%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Waite_Infographic_v1r0
2015-08-28T12:02:57-04:00
2015-08-28T12:02:57-04:00
2015-08-28T12:02:57-04:00
Adobe Illustrator CC 2015 (Macintosh)
216
256
JPEG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uuid:762dda68-7131-784e-8c9f-70fdd429b96e
xmp.did:9b1e3e62-18fb-41bb-8737-d40006db4576
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c99945cc-be01-0b45-bbc7-97e408d8c671
xmp.did:59a93541-74d6-4134-a4e7-6e2198c6d504
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:59a93541-74d6-4134-a4e7-6e2198c6d504
2015-08-17T13:51:15-04:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:9b1e3e62-18fb-41bb-8737-d40006db4576
2015-08-28T12:02:51-04:00
Adobe Illustrator CC 2015 (Macintosh)
/
Print
False
True
1
650.000000
3524.558594
Points
FuturaBTW01-Book
Futura BT W01 Book
Regular
TrueType
Version 1.00
False
futura-book-latin-1.ttf
Helvetica-Condensed-Bold
Helvetica Condensed
Bold
Open Type
001.004
False
HELVETICA-CONDENSED-BOLD.OTF
Impact
Impact
Regular
Open Type
Version 5.00x
False
Impact.ttf
Lato-Regular
Lato
Regular
Open Type
Version 1.104; Western+Polish opensource
False
Lato-Regular.ttf
Lato-Bold
Lato
Bold
Open Type
Version 1.104; Western+Polish opensource
False
Lato-Bold.ttf
Lato-Black
Lato
Black
Open Type
Version 1.104; Western+Polish opensource
False
Lato-Black.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
28
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
Black
PROCESS
100.000000
RGB
0
20
32
Swatch 61
PROCESS
100.000000
RGB
237
33
35
Swatch 63
PROCESS
100.000000
RGB
0
39
103
Swatch 64
PROCESS
100.000000
RGB
59
59
59
Swatch 50
PROCESS
100.000000
RGB
195
21
27
Swatch 49
PROCESS
100.000000
RGB
63
63
69
Swatch 60
PROCESS
100.000000
RGB
114
114
114
Swatch 51
PROCESS
100.000000
RGB
113
145
163
Swatch 2
PROCESS
100.000000
RGB
25
69
99
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 650.0 3524.56]/Type/Page>>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 650.0 3524.56]/Type/Page>>
endobj
40 0 obj
<>stream
H)Έd
rdc8@7{9
ۧe35$ZZYθWľ+Z;ׯx/ߗ^=v6.g]`qb]?~~?뷟?p}Nۖߏ.-ʱ:$[_ͳ*m5|om[ӟ?ryr=ן$\*W=5&j뭵exޯvܧ~R^~
lw]ϽIT>uGڥyϧKjuumu┮yx!sK*o=Jy=s)bH/ekaݏQjۨZ;qQA'7Rp.
me@~|.Ehϯ:}ra]2-V &fHY-0ntr9Cn8BU'&![L"kpiՎ'.OW<:Or>0䕆xpDA5>mHtR,HZ*_Z(pyGVPn!?yC(p
8YFN
ַ&@Rx{)[e
WeJ',4:߳