%PDF-1.5
%
1 0 obj
<>/OCGs[20 0 R 21 0 R 22 0 R 19 0 R 23 0 R 24 0 R 25 0 R 26 0 R 266 0 R 267 0 R 268 0 R 265 0 R 269 0 R 270 0 R 271 0 R 272 0 R 525 0 R 526 0 R 527 0 R 766 0 R 767 0 R 768 0 R 1007 0 R 1008 0 R 1009 0 R 1252 0 R 1253 0 R 1254 0 R 1499 0 R 1500 0 R 1501 0 R 1748 0 R 1749 0 R 1750 0 R 1997 0 R 1998 0 R 1999 0 R 2246 0 R 2247 0 R 2248 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BIO2023_BCECLayoutMap
2023-03-20T12:55:18-04:00
2023-03-20T12:55:18-04:00
2023-03-16T10:38:49-04:00
Adobe Illustrator 27.2 (Macintosh)
196
256
JPEG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uuid:c85cc051-6043-114c-b641-42ab8e3acdb5
xmp.did:5d86cbb1-a3a4-49b2-9b6e-8d1127b6a9c7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:509bf0e7-c128-3a44-8027-c32c5f08738c
xmp.did:4fb28b42-33f3-4504-84cd-fd983f5a26a6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f2141228-e64d-41c1-b7b6-3830d7ae1920
2016-01-25T14:05:39-05:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:5d86cbb1-a3a4-49b2-9b6e-8d1127b6a9c7
2023-03-16T10:38:46-04:00
Adobe Illustrator 27.2 (Macintosh)
/
EmbedByReference
/var/folders/0j/vf9nwr59539bzcxcl4t7_b9c0000gn/T/TemporaryItems/NSIRD_Illustrator_1HBXG6/AI_27_2/mXYCMc.tif
EmbedByReference
/var/folders/0j/vf9nwr59539bzcxcl4t7_b9c0000gn/T/TemporaryItems/NSIRD_Illustrator_1HBXG6/AI_27_2/DCO5VV.tif
EmbedByReference
/var/folders/0j/vf9nwr59539bzcxcl4t7_b9c0000gn/T/TemporaryItems/NSIRD_Illustrator_1HBXG6/AI_27_2/HzBs4J.tif
EmbedByReference
/var/folders/0j/vf9nwr59539bzcxcl4t7_b9c0000gn/T/TemporaryItems/NSIRD_Illustrator_1HBXG6/AI_27_2/mXYCMc.tif
EmbedByReference
/var/folders/0j/vf9nwr59539bzcxcl4t7_b9c0000gn/T/TemporaryItems/NSIRD_Illustrator_1HBXG6/AI_27_2/DCO5VV.tif
/var/folders/0j/vf9nwr59539bzcxcl4t7_b9c0000gn/T/TemporaryItems/NSIRD_Illustrator_1HBXG6/AI_27_2/mXYCMc.tif
/var/folders/0j/vf9nwr59539bzcxcl4t7_b9c0000gn/T/TemporaryItems/NSIRD_Illustrator_1HBXG6/AI_27_2/DCO5VV.tif
/var/folders/0j/vf9nwr59539bzcxcl4t7_b9c0000gn/T/TemporaryItems/NSIRD_Illustrator_1HBXG6/AI_27_2/HzBs4J.tif
/var/folders/0j/vf9nwr59539bzcxcl4t7_b9c0000gn/T/TemporaryItems/NSIRD_Illustrator_1HBXG6/AI_27_2/mXYCMc.tif
/var/folders/0j/vf9nwr59539bzcxcl4t7_b9c0000gn/T/TemporaryItems/NSIRD_Illustrator_1HBXG6/AI_27_2/DCO5VV.tif
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.139.otf
ProximaNovaCond-Light
Proxima Nova Condensed
Light
Open Type
Version 3.020;hotconv 1.0.109;makeotfexe 2.5.65596
False
.145.otf
ProximaNovaCond-Bold
Proxima Nova Condensed
Bold
Open Type
Version 3.020;hotconv 1.0.109;makeotfexe 2.5.65596
False
.143.otf
ProximaNovaCond-Extrabld
Proxima Nova Condensed
Extrabold
Open Type
Version 3.020;hotconv 1.0.109;makeotfexe 2.5.65596
False
.153.otf
BentonSansCond-Book
BentonSansCond Book
Book
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
BentonSansCond-Bold
BentonSansCond Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Avenir-Black
Avenir
Black
TrueType
13.0d3e1
False
Avenir.ttc
MyriadPro-Cond
Myriad Pro
Condensed
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6809.otf
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
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6852.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6846.otf
NexusSansPro
Nexus Sans Pro
Regular
Open Type
Version 7.504; 2011; Build 1023
False
.39948.otf
Cyan
Magenta
Yellow
Black
PANTONE 286 C
50% black copy
PANTONE 7463 C
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=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
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
PANTONE 7463 C
SPOT
100.000000
LAB
15.686275
-6
-24
PANTONE 143 CVC
SPOT
100.000000
CMYK
0.000000
30.000299
83.000201
0.000000
PANTONE 1807 C
SPOT
100.000000
LAB
40.392159
48
25
PANTONE 1595 U
SPOT
100.000000
LAB
59.215687
38
42
PANTONE 287 U
SPOT
100.000000
LAB
37.647060
4
-38
50% black copy
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
50% black
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
50.000000
C=96 M=70 Y=52 K=54 1
CMYK
PROCESS
95.703125
69.921875
52.343750
53.906250
C=73 M=5 Y=22 K=0 1
CMYK
PROCESS
73.437500
5.468750
22.265625
0.000000
PANTONE 159 C
SPOT
100.000000
LAB
54.509800
44
59
PANTONE 130 C
SPOT
100.000000
LAB
75.294098
22
83
PANTONE 131 C
SPOT
100.000000
LAB
63.529400
21
73
PANTONE 170 C
SPOT
100.000000
LAB
71.372597
49
35
PANTONE 1615 C
SPOT
100.000000
LAB
39.215698
28
37
PANTONE 312 C
SPOT
100.000000
LAB
60.000000
-45
-36
PANTONE 7717 C
SPOT
100.000000
LAB
47.451000
-43
-9
PANTONE 1225 C
SPOT
100.000000
LAB
84.313698
12
70
PANTONE 490 C
SPOT
100.000000
LAB
24.705900
24
11
BAYRAK KIRMIZI
SPOT
100.000000
CMYK
0.000000
91.001803
76.000601
0.000000
PANTONE 286 C
SPOT
100.000000
LAB
23.137255
18
-68
C=74 M=6 Y=23 K=0 1
CMYK
PROCESS
73.799998
5.900000
22.700000
0.000000
C=95 M=69 Y=53 K=55 1
CMYK
PROCESS
95.300001
69.099998
53.100002
54.699999
Richer Black
PROCESS
100.000000
CMYK
74.972147
67.919427
67.049664
90.145719
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=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
AAN
1
C=96 M=100 Y=34 K=41 1
CMYK
PROCESS
95.703125
100.000000
34.375000
41.406250
C=0 M=39 Y=99 K=0
CMYK
PROCESS
0.000000
39.453125
99.218750
0.000000
C=69 M=14 Y=0 K=0 1
CMYK
PROCESS
69.140625
14.062500
0.000000
0.000000
C=0 M=79 Y=21 K=0 1
CMYK
PROCESS
0.000000
79.296875
20.703125
0.000000
C=40 M=0 Y=99 K=0 1
CMYK
PROCESS
40.234375
0.000000
99.218750
0.000000
C=0 M=39 Y=99 K=0 1
CMYK
PROCESS
0.000000
39.453125
99.218750
0.000000
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
Adobe PDF library 17.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
28 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 2328 0 R/TrimBox[18.0 18.0 630.0 810.0]/Type/Page/PieceInfo<>>>
endobj
2250 0 obj
<>stream
H|W[odG~_Oh-}
;7Nvg!!F$lPK|u"KUwuݫGk}4_T_MvWk= '`s柴юl˖[1-oRn[TR\h$,țBb'\7eߌ[$J~9VD_[0l6EoN?{x<>O~c?$[eᅵNOG[YoM[Mro?ߛVpT?/m®VCkpƻַ,4L)i+yx