%PDF-1.7
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
nerve_growth_factor_letter
2016-08-18T11:08:56-04:00
2016-08-18T11:08:56-04:00
2016-08-18T11:08:56-04:00
Adobe Illustrator CC 2015 (Windows)
228
256
JPEG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==
uuid:fd269983-d7cd-4550-b849-5273ab8486ac
xmp.did:f3105229-51dd-a740-8ee2-907571047c18
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b78423f0-bb60-f24f-92b7-a029d7813e01
xmp.did:b78423f0-bb60-f24f-92b7-a029d7813e01
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:575A5F22E452E311B976F5BD077A55EA
2013-12-03T08:58:59-05:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:f3105229-51dd-a740-8ee2-907571047c18
2016-08-18T11:08:33-04:00
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
\\BIOSSNT1\Design\03_Logo\Logo\bioss_antibodies\bioss_antibodies_logo_outlines.eps
xmp.did:B5205304165DE311BDCA86F316E5B144
xmp.iid:B5205304165DE311BDCA86F316E5B144
\\BIOSSNT1\Design\03_Logo\Logo\bioss_antibodies\bioss_antibodies_logo_outlines.eps
xmp.did:B5205304165DE311BDCA86F316E5B144
xmp.iid:B5205304165DE311BDCA86F316E5B144
Print
False
True
1
8.500000
11.000000
Inches
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
GillSansMT
Gill Sans MT
Regular
Open Type
Version 1.65
False
GIL_____.TTF
TwCenMT-Condensed
Tw Cen MT Condensed
Regular
Open Type
Version 1.02
False
TCCM____.TTF
TwCenMT-CondensedBold
Tw Cen MT Condensed
Bold
Open Type
Version 1.02
False
TCCB____.TTF
Cyan
Magenta
Yellow
Black
PANTONE Black 6 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 Black 6 U
SPOT
100.000000
LAB
33.333302
1
-5
C=0 M=35 Y=84 K=0 1
CMYK
PROCESS
0.000000
35.000000
84.000000
0.000000
C=46 M=4 Y=100 K=0 1
CMYK
PROCESS
46.000000
4.000000
100.000000
0.000000
C=65 M=0 Y=27 K=0 1
CMYK
PROCESS
65.392500
0.000000
27.014600
0.000000
C=50 M=99 Y=2 K=0 1
CMYK
PROCESS
50.000000
99.000000
2.000000
0.000000
C=0 M=71 Y=27 K=0 1
CMYK
PROCESS
0.000000
71.000000
27.000000
0.000000
C=70 M=18 Y=0 K=0 1
CMYK
PROCESS
69.531300
17.578100
0.000000
0.000000
C=0 M=15 Y=0 K=0 1
CMYK
PROCESS
0.000000
15.000000
0.000000
0.000000
PANTONE 382 U
SPOT
100.000000
LAB
73.333298
-30
67
PANTONE 433 U
SPOT
100.000000
LAB
39.215698
0
-3
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
9 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>stream
Ht]%
*j"_+ȳ,@wklw (!U¿_V(ﲯ֞/-?O~s;Vdשz?x}z(hw9+Љ9T9MmhC_RmR\ik_BH>_wk\pW]&P)E[]PL/խѾV^<ލ}*wyF#FttToƷԱPQ'n at-sQş2Y8M*\DJV%4X$ЈGvkAT@wv{zdH|RQ4ݵlyo-hmqjU6%PHSt FYg+3LQY9&hߤuA\j.Ƴ#K tl+WgOVr{ᅦOuÖ)}'j菶2r_+r-]6}vUAC홀
^\v>OSplb`V-[