%PDF-1.5
%
1 0 obj
<>/OCGs[22 0 R]>>/Type/Catalog>>
endobj
1242 0 obj
<>stream
application/pdf
MomsPoster8.5x11
Adobe Illustrator CS3
2010-01-06T10:05:48-04:00
2010-01-06T10:05:48-05:00
2010-01-06T10:05:48-05:00
172
256
JPEG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uuid:A78C2195D4FADE11A371D10F929FC968
uuid:ca2f5fd3-4f3c-4954-918e-0d28900a7577
uuid:A68C2195D4FADE11A371D10F929FC968
uuid:A58C2195D4FADE11A371D10F929FC968
EmbedByReference
C:\Documents and Settings\jfleming\Desktop\MomsPosterCS2_rev.pdf
Print
1
True
False
612.000000
792.000000
Points
QJJAAA+Arial-ItalicMT
QJJAAA+Arial ItalicMT
ItalicMT
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
PBAAAA+Arial-BoldMT
PBAAAA+Arial BoldMT
BoldMT
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
GFNBAA+MinionPro-Bold
GFNBAA+MinionPro Bold
Bold
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
HIBBAA+ArialMT
HIBBAA+ArialMT
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE DS 176-2 C 1
PANTONE 343 CV
PANTONE DS 9-1 C
PANTONE 2717 C
PANTONE 288 CV
PANTONE 302 C
PANTONE DS 232-1 C 1
PANTONE DS 278-2 C
PANTONE DS 36-1 C
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
PANTONE 2717 C
SPOT
100.000000
CMYK
28.999999
12.000000
0.000000
0.000000
PANTONE 302 C
SPOT
100.000000
CMYK
100.000000
25.000000
0.000000
50.000000
PANTONE DS 232-1 C 1
SPOT
100.000000
RGB
0
174
239
PANTONE DS 278-2 C
SPOT
100.000000
RGB
47
181
105
PANTONE DS 36-1 C
SPOT
100.000000
RGB
245
130
31
PANTONE DS 176-2 C 1
SPOT
100.000000
RGB
104
79
161
PANTONE 288 CV
SPOT
100.000000
RGB
0
69
133
PANTONE 343 CV
SPOT
100.000000
RGB
0
88
64
PANTONE DS 9-1 C
SPOT
100.000000
RGB
230
177
33
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000001
69.999999
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
69.999999
90.000004
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000004
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000001
0.000000
94.999999
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000002
5.000001
94.999999
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000001
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000002
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000001
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 8.00
endstream
endobj
2 0 obj
<>
endobj
22 0 obj
<>
endobj
23 0 obj
[/View/Design]
endobj
24 0 obj
<>>>
endobj
21 0 obj
[22 0 R]
endobj
5 0 obj
<>/ArtBox[35.4443 0.0 577.203 792.0]/Group 1233 0 R/MediaBox[0.0 0.0 612.0 792.0]/Thumb 1241 0 R/TrimBox[0.0 0.0 612.0 792.0]/Resources<>/ColorSpace<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20100106100548-04'00')>>
endobj
1232 0 obj
<>stream
HWn}WS F_f@ӔIRj6/9wC4ݬ:ux+vJwXqyE$cj_\~x{(X&5{u.Wu3X|B8s)i/̊?TOdUUVvŠTmۻKO