%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
downtown revolution
2013-01-23T15:29:10-06:00
2013-01-23T15:29:10-06:00
2013-01-23T15:29:10-05:00
Adobe Illustrator CS6 (Windows)
192
256
JPEG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=
uuid:de1633ed-10f7-4e14-a79d-822dbe2a6ff0
xmp.did:81AA6F9D9C65E211BFCBC9AE3183B16F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:80AA6F9D9C65E211BFCBC9AE3183B16F
xmp.did:80AA6F9D9C65E211BFCBC9AE3183B16F
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:80AA6F9D9C65E211BFCBC9AE3183B16F
2013-01-23T15:28:56-06:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:81AA6F9D9C65E211BFCBC9AE3183B16F
2013-01-23T15:29:07-06:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
F:\Project Prep\logo.png
Print
False
True
1
612.000000
792.000000
Points
Calibri
Calibri
Regular
Open Type
Version 5.72
False
CALIBRI.TTF
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
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
8 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 42 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
9 0 obj
<>stream
HWێ5}c7b] wE@ۛv.,ݳ3x@6=S~KKxRuF:?v+*RUWrLbjy2ڐOv#1xn]Uw:}?u}3:wQhNV"PYbNxZ~X7H<[-RGtFovݯoֺWÊqiX9鯁L>7|/pN#iv9{B֞$v&eM1w),ss@HJ^'3ŮVG[BQ)gTP#lD%PEa
8ihY=x_\6˪+| ۿϔ{_{|p訠ۃM.MSԕvӽ,<_CY}5VY7]vRx5݈(*Df\|WUn7oo8"q4w
I}.;! F!Ao&5OݬJ=ZTy8OR<\Nlԗ<-tGq
l=Y2s"PT}s9\[ێjjgüQ]ø d
^`]{_ԕ0 OրuH}TW
B4@kkheo%zg~"h}_X.4ճ_rV q㪦P7;jjߣ3J%[eć9!N ޢO:ϪrZ m*s "'5"Ҿq>EU>rk 4dя=4H<ͫf[x3JA2gtU:g
$͞@jjY4\hs@DNщHIhY?<{s}gcj ϫ4Ta̜ZD`
%*:$U&61*I9"D%^1/,Ġg
) +H"q%
H+@keF]&e"a
Ɲm#CSQuD3+ -(9Sxb}C/o#H4)(Lz%?G 5.nǰ<(/Z:8TMQ3/i@MHX[FR-W,²nCZI\ AZLMXA]>꒶qݽJO8 |W$6I "ySU-kY?EGtޒZrRSm]0| 4l1f%Y/"bSJ Aqɡ