%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
StrategyExample-ChildMaltreatment
2017-10-13T09:58:48-04:00
2017-10-13T09:58:48-04:00
2017-10-13T09:58:48-04:00
Adobe Illustrator CC 2017 (Macintosh)
216
256
JPEG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uuid:52070b35-c9b2-7f45-9d56-95ede0830964
xmp.did:f8e76dc2-e015-4c97-a8d4-4bf3bea39a4b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:bd20cd4a-7f7f-5747-96d2-f11acb536787
xmp.did:0a5097b2-c46b-4365-ae4c-4f45496f089a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:dfd65bdf-79b1-4924-90c0-70ff8c29a20c
2017-08-31T11:57:06-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:f8e76dc2-e015-4c97-a8d4-4bf3bea39a4b
2017-10-13T09:58:43-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
True
1
8.500000
11.000000
Inches
Avenir-Book
Avenir
Book
TrueType
8.0d5e4
False
Avenir.ttc
Avenir-Black
Avenir
Black
TrueType
8.0d5e4
False
Avenir.ttc
Avenir-Heavy
Avenir
Heavy
TrueType
8.0d5e4
False
Avenir.ttc
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
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWMsIWlv}w7>f@fm[-$?eZh{#ܪ|/e3uL_ljVu*&Tgo'+]et0LqIW+55U n?3LuدM]&MhY_2q8=Őmr%V߯>[ʀgw@_]5(TZ{"t@&VV?~ƚFW9Zg+o8QΨqS=?cGDLBۡT:*Wy_:i