%PDF-1.5%
1 0 obj<>/OCGs[22 0 R]>>/Type/Catalog>>endobj233 0 obj<>stream
application/pdf
Nafsa_poster_final
Adobe Illustrator CS3
2010-05-24T14:13:45-05:00
2010-05-24T14:13:46-05:00
2010-05-24T14:13:46-05:00
256
128
JPEG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==
uuid:09CA87DBD068DF11BF108A6829DE4B99
uuid:ef04673d-0f53-df43-aa28-08c1a7f26d1d
uuid:a7f1f239-b759-1446-8285-d6c508f07667
uuid:F8D9B809D068DF119643F5AFAD3DDEB1
EmbedByReference
/Volumes/KINGSTON/K-State_logo.pdf
EmbedByReference
/Volumes/KINGSTON/NAFSA poster 2.pdf
EmbedByReference
/Volumes/KINGSTON/NAFSA poster_ready.pdf
Print
1
True
False
90.000000
45.000000
Inches
Osaka
Osaka
レギュラー
TrueType
4.4
False
Osaka.dfont
OIPBAA+Wingdings-Regular
OIPBAA+Wingdings Regular
Regular
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
KBMBAA+Helvetica
KBMBAA+Helvetica
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
PAGBAA+Arial-BoldMT
PAGBAA+Arial BoldMT
BoldMT
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
WXCBAA+ArialMT
WXCBAA+ArialMT
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
LHDAAA+Calibri
LHDAAA+Calibri
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
PAQAAA+Helvetica
PAQAAA+Helvetica
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
EFKAAA+Wingdings-Regular
EFKAAA+Wingdings Regular
Regular
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
SYGBAA+Calibri
SYGBAA+Calibri
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
UKNBAA+Calibri-Bold
UKNBAA+Calibri Bold
Bold
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
OFDAAA+Calibri-Bold
OFDAAA+Calibri Bold
Bold
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
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
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 8.00
endstreamendobj2 0 obj<>endobj22 0 obj<>endobj23 0 obj[/View/Design]endobj24 0 obj<>>>endobj21 0 obj[22 0 R]endobj5 0 obj<>/ArtBox[0.0 0.0 6480.0 3240.0]/Group 209 0 R/MediaBox[0.0 0.0 6480.0 3240.0]/Thumb 232 0 R/TrimBox[0.0 0.0 6480.0 3240.0]/Resources<>/ColorSpace<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20100524141344-05'00')>>endobj208 0 obj<>stream
HWێ}Ws vUW AHN+LsHjW]ݧ~s~}x6?nK6,mɺ\~yI}nsͷv`1q!NؐG62}xyMLL<3q2mEo?ӇoT4ANB}G|v:(w2) zUu?KB${aᜳ
#YH$efɓcb^X~r2AK#Mr>; %q7ӬяS[#\V?U/'|[p7Unp݁m
F|{3Au8*[|q
%Wev ^8gL[Ƶd|ǑQf^2N
lCc"<ؕ)01Z"ǨH