%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 117 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Graph 1 Bushels per acre increase_v7
2014-05-19T18:36:52-05:00
2014-05-19T18:36:52-05:00
2014-05-19T18:33:07-05:00
Adobe Illustrator CC (Windows)
248
256
JPEG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uuid:6f6085f6-d762-4d9e-81a3-dd148ae7353a
xmp.did:923a089a-cfc0-2d42-9baa-a6152f0e876e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0cf179d4-e401-d646-bd8a-681618f06b38
xmp.did:0cf179d4-e401-d646-bd8a-681618f06b38
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4519E9C4856BE311A57D8EB6CB7F7FFE
2013-12-23T00:08:44-06:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:923a089a-cfc0-2d42-9baa-a6152f0e876e
2014-05-19T18:33:07-05:00
Adobe Illustrator CC (Windows)
/
Print
True
True
1
11.000000
8.500000
Inches
Calibri
Calibri
Regular
Open Type
Version 5.62
False
calibri.ttf
AGaramondPro-BoldItalic
Adobe Garamond Pro
Bold Italic
Open Type
Version 2.074;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
AGaramondPro-BoldItalic_0.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Regular_0.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-It_0.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Semibold_0.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Bold_0.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 2.003
False
ProximaNova-Bold_0.otf
ProximaNova-Regular
Proxima Nova
Regular
TrueType
Version 2.003
False
ProximaNova-Reg_0.ttf
ProximaNovaA-Regular
Proxima Nova Alt
Regular
TrueType
Version 2.001
False
ProximaNovaAlt-Reg.ttf
Cyan
Magenta
Yellow
Black
PMS 368
PMS 348
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PMS 348
SPOT
100.000000
CMYK
100.000000
23.999999
100.000000
0.000000
PMS 368
SPOT
100.000000
CMYK
56.999999
0.000000
100.000000
0.000000
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 11.00
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 126 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
17 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 131 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
127 0 obj
<>stream
HW$
W05DQ$ Mԥ'Aةb(_?o?tĿ_n.Mirj_tkْڙ/F#noEOqWzNOXh+o.>n?ƿP)fG1<{>m/ұ}v-gQj=wrvUUݠAoLz;t8舢.