%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
2022 Seating Map
2022-03-01T13:12:47-08:00
2022-03-01T13:12:47-08:00
2022-03-01T13:12:47-08:00
Adobe Illustrator 26.0 (Macintosh)
256
256
JPEG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uuid:36f8bd1e-573e-bf42-9603-fdbb96886531
xmp.did:46f8568e-94e6-4d6e-9388-0e5b3819bd0b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:48cdf335-a141-4394-9ada-5a816e5b6153
xmp.did:A6975306CBA2EB11BAB5A0B7D22A3BF8
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:612D92CF1470E811AAAECC00C08DC2D9
2018-06-14T16:28:45-07:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:46f8568e-94e6-4d6e-9388-0e5b3819bd0b
2022-03-01T13:12:40-08:00
Adobe Illustrator 26.0 (Macintosh)
/
EmbedByReference
/Volumes/GeneralCommercial/92000/92090 SIB Misc Work/Stadium Maps/Links/2022 Shriners Kids Zone.png
0
0
EmbedByReference
/Volumes/GeneralCommercial/92000/92090 SIB Misc Work/Stadium Maps/Links/ChampionsClub-lightbkgd.tif
adobe:docid:photoshop:a7bb398e-3b57-414c-8589-82a55366ebd2
xmp.iid:58689311-1503-4fba-91c7-2586f7d32034
EmbedByReference
FINAL Avista Stadium Primary.png
EmbedByReference
White Claw no bg black.png
EmbedByReference
Logo.bmp
FINAL Avista Stadium Primary.png
White Claw no bg black.png
Logo.bmp
Print
Adobe Illustrator
False
True
1
6.000000
6.000000
Inches
TwCenMT-CondensedExtraBold
Tw Cen MT Condensed Extra Bold
Regular
Open Type
Version 1.03
False
TwCenMT-CondensedExtraBold.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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE 282 C
PROCESS
100.000000
CMYK
100.000000
68.000001
0.000000
54.000002
PANTONE 475 C
PROCESS
100.000000
CMYK
0.000000
11.000100
19.999699
0.000000
PANTONE 200 C
PROCESS
100.000000
CMYK
0.000000
100.000000
63.000500
11.999500
PANTONE 292 C
PROCESS
100.000000
CMYK
49.000499
11.000100
0.000000
0.000000
14r 43g 138b
PROCESS
100.000000
CMYK
100.000000
93.914700
13.235700
4.513600
255r 179g 16b
PROCESS
100.000000
CMYK
0.000000
33.276901
99.804699
0.000000
PANTONE 1797 C
PROCESS
100.000000
CMYK
0.000000
100.000000
99.000001
4.000000
PANTONE 2945 C
PROCESS
100.000000
CMYK
100.000000
44.999999
0.000000
14.000000
PANTONE 199 C
PROCESS
100.000000
CMYK
0.000000
100.000000
62.000000
0.000000
PANTONE 289 C
PROCESS
100.000000
CMYK
100.000000
63.999999
0.000000
60.000002
Global Deep Sea Blue
PROCESS
100.000000
CMYK
99.215698
96.470600
3.529400
0.392200
PANTONE 348 U
PROCESS
100.000000
CMYK
100.000000
0.000000
85.000598
24.000500
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 16.03
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 432.0 432.0]/Type/Page>>
endobj
7 0 obj
<>stream
HWˮܟXv&@6""` s'L jJ(>^XMb?m~\>"KXǷ?5,Mo?}cᶭmGXkKu[+n%-MvZ?b^@$Eꪥ-752*b?+l2_ U"y-G|j\~Y^PjZsRo\}2/^pA@`
6Q3Zɋ`5%2AF 0qL!*?Z[q[!~vWO,;mJp-WN8ǭ V-IjF5OOrgGNym[ԑ3b3Y+3@ -Ty,,ĊmKY\G?&q" f="A_S8M"]h T'QO$&ֆZN3C!cD3< ۸Ȳ2xڪYmnk ~g5y[SBmװmAM+uMq[`^7Def
{c B oqrUmZswТ2Hzwp|@Y<