%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R 8 0 R 9 0 R 289 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
30_poster_ninja
2018-05-02T13:06:58-04:00
2018-05-02T13:06:58-04:00
2018-05-01T16:16:53-04:00
Adobe Illustrator CC 2017 (Macintosh)
180
256
JPEG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uuid:f56b268d-7775-d641-800b-5374a1eab9c4
xmp.did:c30f2316-4acf-4e3b-b95e-46ed87824156
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:47574da9-e14e-40b4-9348-011b2f88f0f9
xmp.did:47574da9-e14e-40b4-9348-011b2f88f0f9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:80e78f6f-e9c3-45ab-9d20-735e024e7bf1
2018-05-01T14:16:48-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:c30f2316-4acf-4e3b-b95e-46ed87824156
2018-05-01T16:16:51-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
True
1
8.267778
11.692917
Inches
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
29
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
27
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
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
11 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 317 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
291 0 obj
<>stream
HlWˎ$W4|_6|2A>îI8"td|F_߾^^uM_?^z1%>nZx|Լ\[y-}<>mX2{efMΣ&|{a;tGxiǿ!r_S~㑡ՇE$^55Fn}_ǯ~|PUv.{n|ˮ
b,ii4.}dPUoۗ %
Td02~mg8^|_VՃryɄ =c%_ ̀pO9zOP-:,Vʳ\ϒSEqB\")-)VkDg
6pRęvJ]b/fǕÐӘM(l;4MoQ!֕C=- %;D́O%N Ra_g{AqA -+96
GlVqR'<
='K #er\)㍁ƕ&\]stD1Y7!L:NNeo'z*;L_"T RI/
ʑ8,,)WW-c?3[o;JZ
+~y&TXQw3;\8XĄ17 GԤ"\܈Mi#= rFrjǪ5c!hj0Olp+ []ˇ-h1hU6 6-PuEmA@W,XJ?1D!NtR#s)'5ۻNbGbZ d+d+% CA!*"poTI/g>Q%*micX
dZj-{.ÉZd
J{ 1M9ds([~A{9#ZlDjT 7Y-YKγE܊DEַr<|WB d*ڵ7Iz@7K<+[*(="(Sv qU֙_uYEFN4