%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Rudder Tower Rates 2017 updated 5.6.19
2019-05-06T14:48-05:00
2019-05-06T14:48-05:00
2019-05-06T14:48-05:00
Adobe Illustrator CC 22.1 (Windows)
144
256
JPEG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uuid:cc10f087-a395-439b-8faf-4a041ebe2070
xmp.did:a97f58e6-4509-4f4f-af01-e6bbb981a2d7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b8c66911-8743-4ee8-a016-a36e68b957ca
xmp.did:67de7f39-6167-3d40-87b9-53296b4fd194
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:11fbe70d-b1b9-4245-b642-1f07ece4c927
2017-09-15T14:31:34-05:00
Adobe Illustrator CC 2015.3 (Windows)
/
saved
xmp.iid:a97f58e6-4509-4f4f-af01-e6bbb981a2d7
2019-05-06T14:47:59-05:00
Adobe Illustrator CC 22.1 (Windows)
/
Print
False
False
1
8.500000
15.800926
Inches
Calibri
Calibri
Regular
Open Type
Version 6.20
False
calibri.ttf
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
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
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 612.0 1137.67]/Type/Page>>
endobj
10 0 obj
<>stream
HWoοb?Jyڙ@㠭 |(ʉ-ղϛ#y<S&ݝ7o\|.^_zť[8|z'wW"zߩfCĂK'Dw^
WsZyGn~~W8"F
niqwwnuu}wyjz_ѓ+L^|L$3,O/.&qEaQYv>osC(Ʊ+!#TAL!dWXLȷC͝d}688]oc66vŮIROA IzwˏC-htw]}~xsEyv/KVXhG)
o~so` wKsYK{燵9N;7O[/-ׅ\?_RGX*<]Wcwe)UJbݒw' ]Ӿ
8.#3fR#H`D1H-aF!-4ȠllА "C