%PDF-1.5
%
1 0 obj
<>
endobj
100 0 obj
<>stream
application/pdf
downie-foundation-ad
Adobe Illustrator CS3
2017-11-14T10:34:32-07:00
2017-11-14T10:34:32-07:00
2017-11-14T10:34:32-07:00
256
184
JPEG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=
uuid:310F0C97B9CAE71196F5F79B89E71C3A
uuid:9313c92f-c187-3844-a587-1496af441505
uuid:7fbe1b40-5f73-1041-affe-f22d75b54623
uuid:9D7AE1BCC3BBE711B5CBF573C5DDCDC8
EmbedByReference
/Users/sheehanmay/Desktop/Gord Downie/gord-cutout2.png
EmbedByReference
/Users/sheehanmay/Desktop/DWF_logo_general-white.png
EmbedByReference
/Users/sheehanmay/Desktop/Gord Downie/handspic2.jpg
Print
1
True
False
7.875000
10.500000
Inches
OpenSans-Extrabold
Open Sans
Extrabold
Open Type
Version 1.10
False
OpenSans-ExtraBold.ttf
OpenSans-Semibold
Open Sans
Semibold
Open Type
Version 1.10
False
OpenSans-Semibold.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
90.000000
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
endstream
endobj
2 0 obj
<>
endobj
5 0 obj
<>/ColorSpace<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/MC1<>>>/ExtGState<>>>/Type/Page>>
endobj
95 0 obj
<>stream
HMo0(i--ɊH.cNС~Ta0`}%T?5)d6Gw]Sl(T&LHCDEƖ,:oъ9\fmq+_b2C S{Y}kgeM6Q{C@I:zݣ)7{6Sh