%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2016_MERLOT
2018-03-08T12:30:55-08:00
2018-03-08T12:30:55-08:00
2018-03-08T12:30:54-08:00
Adobe Illustrator CC 2017 (Macintosh)
248
256
JPEG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uuid:1c4b2654-1de3-f148-95b8-7359ad5ebd85
xmp.did:b5e4cdfc-f825-4fd1-b220-6cdf8515a726
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0e80ac7b-5c73-4d0d-b641-9f489bf97bbf
xmp.did:0e80ac7b-5c73-4d0d-b641-9f489bf97bbf
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b68ed8d0-3f2d-449f-b50d-46af8dd5174e
2017-04-26T15:29:51-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:b5e4cdfc-f825-4fd1-b220-6cdf8515a726
2018-03-08T12:30:53-08:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/jjwilliams/Downloads/OUTSHINERY-Kiona-Merlot-2016.png
/Users/jjwilliams/Downloads/OUTSHINERY-Kiona-Merlot-2016.png
Print
False
True
1
8.500000
11.000000
Inches
ChronicleDeck-Bold
Chronicle Deck
Bold
Open Type
Version 1.200
False
ChronicleDeck-Bold.otf
ChronicleDeck-Roman
Chronicle Deck
Roman
Open Type
Version 1.200
False
ChronicleDeck-Roman.otf
ChronicleDeck-Italic
Chronicle Deck
Italic
Open Type
Version 1.200
False
ChronicleDeck-Italic.otf
ChronicleDeck-Semi
Chronicle Deck
Semibold
Open Type
Version 1.200
False
ChronicleDeck-Semibold.otf
ChronicleDispCond-Semi
Chronicle Disp Cond
Semibold
Open Type
Version 1.200
False
ChronicleDispCond-Semibold.otf
TradeGothicLT-CondEighteen
Trade Gothic LT
Condensed No. 18
Type 1
006.000
False
TradeGotLTConEig; TradeGothicLT-CondEighteen
TradeGothicLT-BoldCondTwenty
Trade Gothic LT
Bold Condensed No. 20
Type 1
006.000
False
TradeGotLTBolConTwe; TradeGothicLT-BoldCondTwenty
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
16 0 obj
<>stream
HtK+jh
Nz?䘄l]bB\,,)|kUIݳcw=yx|<fnw-~y߾ſoxV5g?juw!ȿrgy۹z͡Wo[:W1zn,}=#33rx
ekP~OG]gN%vXBÚ!s~9˩wVxRGh8G3sH,P:$Y1ˣkHyYrB