%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R 8 0 R 9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2021 Art to the Avenue Map final
2021-05-04T13:09:06-04:00
2021-05-04T13:09:06-04:00
2021-05-04T13:09:06-04:00
Adobe Illustrator 25.2 (Macintosh)
116
256
JPEG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uuid:4108bdd3-bf5e-9b46-b457-2e5bcf423d40
xmp.did:80e16651-5d83-4b14-9c2e-efd19b32dedf
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:03afbef3-4e97-4a82-a12a-f672590c6918
xmp.did:03afbef3-4e97-4a82-a12a-f672590c6918
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e66a82c3-d77b-ba4e-b9fc-892d3f5739f4
2021-04-12T18:33:05+05:00
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:80e16651-5d83-4b14-9c2e-efd19b32dedf
2021-05-04T13:09:03-04:00
Adobe Illustrator 25.2 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 15.00
1
False
False
9.250004
21.250002
Inches
Barmeno-Medium
Barmeno
Medium
Open Type
OTF 1.0;PS 001.002;Core 1.0.22
False
Barmeno Medium.otf
MontaukW01-LightItalic
MontaukW01-LightItalic
Regular
TrueType
Version 1.1
False
Montauk W01 Light Italic.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
29
29
27
CMYK Red
RGB
PROCESS
227
6
19
CMYK Yellow
RGB
PROCESS
255
237
0
CMYK Green
RGB
PROCESS
0
150
64
CMYK Cyan
RGB
PROCESS
0
159
227
CMYK Blue
RGB
PROCESS
49
39
131
CMYK Magenta
RGB
PROCESS
230
0
126
R=190 G=22 B=34
RGB
PROCESS
190
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
230
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
233
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
243
146
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
249
178
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
16
C=20 M=0 Y=100 K=0
RGB
PROCESS
222
220
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
149
193
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
58
170
53
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
141
54
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
102
51
C=75 M=0 Y=75 K=0
RGB
PROCESS
47
172
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
161
154
C=70 M=15 Y=0 K=0
RGB
PROCESS
54
169
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
113
184
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
131
C=100 M=100 Y=25 K=25
RGB
PROCESS
41
35
92
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
36
131
C=50 M=100 Y=0 K=0
RGB
PROCESS
149
27
129
C=35 M=100 Y=35 K=10
RGB
PROCESS
163
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
82
C=0 M=95 Y=20 K=0
RGB
PROCESS
231
29
115
C=25 M=25 Y=40 K=0
RGB
PROCESS
203
187
160
C=40 M=45 Y=50 K=5
RGB
PROCESS
164
138
123
C=50 M=50 Y=60 K=25
RGB
PROCESS
123
106
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
99
78
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
202
158
103
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
74
C=35 M=60 Y=80 K=25
RGB
PROCESS
147
96
55
C=40 M=65 Y=90 K=35
RGB
PROCESS
125
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
60
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
67
41
24
R=0 G=50 B=140
RGB
PROCESS
0
50
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
22
34
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
29
29
27
C=0 M=0 Y=0 K=90
RGB
PROCESS
60
60
59
C=0 M=0 Y=0 K=80
RGB
PROCESS
87
87
86
C=0 M=0 Y=0 K=70
RGB
PROCESS
112
111
111
C=0 M=0 Y=0 K=60
RGB
PROCESS
135
135
135
C=0 M=0 Y=0 K=50
RGB
PROCESS
157
157
156
C=0 M=0 Y=0 K=40
RGB
PROCESS
178
178
178
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
198
C=0 M=0 Y=0 K=20
RGB
PROCESS
218
218
218
C=0 M=0 Y=0 K=10
RGB
PROCESS
237
237
237
C=0 M=0 Y=0 K=5
RGB
PROCESS
246
246
246
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
227
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
234
91
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
152
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
39
52
139
C=60 M=90 Y=0 K=0
RGB
PROCESS
130
54
140
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 666.0 1530.0]/Type/Page>>
endobj
12 0 obj
<>stream
HtˮDZ(5Ir6a3gt{@UUGdd~߾{+naEҶ}}-m1wlu{TWXn[J~{^2wN{i{֦omm}x^V>Rʼn>p#_tތ7tǖG{Xde{mZk{尪τ7!"8x8V)NjUkY7f.JJH{Y~ï\ukV\Ǟ%qܳ^);ڗjVZaI.=Dx\^זt!AMVy-]aD13gD#)*ʁ-9Nqo}P/a+[= h%Pip.=OTUف
rFXƔL{<αxSd6Pg*+}f::QUWkIi4T4GE34{G ^5 eihua2*űLF內m/ LBVQ6rP1r&UMPUܿm!a_J~ɜTvĜ̓6՝*E;o}صhƓgZ T{X5\d
;M8
\ROH9/_JLSZ3NɚܓX3' k^Bz@HCÁ'y}>G¨6t'rxF8jh:!@;n4sޥ9my:m "+*ѝ,xAxn: ?g2T