%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MBB19-20-ReedSeasonTicketPricing
2019-06-10T09:25:34-05:00
2019-06-10T09:25:34-05:00
2019-06-10T09:25:34-05:00
Adobe Illustrator CC 23.0 (Macintosh)
256
192
JPEG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uuid:0fb4f147-78a0-0347-823f-cd66c1f1b131
xmp.did:f51fc8bd-da69-4385-b5ff-6df1e9454807
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b273b5c0-d4e8-4585-89ef-f2cacdd2bfbe
xmp.did:b273b5c0-d4e8-4585-89ef-f2cacdd2bfbe
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:857e8c2a-434a-4123-ab7f-6327ad806a4c
2017-04-06T14:44:55-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:f51fc8bd-da69-4385-b5ff-6df1e9454807
2019-06-10T09:25:32-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
False
1
11.000000
8.500000
Inches
Cyan
Magenta
Yellow
Black
Aggie Maroon-CMYK
Support ColorCMYK-PMSCoolGray11
Aggie Maroon
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
Aggie Maroon-CMYK
SPOT
100.000000
CMYK
15.000001
100.000000
38.999999
69.000000
Aggie Maroon
SPOT
100.000000
CMYK
15.000001
100.000000
38.999999
69.000000
C=100 M=49 Y=14 K=0 1
CMYK
PROCESS
100.000000
48.989999
13.990000
0.000000
C=59 M=78 Y=0 K=0 1
CMYK
PROCESS
59.111923
78.130770
0.000000
0.000000
C=0 M=0 Y=0 K=9 1
CMYK
PROCESS
0.000000
0.000000
0.000000
8.990000
C=0 M=0 Y=100 K=0 1
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
C=57 M=0 Y=100 K=0 1
CMYK
PROCESS
56.989998
0.000000
100.000000
0.000000
C=0 M=0 Y=0 K=61 1
CMYK
PROCESS
0.000000
0.000000
0.000000
60.990000
C=23 M=100 Y=100 K=0 1
CMYK
PROCESS
22.990000
100.000000
100.000000
0.000000
Support ColorCMYK-PMSCoolGray11
SPOT
100.000000
CMYK
0.000000
2.000000
0.000000
68.000001
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 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
8 0 obj
<>stream
HW۪}_ρ-KkSa&{&}*nc]꺪h?aU'??_Xl9,}~|o_+5Z\8-x|_ w=ycqL{B훿}rZ>$ۍ
ڶ?>(S6uƕOX+dޕM#L2~vZo|&Bbi@G4?>P*UaXi}=}!4Ѽg09uШpv7R\0[pYxOWeD>r
bX'y^lBvWrdqM)]Nq+\!v)~_&v>nsHupxk`vbzET Fޓp Z?cW~qT2%dUr3]⡉+ղBȬfTSɀC Q-<5PVHErXk+=#*x59+,A̩9DILDN|i\n]GA6Տck.P9MrGvh
x8pA."XzzaSZj'BX5p6LU#*w4|:?/8eyW<䑙v$:R YOبM1`tƓ&Т
v%o! [ICPgkZG;/D,*xi8pcwP!FXWlT3 |3p,ӘZυfG
XJb`9$84,+_
y ;˕vѹ++Q[y[Nϫ
ɝQٛf>8.ha/h%wSt&i3W<C5&TkCԽwx{CF_R0(-
iܲɧ5?47BM;=egg@+!> Xp\DZ!cʲh/W]!Êr-^6J#ĝlw΅iBnMʋetEu_8M|W,Kߗp1RgGQk5cwzMYѤ\ujkhi![[Ik
AKʌ4VR/WF"U^Pۗb?jnYfWS%H4awR|µHBt:O
tDjwt@v뗞WDo<6&y?V3NCFLtޮUD}jukz9!su-/(7u\`u2Hdֹ SALe
6(uN+><>
wP}w9[4WlPn>{llTZ'1ڽ\^~h$oqrv!'!}XW[߳qmP=xvw<ua;EA 8ݡ6ݠ=,xܚO$G2jDB_c)mM_#FbZ7Aiَ-uVF]ǧO<| _`Jr=&g)sJ4T"g9yTD.Y=t^$P֣&7ra7)S[CB"