%PDF-1.6
%
1 0 obj
<>/OCGs[19 0 R 20 0 R 21 0 R 22 0 R 23 0 R 24 0 R 25 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Osage.Beach.flyer
2023-03-13T14:49:53-04:00
2023-03-13T14:49:53-04:00
2023-03-13T14:49:53-04:00
Adobe Illustrator 27.3 (Macintosh)
224
256
JPEG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uuid:7a2b2066-18a4-f640-92b9-7301b6269b2f
xmp.did:25c53dec-d9d8-4d1b-ba58-b3156e263305
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c1b6f9ac-2a12-ca43-9041-eb92b706995d
xmp.did:4473970c-8815-4405-96ab-26944f7c8643
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:33D489C2D288E211831FD0006EE4D488
2013-03-09T11:02:36-05:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:25c53dec-d9d8-4d1b-ba58-b3156e263305
2023-03-13T14:49:50-04:00
Adobe Illustrator 27.3 (Macintosh)
/
EmbedByReference
/Users/jamienebel/Dropbox/Website/CCWAA19/Media Kits/clip art for flyers/facebook1.png
xmp.did:FC45E4613CD611E28DDB8E637C75B82F
xmp.iid:FC45E4603CD611E28DDB8E637C75B82F
EmbedByReference
/Users/jamienebel/Dropbox/Website/CCWAA19/Media Kits/clip art for flyers/facebook1.png
xmp.did:FC45E4613CD611E28DDB8E637C75B82F
xmp.iid:FC45E4603CD611E28DDB8E637C75B82F
/Users/jamienebel/Dropbox/Website/CCWAA19/Media Kits/clip art for flyers/facebook1.png
xmp.did:FC45E4613CD611E28DDB8E637C75B82F
xmp.iid:FC45E4603CD611E28DDB8E637C75B82F
Print
Adobe Illustrator
Adobe PDF library 17.00
1
True
False
8.500000
14.000000
Inches
AcuminVariableConcept
Acumin Variable Concept
Default
Open Type
Version 1.020;hotconv 1.0.108;makeotfexe 2.5.65593
False
AcuminVariableConcept.otf
FranklinGothicCondensed
Franklin Gothic
Condensed
TrueType
001.000
False
Franklin Gothic Condensed.ttf
FranklinGothic-Condensed
FranklinGothic-Condensed
Regular
TrueType
False
FranklinGothic-Condensed.ttf
FuturaBT-BoldCondensed
Futura BdCn BT
Bold
TrueType
mfgpctt-v1.52 Wednesday, January 13, 1993 4:09:13 pm (EST)
False
Futura Bold Condensed BT.ttf
FuturaBT-Heavy
Futura Hv BT
Heavy
TrueType
mfgpctt-v4.4 Dec 29 1998
False
Futura Heavy BT.ttf
FuturaBT-ExtraBlack
Futura XBlk BT
Extra Black
TrueType
mfgpctt-v1.52 Tuesday, January 12, 1993 3:49:39 pm (EST)
False
Futura Extra Black BT.ttf
FuturaBT-ExtraBlackCondensed
Futura XBlkCn BT
Extra Black
TrueType
mfgpctt-v4.4 Dec 29 1998
False
Futura XBlkCn BT Extra Black.ttf
LeagueGothic-Italic
League Gothic
Italic
Open Type
Version 1.001;PS 001.001;hotconv 1.0.56;makeotf.lib2.0.21325
False
LeagueGothic-Italic.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-REGULAR.OTF
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-SEMIBOLD.OTF
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-SEMIBOLDIT.OTF
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-BOLD.OTF
PalatinoLinotype-Roman
Palatino Linotype
Regular
Open Type
Version 5.02
False
pala.ttf
PalatinoLinotype-Bold
Palatino Linotype
Bold
Open Type
Version 5.02
False
palab.ttf
AvantGarde-Demi
AvantGarde-Demi
Regular
TrueType
False
AvantGarde-Demi.ttf
Georgia-Italic
Georgia
Italic
Open Type
Version 5.00x-4
False
Georgia Italic.ttf
Georgia-BoldItalic
Georgia
Bold Italic
Open Type
Version 5.00x-4
False
Georgia Bold Italic.ttf
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
Arial-Black
Arial Black
Regular
Open Type
Version 5.00.1x
False
Arial Black.ttf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.01.4x
False
Times New Roman.ttf
TimesNewRomanPS-ItalicMT
Times New Roman
Italic
Open Type
Version 5.00.3x
False
Times New Roman Italic.ttf
TimesNewRomanPS-BoldMT
Times New Roman
Bold
Open Type
Version 5.01.4x
False
Times New Roman Bold.ttf
Cyan
Magenta
Yellow
Black
PANTONE 2603 C
PANTONE 2665 C
PANTONE 301 C
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
191
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
55
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
91
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
250
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
168
158
C=70 M=15 Y=0 K=0
RGB
PROCESS
40
170
226
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
42
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
159
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
43
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
156
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
89
C=55 M=60 Y=65 K=40
RGB
PROCESS
90
75
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
170
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
118
77
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
New Color Swatch 3
RGB
PROCESS
0
96
150
PANTONE Hexachrome Black C
SPOT
100.000000
CMYK
1.000000
1.000000
1.000000
100.000000
PANTONE 2603 C
SPOT
100.000000
LAB
30.196100
45
-37
PANTONE 301 C
SPOT
100.000000
LAB
27.843100
-12
-45
Black 0
RGB
PROCESS
2
2
2
Grey for Text
RGB
PROCESS
128
127
127
Grey for Pages
RGB
PROCESS
167
176
184
New Color Swatch 2
RGB
PROCESS
120
60
130
New Color Swatch 5
RGB
PROCESS
172
136
179
New Color Swatch 7
RGB
PROCESS
206
184
210
New Color Swatch 6
RGB
PROCESS
228
216
230
New Color Swatch 0
RGB
PROCESS
0
96
150
New Color Swatch 1
RGB
PROCESS
77
143
182
New Color Swatch 4
RGB
PROCESS
192
215
229
R=247 G=147 B=30
PROCESS
100.000000
RGB
246
147
29
R=255 G=242 B=0
PROCESS
100.000000
RGB
255
241
0
PANTONE 2665 C
SPOT
100.000000
LAB
45.490200
35
-53
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
65
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
89
90
92
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
111
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
129
131
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
170
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
189
190
193
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
231
232
233
C=0 M=0 Y=0 K=5
RGB
PROCESS
242
242
243
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
162
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
64
152
endstream
endobj
3 0 obj
<>
endobj
27 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 39 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page/PieceInfo<>>>
endobj
28 0 obj
<>stream
HWnH}WB"/ r&3؉k6@h%; [IQwHu=ubFN>(9=|%R$_v7pM45j3m1.0Sq÷g<`_(adq3b6C"tfT.)hguTl\nKr|%նؖ%~]Tu|x7hT̖{͋dqn6$l~u\ONS/ $oMytn:c3go?]3r~
ê~_VČHKXAe%/S G/.^2
rW+ cxwOP&kRh+*9~ ĽVս;ߓ\r4lFLL(E&,
b'ª,|%
?9˾RAH(噂H4+nR䀫3deah%!U5 )p2IHԯK :_KrtM`¥1>X(L]D P,`E5vPz{|,*b/ ԆN 4s_V@L9aytP?a!*̩U7-PƦ T.wv]lKQ8_:{CRN>3J|8|4|/H