%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Rate Card - Ripley 02.2021
2021-02-25T10:21:01-06:00
2021-02-25T10:21:01-06:00
2021-02-25T10:21:01-06:00
Adobe Illustrator 24.0 (Macintosh)
256
208
JPEG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==
uuid:15398791-e617-8d4b-93b9-9ac9e4678447
xmp.did:77258dfc-eff2-465a-a002-273c40a81b62
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b98c4a21-dd0f-4312-a01c-1d2f86ecf396
xmp.did:b98c4a21-dd0f-4312-a01c-1d2f86ecf396
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:8b296f3f-33c3-44c2-b4ee-ef019d4efa8f
2015-01-08T13:57:05-07:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:77258dfc-eff2-465a-a002-273c40a81b62
2021-02-25T10:20:48-06:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
3.875000
9.000000
Inches
FuturistCondensed
FuturistCondensed
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Seravek-Light
Seravek
Light
TrueType
13.0d3e2
False
Seravek.ttc
Seravek
Seravek
Regular
TrueType
13.0d3e2
False
Seravek.ttc
Seravek-Italic
Seravek
Italic
TrueType
13.0d3e2
False
Seravek.ttc
Seravek-Bold
Seravek
Bold
TrueType
13.0d3e2
False
Seravek.ttc
FuturistCondensedBold
FuturistCondensedBold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Black
PANTONE 294 C
PANTONE 186 C
PANTONE 185 C
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 185 C
SPOT
100.000000
LAB
49.803921
77
49
PANTONE 294 C
SPOT
100.000000
LAB
18.823530
4
-43
PANTONE 186 C
SPOT
100.000000
LAB
44.705883
68
40
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
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 23 0 R/TrimBox[9.0 9.0 288.0 657.0]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 25 0 R/TrimBox[9.0 9.0 288.0 657.0]/Type/Page>>
endobj
24 0 obj
<>stream
HW[oJ~GPhq2e:dr;!SU6 LfibpwW_}uuz}}hCHbzhY)@g["p\Z-\i ߑ[QG7x5cx'|0|49 .A2e
Xpg9q=l
:(DCЙW:Y42|u,`ãZOVcDK,ۃΟj2sò餏34åxat[/ G1Ywv;(I`yE'4F