%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Using the STAR Technique Efficiently V2.2
2016-06-07T10:51:32-04:00
2016-06-07T10:51:32-04:00
2016-06-07T10:51:32-04:00
Adobe Illustrator CC 2015 (Windows)
256
176
JPEG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uuid:c1cc2002-ea61-4ffc-b4c3-2cdb5c3b2910
xmp.did:a5f4344a-31d4-d449-99c5-4edc230cd9de
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:28f799ef-c041-45c5-a59c-2ced70f988ec
xmp.did:58faaa51-11df-bd42-9e6b-7f746d792c53
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:529da0f2-4d0a-384e-b24e-0c5a52ec0f67
2016-06-06T10:47:17-04:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:a5f4344a-31d4-d449-99c5-4edc230cd9de
2016-06-07T10:51:26-04:00
Adobe Illustrator CC 2015 (Windows)
/
Print
False
False
1
8.500000
11.000000
Inches
ITCFranklinGothicStd-Book
ITC Franklin Gothic Std
Book
Open Type
Version 2.031;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
ITCFranklinGothicStd-Book_0.otf
ITCFranklinGothicStd-BkCd
ITC Franklin Gothic Std
Book Condensed
Open Type
Version 2.031;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
ITCFranklinGothicStd-BkCd.otf
ITCFranklinGothicStd-DmCd
ITC Franklin Gothic Std
Demi Condensed
Open Type
Version 2.031;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
ITCFranklinGothicStd-DmCd_0.otf
ITCFranklinGothicStd-Med
ITC Franklin Gothic Std
Medium
Open Type
Version 2.031;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
ITCFranklinGothicStd-Med_0.otf
ITCFranklinGothicStd-MdCd
ITC Franklin Gothic Std
Medium Condensed
Open Type
Version 2.031;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
ITCFranklinGothicStd-MdCd_0.otf
ITCFranklinGothicStd-Demi
ITC Franklin Gothic Std
Demi
Open Type
Version 2.031;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
ITCFranklinGothicStd-Demi_0.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
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
Grays
0
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
0
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 15.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
19 0 obj
<>stream
HW]ۺ}7>{kF")QJb7mP$E!ܵ8{fHI^{ZÙ3g>/"1{"ogO67*o$bE2X"$F?*I'ªD\n~w_e-b2q_^mP(A]Qس9Ftw>DږCUÿa^]/ܗ;\S4_w۪vh:({7
pБ
Б?z AvgoDmSAV-$.3%
mxO\]