<Ӆ:}Qˇ˛cg:N;
?vPǟ\7wPzڡj Uofgz!_
}%GeQB7WM_kʸdWl]u@ޗ???wΩeߡo6OnoCg@
/71iHZ 6>F<^98g]<5^G:rs>K-6=PdЭI٠{o &~ώH;.DFoJqyr6nΩV˂o_<|(3'gWˣu'"8IͶNO:x\iS,zOԇGo_#,j'N;o)чZ6x2)C
z=Gd_kiٯ\tO7л
]<<aX/e)\r4'hh_zp𤾿߮645"-tYZqRΎ dk[NV
-09$i =#4u9V0\MZ&?kwmK a@+ةuHN`{z18 PfF!