%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BOARD_Phase 3 Route Speeds and Volumes
2014-07-10T14:46:01-07:00
2014-07-10T14:46:01-07:00
2014-07-10T14:46:01-07:00
Adobe Illustrator CC (Windows)
172
256
JPEG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=
uuid:6851bf27-9405-46f4-a2f4-72958426e011
xmp.did:242975e4-8723-8249-b074-977ae49eba87
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ee12e122-3c0a-45ca-8b4e-2bb2b57c6402
xmp.did:4fb2e7bc-0981-264b-b181-69c91559f1ca
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FF7F1174072068118C14C7FBA1CE92BC
2013-10-25T22:20:11-06:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:242975e4-8723-8249-b074-977ae49eba87
2014-07-10T14:45:58-07:00
Adobe Illustrator CC (Windows)
/
EmbedByReference
C:\Users\camille\Downloads\greenway_logo_vertical.eps
xmp.did:F87F11740720681197A59B0852737F3C
xmp.iid:F97F11740720681197A59B0852737F3C
EmbedByReference
C:\Users\camille\Downloads\super_safe_logo.eps
xmp.did:5865320A3D23681197A5E7717243A037
xmp.iid:5965320A3D23681197A5E7717243A037
C:\Users\camille\Downloads\greenway_logo_vertical.eps
xmp.did:F87F11740720681197A59B0852737F3C
xmp.iid:F97F11740720681197A59B0852737F3C
C:\Users\camille\Downloads\super_safe_logo.eps
xmp.did:5865320A3D23681197A5E7717243A037
xmp.iid:5965320A3D23681197A5E7717243A037
Print
True
False
1
30.000000
40.000000
Inches
ErasITC-Bold
Eras Bold ITC
Regular
Open Type
Version 1.01
False
ERASBD.TTF
Frutiger-Bold
Frutiger Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
DINPro
DINPro
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
DINPro-Bold
DINPro Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE 661 C
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=84 M=43 Y=96 K=48 1
CMYK
PROCESS
84.375000
42.968800
96.093800
48.437500
PANTONE 485 C
SPOT
100.000000
LAB
49.803921
69
55
C=84 M=43 Y=96 K=48
PROCESS
100.000000
CMYK
84.206897
43.131101
96.722400
48.065901
C=0 M=0 Y=0 K=100
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
PANTONE 293 U
SPOT
100.000000
LAB
38.039215
4
-48
C=3 M=30 Y=99 K=0
PROCESS
100.000000
CMYK
3.604200
29.678801
100.000000
0.000000
PANTONE 354 U
SPOT
100.000000
LAB
59.607841
-59
26
PANTONE 161 U
SPOT
100.000000
LAB
43.529411
7
18
C=70 M=67 Y=64 K=74
PROCESS
100.000000
CMYK
69.784099
67.406702
63.982600
73.919302
PANTONE 661 C
SPOT
100.000000
LAB
23.529411
14
-60
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 11.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 2160.0 2880.0]/Type/Page>>
endobj
12 0 obj
<>stream
HTWMWgz8x;#kT59~0SIdۏ燿x\||x)P