%PDF-1.5
%
1 0 obj
<>/OCGs[17 0 R 121 0 R 224 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
poster
2019-10-25T18:04:16-04:00
2019-10-25T18:04:16-04:00
2019-10-25T18:01:30-04:00
Adobe Illustrator CC 23.0 (Windows)
256
252
JPEG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uuid:4a11e6cd-e33b-458d-a49e-982b5031c240
xmp.did:4f73ba30-eec4-7546-85aa-bd7131d23b75
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1343e165-49cd-2b4e-a212-d2d5db34d795
xmp.did:1343e165-49cd-2b4e-a212-d2d5db34d795
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:3256a39f-6fed-694f-adc4-c8c10370aaa1
2018-06-07T14:45:19-04:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:4f73ba30-eec4-7546-85aa-bd7131d23b75
2019-10-25T18:01:30-04:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
C:\Users\kevin\Downloads\plot_dijet_asymmetry_cent.png
EmbedByReference
C:\Users\kevin\Downloads\plot_jet_shape_cent.png
EmbedByReference
C:\Users\kevin\Downloads\plot_RAA_cent (1).png
EmbedByReference
C:\Users\kevin\Downloads\channel_rate.png
EmbedByReference
C:\Users\kevin\Downloads\plot_RAA_cent.png
C:\Users\kevin\Downloads\plot_dijet_asymmetry_cent.png
C:\Users\kevin\Downloads\plot_jet_shape_cent.png
C:\Users\kevin\Downloads\plot_RAA_cent (1).png
C:\Users\kevin\Downloads\channel_rate.png
C:\Users\kevin\Downloads\plot_RAA_cent.png
Print
False
True
1
595.276000
841.890000
Points
Cambria-BoldItalic
Cambria
Bold Italic
Open Type
Version 6.98
False
cambriaz.ttf
Arial-BoldItalicMT
Arial
Bold Italic
Open Type
Version 7.00
False
arialbi.ttf
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
Calibri
Calibri
Regular
Open Type
Version 6.23
False
calibri.ttf
Cambria
Cambria
Regular
TrueType
Version 6.99
False
cambria.ttc
Calibri-Italic
Calibri
Italic
Open Type
Version 6.23
False
calibrii.ttf
Cambria-Bold
Cambria
Bold
Open Type
Version 6.98
False
cambriab.ttf
Cambria-Italic
Cambria
Italic
Open Type
Version 6.98
False
cambriai.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 6.23
False
calibrib.ttf
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
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 239 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
226 0 obj
<>stream
H|Wˎ$IWTN{{
-~lbr+GԳi
_t֏8aw|~3r:^T>5
حo)