%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
ASR_ScoreCard
2015-03-19T18:18:20-06:00
2015-03-19T18:18:20-06:00
2015-03-19T18:18:20-06:00
Adobe Illustrator CS6 (Macintosh)
256
204
JPEG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:0f52bb18-faa7-b343-ac64-2436f573724b
xmp.did:3C6E0D04E923681183D1D262C797C5FF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a53c1541-0e7c-8f4f-92af-1b872c2e23d6
xmp.did:038011740720681183D1F134ABDEF134
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:038011740720681183D1F134ABDEF134
2015-01-27T12:59:42-07:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:3C6E0D04E923681183D1D262C797C5FF
2015-03-19T18:18:10-06:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
Futura-Book
Futura
Book
Type 1
001.000
False
FuturBoo; Futura.t1
Futura-Bold
Futura
Bold
Type 1
001.001
False
FuturBol; Futura.t1
Homenaje-Regular
Homenaje
Regular
Open Type
Version 1.001
False
Homenaje-Regular.ttf
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Cond.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-BoldCond.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
90.000000
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
C=50 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
50.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0 copy
PROCESS
100.000000
CMYK
50.000000
0.000000
100.000000
10.000000
C=50 M=0 Y=100 K=0
PROCESS
32.000000
CMYK
50.000000
0.000000
100.000000
0.000000
Mixo Light Grass PMS 382
PROCESS
100.000000
CMYK
38.425301
0.000000
100.000000
0.000000
Mixo Light Avacado PMS 372
PROCESS
100.000000
CMYK
14.053599
0.000000
53.633900
0.000000
New Color Swatch 1
PROCESS
100.000000
CMYK
72.582603
36.270699
100.000000
25.262800
Mixo Dark Grass PMS 384
PROCESS
100.000000
CMYK
59.700901
22.418600
100.000000
4.574700
Union White
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Pure Black
PROCESS
100.000000
CMYK
75.020996
67.968300
67.022202
90.164001
Medium Chocolate PMS 477
PROCESS
100.000000
CMYK
12.000000
100.000000
100.000000
32.000000
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
89.999405
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
12 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/Thumb 16 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>/Font<>/ProcSet[/PDF/Text]>>/Thumb 18 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
17 0 obj
<>stream
HWێ} CbF3F˲A!Zpϩf3 @XE6N:UӊMQ}ؽA{u>ke;5.!N!Y.Sr1y#IŪhͿowz
gCV%c'}T}j{;֓ OotT{3&o☽z)%NNΙz'xEbIc4YW O5*O&N^;U&ضL%
A;?E7Y >ń{B.`
d