%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Comcast-Diversity-Data_060421
Adobe Illustrator 25.2 (Macintosh)
2021-06-07T15:31:05-04:00
2021-06-07T15:31:05-04:00
2021-06-07T15:31:05-04:00
128
256
JPEG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uuid:C1BCCE1871B8DB11993190FCD52B4E9F
xmp.did:12d07200-9af9-4394-a064-0d8ffc4e7960
uuid:3cc92e52-2f2d-fc4a-9593-354e6cca88e8
proof:pdf
xmp.iid:377f5882-af33-428c-b125-66e4b3254aeb
xmp.did:377f5882-af33-428c-b125-66e4b3254aeb
uuid:C1BCCE1871B8DB11993190FCD52B4E9F
proof:pdf
saved
xmp.iid:62abab10-686a-4c3b-a619-963812283403
2021-05-19T23:58:20-04:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:12d07200-9af9-4394-a064-0d8ffc4e7960
2021-06-07T15:31:03-04:00
Adobe Illustrator 25.2 (Macintosh)
/
Mobile
Adobe Illustrator
1
False
False
1920.000000
1080.000000
Pixels
Brown-Light
Brown
Light
Open Type
False
Brown-Light.otf
Brown-Regular
Brown
Regular
Open Type
False
Brown-Regular.otf
Brown-Bold
Brown
Bold
Open Type
False
Brown-Bold.otf
FreightDispProBook-Regular
FreightDisp Pro
Book
Open Type
Version 3.000
False
.18494.otf
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
C=0 M=70 Y=98 K=0
PROCESS
100.000000
RGB
243
111
35
C=16 M=99 Y=66 K=3
PROCESS
100.000000
RGB
200
35
74
C=70 M=69 Y=0 K=0
PROCESS
100.000000
RGB
99
96
171
C=80 M=36 Y=0 K=0
PROCESS
100.000000
RGB
22
136
202
C=78 M=0 Y=99 K=0
PROCESS
100.000000
RGB
36
178
75
C=0 M=31 Y=99 K=0
PROCESS
100.000000
RGB
252
182
23
C=3 M=2 Y=2 K=0
PROCESS
100.000000
RGB
242
243
243
R=253 G=183 B=23
PROCESS
100.000000
RGB
253
183
23
R=243 G=243 B=244
PROCESS
100.000000
RGB
243
243
244
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
Mobile Color Group
1
R=136 G=168 B=13
RGB
PROCESS
136
168
13
R=127 G=71 B=221
RGB
PROCESS
127
71
221
R=251 G=174 B=23
RGB
PROCESS
251
174
23
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 1920.0 1080.0]/Type/Page>>
endobj
6 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 1920.0 1080.0]/Type/Page>>
endobj
7 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 1920.0 1080.0]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 1920.0 1080.0]/Type/Page>>
endobj
26 0 obj
<>stream
HI%
uJ|u۟뗇w~ß
_B-UBp~}w??B٥u9X3]wlTn`N,ܨ|kA|sr1-ޕ6PA;Jr)V.(ٵTlgiq}
nD}|OZqӣA.w^BeBcÊqtWRGWF|B|:]˽\~)f<)]8,t6@cȵ[+-{2|]i`vfxNbМ\rv_?=lܨG@q2+)bFW6 >*Zϣ d Q^8zWUR]LwZ 1|.v놿%DZ.ϡIreƷp[Djr .zM@YލS#}6m鷹@{ Ӊ6 6BA!\Gp{|X8>.~(N`ɾ
rw==Y?U[ PWx嚁7
tx)ai&lԮ<%WE>