%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BeneskiParkingMapLines
2015-08-12T17:08:39-04:00
2015-08-12T17:08:39-04:00
2015-08-12T17:08:39-04:00
Adobe Illustrator CS6 (Macintosh)
256
224
JPEG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uuid:52b5d337-4796-2a42-b8b4-79ccbf4cdb06
xmp.did:0180117407206811822AA3BD37BC1835
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:84d8ab71-31ce-fe4e-b207-e69206aefc49
xmp.did:0180117407206811822A8D19120C224C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822AB239F7D45027
2015-08-06T15:36:50-04:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822AA3BD37BC1835
2015-08-12T17:08:35-04:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/taharms/Desktop/bus-symbol-tobefree.png
EmbedByReference
/Users/taharms/Desktop/bus-symbol-tobefree.png
EmbedByReference
/Users/taharms/Desktop/bus-symbol-tobefree.png
Print
False
True
1
11.000000
8.500000
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-SemiboldIt.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldIt.otf
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
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
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
35.000004
100.000000
35.000004
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
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
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
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWMoϯ#yqhDeIF9h ;@nrDk'ETtW/.ϝu}.ϗݻSgF{ӛ{rS,)_1M9;~
!zކG8a=0ڔƘGrzq|ʇ8OXd!M#
ٌ~0Xk6~6 xE/cX9ZFT7bCM%iVї%㶳T,F<it&)MbG5md%V֏)7~U6"$LȗYzTҳ'?o{W;k?2]pJBP$)3Sz3qSs.{">0Nh2K;Gz&Dpf&)T+:Zꗠ1dd[x
5y,WRB>HQލ!3{ hܤ- t1z&Zd#+b{#%s>"WMb Cvu5~GzBrZ-r
AQѓUѶ&ru( [s^16Iqi:|އfӂ$=<Ӣ$OjL`n<@PHv^LP=8S+r@u
2DSIƈiDTS\A2G-.e(;QL3#g -AGi鯸,
HPE1IvVZc"P5Tf!F`s*qBH3Y5Ɗg Lv&K4J
eT
5BT\8R{Zf8&zzT[ &yګo%WvTU/38|g
`u