%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
hypoxia signaling pathway
2020-07-07T13:40:32+08:00
2020-07-07T13:40:32+08:00
2020-07-07T13:40:32+09:00
Adobe Illustrator CC 2017 (Windows)
172
256
JPEG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uuid:cfbe6589-070e-49de-a3cb-b6440029ab26
xmp.did:bac14e85-892f-de4c-8665-c686f2f6bb3e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:03ad4a94-fe64-ec47-8fad-b008254fbd56
xmp.did:03ad4a94-fe64-ec47-8fad-b008254fbd56
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:071813A2A914EA11A7ABD16C1CAAD857
2019-12-02T10:15:38+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:bac14e85-892f-de4c-8665-c686f2f6bb3e
2020-07-07T13:40:29+08:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
True
1
41.999951
59.400027
Centimeters
Cyan
Magenta
Yellow
Black
默认色板组
0
白色
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
黑色
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK 红
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黄
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 绿
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 蓝
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋红
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
灰色
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
明亮
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[8.50389 8.50389 1199.05 1692.28]/Type/Page>>
endobj
8 0 obj
<>stream
HlWˮ%I
ܟ|?+kt# '"ǡrJ~
o~C8[Lm?_}W8[8F[bPח?~__??a_n6QS[s-}OMڤ¿1-Omxt^疎x{
ϭ&x#%e8@9B(rZrf#+|aO{3mE:H1n]Bȭ.2l-BOUGkiyYV=n~RyE{kX2\/ɀTlSap4w~x搻g|쌁]>}.}zeH|3%e((PݜT-IYy&rӋT4xn}{[4FnU){ǨG%Ф,@} L(NT c|(:gi~u6%ȺӒcJ9\Z]./\'cS+ΘTҲ(R
n@l
Hꥳ)ƆTOk.=08FY4 J#'K9ee}K`)ҙr.{IOS)\mGt&H\
=F.BH==ثQPjũ%纤O݈\!5P4]>:`GÃuDD:(Y/"n_6VIHDZ3J'eRŠf͌UЛp~3a4oz6Q[ȶ^qDD23eVGxT4`>$
{LJV|{<FCrnȉb.Σ"BeQ'A _@
|=R2aS=3p9\L;cXVO 7{& ʳCg;H%HUؼPnbkru _vMXCE6uVnڡ}H0jQJ"ŇVNKXa;kBZYф;'zctI3
"fC+$YS\b|CB/J,, HCGl[7^;
LD&H ;awv0KK1m=qJd)?bum@ńh큽('OUgCD&J?Z!S:M]_2Q*@qxMx:;'CV Ejkf&b4046NeIlޤNwOܚf!H+\ dG*ĝ:iyS
c ?0W{ g{=Lr)dERBU_4DQ[CƜ0oȄ$eQ`vwl>E 9r1/@\=`n_oݼeV{X|.zg6pd oð<43㨳η/˸3-NGDlb`ũٳRۙxAs)J[hmM#)e3-+0
Bc^ՙN8<xcI ,0GL\PWR`ۑue<{@FFVע|?
Gޓ*V'e(T~gg(eHt"JWpLу{
e:Сc&.>MF0NN;fӆ`dMc;eH"]GkbuѻQ\I
NSHM) ,{QgjLS{9fKl-5h#T3!GI+v7/[GYƴƴfL("r Ɉ̍K"
5~iXIDIL ̛!FnY7ؽ`m#xV^U1FN6? Y{2^hLH]2HC@u Smg1ZO]><3xFVFO9v1Ca˩BB*]+ HywV^fRY`|0{
pd#)nf* d#ݨJYK&c
ޕ7v g r܌!
8IX+i=#rI#ǁ^,'ӛ^2"2ٴhSH@pwXfPSÓ2R7
#i刪F+$۞$v==cA er.SrqNaj7 I=v
wr
hAe&@sL/-ve=ᣠJFnT
-F$dmV
+# :!tJsUߊ0b&_`?'&~ʩ{F+>Snl}:7tVP,PF5ՂрplY,
3[$Fg-D*~"H;ɏbURG>w8?vXH]v b)UY!-ɹb t&;,drCjlI+5E
`m*0ʌnϛdaW8wTW e Ɉ"=QZ}e&/#9(38Vdq4ʒPnï8r;[ s=`Ns2%wP>=*ɲ`Ia5S
qqE\CLi&Rr+JzI[8c
6!Q&8q^Gs
Wt{ވ"KC0UK41
7!VwΘ8~z.ѱ:?(k٨
@ۉE._]KqLF+B9{DuDCf+c}L.ҫt-指=zc[b[v;˾ԝ;z?0=W97Fj.|
Ah]ʥOW_,諕j~MX(9~R,<%[?5va֊%(? +Ri\)uq}J*~;[+ ~PEl^/t`RD:2gJ:^,TԢ#F6Ȃv*1
Ωg\,c))A}`=Sӏ߮(k7DeǷ2D=m&~ukzQ}uCEȎ"zz}.()w`vwaX|~jcg991ԕV/S7^??`Z~jeu9EWIUDU:+/?(ٕbכ ={7Pۏ|}X**lB_D*J_TIkW茶_=}fxM,YS
C$̟zbsWchy}!WD1<%`% &͘F?B:z+LkkqZ-tR4Itu%zKKDt6Wha'e̅\=ڐvPU*]Hxژ^?F!zu$$QhMAɪG%._D
f L17H4w.#JVIyG)h~BLM Hx[ryld$
OX6z_X_^7#+uI`Jzd.QQ"zN$_?^*!K|h:c4^Bd\
ɪC bJ_wckB/vbQ#kR`"銴;PQ3!]wҕ1gዂ>&zαEݜqc@v{y`P.ugyIEmL`W dc \'f`ETOj/} uI3ywANE EXUrSf7:p$!s18rz.2n3ghQI)*ᠲ!X6+HFSjŞ &5)/ŋK<(IlZnTe(_/91Z 8vZN$*Ae+ Q;9VMqqCw\s8MȮ0:QhdՊqUFt
%vA=\
X.!ND1Cr QB\ҩZڽcv:CX)P05Q<5u\c<#M93d=-](RnM)(/+
Y<,N)rLJd+)} IMP[B|~ Ckm4lu3:fFM߬ʹ^i >B;