%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Cuadro Completo ENE2022
2022-01-18T13:33:48-03:00
2022-01-18T13:33:48-03:00
2022-01-18T13:33:48-02:00
Adobe Illustrator CS6 (Windows)
120
256
JPEG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==
uuid:15c7bdd8-af22-4bd3-849a-87a148654954
xmp.did:728A65637C78EC119054E742FE3B30B2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3e286528-41ee-0646-82dc-fdd40c176a77
xmp.did:0980117407206811822A897E387FE54C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:728A65637C78EC119054E742FE3B30B2
2022-01-18T13:33:38-03:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\Srvnas01\OPEN_SGC\Publicaciones Cuadros Tarifarios\2022\00 ENE22\Pub CT Ciudadano Ene22-02.jpg
EmbedByReference
\\Srvnas01\OPEN_SGC\Publicaciones Cuadros Tarifarios\2022\00 ENE22\Pub CT Ciudadano Ene22-01.jpg
Print
False
False
1
255.015959
262.974818
Millimeters
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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
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
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageB]/XObject<>>>/TrimBox[0.0 0.0 722.88 745.441]/Type/Page>>
endobj
6 0 obj
<>/ProcSet[/PDF/ImageB]/XObject<>>>/TrimBox[0.0 0.0 722.88 745.44]/Type/Page>>
endobj
10 0 obj
<>stream
H*w6PH/272ҳ00P0 BsS=c3000113VH5Pp
0
A
endstream
endobj
11 0 obj
<>/Filter/FlateDecode/Height 3106/Intent/RelativeColorimetric/Length 723912/Name/X/Subtype/Image/Type/XObject/Width 3012>>stream
How?D
pi{
E 5sѹb2XFdk&&--,!l"0:dCeaRP]y>