%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
IntelePeer - Award Abstract
2022-09-09T17:00:43-05:00
2022-09-09T17:00:43-05:00
2022-09-09T17:00:43-05:00
Adobe Illustrator 26.3 (Windows)
244
256
JPEG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uuid:35267b6a-157c-47e6-a073-56bdc1d0198e
xmp.did:677dc078-955b-f349-94b1-4ae242cc52de
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:e2e5d29d-3929-8c40-a45e-f1b371375fd1
xmp.did:d5fdcd6c-dd7c-3b43-bdac-17c8e001def5
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:0fa99ec3-6fbf-c745-b4f4-c65391038b7e
2020-11-17T13:21:40-06:00
Adobe Illustrator CC 23.1 (Windows)
/
saved
xmp.iid:677dc078-955b-f349-94b1-4ae242cc52de
2022-09-09T17:00:37-05:00
Adobe Illustrator 26.3 (Windows)
/
EmbedByReference
G:\Market BP\Promotions\Branding\2022 Branding\Award Write-Up\minimal-abstract-product-presentation-blue-red-circular-geometry-shape-3d-rendering-illustration.jpg
EmbedByReference
G:\Market BP\Promotions\Branding\2022 Branding\Award Write-Up\minimal-abstract-product-presentation-blue-red-circular-geometry-shape-3d-rendering-illustration.jpg
G:\Market BP\Promotions\Branding\2022 Branding\Award Write-Up\minimal-abstract-product-presentation-blue-red-circular-geometry-shape-3d-rendering-illustration.jpg
G:\Market BP\Promotions\Branding\2022 Branding\Award Write-Up\minimal-abstract-product-presentation-blue-red-circular-geometry-shape-3d-rendering-illustration.jpg
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
HelveticaNeueLTStd-LtCnO
Helvetica Neue LT Std
47 Light Condensed Oblique
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
Helvetica LT Std Bold.otf
HelveticaNeueLTStd-Bd
Helvetica Neue LT Std
75 Bold
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
HelveticaNeueLTStd-Bd.otf
HelveticaNeueLTStd-Lt
Helvetica Neue LT Std
45 Light
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
HelveticaNeueLTStd-Lt.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
0
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
0
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 16.07
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>stream
HдWлЊ$Й|яЏЈшIЉыЛYc№ёТ~@c{С}М§џрHIе=g
fЇU%)њzGщЈ1wўљлOЧ?№Tg<ў~ћђћ?уoџК}=ЂЦ#ZkWdИБXShхЙ Ќ
_X rЋ`K[@>Й/ЌCgўhKYШчІVЇџќлњБМяО
}a№ћъГєJ\4NиTЯli~о1=Hрна чћСЯЗЃС= .7)9ыСZ+ћгKєГ0Іx>]@ўЙE
#ѓg<'\изCe oіnмуV№:ф%ЗТHхP:
v<ЛrEH24HЏзГЅ20lсжXpх6,;sћNЋыКyЪE"ўФОіEЪ8УЪf Зc