%PDF-1.5
%
1 0 obj
<>/OCGs[45 0 R]>>/Type/Catalog>>
endobj
165 0 obj
<>stream
application/pdf
IPM Scouting Guide
Adobe Illustrator CS3
2018-02-20T10:59:59-04:00
2018-02-20T10:59:59-05:00
2018-02-20T10:59:59-05:00
256
220
JPEG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uuid:2AD2CC33CA11E8119584F9FE9F6B1469
uuid:28685152-0176-42ae-86a7-340c039c4c1d
uuid:29D2CC33CA11E8119584F9FE9F6B1469
uuid:F86E4C99BE11E8119584F9FE9F6B1469
EmbedByReference
C:\Users\Administrator\Documents\Scouting\Thresholds.pdf
EmbedByReference
C:\Users\Administrator\Documents\Scouting\bugs\IMG_1538.jpg
EmbedByReference
C:\Users\Administrator\Documents\Scouting\bugs\IMG_1533.jpg
EmbedByReference
C:\Users\Administrator\Documents\Scouting\bugs\IMG_1529.jpg
EmbedByReference
C:\Users\Administrator\Documents\Scouting\bugs\IMG_1529.jpg
EmbedByReference
C:\Users\Administrator\Documents\Scouting\bugs\IMG_1536.jpg
EmbedByReference
C:\Users\Administrator\Documents\Scouting\bugs\IMG_1539.jpg
EmbedByReference
C:\Users\Administrator\Documents\Scouting\bugs\IMG_1530.jpg
Print
1
True
False
17.000000
11.000000
Inches
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-Semibold
Myriad Pro
Semibold
Open Type
Version 2.007;PS 002.000;Core 1.0.38;makeotf.lib1.7.9032
False
MyriadPro-Semibold.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
90.000004
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
45 0 obj
<>
endobj
46 0 obj
[/View/Design]
endobj
47 0 obj
<>>>
endobj
44 0 obj
[45 0 R]
endobj
5 0 obj
<>/ArtBox[11.0845 0.0 1209.6 773.479]/Group 155 0 R/MediaBox[0.0 0.0 1224.0 792.0]/Thumb 164 0 R/TrimBox[0.0 0.0 1224.0 792.0]/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20180220105957-04'00')>>
endobj
154 0 obj
<>stream
HWnWqVehqWkbaHŇ̇{GDpHYe!@윪GddO/^w柛0'1OGm~onUyyg.Oƺ)ѧV6l\\kNsۓ9ד6ߟ@OtnK
yXӑ$(vMV[\Mmtޟu{?i{pw?潝c)²w|zKş籽p@}onw;s^Fm%Qޞ}+/?7陳Ζgǣ//o棴:
ihc}qy?^~_2}^ڒS1|n>g%cb4~i+ۮY\J
iXyƆl=XR^R;u%Z➏*;xڽEfۋ|Άe{~zK4-4>Lv0Yc
(ud\rߝ\u}>wfۛ9o/vk{s}qJVԾbފoOFMWWcIoS^!1bpjٕ\mJKdB.7oX: 頵䁢(CjS6D5?[ֵS7߽נlpº1\wa ͞xI:WFwPᓶw@W[B(cs
<4"BDJ!WbNL"čM繴4d
RA
D\CbY:3s=wcI{lLHAn-nO ^ZkcPd-|Ҵ-.f`#83n~n#iA2F1uTi^ nJ8TՋBJQL!TTQ
Oq:$,lxyNd8 ^d+Ng]k=TUL!b=%v֦'VQU4
\$ѕ`\RS
pA[QjuQs.$ZP6sN:R\v;aš]$
W1w@p>1Ɯxjx(6ZLh 2VFn7G!y ƺd],(N-OUMY@=E> LvЭsX
@ե d6$! ЅULj+9*nd{-yGd=*F@Q\i5fAKSq'dh,8~4S8?вT/o5PU[+UtLK5N@iUMhXD %+@In֠P: X`2h^ceWi@mRg$*;0;%3@ rq@TVJVY Hc^ڔ+ce\Ά1x>,49 .Ѷ:AЌ