%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Langford_Poster_LARGE_2014
2014-11-04T19:27:41-05:00
2014-11-04T19:27:41-05:00
2014-11-04T19:27:41-04:00
Adobe Illustrator CS6 (Windows)
180
256
JPEG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uuid:f6e48eff-a8fa-4458-ab4e-0ef1c9e7f217
xmp.did:27C4D2878264E411B2DBB3AFF1447368
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:049fae52-6368-4c5e-96e2-fd2f37591fe0
xmp.did:296E7775454FE41187AFA3C97987858D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:EF0F4FD59325E4119FCCB173363D8A80
2014-08-16T18:22:39-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:27C4D2878264E411B2DBB3AFF1447368
2014-11-04T19:27:31-05:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\Megan\Downloads\DSC_0641.JPG
EmbedByReference
C:\Users\KidFable\Desktop\Department Design\seal.jpg
EmbedByReference
C:\Users\KidFable\Desktop\Newsletter\met__roman__sarcophagus_with_dyonisus_on_a_panther_w_attendants__four_seasons__tellus_and_ocean_220-230_ca_011340503713504.jpg
Print
False
True
1
13.000000
19.000000
Inches
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
90.000004
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
PANTONE 4525 C
SPOT
100.000000
CMYK
0.000000
7.000000
38.999999
17.000000
PANTONE 188 C
SPOT
100.000000
CMYK
0.000000
96.999997
100.000000
50.000000
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
89.999402
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
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
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/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 936.0 1368.0]/Type/Page>>
endobj
6 0 obj
<>stream
HWɮ$
WtN2w^-`P
'#HfVHʕK0/w\M7#'+'uǧ?=_?/mrմf~g|:֥u\O{\/?p"9_792GZlfX9-aGty=kUKWӞdh8ǧ?;J[L?=~rڡwŲ&YmpO~OICgTϒf: N!bγUR`R-u 4U7J54ۂYZiim >p^nfFk*cN(o)*" jcRվ֮aNr+TeZT-PPrIp%
@p^NxC
dr)> ^ӯjn.