%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
WDS-DOH-Survey-Infographic-c01-v3a
2017-05-16T13:35:12-04:00
2017-05-16T13:35:12-04:00
2017-05-16T13:35:12-04:00
Adobe Illustrator CC 2017 (Macintosh)
256
152
JPEG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==
uuid:9a4e9671-3f4e-5145-9f82-9e1ed77759f4
xmp.did:898a8e04-a996-4a32-87d7-5d43f80002e3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1814aede-eba7-488c-89d7-e98ccab283e3
xmp.did:1814aede-eba7-488c-89d7-e98ccab283e3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:dea0ba9b-f384-4989-ba3d-3b81e22f1b1e
2016-12-20T16:44:03-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:898a8e04-a996-4a32-87d7-5d43f80002e3
2017-05-16T13:35:10-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
True
1
8.500000
11.000000
Inches
GothamHTF-BookCondensed
Gotham HTF
Book Condensed
Type 1
001.000
False
GothaHTFBooCon; Gotham HTF
GothamHTF-BoldCondensed
Gotham HTF
Bold Condensed
Type 1
001.000
False
GothaHTFBolCon; Gotham HTF
GothamHTF-Book
Gotham HTF
Book
Type 1
001.000
False
GothaHTFBoo; Gotham HTF
GothamHTF-BookItalic
Gotham HTF
Book Italic
Type 1
001.000
False
GothaHTFBooIta; Gotham HTF
GothamHTF-Medium
Gotham HTF
Medium
Type 1
001.000
False
GothaHTFMed; Gotham HTF
GothamHTF-MediumItalic
Gotham HTF
Medium Italic
Type 1
001.000
False
GothaHTFMedIta; Gotham HTF
GothamHTF-Bold
Gotham HTF
Bold
Type 1
001.000
False
GothaHTFBol; Gotham HTF
GothamHTF-Black
Gotham HTF
Black
Type 1
001.000
False
GothaHTFBla; Gotham HTF
GothamHTF-Ultra
Gotham HTF
Ultra
Type 1
001.000
False
GothaHTFUlt; Gotham HTF
Cyan
Magenta
Yellow
Black
PANTONE 7679 C
PANTONE 361 C
PANTONE 361 C 2
PANTONE 7579 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
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
PANTONE 7579 C
SPOT
100.000000
LAB
56.078400
52
53
C=8 M=26 Y=30 K=0
PROCESS
100.000000
CMYK
8.203100
25.781301
29.687500
0.000000
C=0 M=21 Y=28 K=0
PROCESS
100.000000
CMYK
0.000000
21.484400
28.125000
0.000000
PANTONE 361 C
SPOT
100.000000
LAB
63.137299
-51
53
C=0 M=44 Y=31 K=0
PROCESS
100.000000
CMYK
0.000000
44.052801
31.085700
0.000000
C=0 M=28 Y=42 K=11
PROCESS
100.000000
CMYK
0.289900
27.737799
41.608301
11.000000
C=0 M=73 Y=53 K=0
PROCESS
100.000000
CMYK
0.000000
73.333299
52.941197
0.000000
C=32 M=96 Y=100 K=40
PROCESS
100.000000
CMYK
31.999999
95.999998
100.000000
40.000001
C=26 M=77 Y=100 K=50
PROCESS
100.000000
CMYK
26.274499
76.862699
100.000000
50.000000
C=16 M=68 Y=100 K=4
PROCESS
100.000000
CMYK
16.015600
68.359399
100.000000
3.515600
C=26 M=77 Y=100 K=20
PROCESS
100.000000
CMYK
26.274499
76.862699
100.000000
20.392200
C=30 M=91 Y=100 K=37
PROCESS
100.000000
CMYK
30.078101
91.015601
100.000000
37.109399
C=22 M=72 Y=100 K=10
PROCESS
100.000000
CMYK
22.253799
71.514499
100.000000
10.391400
C=8 M=80 Y=3 K=0
PROCESS
100.000000
CMYK
8.368000
80.120498
3.457700
0.000000
C=1 M=69 Y=0 K=0
PROCESS
100.000000
CMYK
0.997900
68.587798
0.000000
0.000000
C=18 M=12 Y=10 K=0
PROCESS
100.000000
CMYK
17.968801
11.718800
10.156300
0.000000
PANTONE 7679 C
SPOT
100.000000
LAB
31.372498
24
-35
PANTONE 3125 C
PROCESS
100.000000
CMYK
94.390780
1.773098
22.067596
0.000000
C=0 M=28 Y=42 K=0
PROCESS
100.000000
CMYK
0.289900
27.737799
41.608301
0.003100
C=0 M=42 Y=42 K=15
PROCESS
100.000000
CMYK
0.289900
41.999999
41.608301
15.000001
C=25 M=85 Y=100 K=37
PROCESS
100.000000
CMYK
25.000000
85.000002
100.000000
37.110001
C=57 M=67 Y=50 K=25
PROCESS
100.000000
CMYK
56.999999
67.000002
50.000000
25.000000
C=35 M=92 Y=90 K=52
PROCESS
100.000000
CMYK
34.668499
91.714299
90.179300
52.431500
C=0 M=50 Y=35 K=0
PROCESS
100.000000
CMYK
0.000000
50.000000
34.999999
0.000000
C=10 M=71 Y=51 K=0
PROCESS
100.000000
CMYK
9.744400
71.380198
51.241302
0.186200
C=17 M=39 Y=53 K=0
PROCESS
100.000000
CMYK
16.742200
38.889101
52.626801
0.204500
C=90 M=0 Y=7 K=0
PROCESS
100.000000
CMYK
89.999998
0.000000
7.000000
0.000000
C=31 M=54 Y=71 K=11
PROCESS
100.000000
CMYK
30.731699
54.299200
70.779002
11.300800
C=25 M=49 Y=55 K=3
PROCESS
100.000000
CMYK
25.000000
48.828101
55.468798
2.734400
C=62 M=80 Y=0 K=0
PROCESS
100.000000
CMYK
61.706001
80.074799
0.000000
0.000000
C=47 M=67 Y=0 K=0
PROCESS
100.000000
CMYK
46.707901
67.412800
0.000000
0.000000
C=18 M=83 Y=65 K=4
PROCESS
100.000000
CMYK
17.578100
82.812500
65.234399
4.296900
C=57 M=67 Y=50 K=32
PROCESS
100.000000
CMYK
57.031298
67.187500
50.390601
32.031301
C=24 M=73 Y=43 K=3
PROCESS
100.000000
CMYK
23.868200
72.765702
43.125001
2.740500
C=53 M=63 Y=68 K=49
PROCESS
100.000000
CMYK
53.307402
63.295901
68.184900
48.950899
C=31 M=45 Y=0 K=0
PROCESS
100.000000
CMYK
30.804899
45.383400
0.000000
0.000000
C=60 M=65 Y=71 K=68
PROCESS
100.000000
CMYK
60.156298
65.234399
70.703101
68.359399
C=34 M=58 Y=76 K=18
PROCESS
100.000000
CMYK
33.716300
58.416098
76.305801
18.341300
PANTONE 3125 C 2
PROCESS
100.000000
CMYK
94.390780
1.773098
22.067596
0.000000
C=91 M=48 Y=50 K=45
CMYK
PROCESS
91.293198
48.307011
50.173187
45.000000
C=75 M=4 Y=100 K=30 1
CMYK
PROCESS
75.000000
4.000000
100.000000
30.000000
PANTONE 361 C 2
SPOT
100.000000
LAB
63.137299
-51
53
C=69 M=85 Y=12 K=1 1
CMYK
PROCESS
68.868542
85.329974
11.783016
1.174945
C=0 M=50 Y=100 K=33 1
CMYK
PROCESS
0.000000
50.000000
100.000000
33.000000
C=4 M=44 Y=100 K=0 1
CMYK
PROCESS
4.116884
44.135192
100.000000
0.015259
C=4 M=44 Y=100 K=0 1 copy
CMYK
PROCESS
4.116884
44.135192
100.000000
30.000000
C=0 M=73 Y=53 K=0
PROCESS
66.000000
CMYK
0.000000
73.333299
52.941197
0.000000
C=80 M=44 Y=100 K=49 1
CMYK
PROCESS
80.093080
44.385442
100.000000
48.691538
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
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
17 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 47 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
34 0 obj
<>stream
HW[SX~藩B t:'@^
n>@$=c\
ͷ#_Be!G.u䔁mGEZ'^%dR$6qH>EFQ~[
):Iy6}jnsBmMX%`Zl1G11ϣE=bByǣ C*pXL$SZBoFB߸9\nh]t#UcxV7U5߭4!)kf
%D?rO4og*.xPjP%;NBsʼn(<(*iĆ&xطttAMmn'H9)aŧpM*ڹMۦ."b
\%SC^{͖m5[6kn,>Gn3kZ?NHgՎK&֛봜>gSR`czl_
lszݫ
$yu%.X% mK8Y).Y"϶&znSjF5J1 &Ň\#pog{A7]F+:`z^!Lqt^nuSkUoTp br?Mʴa)[7}dFV*h
y[uShxCQC+Y.ZLFj:t["a¶M/tYeMJYzgBW㯩"8VUh^/*ێ7T-p[yَgeŤ6o.&5B|p"MMiKj*Nh͌8%&".VnKϓSc}WKJtKthЧ}^/oq͛AiMgq(!j NWz. G^wNCroBZv>A03Wx\77
R/N@T og-kEXj?_H% =Fnt^x.F{
ӱ
nG qG54aH3vNgy,)b`EUШX| ;es[|^8ׁx:v0Ghdac"40
_Q@qHd| cda3W