%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 14 0 R 15 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
P-3278 JHU_PoliceDept_Transparency&Accountability_020519a
2019-02-05T11:41:58-05:00
2019-02-05T11:41:58-05:00
2019-02-05T11:41:58-05:00
Adobe Illustrator CC 23.0 (Macintosh)
200
256
JPEG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:1b16b7b7-c418-524a-b2fb-5219df005f7e
xmp.did:d5d3e4d7-4b12-4ad2-a89b-d2c89d6df697
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:35f8f2b2-3fcd-bf41-a182-99b21aecc19f
xmp.did:3ba5d894-898b-452c-8b4a-874677288daa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c70565ab-4643-42f8-b034-8bbb0723b2ef
2017-08-09T14:27:02-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:d5d3e4d7-4b12-4ad2-a89b-d2c89d6df697
2019-02-05T11:41:52-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
ZapfDingbatsITC
Zapf Dingbats
Regular
TrueType
13.0d1e2
False
ZapfDingbats.ttf
Gentona-Book
Gentona
Book
Open Type
Version 1.001;PS 001.001;hotconv 1.0.70;makeotf.lib2.5.58329
False
Gentona-Book.otf
Gentona-Bold
Gentona
Bold
Open Type
Version 1.001;PS 001.001;hotconv 1.0.70;makeotf.lib2.5.58329
False
Gentona-Bold.otf
Quadon-Light
Quadon
Light
Open Type
Version 1.001;PS 001.001;hotconv 1.0.70;makeotf.lib2.5.58329
False
Quadon-Light.otf
Quadon-Medium
Quadon
Medium
Open Type
Version 1.001;PS 001.001;hotconv 1.0.70;makeotf.lib2.5.58329
False
Quadon-Medium.otf
Quadon-Bold
Quadon
Bold
Open Type
Version 1.001;PS 001.001;hotconv 1.0.70;makeotf.lib2.5.58329
False
Quadon-Bold.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
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
Pantone Colors
1
PANTONE 288 C
SPOT
100.000000
LAB
18.823530
8
-47
PANTONE Black C
SPOT
100.000000
LAB
17.254902
1
3
CMYK Colors
1
C=75 M=68 Y=67 K=90 1
CMYK
PROCESS
75.000000
68.000001
67.000002
89.999998
C=100 M=80 Y=6 K=32 1
CMYK
PROCESS
100.000000
80.000001
6.000000
31.999999
RGB
1
#000000
CMYK
PROCESS
75.045395
67.916375
66.982526
90.008390
#002D72
CMYK
PROCESS
100.000000
90.868998
26.926064
15.887690
Color Group 1
1
C=34 M=18 Y=6 K=0
PROCESS
100.000000
CMYK
33.658350
18.463416
6.115816
0.000000
C=6 M=1 Y=84 K=0 1
CMYK
PROCESS
5.685511
1.269551
83.517200
0.000000
C=21 M=4 Y=82 K=0 1
CMYK
PROCESS
20.718700
3.747616
82.177460
0.000000
C=47 M=3 Y=30 K=0 1
CMYK
PROCESS
47.244981
3.170824
30.261689
0.000000
C=6 M=51 Y=48 K=0 1
CMYK
PROCESS
5.560387
50.710303
47.580680
0.000000
C=60 M=13 Y=91 K=1 1
CMYK
PROCESS
60.262454
13.315022
91.256577
0.747692
C=56 M=17 Y=0 K=0 1
CMYK
PROCESS
56.000000
17.000000
0.000000
0.000000
Adobe PDF library 15.00
Gentona
1.001
0
--
OpenType - PS
1842120166
Gentona-Bold
1842120166
Quadon
1.001
0
--
OpenType - PS
4025013939
Quadon-Bold
4025013939
Quadon
1.001
0
--
OpenType - PS
1861448776
Quadon-Light
1861448776
Gentona
1.001
0
--
OpenType - PS
1222800279
Gentona-Book
1222800279
Gentona
1.001
0
--
OpenType - PS
3426251343
Gentona-BookItalic
3426251343
Quadon
1.001
0
--
OpenType - PS
1915113048
Quadon-MediumItalic
1915113048
Quadon
1.001
0
--
OpenType - PS
2102086842
Quadon-Regular
2102086842
Quadon
1.001
0
--
OpenType - PS
1733867755
Quadon-BoldItalic
1733867755
endstream
endobj
3 0 obj
<>
endobj
17 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
18 0 obj
<>stream
HWYo~,}:`Y2FER