%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 8 0 R 9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Panchuk_for_printing_r
2016-07-14T10:19-06:00
2016-07-14T10:19-06:00
2016-07-14T10:19-06:00
Adobe Illustrator CS5
256
192
JPEG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uuid:50cc4438-a162-b14d-a3e4-fbe718c9b7d7
xmp.did:0180117407206811822A8E49DCDA3BDA
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d123947e-f48d-3d42-b4cc-f01593a0b079
xmp.did:02801174072068118083A49C945A1F8C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F1174072068118083D82A64C521FA
2016-06-22T12:20:54-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:01801174072068118083A49C945A1F8C
2016-07-14T09:52:09-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:02801174072068118083A49C945A1F8C
2016-07-14T10:05:57-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:0180117407206811822A8E49DCDA3BDA
2016-07-14T10:18:30-06:00
Adobe Illustrator CS5
/
Print
False
True
1
48.000000
36.000000
Inches
ACaslonPro-Semibold
Adobe Caslon Pro
Semibold
Open Type
Version 2.059;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
ACaslonPro-Semibold.otf
AGaramondPro-Regular
Adobe Garamond Pro
Regular
Open Type
Version 2.074;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
AGaramondPro-Regular.otf
AGaramondPro-Italic
Adobe Garamond Pro
Italic
Open Type
Version 2.074;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
AGaramondPro-Italic.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
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=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
C=4 M=12 Y=18 K=0 1
CMYK
PROCESS
3.529400
12.156898
18.431400
0.000000
C=4 M=12 Y=43 K=0 1
CMYK
PROCESS
3.529400
12.156898
42.999996
0.000000
C=2 M=7 Y=26 K=0 1
CMYK
PROCESS
2.117598
7.294101
25.800001
0.000000
C=30 M=38 Y=52 K=2 1
CMYK
PROCESS
30.196100
38.039196
52.156902
1.960802
C=16 M=6 Y=0 K=0 1
CMYK
PROCESS
16.406298
5.859399
0.000000
0.000000
C=1 M=0 Y=13 K=0 1
CMYK
PROCESS
1.406199
0.000000
13.125002
0.000000
C=20 M=16 Y=36 K=0 1
CMYK
PROCESS
19.531298
16.406298
36.328102
0.000000
C=0 M=18 Y=6 K=0 1
CMYK
PROCESS
0.000000
17.578102
5.859399
0.000000
C=13 M=2 Y=24 K=0 1
CMYK
PROCESS
12.890601
1.953101
24.218798
0.000000
C=0 M=6 Y=9 K=0 1
CMYK
PROCESS
0.000000
5.859399
9.375000
0.000000
C=9 M=28 Y=43 K=0 1
CMYK
PROCESS
8.593798
28.125000
42.578102
0.000000
C=2 M=7 Y=26 K=0 2
CMYK
PROCESS
2.117598
7.294101
25.800001
0.000000
C=16 M=10 Y=12 K=0 1
CMYK
PROCESS
15.686297
10.196102
11.764699
0.000000
C=23 M=6 Y=0 K=0 1
CMYK
PROCESS
23.000002
5.859399
0.000000
0.000000
C=40 M=6 Y=0 K=10 1
CMYK
PROCESS
39.999996
5.859399
0.000000
10.000002
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 3456.0 2592.0]/Type/Page>>
endobj
12 0 obj
<>stream
Hͮ\"Ϳm - qD dWsf&+wgӬ.7ǻ~qkˎ?r~~:J|)GS㰱y=bFR1ki۽jonw5-},ǶחMAe%srOeƒe'_=l|ۏnߟh[NO{ @D_!"#!BF|9{ؿRs_;_UҔ}U揸Oǒ7S!|Mޅ{z)6MQ1jӦ:G?hZY崆EE:>(fG\:3I;?||`~τ~Y@K;@Z]