%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
GOTL-lodging-chart
2019-08-07T13:55:27-04:00
2019-08-07T13:55:27-04:00
2019-08-07T13:55:26-04:00
Adobe Illustrator CC 23.0 (Windows)
156
256
JPEG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uuid:c9a84bf2-4122-4df2-a6c9-e7194b20e9f2
xmp.did:bd349577-eb3d-a745-8317-a1c6de21ad6e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5801ddda-eb14-4161-b013-b280e50bbb5f
xmp.did:9e6b1e69-9a09-6a4b-a1f0-7234135445dd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:B2AFB1832105E8119AD3FDBB9F7FE905
2018-02-01T13:17:04-05:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:7AFD4F3E480BE811BC73DCA74D3FA458
2018-02-09T12:01:20-05:00
Adobe Illustrator CS6 (Windows)
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:4868b9ff-1b18-bc40-a604-3725f865715e
2018-12-18T12:12:07-05:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:bd349577-eb3d-a745-8317-a1c6de21ad6e
2019-08-07T13:52:24-04:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
True
True
1
9.000000
27.000000
Inches
HelveticaNeue-Bold8
HelveticaNeue Bold8
Bold8
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
HelveticaNeue-Bold
HelveticaNeue Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
HelveticaNeue-Regular7
HelveticaNeue Regular7
Regular7
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.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
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
C=77 M=9 Y=36 K=0 1
CMYK
PROCESS
77.254903
9.019608
36.078432
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 124 0 R/TrimBox[0.0 0.0 648.0 1944.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWr߯RYp[ITX˩\
EŌHѢsN70wxy)dᄬA?ЏӍӿ