%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 80 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2015-DHC Ticket Form-BW
2016-04-14T20:56:45-07:00
2016-04-14T20:56:45-07:00
2016-04-14T20:55:44-07:00
Adobe Illustrator CS6 (Windows)
204
256
JPEG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=
uuid:6d515dd0-6f16-462b-9cf8-2a241625e19d
xmp.did:C51043F5BC02E611AA2EFF98FE31F7CF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:C41043F5BC02E611AA2EFF98FE31F7CF
xmp.did:C41043F5BC02E611AA2EFF98FE31F7CF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7C724572BBB2E311B3BD9CF29AA75D8D
2014-03-23T11:46:29-07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:C51043F5BC02E611AA2EFF98FE31F7CF
2016-04-14T20:55:45-07:00
Adobe Illustrator CS6 (Windows)
/
Print
True
False
1
21.590000
27.940000
Centimeters
BirchStd
Birch Std
Regular
Open Type
Version 2.066;PS 002.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
BirchStd.otf
Helvetica
Helvetica
Medium
Type 1
002.000
False
hv_____.PFB; hv_____.pfm
Helvetica-Oblique
Helvetica
Oblique
Type 1
002.000
False
hvo____.PFB; hvo____.pfm
Helvetica-Bold
Helvetica
Bold
Type 1
002.000
False
hvb____.PFB; hvb____.pfm
Helvetica-BoldOblique
Helvetica
Bold Oblique
Type 1
002.000
False
hvbo___.PFB; hvbo___.pfm
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
HelveticaNeue-Bold
HelveticaNeue Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
HelveticaNeue-Roman
HelveticaNeue Roman
Roman
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.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 10.01
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 86 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
82 0 obj
<>stream
HWˮWrf1-RDN0ѕH
}N@mX:WϦ'x榧~6m\\__uO7n*LYTxyk^~7='~i۷o6O}ՇwO^l{KsNSI2\~vlBu%-zN=o?}^=m=N_l?=q{,T|kt2d|krӫ?AONOSWmGpvnKyΐC<ጏ-%[{\en-4']1 m>a`EevH\t,({pp'!c7t%i5
?9Ty:c\ّ1
=<~%Oa.TY0gQ?9IQ]HWrN PZ[g'<6x?N3؋Mh
Df.ؿby&Ƣ@cƺ
JSgh(Ǻ/seJJsuUG m˺ F9$K-xXt