%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
2015-06-17T12:34:17-07:00
2016-02-24T13:51:26-08:00
2016-02-24T13:51:26-08:00
JPEG
148
256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=
application/pdf
3
Supplemental Table 1: Canine Clinical Trial of RT + CpG + 1MT
Supplemental Table 1: Canine Clinical Trial of RT + CpG + 1MT
uuid:fe150104-38d3-4fdf-9861-33d76c8b5271
xmp.did:5996FA6D40DBE511A90AC3FDCAA374D4
xmp.did:5996FA6D40DBE511A90AC3FDCAA374D4
created
xmp.iid:5996FA6D40DBE511A90AC3FDCAA374D4
2015-06-17T12:34:17-07:00
Adobe Photoshop CS6 (Windows)
saved
xmp.iid:5A96FA6D40DBE511A90AC3FDCAA374D4
2016-02-24T13:50:30-08:00
Adobe Photoshop CS6 (Windows)
/
saved
xmp.iid:5B96FA6D40DBE511A90AC3FDCAA374D4
2016-02-24T13:51:10-08:00
Adobe Photoshop CS6 (Windows)
/
converted
from image/tiff to application/pdf
derived
converted from image/tiff to application/pdf
saved
xmp.iid:5C96FA6D40DBE511A90AC3FDCAA374D4
2016-02-24T13:51:10-08:00
Adobe Photoshop CS6 (Windows)
/
xmp.iid:5B96FA6D40DBE511A90AC3FDCAA374D4
xmp.did:5996FA6D40DBE511A90AC3FDCAA374D4
xmp.did:5996FA6D40DBE511A90AC3FDCAA374D4
Adobe Photoshop for Windows -- Image Conversion Plug-in
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>
endobj
6 0 obj
<>stream
q
q
699.84 0 0 404.64 0 0 cm
/Im0 Do
q
BT
7 Tr
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
0 0 Td
(\000\064) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
0.49300 0 Td
(\000\126) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
1.04399 0 Td
(\000\121) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
1.61298 0 Td
(\000\121) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
2.18196 0 Td
(\000\115) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
2.41795 0 Td
(\000\106) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
2.91894 0 Td
(\000\116) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
3.75294 0 Td
(\000\106) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
4.25393 0 Td
(\000\117) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
4.80493 0 Td
(\000\125) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
5.13592 0 Td
(\000\102) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
5.61792 0 Td
(\000\115) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
5.85391 0 Td
(\000\001) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
6.02491 0 Td
(\000\065) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
6.45791 0 Td
(\000\102) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
6.93991 0 Td
(\000\103) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
7.50889 0 Td
(\000\115) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
7.74489 0 Td
(\000\106) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
8.24588 0 Td
(\000\001) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
8.45787 0 Td
(\000\022) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
8.97085 0 Td
(\000\033) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
9.17784 0 Td
(\000\001) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
9.38983 0 Td
(\000\044) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
9.96282 0 Td
(\000\102) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
10.44482 0 Td
(\000\117) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
10.99981 0 Td
(\000\112) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
11.23380 0 Td
(\000\117) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
11.78880 0 Td
(\000\106) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
12.28979 0 Td
(\000\001) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
12.50178 0 Td
(\000\044) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
13.08176 0 Td
(\000\115) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
13.31776 0 Td
(\000\112) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
13.55175 0 Td
(\000\117) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
14.10674 0 Td
(\000\112) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
14.34073 0 Td
(\000\104) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
14.78873 0 Td
(\000\102) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
15.27073 0 Td
(\000\115) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
15.50672 0 Td
(\000\001) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
15.67772 0 Td
(\000\065) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
16.12972 0 Td
(\000\123) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
16.46071 0 Td
(\000\112) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
16.69470 0 Td
(\000\102) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
17.17670 0 Td
(\000\115) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
17.41269 0 Td
(\000\001) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
17.62468 0 Td
(\000\120) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
18.17368 0 Td
(\000\107) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
18.46567 0 Td
(\000\001) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
18.67766 0 Td
(\000\063) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
19.22464 0 Td
(\000\065) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
19.72164 0 Td
(\000\001) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
19.93363 0 Td
(\000\014) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
20.52962 0 Td
(\000\001) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
20.74161 0 Td
(\000\044) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
21.31860 0 Td
(\000\121) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
21.88759 0 Td
(\000\050) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
22.53359 0 Td
(\000\001) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
22.74557 0 Td
(\000\014) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
23.34157 0 Td
(\000\001) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
23.55356 0 Td
(\000\022) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
24.06654 0 Td
(\000\056) Tj
/F1 1.0 Tf
0.02286 0.00000 0.00000 0.03954 0.20919 0.95374 Tm
24.86053 0 Td
(\000\065) Tj
ET
/Im1 Do
Q
Q
Q
endstream
endobj
7 0 obj
<>>>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/XObject<>>>
endobj
9 0 obj
<>/Filter/DCTDecode/Height 843/ImageName/psA4A4.jpg/Length 354417/Name/psA4A4.jpg/Subtype/Image/Type/XObject/Width 1458>>stream
Adobe d K
]
9VXv!TUwWZ"16Aa#$'2qu%&4Qy()*3578:BCDEFGHIJRSYbcdefghijrstxz
i !1AQRSq"3Ta#245rBbs$Cc%DE
&'()*6789:FGHIJUVWXYZdefghijtuvwxyz ? -pXP
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( -pXP
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( -pXP
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( -pXP
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( -pXP
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( -pXP
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( -pXP
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( P
@( .N*A8y2{u3at":_^륣
DMlˮ̛4xǻ'z> VƇl{oaK1