%PDF-1.3
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
SR2S Improvement Plan Tyrrell FINAL
2017-06-19T17:25:55-07:00
2017-06-19T17:25:55-07:00
2017-06-19T17:25:55-07:00
Adobe Illustrator CC 2017 (Windows)
256
192
JPEG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=
uuid:e738b76c-1ed9-4a51-aa78-674f1106dd23
xmp.did:b01e4d0d-9260-db41-82c6-c3f26e12b1eb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
uuid:b4413c75-ccd5-45cb-b104-baff2272c7ca
xmp.did:d84f5a11-7c08-5048-8e11-a03795d09416
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ad819c42-c054-5043-ba84-1569c7d20e34
2016-02-13T22:27:21-08:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:b01e4d0d-9260-db41-82c6-c3f26e12b1eb
2017-06-19T17:25:45-07:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Users\reedgordon\Desktop\photodump\pull forward.png
adobe:docid:photoshop:42a5d82a-05ce-11e7-aa54-8ea0db7f69e3
xmp.iid:9f46f6f8-3e39-9746-b68b-b4902f660bf1
EmbedByReference
C:\Users\reedgordon\Desktop\photodump\15 minute parking.png
adobe:docid:photoshop:febe21ce-05c3-11e7-aa54-8ea0db7f69e3
xmp.iid:bd76bba4-469c-0a4d-9c4e-a33e4f68f8ef
EmbedByReference
C:\Users\reedgordon\Desktop\photodump\loading zone R25D sign.png
adobe:docid:photoshop:a45cfc7c-05c4-11e7-aa54-8ea0db7f69e3
xmp.iid:1179fe8e-0f30-a04b-a3a4-06a11a91b8df
EmbedByReference
\\Daryl\Libraries\Graphics\PhotoSims\PhotoSim_Elements\Traffic Controls\Next gen driver feedback sign.jpg
0
0
EmbedByReference
P:\13-246 Alameda County SR2S 2013-16\Walk Audits\Tyrell Elementary Hayward\SR2S_1-200_Aerial.jpg
0
0
C:\Users\reedgordon\Desktop\photodump\pull forward.png
adobe:docid:photoshop:42a5d82a-05ce-11e7-aa54-8ea0db7f69e3
xmp.iid:9f46f6f8-3e39-9746-b68b-b4902f660bf1
C:\Users\reedgordon\Desktop\photodump\15 minute parking.png
adobe:docid:photoshop:febe21ce-05c3-11e7-aa54-8ea0db7f69e3
xmp.iid:bd76bba4-469c-0a4d-9c4e-a33e4f68f8ef
C:\Users\reedgordon\Desktop\photodump\loading zone R25D sign.png
adobe:docid:photoshop:a45cfc7c-05c4-11e7-aa54-8ea0db7f69e3
xmp.iid:1179fe8e-0f30-a04b-a3a4-06a11a91b8df
\\Daryl\Libraries\Graphics\PhotoSims\PhotoSim_Elements\Traffic Controls\Next gen driver feedback sign.jpg
0
0
P:\13-246 Alameda County SR2S 2013-16\Walk Audits\Tyrell Elementary Hayward\SR2S_1-200_Aerial.jpg
0
0
Print
False
True
1
17.000000
11.000000
Inches
HighwayGothic
Highway Gothic
Regular
TrueType
1.0055
False
HWYGOTH.TTF
Gotham-Book
Gotham
Book
Open Type
Version 2.200 Pro
False
Gotham-Book_0.otf
Gotham-Medium
Gotham
Medium
Open Type
Version 2.200 Pro
False
Gotham-Medium.otf
Gotham-Bold
Gotham
Bold
Open Type
Version 2.200 Pro
False
Gotham-Bold.otf
HighwayGothicCondensed
Highway Gothic Condensed
Regular
TrueType
1.0055
False
HWYGCOND.TTF
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Semibold_0.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-BoldCond.otf
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Cond.otf
Cyan
Magenta
Yellow
Black
PANTONE Red 032 C
PANTONE 382 CVC
PANTONE 122 CVC
PANTONE 356 C
PANTONE 1805 CVC
FYG-1
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
PANTONE 1805 CVC
SPOT
100.000000
CMYK
0.000000
91.000402
100.000000
22.999600
Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
White
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
PANTONE 382 CVC
SPOT
100.000000
CMYK
28.999299
0.000000
100.000000
0.000000
PANTONE 187 CVC
SPOT
100.000000
CMYK
0.000000
100.000000
78.999299
19.999699
PANTONE 342 CVC
SPOT
100.000000
CMYK
100.000000
0.000000
69.019997
43.140000
PANTONE 122 CVC
SPOT
100.000000
CMYK
0.000000
16.999801
80.000299
0.000000
PANTONE Red 032 C
SPOT
100.000000
LAB
55.294117
72
43
PANTONE 356 C
SPOT
100.000000
LAB
43.137257
-51
27
FYG-1
SPOT
100.000000
RGB
183
212
53
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 15.00
False
21.0.2
PDF/X-1:2001
PDF/X-1a:2001
PDF/X-1:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 1224.0 792.0]/Type/Page>>
endobj
7 0 obj
<>stream
HФWйnЧ}ЏшGiеО<ЦЁlHF@ФKDЪ§ї9чVUwѕts ф%РКSUїдЙћЇC~ИчянЈtюv:ЉбA