%PDF-1.6
%
1 0 obj
<>/OCGs[13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ASMS_2022_Poster_LCMS-2050_FoodMetabolomics__98.7x55.5cm_widexhight_HT_Iw_Print
2022-05-27T15:29:52-04:00
2022-05-27T15:29:52-04:00
2022-05-27T15:29:52-04:00
Adobe Illustrator 26.3 (Windows)
256
144
JPEG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uuid:cd239681-f9cc-4564-915a-0eac9946fd0e
xmp.did:f44945a3-6fec-d747-b6f1-3dd8f9d93607
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:2529ec66-2b69-4742-b159-5bcfa3e8f650
xmp.did:2529ec66-2b69-4742-b159-5bcfa3e8f650
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:2529ec66-2b69-4742-b159-5bcfa3e8f650
2022-05-27T15:29:36-04:00
Adobe Illustrator 26.3 (Windows)
/
saved
xmp.iid:f44945a3-6fec-d747-b6f1-3dd8f9d93607
2022-05-27T15:29:51-04:00
Adobe Illustrator 26.3 (Windows)
/
Print
Adobe Illustrator
False
False
1
78.000000
44.000000
Inches
Meiryo
Meiryo
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Calibri
Calibri
Regular
Open Type
Version 6.23
False
calibri.ttf
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
SegoeUI
Segoe UI
Regular
Open Type
Version 5.62
False
segoeui.ttf
SegoeUI-Bold
Segoe UI
Bold
Open Type
Version 5.62
False
segoeuib.ttf
MS-PGothic
MS Pゴシック
標準
TrueType
Version 5.32
False
msgothic.ttc
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 16.07
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 5616.0 3168.0]/Type/Page>>
endobj
16 0 obj
<>stream
HWێ9}Wchu`v$;i`ė/ z~Ivv ("Co/w/uLw{}:$D;gbRn}iu4~cCjS.IŘlG@'eQ;!趓tG31SRS/t
_zd\:cbiZ8:bHՃ;U.(Tg9 f6Ee-sؔa~
TQնMO#.ڹ:ylVoA9k*eli
}Upwq
sQަa-!zNu^/ͨ3X芉#-|!r1*?r.:3LDUC++W-Q=N#?w}{tFl}U1(ma<#vg.fМ9Ŕ[ƷЋ,6GTs"VC5}q+19U'rJE(mR1e( zJ ~dD66Eb 6"aՍ>qM'EO3rG֖v[.97{ZSNN-szˊ