%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 15 0 R 16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ACT220_ML-201803424
2018-04-26T08:32:37+08:00
2018-04-26T08:32:37+08:00
2018-04-26T08:32:37+08:00
Adobe Illustrator CC 22.1 (Macintosh)
188
256
JPEG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uuid:03d0df67-cd72-3d44-aae2-c50cad10d0f5
xmp.did:326e8b85-4070-4e1c-8690-f14861eddf13
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:31bbed84-be2b-bb49-8d7c-e453df1cc919
xmp.did:f90ffb64-4cc7-4f9b-93c9-129b3b1cbb7f
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:05CE0642A1216811822A96FF945FF4BE
2016-01-08T09:46:11-05:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:326e8b85-4070-4e1c-8690-f14861eddf13
2018-04-26T08:32:34+08:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
True
False
1
420.000000
297.000000
Millimeters
Futura-Bold
Futura
Bold
TrueType
13.0d1e3
False
Futura.ttc
HelveticaNeue
Helvetica Neue
Regular
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeue-Bold
Helvetica Neue
Bold
TrueType
13.0d2e2
False
HelveticaNeue.ttc
HelveticaNeueLTStd-Cn
Helvetica Neue LT Std
57 Condensed
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
HelveticaNeueLTStd-Cn.otf
HelveticaNeueLTStd-BdCn
Helvetica Neue LT Std
77 Bold Condensed
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
HelveticaNeueLTStd-BdCn.otf
HelveticaNeueLTStd-Bd
Helvetica Neue LT Std
75 Bold
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
HelveticaNeueLTStd-Bd.otf
HelveticaNeueLTStd-Blk
Helvetica Neue LT Std
95 Black
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
HelveticaNeueLTStd-Blk.otf
Cyan
Magenta
Yellow
Black
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
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
Helvetica Neue LT Std
2.035
0
0
Adobe Systems
OpenType - PS
3357634683
HelveticaNeueLTStd-BdCn
3357634683
Helvetica Neue LT Std
2.035
0
0
Adobe Systems
OpenType - PS
3261192849
HelveticaNeueLTStd-Cn
3261192849
Helvetica Neue LT Std
2.035
0
0
Adobe Systems
OpenType - PS
436772071
HelveticaNeueLTStd-Blk
436772071
Helvetica Neue LT Std
2.035
0
0
Adobe Systems
OpenType - PS
3691150952
HelveticaNeueLTStd-Bd
3691150952
Futura
001.003
27807
653229
Adobe Systems
PostScript
2573092525
Futura-Bold
2573092525
Helvetica Neue
001.000
29458
65102
Adobe Systems
PostScript
13267402
HelveticaNeue-Condensed
13267402
Helvetica Neue
001.000
29969
70959
Adobe Systems
PostScript
3260415621
HelveticaNeue-BoldCond
3260415621
Myriad Pro
2.102
0
0
Adobe Systems
OpenType - PS
55235293
MyriadPro-Regular
55235293
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
18 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 25 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
24 0 obj
<>stream
HW[o~7{;že"@Nbj]%w46I]c#N[Po>}wˊ`L mơ)z0Пd7`+gZKɔ]/] 7J3
Rpa=yG)XVɍ-,Oi86_JeWXe&2_3 tU]MtR6IJU< 8U[pi9y=;M6 C
x:4睅NNGp9}gN\y#F$mߍݰ۪:FNt(Kv-ﯿÚ#`i?@lS^S\ez|c.pAmͺfƋIJ6뛧{U]ۏEE>U0Sװ=5ȶ#;E/p}~c*q01m;<{/>+KH1{}KAܗ(CNSfS4';]<4tx9ϴ`Y3ˢNԖIfM$93eHT;;]Q7f2
:͟t4<ɥg
eRYVFLﺖ`E^|hi⨴.&^ɹZཏ9uYhNaTr3?2Æf`HuаK\Bc[0v;Tv}uWc"p\'uE
!m۾AR;5{ݵaGFQ\סf5~ ڔ NhS;(
O]r-]:wͲL0]lBf2]u.wJ
& !$;T
O-Kn4_*:.!<^*<+UC -bqXEJr64:ڨKY=,twZ8҅&qiI`"ET_h,{쭣gUclW|?/uhbSw
5pU=|5 3?Zu334Or"vq~y8a]S[zBq s626jHcMiF#.u/$w.y"t咥kvlI&E; t}IMlk~}աi;ż~_;C .|}xW9RM+jQfǦRs84: ~=vɇDz2pQ9cIKNk)wY9#(
`"ܶ-:rB5SS}7o͇[5l@1TЅ
F){B7C¯1:.Ǽ,d,/#