%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
74th Ohio Annual Entry Form, updated 01-15-2019
2019-01-15T08:40:35-05:00
2019-01-15T08:40:35-05:00
2019-01-15T08:40:35-04:00
Adobe Illustrator CS5
208
256
JPEG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uuid:83cd7c39-b268-4aa7-be90-785b54055d06
xmp.did:60AA5958CA18E9118BF8DADCC3BC3355
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2a9d2670-2256-4266-b3dd-6e41a93dcaec
xmp.did:0A0291F663FDE811836FE1000224C859
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0A0291F663FDE811836FE1000224C859
2018-12-11T11:44:01-05:00
Adobe Illustrator CS5
/
saved
xmp.iid:60AA5958CA18E9118BF8DADCC3BC3355
2019-01-15T08:34:55-05:00
Adobe Illustrator CS5
/
EmbedByReference
\\server-main\Steve\EXHIBITIONS\Ohio Annual Shows\2019 74th Ohio Annual\Logos\74th Ohio Annual Logo updated 10-04-2018-1.jpg
Print
False
False
1
8.500000
11.000000
Inches
AcuminPro-Bold
Acumin Pro
Bold
Open Type
Version 1.011;PS 1.0;hotconv 1.0.86;makeotf.lib2.5.63406
False
Acumin-BdPro.otf
AcuminPro-Regular
Acumin Pro
Regular
Open Type
Version 1.011;PS 1.0;hotconv 1.0.86;makeotf.lib2.5.63406
False
Acumin-RPro.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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>stream
HW]SF}ׯy`+R_2`CC3&m6NF16N|]9
[xdius.{]>E)/8IS:NtAVEnhQGiU?]F-,#_fK]$V;Fhh7~gؚT[.ʂ>74
O$qࠓ,Δ)0se2Nw@Xv_p
☊W}3AmA\LOR'bRWҊKPBL,fF|~74\RqL\)nEk&y9Bm<,xL(u\X[zTRQMkXŮmfvsdqQ(1-QVUb6?LZ6