%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
WEB-Disciplina Historia
2017-04-20T22:06:51-06:00
2017-04-20T22:06:51-06:00
2017-04-20T22:06:50-06:00
Adobe Illustrator CS5
256
168
JPEG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uuid:ffa50597-7132-3e43-a635-fbd63f2fc01a
xmp.did:A1AA96B6092068118C1493CA62C16AA6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9edb500f-dbd4-f349-b026-b6c4cb6c8cca
xmp.did:5694A43D092068118C14B8E2AF81073A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118C14B00EB683E31F
2017-02-27T22:32:13-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:4E7CEF9F0E2068118083E0B2626C39F2
2017-03-16T22:32:03-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:0B0EA33C102068118083E6F021C3DC0C
2017-03-18T11:08:36-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:1DCF8893252068118083E6F021C3DC0C
2017-03-18T19:19:42-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:335ED9BE2C2068118083E6F021C3DC0C
2017-03-18T20:06:10-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:345ED9BE2C2068118083E6F021C3DC0C
2017-03-18T20:14:10-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:355ED9BE2C2068118083E6F021C3DC0C
2017-03-18T20:14:49-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:FC7F1174072068118083EDA0602B3F12
2017-03-22T00:30:45-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:AB9E2399152068118083A9F11FFE450F
2017-03-23T21:45:51-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:5694A43D092068118C14B8E2AF81073A
2017-03-27T21:00:25-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:A1AA96B6092068118C1493CA62C16AA6
2017-04-20T22:06:42-06:00
Adobe Illustrator CS5
/
Print
False
True
1
21.590000
27.940000
Centimeters
Cyan
Magenta
Yellow
Black
PANTONE 166 C
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
PANTONE 166 C
SPOT
100.000000
CMYK
0.000000
64.000000
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 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[14.4 14.4 626.4 806.4]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[14.4 14.4 626.4 806.4]/Type/Page>>
endobj
19 0 obj
<>stream
HWˎ$WL-d^|2@C
#"^te4Yd>"3??_|_|T_/?>
S8hmsn[-`Fb*Υjwߎ)?ukIŦu,pޥ}