%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 209 0 R 402 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
39-2020
2020-12-17T10:57:07+08:00
2020-12-17T10:57:07+08:00
2020-12-17T10:04:13+08:00
Adobe Illustrator CC 23.0 (Macintosh)
196
256
JPEG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uuid:10bbd683-b57a-c648-9ccf-20e688db7f58
xmp.did:44143039-eb3c-41a1-9e51-7958f26f0b10
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:41d3ff7f-7070-4cde-b2b6-79643233dd9a
xmp.did:41d3ff7f-7070-4cde-b2b6-79643233dd9a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:973aff10-1835-0346-be32-cfa2bc9daf26
2017-12-14T19:35:38-05:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:44143039-eb3c-41a1-9e51-7958f26f0b10
2020-12-17T10:04:13+08:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/var/folders/47/57mgtqrd7w70vrfb8q32xl6m0000gn/T/TemporaryItems/(A Document Being Saved By Illustrator CC)/lRluYH.tif
EmbedByReference
/var/folders/47/57mgtqrd7w70vrfb8q32xl6m0000gn/T/TemporaryItems/(A Document Being Saved By Illustrator CC)/UVOJNb.tif
EmbedByReference
/Users/izzati/Desktop/INSPEM/2019/QUANTUM/logo/Untitled.png
0
0
EmbedByReference
/Users/izzati/Desktop/INSPEM/2019/survival analysis using R/UPM.png
0
0
/var/folders/47/57mgtqrd7w70vrfb8q32xl6m0000gn/T/TemporaryItems/(A Document Being Saved By Illustrator CC)/lRluYH.tif
/var/folders/47/57mgtqrd7w70vrfb8q32xl6m0000gn/T/TemporaryItems/(A Document Being Saved By Illustrator CC)/UVOJNb.tif
/Users/izzati/Desktop/INSPEM/2019/QUANTUM/logo/Untitled.png
0
0
/Users/izzati/Desktop/INSPEM/2019/survival analysis using R/UPM.png
0
0
Print
Adobe PDF library 15.00
1
True
False
214.488889
279.400000
Millimeters
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
CooperHewitt-Medium
Cooper Hewitt
Medium
Open Type
1.000
False
CooperHewitt-Medium.otf
CooperHewitt-Semibold
Cooper Hewitt
Semibold
Open Type
1.000
False
CooperHewitt-Semibold.otf
Mont-HeavyDEMO
Mont
Heavy DEMO
Open Type
Version 1.003;PS 001.003;hotconv 1.0.88;makeotf.lib2.5.64775
False
Mont-HeavyDEMO.otf
PermanentMarker
Permanent Marker
Regular
TrueType
Version 1.000
False
PermanentMarker.ttf
Poppins-Light
Poppins
Light
Open Type
Version 3.200;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Light.otf
Poppins-Italic
Poppins
Italic
Open Type
Version 3.200;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Italic.otf
Poppins-Medium
Poppins
Medium
Open Type
Version 3.200;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Medium.otf
Poppins-SemiBold
Poppins
SemiBold
Open Type
Version 3.200;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-SemiBold.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rojo CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarillo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cian CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
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
Grises
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
Brillantes
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
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 453 0 R/TrimBox[8.50389 8.50389 616.504 800.504]/Type/Page>>
endobj
404 0 obj
<>stream
HWMs<,h 7\-2(**Y%)Wucf93\)v1 yu}^]̭ZMp?l+%c*#O-[{|n⛐8nJn?Nοݸ97gכ]!ťLw}{)D]}BE|hJ.7?]oכ{wwzv 7͡w?Ò4d&ߢ[CH`~E:p` v`O^=YO̺U<
Gak:qn쌞 B@~
>؞v#ܐgr=*G~?č%;JsS2oSaw4}35@{]v="`%RtWJY'W7w]]_ڜC PVjSS)7oޜVq'>w]}`ꞟ@C%^ncp1X>*BDI rRḳ= Dʩ9"Z-pgQ:R,/lWPB9 V0
sy%%kА^
FDծN92"}0>+UND|0QCw]l'+2DSF*W~5m<"HtiǾw?L,y)u4' TUh͞nBsPOi@]{U~{u!?JU)hا T,5TjT4AдlHDQ,5h
ea2y;¯vbC]X='4_% +>t[T9?]Q6O
PgјQ.2%1RvsB|*dm ZhƅCƙ
O)4|w`+cnC'@-&
ެ-.m';5*db\Ƈw0L:At 0nÀL"rScvKM%7PQ
>0]}zBQCQܫrcBfrWW5XdjKe0Np&CL{AOj2ߙ5pz}=V-fZ>5&(J{q)Mi _\`x{
)懵VjT2*8LNX R!U2QBKg$s;,0Psf~訩A
PUfk 0r|JXs w|z`Hu=]\
h"gsqBT^)'m-'Ћ_^WFet(az6l\b5+ p:x>̡Pպ.Q] ˽NvXxDAC;CN+@P8b0
=s*پDGt=6=X^c,BN6(dG850mcw|T߄Q3&= tt*1M.°S-d{He}&ܕte^(k L6W\Uej${v4
S"X[s1X*{b.bLBKqR/IdsprLVUbfEOu=z
٪9U'H[
"t`d-;dدWS :!k""jl(V"T{A7j~Z&Q_Bj+Ec>pbKΏ2[mY
ʐ͎v[Hen `, {[{b:LF1쁩kjy3OcdK cfN=ίuz!g]!-aF<%p10Lym ͢eF$2H$ϰd3ZBܫ0"+?XJSW
tQj<ϲ0?eϴgZ3?e4r?e8Ued4?hj;mԸЊ!Ua*̓@ݎ&Jj!ꐍd:3?+hŅݗkN0I$;`sqF܉Wm{J_2LICx-D;&Yyz
5L ݹqYٟhҤX^?=iқ5 Z0k V3Y{A(T"ʬRGZ1*Κo0U,R*%~ޯGUJAM*V/YYM gRY^TD
45}`P@ia٤wպ҉A6@T5'o>TYWW-Jzb?[#Fۨl
eCeq]&}Wj%]hԞkjFbiocT jr"|lDת!ןکUGށs;TmMU2MLAGVTZlE-+ڣ^
3[Lަ(Z{H{E^fUOe%mZb%80+4s=U]5˥<3=enz&mJ +zV9dlLšYj \ԜDQt\xzV2.0( f_>-_\46Ct배)TFWt֚8f[45wD2)P
):
zPVJCЋ>>3L:bY+a3JuE1iY{/*%ue,?(t`67.J^*0Q^>UVzF