%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BingMaloney_Summer
2018-01-11T10:37:52-08:00
2018-01-11T10:37:52-08:00
2018-01-11T10:37:52-07:00
Adobe Illustrator CS5.1
256
164
JPEG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:78a7209b-5ff1-41d0-9104-f00577c05bac
xmp.did:9C9A9265FCF6E711823FA217861783D9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:9B9A9265FCF6E711823FA217861783D9
xmp.did:9B9A9265FCF6E711823FA217861783D9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9B9A9265FCF6E711823FA217861783D9
2018-01-11T10:36:12-08:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:9C9A9265FCF6E711823FA217861783D9
2018-01-11T10:37:49-08:00
Adobe Illustrator CS5.1
/
Print
True
True
1
660.000000
840.000000
Points
Archer-Bold
Archer
Bold
Open Type
Version 1.200 Pro
False
Archer-Bold-Pro.otf
Gotham-Book
Gotham
Book
TrueType
001.000
False
gotham-book-1361523257.ttf
Gotham-Bold
Gotham
Bold
TrueType
Version 1.200
False
gothambold1.ttf
Gotham-BookItalic
Gotham
Italic
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
GOTHAM-BOOKITALIC.OTF
Wingdings-Regular
Wingdings
Regular
Open Type
Version 5.00
False
wingding.ttf
Gotham-Black
Gotham Black
Regular
Open Type
001.000
False
Gotham-Black.otf
Gotham-BoldItalic
Gotham
Bold Italic
TrueType
001.000
False
GothamBoldItalic.ttf
Helvetica
Helvetica
Regular
TrueType
Version 1.3 (Hewlett-Packard)
False
HELR45W.ttf
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
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 9.90
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 660.0 840.0]/Type/Page>>
endobj
17 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 31 0 R/TrimBox[0.0 0.0 660.0 840.0]/Type/Page>>
endobj
27 0 obj
<>stream
HWko_1
Xٮ- h7EHĄ