%PDF-1.6
%
1 0 obj
<>/OCGs[6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
B2B23_corral-map
Adobe Illustrator 27.4 (Macintosh)
2023-04-27T11:33:00-07:00
2023-04-27T11:33:00-07:00
2023-04-27T11:33:00-07:00
256
216
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:e379bf0b-792c-44d6-bbfa-6b6913d3d2e2
uuid:a1c6ba10-4f0e-ee48-8028-cb75746e5fb7
xmp.iid:8ded664d-d2be-447d-8a72-8ecbce91cdb4
xmp.did:aa52c6a5-768e-429f-a171-76ad56b7404e
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:aa52c6a5-768e-429f-a171-76ad56b7404e
2023-03-29T17:01:38-04:00
Adobe Illustrator 27.4 (Macintosh)
/
saved
xmp.iid:e379bf0b-792c-44d6-bbfa-6b6913d3d2e2
2023-04-27T11:32:55-07:00
Adobe Illustrator 27.4 (Macintosh)
/
EmbedByReference
/Users/angelamelchiori/Downloads/Bart-logo.svg.png
/Users/angelamelchiori/Downloads/Bart-logo.svg.png
Web
Adobe Illustrator
1
True
False
580.000000
487.000000
Pixels
Florida-Bold
Florida-Bold
Regular
TrueType
B & P Graphics Ltd.:25.6.1993
False
Florida-Bold.ttf
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
R=151 G=177 B=189
PROCESS
100.000000
RGB
151
177
189
R=250 G=249 B=247
PROCESS
100.000000
RGB
250
249
247
R=159 G=219 B=117
PROCESS
100.000000
RGB
159
219
117
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 17.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 580.0 487.0]/Type/Page>>
endobj
10 0 obj
<>stream
HWˎW9T7#wWFf]$06"|mx67ކCg_|b~9vpZ9[1jԴh~LLlotg(m/tflB5 0=qV]KbįNc=1M
,Y=vSc
%}ٮ{2&lQ6[{S;RSe-HLDfrnc |=d!!
8"nVd!zCx,0{ģPDEVhT.=<5B3٬Tnj\$AOVʄ;Χ
qHڲA@K03Z+D3.eTk&$Ƅw*