%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Starting conversations that matter with RCS
2019-02-20T12:55:59-05:00
2019-02-20T12:55:59-05:00
2019-02-20T12:55:59-04:00
Adobe Illustrator CC 22.1 (Windows)
196
256
JPEG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uuid:6bb2ba82-654b-4a2e-b9c3-6afe00977cc2
xmp.did:9091bf74-34de-0748-b1ae-f67575cbf770
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:a936d191-5d6d-9340-86a8-98f2787eba04
xmp.did:a936d191-5d6d-9340-86a8-98f2787eba04
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:d9318a8a-f810-574a-9e25-331cb6221c90
2018-08-30T14:53:16+05:30
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:9091bf74-34de-0748-b1ae-f67575cbf770
2019-02-20T12:55:50-05:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
C:\Syniverse\Flyer\RCS\image.jpg
C:\Syniverse\Flyer\RCS\image.jpg
Print
False
False
1
215.900000
279.400000
Millimeters
NeueHaasUnicaPro-Regular
Neue Haas Unica Pro
Regular
Open Type
Version 1.00
False
Linotype - Neue Haas Unica Pro.otf
NeueHaasUnicaPro-Bold
Neue Haas Unica Pro
Bold
Open Type
Version 1.00
False
Linotype - Neue Haas Unica Pro Bold.otf
Wingdings-Regular
Wingdings
Regular
Open Type
Version 5.01
False
wingding.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
234
28
36
CMYK Yellow
RGB
PROCESS
255
239
0
CMYK Green
RGB
PROCESS
0
163
81
CMYK Cyan
RGB
PROCESS
0
171
236
CMYK Blue
RGB
PROCESS
46
49
143
CMYK Magenta
RGB
PROCESS
233
0
137
C=15 M=100 Y=90 K=10
RGB
PROCESS
188
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
236
64
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
238
90
40
C=0 M=50 Y=100 K=0
RGB
PROCESS
244
144
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
248
173
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
247
234
49
C=20 M=0 Y=100 K=0
RGB
PROCESS
212
220
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
137
195
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
55
177
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
145
69
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
41
178
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
164
154
C=70 M=15 Y=0 K=0
RGB
PROCESS
37
167
222
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
185
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
56
141
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
97
C=75 M=100 Y=0 K=0
RGB
PROCESS
101
45
142
C=50 M=100 Y=0 K=0
RGB
PROCESS
142
39
140
C=35 M=100 Y=35 K=10
RGB
PROCESS
156
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
215
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
234
41
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
191
178
152
C=40 M=45 Y=50 K=5
RGB
PROCESS
152
130
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
113
101
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
90
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
193
151
107
C=30 M=50 Y=75 K=10
RGB
PROCESS
166
124
79
C=35 M=60 Y=80 K=25
RGB
PROCESS
136
93
59
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
40
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
56
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
59
35
20
Syniverse Purple
PROCESS
100.000000
RGB
80
58
150
Syniverse Teal
PROCESS
100.000000
RGB
29
186
178
Syniverse Purple 2
PROCESS
100.000000
RGB
95
33
242
Syniverse Purple 3
PROCESS
100.000000
RGB
95
33
242
Syniverse Teal 2
PROCESS
100.000000
RGB
11
244
205
Syniverse Teal 3
PROCESS
100.000000
RGB
11
244
205
Syniverse Purple 4
PROCESS
100.000000
RGB
95
33
242
Syniverse Purple 5
PROCESS
100.000000
RGB
95
33
242
Syniverse Purple 6
PROCESS
100.000000
RGB
95
33
242
Syniverse Purple 7
PROCESS
100.000000
RGB
95
33
242
Syniverse Teal 6
PROCESS
100.000000
RGB
11
244
205
Syniverse Teal 4
PROCESS
100.000000
RGB
11
244
205
Syniverse Purple 8
PROCESS
100.000000
RGB
95
33
242
Syniverse Purple 9
PROCESS
100.000000
RGB
95
33
242
Syniverse Purple 10
PROCESS
100.000000
RGB
95
33
242
Syniverse Teal 5
PROCESS
100.000000
RGB
11
244
205
Syniverse Purple 11
PROCESS
100.000000
RGB
95
33
242
Syniverse Teal 7
PROCESS
100.000000
RGB
11
244
205
Syniverse Teal 8
PROCESS
100.000000
RGB
11
244
205
Syniverse Purple 12
PROCESS
100.000000
RGB
95
33
242
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
64
64
65
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
112
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
128
130
C=0 M=0 Y=0 K=50
RGB
PROCESS
144
146
149
C=0 M=0 Y=0 K=40
RGB
PROCESS
164
166
169
C=0 M=0 Y=0 K=30
RGB
PROCESS
185
187
189
C=0 M=0 Y=0 K=20
RGB
PROCESS
206
208
209
C=0 M=0 Y=0 K=10
RGB
PROCESS
228
229
230
C=0 M=0 Y=0 K=5
RGB
PROCESS
239
239
240
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
234
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
239
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
219
21
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
159
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
34
64
151
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
149
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
11 0 obj
<>stream
HW[~7?KLgYX,6̲hԚkm;U%ݽC`S9u._S|?onN9{77;+gnJ^q&}\r1k]7lw|O(d۩YSmmSv]@MHCBhbnڳO0p]pW.NV(vm*da*%MOH|<
o?~9
3U6hu2FI:WR.HnKXWW\ާaCZip\)Rᜍ92BpQ.qxU.8F,&