%PDF-1.5
%
1 0 obj
<>/OCGs[22 0 R]>>/Type/Catalog>>
endobj
86 0 obj
<>stream
application/pdf
schumann_mccomb_pr
Adobe Illustrator CS3
2010-06-02T13:28:37+01:00
2010-06-02T13:28:37+01:00
2010-06-02T13:28:37+01:00
180
256
JPEG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uuid:422DC508DD6FDF118A558671890AC854
uuid:733bd804-fdbb-6941-b641-92fe4fbf753b
uuid:412DC508DD6FDF118A558671890AC854
uuid:4BD7EE0E136FDF11B3D9B9753F740E6D
EmbedByReference
/Users/James/Desktop/AS Images/DSC_0252-copydel50.jpg
Print
1
False
False
20.999999
29.700000
Centimeters
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
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-It
Myriad Pro
Italic
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-It.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
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[39.8398 29.9463 561.102 778.916]/MediaBox[0.0 0.0 595.276 841.89]/Thumb 85 0 R/TrimBox[0.0 0.0 595.276 841.89]/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20100602132837+01'00')>>
endobj
77 0 obj
<>stream
HW]s8|ׯ+J ~Jye]EUWWHCI;P,ٹT]B$0ita.'NBNj#lCosbOطg!QIs<{?⯁DON x