%PDF-1.7
%
1 0 obj<>
endobj
2 0 obj<>stream
application/pdf
18. INSTRUMENTOS FINANCIEROS
2021-04-13T15:38:29-05:00
2021-04-13T15:38:29-05:00
2021-04-13T10:55:26-05:00
Adobe Illustrator CC 22.0 (Windows)
176
256
JPEG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=
uuid:3bc5282b-a5a0-4566-8782-294654311060
xmp.did:88ee5fdc-98cf-f94b-b43b-ce20fbc108c8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:57c3a3cf-da75-4f3a-904c-f3f5c46b8f75
xmp.did:1dc844c4-8385-414c-859d-876713078c2e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:8ff0cd3c-b26c-8f4f-974f-ede16c492d41
2017-05-10T12:10:10-05:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:88ee5fdc-98cf-f94b-b43b-ce20fbc108c8
2021-04-13T10:55:22-05:00
Adobe Illustrator CC 22.0 (Windows)
/
EmbedByReference
\\192.168.8.32\d\Karen Lira\EDUCACION CONTINUA\IMAGENES\LOGOS\LOGO CINIF.png
EmbedByReference
D:\Karen Lira\EDUCACION CONTINUA\IMAGENES\SIN INFORMACIÓN\IF.png
xmp.did:CA4CA94B1F9911EBA7CFD6B7E5933635
xmp.iid:CA4CA94A1F9911EBA7CFD6B7E5933635
\\192.168.8.32\d\Karen Lira\EDUCACION CONTINUA\IMAGENES\LOGOS\LOGO CINIF.png
D:\Karen Lira\EDUCACION CONTINUA\IMAGENES\SIN INFORMACIÓN\IF.png
xmp.did:CA4CA94B1F9911EBA7CFD6B7E5933635
xmp.iid:CA4CA94A1F9911EBA7CFD6B7E5933635
Print
False
True
1
21.590000
27.940000
Centimeters
Articulate-Bold
Articulate
Bold
TrueType
001.000
False
Articulate-Bold.ttf
Calibri
Calibri
Regular
Open Type
Version 6.23
False
calibri.ttf
Calibri-Italic
Calibri
Italic
Open Type
Version 6.23
False
calibrii.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 6.23
False
calibrib.ttf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
75.781250
67.187500
68.750000
79.687500
Rojo CMYK
CMYK
PROCESS
1.953125
100.000000
96.484375
0.390625
Amarillo CMYK
CMYK
PROCESS
3.906250
0.000000
87.500000
0.000000
Verde CMYK
CMYK
PROCESS
82.421875
12.890625
98.046875
1.562500
Cian CMYK
CMYK
PROCESS
75.390625
20.312500
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
96.484375
100.000000
10.156250
1.171875
Magenta CMYK
CMYK
PROCESS
1.953125
96.875000
3.906250
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
16.406250
100.000000
90.625000
7.421875
C=0 M=90 Y=85 K=0
CMYK
PROCESS
1.953125
90.234375
86.328125
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
1.171875
79.687500
94.921875
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
1.171875
50.390625
98.437500
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
1.562500
33.593750
85.156250
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
87.109375
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
17.187500
1.171875
94.531250
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
48.046875
1.562500
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
73.437500
2.734375
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
83.593750
17.578125
100.000000
3.515625
C=90 M=30 Y=95 K=30
CMYK
PROCESS
87.500000
32.031250
99.218750
24.218750
C=75 M=0 Y=75 K=0
CMYK
PROCESS
74.609375
1.953125
75.390625
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
78.515625
11.718750
43.750000
0.390625
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921875
15.625000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.375000
49.218750
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
97.265625
96.484375
9.765625
0.781250
C=100 M=100 Y=25 K=25
CMYK
PROCESS
97.265625
100.000000
30.078125
21.484375
C=75 M=100 Y=0 K=0
CMYK
PROCESS
74.218750
100.000000
6.640625
0.390625
C=50 M=100 Y=0 K=0
CMYK
PROCESS
49.609375
100.000000
3.125000
0.390625
C=35 M=100 Y=35 K=10
CMYK
PROCESS
28.906250
100.000000
30.078125
12.890625
C=10 M=100 Y=50 K=0
CMYK
PROCESS
8.984375
100.000000
47.265625
1.562500
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.390625
94.921875
16.796875
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
22.265625
23.437500
37.500000
1.562500
C=40 M=45 Y=50 K=5
CMYK
PROCESS
32.421875
41.015625
45.703125
12.109375
C=50 M=50 Y=60 K=25
CMYK
PROCESS
43.359375
45.703125
57.812500
28.125000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
45.312500
55.468750
62.109375
44.531250
C=25 M=40 Y=65 K=0
CMYK
PROCESS
19.921875
37.109375
63.671875
5.078125
C=30 M=50 Y=75 K=10
CMYK
PROCESS
24.218750
47.265625
76.171875
12.500000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
28.906250
58.593750
81.250000
25.781250
C=40 M=65 Y=90 K=35
CMYK
PROCESS
31.640625
63.671875
90.625000
36.328125
C=40 M=70 Y=100 K=50
CMYK
PROCESS
34.765625
69.531250
100.000000
49.609375
C=50 M=70 Y=80 K=70
CMYK
PROCESS
46.484375
70.312500
83.984375
69.921875
New Color Swatch 9
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
C=100 M=100 Y=32 K=25
PROCESS
100.000000
CMYK
100.000000
100.000000
32.156864
25.098041
C=40 M=20 Y=24 K=1
PROCESS
100.000000
CMYK
40.392157
19.607843
23.529412
0.784314
Grises
0
C=0 M=0 Y=0 K=100
CMYK
PROCESS
75.781250
67.187500
68.750000
79.687500
C=0 M=0 Y=0 K=90
CMYK
PROCESS
66.796875
57.812500
58.593750
55.859375
C=0 M=0 Y=0 K=80
CMYK
PROCESS
59.765625
50.390625
51.171875
35.937500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
53.515625
44.140625
44.921875
21.875000
C=0 M=0 Y=0 K=60
CMYK
PROCESS
48.046875
37.890625
38.281250
12.109375
C=0 M=0 Y=0 K=50
CMYK
PROCESS
40.234375
32.421875
32.031250
5.859375
C=0 M=0 Y=0 K=40
CMYK
PROCESS
32.812500
25.000000
25.000000
1.953125
C=0 M=0 Y=0 K=30
CMYK
PROCESS
23.828125
17.578125
18.359375
0.000000
C=0 M=0 Y=0 K=20
CMYK
PROCESS
15.625000
10.937500
11.328125
0.000000
C=0 M=0 Y=0 K=10
CMYK
PROCESS
7.812500
5.468750
5.468750
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
3.906250
3.125000
3.125000
0.000000
Brillantes
0
C=0 M=100 Y=100 K=0
CMYK
PROCESS
1.953125
100.000000
96.484375
0.390625
C=0 M=75 Y=100 K=0
CMYK
PROCESS
1.562500
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
1.562500
8.984375
90.625000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
81.640625
12.109375
100.000000
1.171875
C=100 M=90 Y=0 K=0
CMYK
PROCESS
98.046875
90.625000
6.250000
0.390625
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765625
91.796875
0.000000
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj<>
endobj
4 0 obj<>/ExtGState<>/XObject<>/ColorSpace<>/Shading<>/Font<>>>/Rotate 0/TrimBox[0 0 612 792]/Type/Page>>
endobj
5 0 obj<>stream
xKnuLhd_200)F#C0m0G-5RS!D8$M+8(8D;gUU{sIJ2,6]ݻvU}}O~o{W=\.>fz{*>W.utr!=}71Ň6ўsKO5\rqQ6pi19pSLxic6%lgG^Yo-\mO|=xN7?|ӀJM9^BicqAFh&w!FW4ƗKD:2&<7^=_㥵Zsf&wl;qI잞S:6T{E'amP{ǁg\&NxƟ?6a>k%\C%}
R0sC/u{s1)g=][3r^֨7zt|^l0;MԼw:K)TT|q[^^qmhti=ǚ^H}1α[㪌S[^U/%W'\B>ImlЁvA±e~x3?|5&5fnhdAS5Սz up