%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Umbrella2
2016-02-23T13:17:54-05:00
2016-02-23T13:17:54-05:00
2016-02-23T13:17:54-05:00
Adobe Illustrator CC 2015 (Macintosh)
180
256
JPEG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uuid:66ddc4b1-0eb5-d442-aaa6-771fa67ac24c
xmp.did:6647a7e4-cc97-41ed-9c8f-a31528ce966b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2771b929-edc7-e740-8406-a37142c1e8b9
xmp.did:c9dc4754-7fbe-4f19-a724-6048182cbec7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c9dc4754-7fbe-4f19-a724-6048182cbec7
2016-02-16T11:01:50-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:6647a7e4-cc97-41ed-9c8f-a31528ce966b
2016-02-23T13:17:52-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
Print
True
True
1
8.500000
11.000000
Inches
Gotham-Book
Gotham
Book
Open Type
Version 1.200
False
Gotham-Book.otf
Gotham-BookItalic
Gotham
Book Italic
Open Type
Version 1.200
False
Gotham-BookItalic.otf
Gotham-Bold
Gotham
Bold
Open Type
Version 1.200
False
Gotham-Bold.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
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 34 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWr}WL*f0csLʂ[LP3:IMLL$bg;}0<%Ud#Ȧ
H
-SK41UVy=%LgK1iljD;