%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R 408 0 R 409 0 R 410 0 R 411 0 R 807 0 R 808 0 R 809 0 R 810 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Web
Adobe Illustrator CC 2014 (Macintosh)
2016-03-01T13:20:24-07:00
2016-03-03T16:12:38-07:00
2016-03-03T16:12:38-07:00
144
256
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:217cf554-ff01-416d-b354-16c6e09f1558
uuid:b3e9a7b3-069d-5d49-b475-bc228007a3f1
xmp.iid:62751333-ac94-49fa-a87c-a262e1fdd358
xmp.did:62751333-ac94-49fa-a87c-a262e1fdd358
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:781991fd-97ae-408d-9645-30c70c63ca0e
2016-02-29T15:26:57-07:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:217cf554-ff01-416d-b354-16c6e09f1558
2016-03-01T13:20:24-07:00
Adobe Illustrator CC 2014 (Macintosh)
/
EmbedByReference
/Users/samuel.dongsaul/Documents/UNC_LOGOS/NEW_UNC_Brand/UNCLogoFiles_v1.0/PNG files/A_Full Color Logos/03_UNC_BearMascot.png
0
0
/Users/samuel.dongsaul/Documents/UNC_LOGOS/NEW_UNC_Brand/UNCLogoFiles_v1.0/PNG files/A_Full Color Logos/03_UNC_BearMascot.png
0
0
Web
1
True
False
800.000000
1441.010197
Pixels
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Aleo-Bold
Aleo
Bold
Open Type
Version 1.2.2
False
Aleo-Bold.otf
HelveticaNeueLTStd-LtCn
Helvetica Neue LT Std
47 Light Condensed
Open Type
OTF 1.029;PS 001.000;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-LtCn.otf
HelveticaNeueLTStd-Cn
Helvetica Neue LT Std
57 Condensed
Open Type
OTF 1.029;PS 001.000;Core 1.0.33;makeotf.lib1.4.1585
False
HelveticaNeueLTStd-Cn.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
UNC Web Bears Blue
PROCESS
100.000000
RGB
17
61
100
UNC Web Light Gray
PROCESS
100.000000
RGB
235
235
235
UNC Aqua
PROCESS
100.000000
RGB
105
193
190
UNC Web Smoke
PROCESS
100.000000
RGB
152
152
152
UNC Web Butter Yellow
PROCESS
100.000000
RGB
244
226
176
UNC Web Antique Gold
PROCESS
100.000000
RGB
131
117
66
UNC Web Ash
PROCESS
100.000000
RGB
102
102
102
UNC Web Bears Gold
PROCESS
100.000000
RGB
244
175
27
UNC Sand
PROCESS
100.000000
RGB
189
153
92
UNC Slate Gray
PROCESS
100.000000
RGB
138
138
140
UNC Sap Green
PROCESS
100.000000
RGB
154
164
56
UNC Olive Green
PROCESS
100.000000
RGB
122
133
57
UNC Boysenberry
PROCESS
100.000000
RGB
131
53
82
UNC Pumpkin
PROCESS
100.000000
RGB
232
119
34
UNC Persimmon
PROCESS
100.000000
RGB
195
70
40
UNC Smoky Blue
PROCESS
100.000000
RGB
148
182
186
UNC Ocean Blue
PROCESS
100.000000
RGB
79
133
142
UNC Mountain Blue
PROCESS
100.000000
RGB
78
116
139
UNC Sky Blue
PROCESS
100.000000
RGB
174
198
211
UNC Butter Yellow
PROCESS
100.000000
RGB
242
210
131
UNC Bears Gold
PROCESS
100.000000
RGB
253
188
53
UNC Bears Blue
PROCESS
100.000000
RGB
0
44
91
UNC Web Dark Gray
PROCESS
100.000000
RGB
3
3
3
UNC Web Honeycomb
PROCESS
100.000000
RGB
199
172
102
UNC Web Blue Gray
PROCESS
100.000000
RGB
96
105
122
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 10.01
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 861 0 R/TrimBox[0.0 0.0 800.0 1441.01]/Type/Page>>
endobj
812 0 obj
<>stream
HWr
}WtT8fT%&Ȅ.skp4 ᭸o$yyX|B
R
enR.voMQ*(Pi\Ȩ]VivEE6.6)9VEGy5klj$6]l/*UTYz c4ƫlRJE\mSvX+#'Ю^5V\Ѯv1Ը!OKHdQhg%FE1y!etEȯifI8'P`|_]lPge1vLO:8Db;&ƙ(pS8=xUܹD㉮>GWyWCQ.OtHE%*UU]-bDFZ^ˎ,Vq֘#qJ@#X[