%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Oxford Multi-Res - Case Study - Legend Power
2018-02-20T10:50:25-08:00
2018-02-20T10:50:25-08:00
2018-02-20T10:50:25-07:00
Adobe Illustrator CC 2017 (Windows)
204
256
JPEG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uuid:6d1d5d47-35f1-4e4a-b181-0aa357d8e576
xmp.did:00bbba66-cd51-7844-b657-f1a36cbef3d2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:29b9e727-a2bf-4863-931a-45dae490a0a8
xmp.did:68628165-125e-2340-9be1-577e37dfc875
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6ec90e24-1052-344b-87e4-974b4a6025f1
2017-09-14T11:11:25-07:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:00bbba66-cd51-7844-b657-f1a36cbef3d2
2018-02-20T10:50:04-08:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
False
1
612.000000
792.000000
Points
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
OpenSans-Regular.ttf
OpenSans-Light
Open Sans
Light
Open Type
Version 1.10
False
OpenSans-Light.ttf
ScalaSansPro
Scala Sans Pro
Regular
Open Type
Version 7.504; 2005; Build 1020
False
ScalaSansPro.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
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>stream
HWmo7__
h×]~j\IBUNjYrvc'_rKrDIv
y晧/WO|Ϊg=榩X͘kX[zYu5.XQwR\T~qinOdھ\JעMmvle5Vث6RTi[W˅pn`n3,e%j&㫛9oіӫ7jWJTӺrVrZɸBTBZuƞnژPj]-}R
|&i7jAPy^ #7Z<߸ 轠1dtOwOJ|]7z%-UI11n7KkFgדKBp|K2d8(:bhYrT1w+nz5\ZYͼ+4-G? euF
6=Ht"S|UΕΟMV1&1[P Ȭ6+)]cJA`{d,$!$KnyJS-m;+f(bKsM mb_NW/ -knFjp8dt
%>B%ea5C(6 Bh4;ùkcx
14CxV8q;E >op|c )Tt&coGjx=&UBNq
m}
{D"HH3PM&P*no CےVpj8szlGuꀩ~pq,EDܶ =蜐PXD@@<}lRtY>P4YN1@Ѣqp0Pĝ62@gs|{d