%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Foundations of Biotech Focus on Bacteria sequence 10202022 with plasmid
2022-11-01T10:56:55-04:00
2022-11-01T10:56:55-04:00
2022-11-01T10:56:55-04:00
Adobe Illustrator 27.0 (Windows)
256
196
JPEG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uuid:89f00bf4-d05c-4b65-8022-b1a80d3600fb
xmp.did:9ff37532-d637-b04c-be15-752de4bf643b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3500300f-8133-46f6-84ec-526bbc34f375
xmp.did:293a5a33-e467-bb41-82f7-f49972153fc4
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:1f5849af-f986-ea4c-abf4-01b768bf5aaa
2022-08-08T21:38:17-04:00
Adobe Illustrator 26.4 (Windows)
/
saved
xmp.iid:9ff37532-d637-b04c-be15-752de4bf643b
2022-11-01T10:56:49-04:00
Adobe Illustrator 27.0 (Windows)
/
EmbedByReference
E:\Amgen\Big Idea Poster\QR Code.png
0
0
Print
Adobe Illustrator
False
True
1
1700.000000
1300.000000
Points
Wingdings-Regular
Wingdings
Regular
Open Type
Version 5.01
False
wingding.ttf
HelveticaNeueLTPro-BdCn
Helvetica Neue LT Pro
77 Bold Condensed
Open Type
Version 1.000;PS 001.000;Core 1.0.38
False
HelveticaNeueLTProBdCn.otf
HelveticaNeueLTPro-Cn
Helvetica Neue LT Pro
57 Condensed
Open Type
Version 1.000;PS 001.000;Core 1.0.38
False
HelveticaNeueLTProCn.otf
HelveticaNeueLTPro-CnO
Helvetica Neue LT Pro
57 Condensed Oblique
Open Type
Version 1.000;PS 001.000;Core 1.0.38
False
HelveticaNeueLTProCnO.otf
HelveticaNeueLTPro-MdCn
Helvetica Neue LT Pro
67 Medium Condensed
Open Type
Version 1.000;PS 001.000;Core 1.0.38
False
HelveticaNeueLTProMdCn.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
Roboto-Regular
Roboto
Regular
TrueType
Version 2.001101; 2014
False
Roboto-Regular.ttf
Cyan
Magenta
Yellow
Black
PANTONE Cool Gray 11 U
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
PANTONE Cool Gray 11 U
SPOT
100.000000
LAB
52.156864
0
-3
Blue 2
PROCESS
100.000000
CMYK
72.941178
34.117648
0.000000
0.000000
Blue 1
PROCESS
100.000000
CMYK
91.000003
43.000001
0.000000
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 16.07
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 66 0 R/TrimBox[0.0 0.0 1700.0 1300.0]/Type/Page/PieceInfo<>>>
endobj
15 0 obj
<>stream
HWn}GꁭAl8f7IM$ƼhI
s{mU ͰԩKBtaԋ!cXĊL:M^(lt$YgoU6F[,h5D&Yy1UtC9gS!$mX` j)鄧Xe{9ik:%Cɢak5Ybg)*+T쌶4`"LPp{ѐMD)^gcKxE01;V"Ls0@{,46p