%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
1U4U Poster Pollution
2020-02-19T15:33:08-07:00
2020-02-19T15:33:08-07:00
2020-02-19T15:33:08-07:00
Adobe Illustrator 24.0 (Macintosh)
200
256
JPEG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uuid:a905ac3c-c66b-8d49-b60e-f4feb78781c1
xmp.did:967b1b04-8b6f-4157-9985-af26925b57fe
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:8ff67195-3288-4d4d-a03f-a054a6ca7051
xmp.did:8ff67195-3288-4d4d-a03f-a054a6ca7051
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:a297f3d8-a315-467a-938c-ec977b73cc8b
2020-02-14T12:41:28-07:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:967b1b04-8b6f-4157-9985-af26925b57fe
2020-02-19T15:33:03-07:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Users/u6003917/Desktop/1U4U Collateral/images/BlockU_white.png
0
0
EmbedByReference
/Users/u6003917/Desktop/1U4U Collateral/images/campus sunset.jpg
0
0
/Users/u6003917/Desktop/1U4U Collateral/images/BlockU_white.png
0
0
/Users/u6003917/Desktop/1U4U Collateral/images/campus sunset.jpg
0
0
Print
Adobe Illustrator
False
True
1
24.250000
36.250000
Inches
MalayalamSangamMN-Bold
Malayalam Sangam MN
Bold
TrueType
14.0d4e6
False
Malayalam Sangam MN.ttc
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadVariableConcept-Roman
Myriad Variable Concept
Light Condensed
Open Type
Version 1.025;hotconv 1.0.108;makeotfexe 2.5.65593
False
MyriadVariableConcept-Roman.otf
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[33.0 33.0 1779.0 2643.0]/Type/Page>>
endobj
15 0 obj
<>stream
HWˎ+,.dF EUHhb z YSUMvwƂ2 =$N|q^pe'OC}kcNЎ\Ƿ͏;W>3ю5:?t~Fclk.irx|d&5L}65w>4ĮSCnv,ނzxzKu,