%PDF-1.5
%
1 0 obj
<>/OCGs[58 0 R 105 0 R]>>/Type/Catalog>>
endobj
141 0 obj
<>stream
application/pdf
Flat-Jack Press Release
Adobe Illustrator CS3
2015-09-23T11:15:35-05:00
2015-09-23T11:15:35-05:00
2015-09-23T11:15:35-05:00
208
256
JPEG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uuid:0A97E999895CE511BD09B41E1058E4C2
uuid:4f7b9174-ebf5-7743-942b-dbc6bb317402
uuid:0997E999895CE511BD09B41E1058E4C2
uuid:86B559411262E51198DAFCE82C152E1D
EmbedByReference
/Users/benhemphill/Desktop/Product Pic.jpg
uuid:603F91EC8A5CE5119C55B85FBF5BE8EB
uuid:5A3F91EC8A5CE5119C55B85FBF5BE8EB
Print
1
False
False
8.500000
11.000000
Inches
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-BoldIt.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Bold.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-SemiboldIt.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-It.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
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
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
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
58 0 obj
<>
endobj
105 0 obj
<>
endobj
106 0 obj
[/View/Design]
endobj
107 0 obj
<>>>
endobj
59 0 obj
[/View/Design]
endobj
60 0 obj
<>>>
endobj
57 0 obj
[105 0 R 58 0 R]
endobj
5 0 obj
<>/ArtBox[45.0 45.0 657.0 837.0]/MediaBox[0.0 0.0 702.0 882.0]/Thumb 140 0 R/TrimBox[45.0 45.0 657.0 837.0]/Resources<>/Shading<>/ColorSpace<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20150923111534-05'00')>>
endobj
127 0 obj
<>stream
HW͎$=SN_Y$N!<X]$%""]ޙʕNgFFF}7z}ݟZ8_u-KXǽ6>z<~jeSlТZC))nG3<b;~*-ixe?n*Scrf=c7xcJMx̛<NjO{g%ԄTlQS]%c{/PGr)mDZ^6aa~łb띄Jۖ6j=ߟ\}*azNkկMfeJ;{"~eZu؆{rC&5$;Y>P0
T1B͝+e=f(+)A
IǸ_Fƽ#XNÌzMm3o2`8zas[ثuv2
y&\( ۰!Tpm<28MbfdބdC6=<:t6"r^*ˍ
!$~清 Ci Du4s舨:t/* wZ+TBa({S%.!i9$j