%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MeasuringImpactEPL_2016_Final
2017-03-01T15:09:32-07:00
2017-03-01T15:09:32-07:00
2017-03-01T15:09:31-07:00
Adobe Illustrator CS6 (Macintosh)
256
104
JPEG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uuid:044a902c-5bfc-ef40-8ffa-6888d03dfb6e
xmp.did:048011740720681183D1E1593FDE996A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:038011740720681183D1E1593FDE996A
xmp.did:038011740720681183D1E1593FDE996A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822A9A24572430BE
2017-01-18T12:36:43-07:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:048011740720681183D1E1593FDE996A
2017-03-01T15:09:28-07:00
Adobe Illustrator CS6 (Macintosh)
/
Print
True
False
1
8.500000
11.000000
Inches
HelveticaNeueLTStd-Blk
Helvetica Neue LT Std
95 Black
Open Type
OTF 1.029;PS 001.004;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Blk.otf
HelveticaNeueLTStd-Lt
Helvetica Neue LT Std
45 Light
Open Type
OTF 1.029;PS 001.002;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Lt.otf
HelveticaNeueLTStd-Roman
Helvetica Neue LT Std
55 Roman
Open Type
OTF 1.029;PS 001.103;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Roman.otf
HelveticaNeueLTStd-Bd
Helvetica Neue LT Std
75 Bold
Open Type
OTF 1.029;PS 001.102;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Bd.otf
HelveticaNeueLTStd-Hv
Helvetica Neue LT Std
85 Heavy
Open Type
OTF 1.029;PS 001.002;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Hv.otf
Cyan
Magenta
Yellow
Black
PANTONE 368 C
PANTONE 299 C
PANTONE 288 C
PANTONE 2593 C
PANTONE 206 C
PANTONE 1235 C
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
PANTONE 1235 C
SPOT
100.000000
LAB
80.784302
21
79
PANTONE 206 C
SPOT
100.000000
LAB
44.313698
76
34
PANTONE 2593 C
SPOT
100.000000
LAB
37.254898
47
-40
PANTONE 288 C
SPOT
100.000000
LAB
18.823500
8
-47
PANTONE 299 C
SPOT
100.000000
LAB
60.784298
-24
-44
PANTONE 368 C
SPOT
100.000000
LAB
69.803902
-40
63
C=33 M=60 Y=30 K=11
PROCESS
100.000000
CMYK
32.577999
60.207497
29.751999
10.550099
C=0 M=36 Y=5 K=0
PROCESS
100.000000
CMYK
0.000000
36.470600
5.098000
0.000000
C=36 M=44 Y=43 K=47
PROCESS
100.000000
CMYK
36.078400
43.921600
42.745098
47.000000
C=4 M=32 Y=79 K=36
PROCESS
100.000000
CMYK
3.529400
32.156898
78.823502
36.000000
C=18 M=21 Y=97 K=4
PROCESS
100.000000
CMYK
18.213200
21.368700
97.000099
3.653000
C=12 M=14 Y=82 K=1
PROCESS
100.000000
CMYK
12.156900
14.117600
82.000000
0.784300
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 10.01
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
28 0 obj
<>stream
HW[o
}~<_EM\HARf%9@=o4oC|ɱNuү3S|0Lߙ3[㍹]CW,8&okéؓzrʶfFߌhjӼP~yZ2[C/-| 6ֺW0yi;XRGizyz5}s /X)[+l2fr6wO8wl.eû45j^=~UYmDcޢVY'#?HLv
P{Ȏ. 0)2)4Ob>
l;Flmhu=h!4hȜ59'R9|0IKs(fxR'U-_Mg\X*lGin27W¬ޮv{o]_ͽy{5zs{zm6럯wׯ7;(0`LG8nSfugN_""{5jU\'6£ƮޭOyv-xPe]fy1/ohrj5w%#`m* #:Zя!g{tkX
t71^67?Gn{ `~fC52x>Qo20\jjGBѤ2J[4o_XOg/Wg}{rѧ'9$C"М<_~yrvn^g'}t,7S|{Zv'[}`ؾ^Cl0!RfBs#4=@ݛ߶?XFdcAw#&@E`@:E8b8ڤQ9GK5X㼰~#Rʆ=ѱr#
M)Իo")Qnnj| qSE}&QPc&d .P^Hy,,U}^h2PEǥw
1X(BF~*#Gl!cPZ/UD"qS1ΌzRq { 9.aE-IgL
NJ
$-NQLV2 AWi2'Τ&!ScOEV*oAܝ-;j2ؔ($p.xń/y $1 L7`yEJ^2*Zճ>&ydFy ̑,;I.Y%Eх̪ Md$9^O8`/>Ǡ7w'ٚvXJ$!W(IlZ͋8?"
!ע#"69"Ѧ~J(Πͤ6fA+7R F K5 $eXDX(C