%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 23 0 R 24 0 R 25 0 R 26 0 R 27 0 R 28 0 R 29 0 R 30 0 R 31 0 R 32 0 R 33 0 R 34 0 R 165 0 R 166 0 R 167 0 R 168 0 R 169 0 R 170 0 R 171 0 R 172 0 R 173 0 R 174 0 R 175 0 R 176 0 R 177 0 R 178 0 R 179 0 R 180 0 R 181 0 R 182 0 R 183 0 R 184 0 R 185 0 R 186 0 R 187 0 R 188 0 R 189 0 R 318 0 R 319 0 R 320 0 R 321 0 R 322 0 R 323 0 R 324 0 R 325 0 R 326 0 R 327 0 R 328 0 R 329 0 R 330 0 R 331 0 R 332 0 R 333 0 R 334 0 R 335 0 R 336 0 R 337 0 R 338 0 R 339 0 R 340 0 R 341 0 R 342 0 R 343 0 R 344 0 R 477 0 R 478 0 R 479 0 R 480 0 R 481 0 R 482 0 R 483 0 R 484 0 R 485 0 R 486 0 R 487 0 R 488 0 R 489 0 R 490 0 R 491 0 R 492 0 R 493 0 R 494 0 R 495 0 R 496 0 R 497 0 R 498 0 R 499 0 R 500 0 R 501 0 R 502 0 R 503 0 R 636 0 R 637 0 R 638 0 R 639 0 R 640 0 R 641 0 R 642 0 R 643 0 R 644 0 R 645 0 R 646 0 R 647 0 R 648 0 R 649 0 R 650 0 R 651 0 R 652 0 R 653 0 R 654 0 R 655 0 R 656 0 R 657 0 R 658 0 R 659 0 R 660 0 R 661 0 R 662 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BART Bus Bridge Map
2015-06-12T14:40:05-07:00
2015-06-12T14:40:05-07:00
2015-06-12T10:58:21-07:00
Adobe Illustrator CS5
256
220
JPEG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uuid:777ced1a-81cc-4d32-8a17-5fa3cb40fc68
xmp.did:9CF850E87E10E5119C419CBFF4122632
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:95F850E87E10E5119C419CBFF4122632
xmp.did:95F850E87E10E5119C419CBFF4122632
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:01801174072068118083863C750852C1
2015-06-11T10:36:54-07:00
Adobe Illustrator CS5
/
saved
xmp.iid:7065c43c-6962-1a48-86b9-f2eafa9983ed
2015-06-11T14:50:43-07:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:95F850E87E10E5119C419CBFF4122632
2015-06-11T14:52:51-07:00
Adobe Illustrator CS5
/
saved
xmp.iid:9CF850E87E10E5119C419CBFF4122632
2015-06-12T10:58:19-07:00
Adobe Illustrator CS5
/
Basic CMYK
False
True
1
40.000000
34.000000
Inches
Frutiger-Black
Frutiger
75 Black
Type 1
001.002
False
FTBL____.PFB; FTBL____.PFM
Frutiger-BoldItalic
Frutiger
66 Bold Italic
Type 1
001.002
False
FTBI____.PFB; FTBI____.PFM
Frutiger-Bold
Frutiger
65 Bold
Type 1
001.002
False
FTB_____.PFB; FTB_____.PFM
Frutiger-Italic
Frutiger
56 Italic
Type 1
001.002
False
FTI_____.PFB; FTI_____.PFM
Frutiger-Roman
Frutiger
55 Roman
Type 1
001.002
False
FTR_____.PFB; FTR_____.PFM
Frutiger-Light
Frutiger
45 Light
Type 1
001.002
False
FTL_____.PFB; FTL_____.PFM
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000002
100.000000
35.000002
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
BART Banner Blue
PROCESS
100.000000
CMYK
69.999999
0.000000
0.000000
34.999999
BART Blue
PROCESS
100.000000
CMYK
100.000000
0.000000
0.000000
0.000000
BART Land
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
BART OAC
PROCESS
100.000000
CMYK
0.000000
0.000000
30.000001
20.000000
BART Orange
PROCESS
100.000000
CMYK
0.000000
40.000001
100.000000
0.000000
BART Station General
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
84.999996
BART Station Transfer
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
84.999996
BART Water
PROCESS
100.000000
CMYK
20.000000
0.000000
0.000000
4.000000
BART Yellow
PROCESS
100.000000
CMYK
0.000000
5.000000
100.000000
0.000000
BART Station Transfer 2
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
BART Orange 2
PROCESS
100.000000
CMYK
0.000000
42.999998
100.000000
0.000000
BART Station General 2
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
BART Yellow 2
PROCESS
100.000000
CMYK
0.000000
0.000000
90.000004
0.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Crosses Color Group
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000002
69.999999
80.000001
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000002
50.000000
80.000001
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
64.999998
10.000002
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000004
10.000002
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
84.999996
60.000002
10.000002
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
36 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 672 0 R/TrimBox[0.0 0.0 2880.0 2448.0]/Type/Page>>
endobj
664 0 obj
<>stream
H|lI)TVU#pp [/"wUB#N;5Ċw?\~!_Gjk?ᡕ9s{r؝$|p"Ң
Oxd1:l/^q
H0:xuUẐ4nѾ;&r