%PDF-1.7
%
1 0 obj
<>/OCGs[22 0 R 23 0 R 24 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
鶹ýӳ campus_Evacuationmap 080714
2014-08-07T14:46:53-05:00
2014-08-07T14:46:53-05:00
2014-08-07T14:46:53-05:00
Adobe Illustrator CS6 (Macintosh)
256
204
JPEG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uuid:51628cf8-da94-8341-86d6-5a7d729f875f
xmp.did:0180117407206811822ADEE796E028D8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a6e27f97-333e-0f4d-945b-29364d7cf50f
xmp.did:0180117407206811822A9406FB758322
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:655D90A85905E111B7AB9F821B5AF250
2011-11-02T16:02:36-05:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:0180117407206811822ADEE796E028D8
2014-08-07T14:46:49-05:00
Adobe Illustrator CS6 (Macintosh)
/
Print
True
True
1
11.000000
8.500000
Inches
Helvetica
Helvetica
Regular
TrueType
8.0d3e1
False
Helvetica.dfont
Helvetica-Bold
Helvetica
Bold
TrueType
8.0d3e1
False
Helvetica.dfont
Helvetica-BoldOblique
Helvetica
Bold Oblique
TrueType
8.0d3e1
False
Helvetica.dfont
Myriad-Roman
Myriad
Roman
Type 1
001.001
False
MyriaRom; Myriad
Myriad-Bold
Myriad
Bold
Type 1
001.001
False
MyriaBol; Myriad
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
Wingdings2
Wingdings 2
Regular
Open Type
Version 5.03
False
Wingdings 2.ttf
Cyan
Magenta
Yellow
Black
PANTONE 541 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 541 C
SPOT
100.000000
CMYK
100.000000
57.000000
0.000000
38.000000
Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
White
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
PANTONE 541 CVU
SPOT
100.000000
CMYK
100.000000
50.980400
0.000000
30.196100
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
26 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 54 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
27 0 obj
<>stream
HKD罊@?`
08, hC6@~<י7_~|ҡ߷2W?䳖ގ^vg/g*gꕟ̣+s_XlxcF8#zFKLi@LɣhYS gڙLrͿLnTTLR\DOys;|"%syDJY#c3s̛%,XSF=K'vϐ=%M&s-yy1֥1qTO8%Μgj@: