%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Alyson State Questions Doc
2017-09-15T10:59:49-06:00
2017-09-15T10:59:49-06:00
2017-09-15T10:59:49-06:00
Adobe Illustrator CC 2017 (Macintosh)
164
256
JPEG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uuid:ea905b4a-a16e-134c-b51d-5d865a4d0c8c
xmp.did:0c243f66-c57e-474e-95b6-ed86c3594b89
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ccf2d91c-5f89-44c7-aee0-3ecbef831fce
xmp.did:ccf2d91c-5f89-44c7-aee0-3ecbef831fce
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ce8056f2-8c55-40d5-907f-f342686ab5bb
2017-09-11T16:07:29-06:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:0c243f66-c57e-474e-95b6-ed86c3594b89
2017-09-15T10:59:47-06:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
8.500000
19.000000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-BoldIt.otf
Cyan
Magenta
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
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 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[18.0 18.0 630.0 1386.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWioH_EH8"]g2qfgŀ&WFMY"-ٓ @ :^{uJ\|r].g.y],qT~Qa:nbY~7EU6%
żľע_KPn-LJk