%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 11 0 R 12 0 R 13 0 R 10 0 R 14 0 R 15 0 R 16 0 R 17 0 R 239 0 R 242 0 R 240 0 R 243 0 R 244 0 R 241 0 R 245 0 R 246 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2016-06-09T17:57:02-05:00
2016-06-09T17:57:02-05:00
2016-06-09T17:35:24-05:00
Adobe Illustrator CC 2015 (Macintosh)
188
256
JPEG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:7a6ba223-8ecd-0148-93ab-b5c58fad75b3
xmp.did:2778bfc7-82db-4da7-bdca-0b7cc3a5a0d3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2d824171-c77f-0647-885a-0cfff9f648d0
xmp.did:fbcdbdd1-40c5-4679-a447-5239ae8390b3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fbcdbdd1-40c5-4679-a447-5239ae8390b3
2015-05-17T12:46:13-05:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:2778bfc7-82db-4da7-bdca-0b7cc3a5a0d3
2016-06-09T17:35:49-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Users/nicholasruhland/Desktop/Design Work/Fond du Lac County Fair/AI/2015/5K/couch-to-5k-logo.psd
xmp.did:1e8cf87e-6190-4b4b-8dd4-f738212c42df
xmp.iid:1e8cf87e-6190-4b4b-8dd4-f738212c42df
EmbedByReference
/Users/nicholasruhland/Desktop/Design Work/Fond du Lac County Fair/AI/2015/5K/couch-to-5k-logo.psd
xmp.did:1e8cf87e-6190-4b4b-8dd4-f738212c42df
xmp.iid:1e8cf87e-6190-4b4b-8dd4-f738212c42df
/Users/nicholasruhland/Desktop/Design Work/Fond du Lac County Fair/AI/2015/5K/couch-to-5k-logo.psd
xmp.did:1e8cf87e-6190-4b4b-8dd4-f738212c42df
xmp.iid:1e8cf87e-6190-4b4b-8dd4-f738212c42df
/Users/nicholasruhland/Desktop/Design Work/Fond du Lac County Fair/AI/2015/5K/couch-to-5k-logo.psd
xmp.did:1e8cf87e-6190-4b4b-8dd4-f738212c42df
xmp.iid:1e8cf87e-6190-4b4b-8dd4-f738212c42df
Print
True
True
1
8.500000
11.000000
Inches
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
Global Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
Global Red
PROCESS
100.000000
CMYK
0.000000
100.000000
100.000000
0.000000
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
89.999400
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 10.01
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 257 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
248 0 obj
<>stream
HWn}_ þ_PJV"^Ln`+V P˵x(
9U=3 !۩˩?9GR<{~(fQ
:y\g.;#A(VAmf?aV/B&vLJc1^^@K*Oλ&95E-;X% U,9w`jA.Dz8,TҲ<)%^aЍ\Iy
IF:^U'a*2}~dT3Sm
` mYOs}Fbk,֞E2ؼϸO6MrvA1<nT9P&8-L!6= rJl-d8NH$ZIm"sz%(x_HQ8Hcol4XMGZN5iHy*
ڳKa"gإK}dvGjL~!m,6!MBzqXi7'Dy} LYBshcMG ÙЄ)> Ц1@' [M Z33I@S!fb(ĽNnb(E3qA TvT c85t
{>P1@ [M6Tx