%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Poster_MBB_final
2023-03-03T10:06:29+01:00
2023-03-03T10:06:29+01:00
2023-03-03T10:06:29+02:00
Adobe Illustrator 25.2 (Windows)
176
256
JPEG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:be7e590b-e5b4-4135-867c-bb4d2f981387
xmp.did:4cae9e6d-65f0-b64f-b7f1-97b4452dbb0e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ee863fee-4934-4aaf-b1ca-7aa5a86252f5
xmp.did:93f9a444-7dc7-3440-80d6-554ce677de25
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:604c1a9f-081b-4fcb-b5df-3ed6a3e2fe8a
2015-06-15T14:58:49+02:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:4cae9e6d-65f0-b64f-b7f1-97b4452dbb0e
2023-03-03T10:06:15+01:00
Adobe Illustrator 25.2 (Windows)
/
EmbedByReference
C:\Users\reika58\OneDrive - Linköpings universitet\Figures\Spinal\MBB_prep\PAM50_t2_crop_58v.png
0
0
EmbedByReference
C:\Users\reika58\OneDrive - Linköpings universitet\Figures\Spinal\MBB_prep\PAM50_t2_crop_58v.png
0
0
Print
Adobe Illustrator
True
True
1
841.163333
1189.143333
Millimeters
CharterBoldItalic
Charter
Bold Italic
Open Type
Version 2.000;hotconv 1.0.117;makeotfexe 2.5.65602; ttfautohint (v1.8.3)
False
Charter Bold Italic.ttf
CharterBold
Charter
Bold
Open Type
Version 2.000;hotconv 1.0.117;makeotfexe 2.5.65602; ttfautohint (v1.8.3)
False
Charter Bold.ttf
CharterItalic
Charter
Italic
Open Type
Version 2.000;hotconv 1.0.117;makeotfexe 2.5.65602; ttfautohint (v1.8.3)
False
Charter Italic.ttf
CharterRegular
Charter
Regular
Open Type
Version 2.000;hotconv 1.0.117;makeotfexe 2.5.65602; ttfautohint (v1.8.3)
False
Charter Regular.ttf
SourceSerifVariable-Roman
Source Serif Variable
Roman
Open Type
Version 1.010;PS 1.0;hotconv 16.6.54;makeotf.lib2.5.65590
False
SourceSerifVariable-Roman.otf
KorolevLiU-Medium
KorolevLiU
Medium
Open Type
Version 3.000;PS 003.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
KorolevLiU-Medium.otf
KorolevLiU-Bold
KorolevLiU
Bold
Open Type
Version 3.000;PS 003.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
KorolevLiU-Bold.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
Vit
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Svart
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK röd
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK gul
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK grön
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK blå
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
LiU blå cmyk
PROCESS
100.000000
CMYK
80.000001
0.000000
5.000000
0.000000
LiU gul cmyk
PROCESS
100.000000
CMYK
0.000000
0.000000
89.999998
0.000000
LiU grön cmyk
PROCESS
100.000000
CMYK
89.999998
0.000000
50.000000
0.000000
LiU turkos cmyk
PROCESS
100.000000
CMYK
60.000002
0.000000
15.000001
0.000000
LiU grå cmyk
PROCESS
100.000000
CMYK
64.999998
44.999999
34.999999
20.000000
C=80 M=14 Y=68 K=1
PROCESS
100.000000
CMYK
80.468750
14.062500
67.968750
1.171875
C=60 M=59 Y=0 K=0
PROCESS
100.000000
CMYK
59.765625
59.375000
0.390625
0.000000
Gråtoner
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
Skarpa färger
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
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 2384.4 3370.8]/Type/Page>>
endobj
6 0 obj
<>stream
HtWَ}GrXh- !pt?a%)})= @sO5YU,rx?~o7滻~F89dqXU}b}nFջeb~gЩ/@C|v|n._w%DWB|9 B~'q
px {ugZKN.JKQڳ+eJ,'iEw1$]Y%RϒZl%4=÷%I
᪆?C*`yr
tdļ<""\?Lyʌs(~
rhNpcG$!tTX-'x`Aj8H XЂ϶$-RW)Hl5싴.Xzc,Q^f^x'z^:p!Cj&SU3ey2,_&JX2ZSʴhq+=A6Bn9|DXFHlZ
cnIW
[v2ay7pr;y:r0ϨKCˬaa#6pu1}*rpG6eTd6ãQ?3n8v@oM\y;AR XZ\L#Ckְ[XǏdbԗM3'2ǦRYCkTN聿[Z5"rڽMT}Ԥ$V`
<Ў0]CP͌Aֽ P/-sn6
\
Xݝ4јppnȂFO {d镡AmGBt4 WO
a
$cf$ -/j
VYMbkߧaY32kEΗByAW/A.:+zg2HN>3OS_Q="&)^Mk
FiY_ki|4VcNz b+(L[9 cqdzJ85;Ӌ0tt1%+ڞ`O
,`5Ҙ,.RCtS@&$s;Ybǵ)(`ERNri%j)BI[M\CVGG`PRQ%#8IKi3)S 3㾖Jf*|4f qRP+[63 5pS\(gK]tpKp(=;bNԳ@ӣ;Kg!ډ#峏kRr}FRJ^lˁ~L\5mXK+tcICyһt9w_[~:Ƅ{6BOCcemt@ Sn
@j
Ph|tunާ-w"시ˌ(34XPx.B?+ҕé?'v=DF|x5>d6<`֪FSrW@ ! HtySb@A-oR9V_y
o/+$}
%]fuz8RH=cGuq)A\R"AKi]@
=ـr`=u`Tۄ<` ^u\Z&iYɘܚCG
'GcXi.bN)]R`yLbq?Hxt2(=ufC@\`Ùzzy}Uk<{@['(, t4ᛦg%?p4y 2$ϛߨWU;|' >\օ*?~ekc\W0"9.J龩ﷷ_ͻ~uyZ
$oO__O:~%%2+o}4phyןۗ/>Kq?^/%F