%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
23_The Ridge Scenic Highway
2017-02-02T20:50:12-05:00
2017-02-02T20:50:12-05:00
2017-02-02T20:50:12-04:00
Adobe Illustrator CC 2015.3 (Windows)
196
256
JPEG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uuid:797d35c5-7045-42cf-8fb4-f9c37ab2980f
xmp.did:871f6db0-fd11-1a4a-b22e-045fde8e7486
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:47b18ab9-8fc9-2146-81c7-ec210dc5c2bf
xmp.did:47b18ab9-8fc9-2146-81c7-ec210dc5c2bf
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:599d8a05-dc36-2e48-ba32-924c62ec4800
2016-11-22T09:52:44-05:00
Adobe Illustrator CC 2015.3 (Windows)
/
saved
xmp.iid:871f6db0-fd11-1a4a-b22e-045fde8e7486
2017-02-02T20:50:11-05:00
Adobe Illustrator CC 2015.3 (Windows)
/
EmbedByReference
J:\00_FSHP_Website_Jan28\06_Maps\00_Image Maps - phase1\02_AI_Downloadable_Sheets\02_Large PNG Maps\The Ridge Scenic Highway copy.png
adobe:docid:photoshop:1db7187d-e979-11e6-b058-b215e6a4d34e
xmp.iid:f37e584c-f4d4-1b4f-9d25-33bc808ae526
J:\00_FSHP_Website_Jan28\06_Maps\00_Image Maps - phase1\02_AI_Downloadable_Sheets\02_Large PNG Maps\The Ridge Scenic Highway copy.png
adobe:docid:photoshop:1db7187d-e979-11e6-b058-b215e6a4d34e
xmp.iid:f37e584c-f4d4-1b4f-9d25-33bc808ae526
Print
False
True
1
8.500000
11.000000
Inches
Gotham-Medium
Gotham
Medium
Open Type
Version 3.201 Pro (Latin-X, Greek, Cyrillic-X)
False
Gotham-Black
Gotham
Black
Open Type
Version 3.201 Pro (Latin-X, Greek, Cyrillic-X)
False
Gotham-Ultra
Gotham
Ultra
Open Type
Version 3.201 Pro (Latin-X, Greek, Cyrillic-X)
False
GothamExtraNarrow-Medium
Gotham Extra Narrow
Medium
Open Type
Version 1.002
False
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
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 P 106-8 C
PROCESS
100.000000
CMYK
100.000000
51.999998
0.000000
0.000000
Plain Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
PANTONE P 138-16 C
PROCESS
100.000000
CMYK
100.000000
0.000000
79.000002
60.000002
PANTONE P 136-6 C
PROCESS
100.000000
CMYK
79.000002
0.000000
62.000000
0.000000
PANTONE P 10-8 C
PROCESS
100.000000
CMYK
0.000000
27.000001
100.000000
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
89.999400
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
OpenType - PS
Gotham
0
--
3.201
0
1237582635
1237582635
Gotham-Ultra
OpenType - PS
Gotham Extra Narrow
0
--
1.002
0
3477236152
3477236152
GothamExtraNarrow-Medium
OpenType - PS
Gotham
0
--
3.201
0
1018175566
1018175566
Gotham-Black
OpenType - PS
Gotham
0
--
3.201
0
1355028381
1355028381
Gotham-Medium
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>stream
HWnG|WG}h+ތ 0<$BVh%:">UCJصjjvN˜ԝ?{ݓn]9_1O-stOJsW7xw[|v;{ks\JtoaLZv+f|d0}/0)dr]cY
[wŷg_,aV6r^,ٻywv{YX~o}p[Iv2I[T9\ S?\Λի+'A2b?a"f?Ur"[z^TXmҽ9rM7n^mqË͛˻yp3߮e{ya#f#6+FhK^^w<W=s{}ٟv)zooO7pKL8#J6/d̄珟Wˈkwkn{uxo -;Iֻ0u8KWYZ{2>F|ON+>קJ"8jflS%*w~nٞwGo:'`ϟ3ߥEԻW ~e1TD<>h;j;4Zr.0Ȉ;R1I3cy"; /y5zɠ.X@O"B #CRM uLLxb,OqcmSHU
ئd .hL811} HgU'fM0 el+.U'
֑S[%PXЈBQRZؑ{W6l
TX!YlbbiWqœL@@E"<*=C
aK`Kp2_y.6!e[PF>SA+u+KU