%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
P17004 metagenomics v7.0 A4
2019-05-09T18:07:41+01:00
2019-05-09T18:07:41+01:00
2019-05-09T18:07:41+01:00
Adobe Illustrator CC 23.0 (Macintosh)
188
256
JPEG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uuid:9537f175-f791-2945-b9d0-9858e02d4de5
xmp.did:f3b89bf7-7349-46d5-9fbc-9d5a3359c2c7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:c22d6573-a284-47ed-b9c7-79e0e59c3462
xmp.did:c22d6573-a284-47ed-b9c7-79e0e59c3462
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:5a87a48d-b749-48ec-b8d5-0efa108ece08
2019-05-08T12:03:16+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:f3b89bf7-7349-46d5-9fbc-9d5a3359c2c7
2019-05-09T18:07:21+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/sjuul/Dropbox (Oxford Nanopore)/Dan and Sissel/Posters/Top images/Minion Mk1c.png
/Users/sjuul/Dropbox (Oxford Nanopore)/Dan and Sissel/Posters/Top images/Minion Mk1c.png
Print
False
True
1
210.000000
297.000000
Millimeters
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
Helvetica
Helvetica
Regular
TrueType
12.0d1e3
False
Helvetica.dfont
Helvetica-Bold
Helvetica
Bold
TrueType
12.0d1e3
False
Helvetica.dfont
Helvetica-BoldOblique
Helvetica
Bold Oblique
TrueType
12.0d1e3
False
Helvetica.dfont
HelveticaNeue-LightItalic
Helvetica Neue
Light Italic
TrueType
12.0d0e2
False
HelveticaNeue.dfont
HelveticaNeue-MediumItalic
Helvetica Neue
Medium Italic
TrueType
12.0d0e2
False
HelveticaNeue.dfont
HelveticaNeueLT-Thin
Helvetica Neue LT
35 Thin
TrueType
Version 6.70; 2006
False
LINOTYPE - HELVETICA LT 35 THIN.TTF
HelveticaNeueLT-Light
Helvetica Neue LT
45 Light
TrueType
Version 6.70; 2006
False
LINOTYPE - HELVETICA LT 45 LIGHT.TTF
HelveticaNeueLT-Medium
Helvetica Neue LT
65 Medium
TrueType
Version 6.70; 2006
False
LINOTYPE - HELVETICA LT 65 MEDIUM.TTF
HelveticaNeueLT-Bold
HelveticaNeueLT Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.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
ONT GREY C=23 M=2 Y=0 K=77 2
PROCESS
100.000000
CMYK
23.000000
2.000000
0.000000
76.999998
ONT GREY C=23 M=2 Y=0 K=77
PROCESS
100.000000
CMYK
23.000000
2.000000
0.000000
76.999998
ONT BLUE C=100 M=0 Y=9 K=30
PROCESS
100.000000
CMYK
100.000000
0.000000
9.000000
30.000001
R=234 G=234 B=234
PROCESS
100.000000
CMYK
9.777981
6.884871
7.708857
0.000000
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
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 255 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
17 0 obj
<>stream
HWˎcI[r%Q33drU\v]=qNZffZpFfDĹo~w_[|uSO9&js^_{<.yO^V.e)5WBz=/mg||ZMhzyt/{ayxټl;ݻ~vv7»0{zz^݃?v=_ݬqߎv\
f!N%s>L~ϷZM?j4]nMgVn||֝_~y|~xP=zyxXֻ?<.w#w\Z³ʷf?fM}Y/ u ?n=fnBSi7~ݺx~:_mc|bq.'V7v/oՓIvDD0Ŝ
X߄
(ߺċGNg~s
Ը9v|Vl=/ԶZG0UzZ % -G:k>NR*,r{uEԯ
WfO@5m{sS^kS-ѿ"Izѿ
uLJ5jo?FzCc J}su'$+&tjIEw$ZiuM-dq\~հ]n5Z$
9BE?/igՌ2C0Q?KY;Ir o ^/xS
ZnenPTRoXk.23Jd.4|Qs@J:dL#S[!4Eȁhh=Ѐ*=I蟁