%PDF-1.5
%
1 0 obj
<>/OCGs[32 0 R]>>/Type/Catalog>>
endobj
1533 0 obj
<>stream
application/pdf
Library Journal Review- The Bounty Effect
Adobe Illustrator CS3
2013-06-04T11:05:45-07:00
2013-06-04T11:05:45-07:00
2013-06-04T11:05:45-07:00
112
256
JPEG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==
uuid:B957365140CDE211AA4FF0DC370CD793
uuid:f760862c-df87-4271-bc43-c45f3dd09f54
uuid:B857365140CDE211AA4FF0DC370CD793
uuid:8424F88982CCE211A8FCA7886B25117E
Print
1
False
True
612.000000
792.000000
Points
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
TradeGothic-Bold
TradeGothic Bold
Bold
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
Bembo-Italic
Bembo Italic
Italic
Unknown
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Regular.otf
Bembo
Bembo
Unknown
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
90.000004
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
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
32 0 obj
<>
endobj
33 0 obj
[/View/Design]
endobj
34 0 obj
<>>>
endobj
31 0 obj
[32 0 R]
endobj
5 0 obj
<>/ArtBox[219.657 308.0 392.771 708.033]/MediaBox[0.0 0.0 612.0 792.0]/Thumb 1532 0 R/TrimBox[0.0 0.0 612.0 792.0]/Resources<>/ProcSet[/PDF/Text]/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20130604110544-07'00')>>
endobj
1522 0 obj
<>stream
HW˒߯(N`lka;E(a ^<]}.b|2|.[I_}sy\rݧ$iQrR%ձ}yxraZHIrxsu7ѻ\pefBKW&%|X/o+R})r>%gAiXR5%FHo!ge4(%FώgTzJ{ZSoz[fsP,-/ů"߭qFĢ/8 R+~
iuam{Wmݗ"ډd>608 z%i x-;K)\ITŮyzfZH 1ɘ8=3pph86ʁA.R)֖/`P?Fۢr_8wxΙ>>_l߭I
lSfjί,Ƙ3Uןkb
.KOMGs]eĭ%+δ($+AQ0H%DT Մ+L'Ҋ~ϊXUEvų4,zSΧ~2
y/Lf%}a[u%劰RUn=_FEN!
+4KT Dy
WR&iQ^SNV&\m0}xD*
YӢE/\0)*$PFz$}D8&6WK&2LZ+-/]|VlH_>~ezJ8N2Ž*s*/b,P{;