%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PIONEER_V2
2019-04-09T14:43:29-07:00
2019-04-09T14:43:29-07:00
2019-04-09T14:43:29-07:00
Adobe Illustrator CC 23.0 (Macintosh)
248
256
JPEG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=
uuid:eb36c2e9-a532-6f4a-ba8f-f4618bb2263a
xmp.did:650c0ba9-a6b0-4d7d-8fe0-fe67c97d85bc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b6fd48f9-d9a0-024a-bd52-851134a07db9
xmp.did:54f3198c-ffe6-46a2-b432-20ea3298f7eb
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:650c0ba9-a6b0-4d7d-8fe0-fe67c97d85bc
2019-04-09T14:43:27-07:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/jj/Downloads/OUTSHINERY-Kiona-RedMountain-PioneerRed-JohnAndAnn.png
0
0
/Users/jj/Downloads/OUTSHINERY-Kiona-RedMountain-PioneerRed-JohnAndAnn.png
0
0
Print
False
True
1
8.500000
11.000000
Inches
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
ChronicleDeck-Bold
Chronicle Deck
Bold
Open Type
Version 1.200
False
ChronicleDeck-Bold.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