%PDF-1.3
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
DishA-Q322_adid-231629_3.22x2_b
2022-07-24T14:42:22-04:00
2022-07-24T14:42:22-04:00
2022-07-24T14:42:22-04:00
Adobe Illustrator 26.2 (Macintosh)
256
160
JPEG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uuid:5aec5dbb-7b10-a243-bd41-592c1232452d
xmp.did:532879d9-6bce-44b1-9579-0f7947da1a72
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:2911d9c1-1954-4c1f-889f-3bcd3ef0c884
xmp.did:2911d9c1-1954-4c1f-889f-3bcd3ef0c884
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0A80117407206811822ADF34323EEE61
2017-07-10T10:08:35-04:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:532879d9-6bce-44b1-9579-0f7947da1a72
2022-07-24T14:42:21-04:00
Adobe Illustrator 26.2 (Macintosh)
/
EmbedByReference
/Users/bgmacbook2019/Dropbox/Mediabids Per Inquiry/PI Ads/DishA Q3 2021/Links/Altitude logo b.psd
adobe:docid:photoshop:ded9421e-5537-11e0-bf5b-d48c20d36125
xmp.iid:A1B934C507206811822AD1A7ABDF740B
Print
Adobe Illustrator
False
True
1
3.220000
2.000000
Inches
MyriadPro-SemiboldCond
Myriad Pro
Semibold Condensed
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6811.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6852.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6846.otf
MyriadPro-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6847.otf
MyriadPro-Black
Myriad Pro
Black
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6844.otf
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 16.04
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 231.84 144.0]/Type/Page>>
endobj
6 0 obj
<>stream
HW]o\}_yWw[u84 ֲڒjE~y^-h9p+#'oyƥP4h?-jnyc1\!rcvѻ(K~07XT?ےmRu>F|l:(hv<]g8AOldܔqǟ
DlmvΔ0@$
ezţeƙI#G?ZnEa j8JIJΕDC2QbYG8UsPRƲ !6