%PDF-1.5
%âãÏÓ
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
working infographic 1 rev2SP
Adobe Illustrator CC 2017 (Windows)
2017-09-13T14:31:15-04:00
2017-09-13T14:31:15-04:00
2017-09-13T14:31:15-04:00
172
256
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:11ddbf04-f17b-944f-a402-2e407076305d
uuid:71159a57-6cf6-4f73-97c3-d24fb23bcfeb
xmp.iid:87278eed-aedc-554a-92a8-69346693e2c5
xmp.did:87278eed-aedc-554a-92a8-69346693e2c5
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:36e8bfea-d9ce-e845-bf77-945d786d0a04
2017-07-27T11:45:42-04:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:11ddbf04-f17b-944f-a402-2e407076305d
2017-09-13T14:31:08-04:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
Z:\GCAP\DCS_GS_Branding\Badges\CDC_OD\solid_badges\CDC_HHS_badge.png
adobe:docid:photoshop:824e77be-00a5-11e5-aad8-eeb5e31ef8a9
xmp.iid:a47ec5d6-5386-0e4e-8af2-c1e4d4c1607d
Z:\GCAP\DCS_GS_Branding\Badges\CDC_OD\solid_badges\CDC_HHS_badge.png
adobe:docid:photoshop:824e77be-00a5-11e5-aad8-eeb5e31ef8a9
xmp.iid:a47ec5d6-5386-0e4e-8af2-c1e4d4c1607d
Web
1
True
False
1000.000000
1609.000000
Pixels
ITCAvantGardeStd-MdCn
ITC Avant Garde Gothic Std
Medium Condensed
Open Type
OTF 1.018;PS 001.001;Core 1.0.31;makeotf.lib1.4.1585
False
ITCAvantGardeStd-DemiCn
ITC Avant Garde Gothic Std
Demi Condensed
Open Type
OTF 1.018;PS 001.001;Core 1.0.31;makeotf.lib1.4.1585
False
ITCAvantGardeStd-BoldCn
ITC Avant Garde Gothic Std
Bold Condensed
Open Type
OTF 1.018;PS 001.001;Core 1.0.31;makeotf.lib1.4.1585
False
MyriadPro-Regular
Myriad Pro
Regular
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
RGB Red
RGB
PROCESS
255
0
0
RGB Yellow
RGB
PROCESS
255
255
0
RGB Green
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blue
RGB
PROCESS
0
0
255
RGB Magenta
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
PANTONE P 133-12 C
PROCESS
100.000000
RGB
141
197
181
PANTONE P 37-16 C
PROCESS
100.000000
RGB
209
74
24
PANTONE P 51-14 C
PROCESS
100.000000
RGB
110
69
67
PANTONE P 20-8 C
PROCESS
100.000000
RGB
243
146
0
PANTONE P 27-8 C
PROCESS
100.000000
RGB
238
120
16
PANTONE P 157-15 C
PROCESS
100.000000
RGB
154
184
59
PANTONE P 172-15 C
PROCESS
100.000000
RGB
76
72
74
PANTONE P 15-7 C
PROCESS
100.000000
RGB
205
154
37
PANTONE P 41-1 C
PROCESS
100.000000
RGB
234
185
159
PANTONE P 116-4 C
PROCESS
100.000000
RGB
107
184
220
PANTONE P 51-15 C
PROCESS
100.000000
RGB
98
62
59
PANTONE P 39-12 C
PROCESS
100.000000
RGB
194
145
117
PANTONE P 146-4 C
PROCESS
100.000000
RGB
106
167
106
PANTONE P 118-9 C
PROCESS
100.000000
RGB
230
243
249
PANTONE P 14-6 C
PROCESS
100.000000
RGB
252
199
95
PANTONE P 159-6 C
PROCESS
100.000000
RGB
138
156
79
PANTONE P 129-12 C
PROCESS
100.000000
RGB
122
167
164
PANTONE P 23-3 C
PROCESS
100.000000
RGB
210
191
174
PANTONE P 159-15 C
PROCESS
100.000000
RGB
99
121
38
PANTONE P 13-1 C
PROCESS
100.000000
RGB
229
220
208
PANTONE P 59-6 C
PROCESS
100.000000
RGB
234
81
100
PANTONE P 37-10 C
PROCESS
100.000000
RGB
239
186
156
PANTONE P 175-8 C
PROCESS
100.000000
RGB
98
127
132
PANTONE P 37-11 C
PROCESS
100.000000
RGB
236
171
134
PANTONE P 169-2 C
PROCESS
100.000000
RGB
225
221
219
PANTONE P 169-6 C
PROCESS
100.000000
RGB
180
174
167
PANTONE P 169-5 C
PROCESS
100.000000
RGB
191
185
178
PANTONE P 33-1 C
PROCESS
100.000000
RGB
222
205
196
PANTONE P 43-3 C
PROCESS
100.000000
RGB
200
163
150
PANTONE P 23-2 C
PROCESS
100.000000
RGB
218
201
186
PANTONE P 159-14 C
PROCESS
100.000000
RGB
122
140
66
PANTONE P 10-10 C
PROCESS
100.000000
RGB
246
225
180
PANTONE P 46-5 C
PROCESS
100.000000
RGB
212
110
79
PANTONE P 170-16 C
PROCESS
100.000000
RGB
70
64
60
PANTONE P 51-13 C
PROCESS
100.000000
RGB
120
76
73
PANTONE P 171-1 C
PROCESS
100.000000
RGB
209
198
200
PANTONE P 171-4 C
PROCESS
100.000000
RGB
173
156
158
PANTONE P 105-7 C
PROCESS
100.000000
RGB
44
87
147
PANTONE P 23-1 C
PROCESS
100.000000
RGB
225
211
199
PANTONE P 33-16 C
PROCESS
100.000000
RGB
91
67
53
PANTONE P 169-3 C
PROCESS
100.000000
RGB
214
209
205
PANTONE P 169-11 C
PROCESS
100.000000
RGB
134
130
123
PANTONE P 56-7 C
PROCESS
100.000000
RGB
180
53
58
PANTONE P 15-6 C
PROCESS
100.000000
RGB
215
170
76
PANTONE P 166-1 C
PROCESS
100.000000
RGB
251
247
205
PANTONE P 30-1 C
PROCESS
100.000000
RGB
253
227
207
PANTONE P 4-9 C
PROCESS
100.000000
RGB
247
235
186
PANTONE P 120-3 U
PROCESS
100.000000
RGB
119
174
194
PANTONE P 110-9 C
PROCESS
100.000000
RGB
197
212
231
PANTONE P 111-10 C
PROCESS
100.000000
RGB
153
177
203
Grays
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Web Color Group
1
R=63 G=169 B=245
RGB
PROCESS
63
169
245
R=122 G=201 B=67
RGB
PROCESS
122
201
67
R=255 G=147 B=30
RGB
PROCESS
255
147
30
R=255 G=29 B=37
RGB
PROCESS
255
29
37
R=255 G=123 B=172
RGB
PROCESS
255
123
172
R=189 G=204 B=212
RGB
PROCESS
189
204
212
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
17 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 251 0 R/TrimBox[0.0 0.0 1000.0 1609.0]/Type/Page>>
endobj
18 0 obj
<>stream
H‰œWËŽì¶Ýë+ø—CVñ¹õu’M‚Àp€x߈}= bùþœª"%Jš8YuóH,ÕãÔëí¯_ÝÛ_¾÷Ý÷_Ý|n.ºà{kî×_¶·?ýÜ/¿mÁ¥P|lÙÅ‚‹È·˜Ý¯ÿØ~Þþ½qÎ>r1‡îcîî}cJ>