%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 173 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Ficha-IngresoDocencia
2014-02-24T15:02:12-03:00
2014-02-24T15:02:12-03:00
2014-02-10T12:33:39-03:00
Adobe Illustrator CS6 (Macintosh)
168
256
JPEG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uuid:4d50be81-6201-9647-bed9-62e1ce0c4a26
xmp.did:FF7F117407206811822AD5D706EDE05B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:FE7F117407206811822AD5D706EDE05B
xmp.did:FE7F117407206811822AD5D706EDE05B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F87F117407206811822AEAA6D93583D5
2014-02-05T14:34:45-03:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:FF7F117407206811822AD5D706EDE05B
2014-02-10T12:33:37-03:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/BACKUP/BACKUP 2012/GREMIALES/cuadernillo MAD 12 2012/dibu 1 flip.jpg
Print
False
True
1
13.999990
21.000010
Centimeters
Binx
Binx
TrueType
False
Binx.ttf
HeldustryFT-Demi
HeldustryFT Demi
Regular
TrueType
001.000
False
HeldustryFTDemi.ttf
HeldustryFT-Regular
HeldustryFT Regular
Regular
TrueType
001.000
False
HeldustryFTRegular.ttf
HelveticaNeue-Roman
Helvetica Neue
55 Roman
Type 1
001.100
False
HelveNeuRom; Helvetica Neue 2
LibelSuit
Libel Suit
Regular
TrueType
Version 3.000 2004
False
libel.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Global Red
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
Global Pure Cyan
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
Global Squash
PROCESS
100.000000
CMYK
0.000000
50.000000
100.000000
0.000000
PANTONE Black U
SPOT
100.000000
LAB
40.000000
1
3
Global Pure Yellow
PROCESS
100.000000
CMYK
0.000000
0.000000
100.000000
0.000000
Global Green
PROCESS
100.000000
CMYK
80.000000
0.000000
100.000000
0.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 186 0 R/TrimBox[0.0 0.0 396.85 595.276]/Type/Page>>
endobj
175 0 obj
<>stream
HlWI
ܿSN9n2po|{G%U^HL&˟_۫}sGY8ozU_/K=omat;^m|oe~я78Y+a*m4ex`XvV}DfxG;,5/bdZBXeThgv^K_\K_qV>s^F8W&zg~x=V'ܱEh^*m|_c" g2>1.&233}:%D.3yD$X9x6Eg+>YfsvLKw9"~nأFE= XѴs.ZA4KAxNZn>r-pρo\L1сx%D^Al:L]FF`ԍ~+!âxء-0֑'O:g x2h!P5fN%ޙ=Ob1Lk5y7 P2eBwfzcfۋ7Hpie U]