%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Greenways King 5 tabloid copy
2012-05-07T12:13:25-07:00
2012-05-07T12:13:25-07:00
2012-05-07T12:13:25-07:00
Adobe Illustrator CS4
168
256
JPEG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uuid:73749ba3-4333-3c47-b84a-8472ef492bc2
xmp.did:F87F117407206811A961EB22AC665BF3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:F77F117407206811A961EB22AC665BF3
xmp.did:F77F117407206811A961EB22AC665BF3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
converted
from application/pdf to <unknown>
saved
xmp.iid:D27F11740720681191099C3B601C4548
2008-04-17T14:19:15+05:30
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
converted
from application/pdf to <unknown>
saved
xmp.iid:F97F1174072068118D4ED246B3ADB1C6
2008-05-15T16:23:06-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FA7F1174072068118D4ED246B3ADB1C6
2008-05-15T17:10:45-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:EF7F117407206811A46CA4519D24356B
2008-05-15T22:53:33-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F07F117407206811A46CA4519D24356B
2008-05-15T23:07:07-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811BDDDFD38D0CF24DD
2008-05-16T10:35:43-07:00
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
saved
xmp.iid:F97F117407206811BDDDFD38D0CF24DD
2008-05-16T10:40:59-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to <unknown>
saved
xmp.iid:FA7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:26:55-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FB7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:29:01-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FC7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:29:20-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FD7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:30:54-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FE7F117407206811BDDDFD38D0CF24DD
2008-05-16T11:31:22-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B233668C16206811BDDDFD38D0CF24DD
2008-05-16T12:23:46-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B333668C16206811BDDDFD38D0CF24DD
2008-05-16T13:27:54-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:B433668C16206811BDDDFD38D0CF24DD
2008-05-16T13:46:13-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F11740720681197C1BF14D1759E83
2008-05-16T15:47:57-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F87F11740720681197C1BF14D1759E83
2008-05-16T15:51:06-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F11740720681197C1BF14D1759E83
2008-05-16T15:52:22-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:FA7F117407206811B628E3BF27C8C41B
2008-05-22T13:28:01-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:FF7F117407206811B628E3BF27C8C41B
2008-05-22T16:23:53-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:07C3BD25102DDD1181B594070CEB88D9
2008-05-28T16:45:26-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:F87F1174072068119098B097FDA39BEF
2008-06-02T13:25:25-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811BB1DBF8F242B6F84
2008-06-09T14:58:36-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811ACAFB8DA80854E76
2008-06-11T14:31:27-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:0180117407206811834383CD3A8D2303
2008-06-11T22:37:35-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811818C85DF6A1A75C3
2008-06-27T14:40:42-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811A961EB22AC665BF3
2012-05-07T12:10:45-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F87F117407206811A961EB22AC665BF3
2012-05-07T12:13:14-07:00
Adobe Illustrator CS4
/
EmbedByReference
/Users/notkin/Desktop/Screen shot 2012-05-07 at 11.50.55 AM.png
EmbedByReference
/Users/notkin/Desktop/Screen shot 2012-05-07 at 11.51.27 AM.png
EmbedByReference
/Users/notkin/Desktop/Screen shot 2012-05-07 at 11.51.47 AM.png
Print
False
False
1
792.000000
1224.000000
Points
ChaparralPro-Regular
Chaparral Pro
Regular
Open Type
Version 2.015;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
ChaparralPro-Regular.otf
ChaparralPro-Bold
Chaparral Pro
Bold
Open Type
Version 2.015;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
ChaparralPro-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
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 9.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>>>/XObject<>>>/TrimBox[0.0 0.0 792.0 1224.0]/Type/Page>>
endobj
6 0 obj
<>stream
H[o@W.7;7D Z i TYCce}3|3ϻ7W+P*:sdS!>ؒ#]a>UIP'p|L\24Ѕ^-A d+FHHr5 "dMB_Bsk +Lqxc\
61_}Q]͋ReS$͑Ζĥ6J!KD!&
pOEcmC#6P\*BbI.<e+InQ8/;
8¼)OX 1fK={IoLtAo
co
~~*5β|KW^;$ (YOM(83 "tgsVmQٕicYt9@0LBp!aS͏R?%q,4NvͮPz= e(oZۗZuos- EW
endstream
endobj
11 0 obj
<>/Filter/FlateDecode/Height 475/Intent/RelativeColorimetric/Length 65535/Name/X/Subtype/Image/Type/XObject/Width 825>>stream
HkSO*he5Ȓ Jm$UٿifF\mzt zͥ/}濪H/<͔hsn4KkB%OR˿o`\*TB?\zOן[
q0S#yqSIq]ܻ>^s1hDv9*铦iʒ.