%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Olympics-Flyer
2015-01-09T15:45:49-06:00
2015-01-09T15:45:49-06:00
2015-01-09T15:45:49-06:00
Adobe Illustrator CS6 (Macintosh)
200
256
JPEG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uuid:34c068a0-329d-b948-8474-1eec3ab82c18
xmp.did:07801174072068118083D54DD587EC8B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:981a9dd7-0c6f-134f-aef1-7bcd8267cc8b
xmp.did:0180117407206811822ADEF7A1F4EAD3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822A8CBD4767DA8F
2013-01-15T11:59:17-06:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:07801174072068118083D54DD587EC8B
2015-01-09T15:45:43-06:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/215imac/Desktop/Bar Olympics/circles.psd
EmbedByReference
/Volumes/DOUGS HDD/The Bar 2014/Logos/The Bar/The Bar Logo Vector.eps
EmbedByReference
/Users/215imac/Desktop/Bar Olympics/Bar_Olympics Poster Bckrnd.psd
Print
False
True
1
8.500000
11.000000
Inches
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
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
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
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>stream
HWɎ%
W$sjd>?`Yzldf[}xBo)}i~?[ =⿍pq__?1|Do隄^E/o?qWEbʈiOCyVBMix
oiso$hmwɸ>6i1{'9lmP2Fo!ID'bR;ֈRǛ
WLB+eO1T}S.`U,D"~TM}3a"eR]uU#/# 8byDbv3beܜ@fnG%'~}tk.Zw+Ԝ˕oeuy㢹P(67QF/^06ڄ]7RA
nĻ럞7Jhʠk+w$3IJȊ"=15NfREbCp%paϳ'-ƞ