%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
WG-612 BIG CITY CHALLENGE
2017-01-26T15:33:14+07:00
2017-01-26T15:33:14+07:00
2017-01-26T15:33:13+08:00
Adobe Illustrator CS6 (Windows)
176
256
JPEG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uuid:fe7e8604-aa9f-43e4-85f1-9df78a4dd64c
xmp.did:0978A2ED9EE3E611881DAADF121826C8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0878A2ED9EE3E611881DAADF121826C8
xmp.did:0878A2ED9EE3E611881DAADF121826C8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0878A2ED9EE3E611881DAADF121826C8
2017-01-26T15:32:26+07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:0978A2ED9EE3E611881DAADF121826C8
2017-01-26T15:33:10+07:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
595.280273
841.889648
Points
Karla-Bold
Karla
Bold
Open Type
Version 1.000
False
Karla-Bold.ttf
Karla-Regular
Karla
Regular
Open Type
Version 1.000
False
Karla-Regular.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HlWێ\I|ﯨGrU}h۳Hs1vJH<,lODdػ<}TDFf{^ܼJWtHAZ۟a]X#|:o_?WwuӇ?^[Ev+>ݏ8rX͡Y\gwOڞ.rpz
ڋnp./Wooy8=^]C{-B֒cmArxv.wl)C)
۾?5[ڹo>~a~_x/Oɬ9jfzu2D)h0-<χS->#SjY_;z1cA!Z)Y#Epаq~q62&"3jL;g% XX.Eg#&kz1~aDfW^5ݝ%eRm[ ?[\mMV:0bW[,sНb9)NƜ/1cf`٬253bܰ&X_eJXO_bf@lx'`G8,rj!42`a1EF9F:
nX30
_ \謰0x+A@RKK2%I`b*5kL]MHύP±moS+SS 8IH AJ⊁mIKah4_lR'SQ,B-b?5ʳ0KQX]#iL8U=]-L w>ECVֈb7}i0pLP_$7
hFQP<1+3mRL*,aj5T1g #PZHS:l83"", aTP}GPZM4&0T|
|.ZGg"9XIƃ-uC>
CEhDSvSuHC6XV
*,₯^2 JʼnCEE}9{ y)&?$J>~
`w^%0IeMf0ѿ5