%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 716 0 R 717 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
4B - OS App - 2 Jan
2020-10-19T17:06:47+08:00
2020-10-19T17:06:47+08:00
2020-10-19T17:03:38+08:00
Adobe Illustrator 24.0 (Macintosh)
208
256
JPEG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uuid:0d545906-4c6f-f04d-ba61-408778a230d3
xmp.did:7fc4bc45-63ba-4422-a0eb-6df9132f2d48
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:8b266a8b-b530-7241-a807-b392ab8120a2
xmp.did:f6bc08e9-7dfc-4f38-bcfc-69779918ba90
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ad174477-9b97-4e37-8653-cda9eea7877d
2018-06-13T23:30:18+08:00
Adobe Illustrator CC 22.0 (Macintosh)
/
saved
xmp.iid:7fc4bc45-63ba-4422-a0eb-6df9132f2d48
2020-10-19T17:03:39+08:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Volumes/Anchors/MSO/ABLE exhibition/Exhibition Panels/Full 2020 ABLE panels/4B - OS App_Folder/08)-with-wsy-book-facilities-(2).png
0
0
EmbedByReference
/Volumes/Anchors/MSO/ABLE exhibition/Exhibition Panels/Full 2020 ABLE panels/4B - OS App_Folder/08)-with-wsy-book-facilities-(2).png
0
0
EmbedByReference
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/phone.png
EmbedByReference
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step5.jpg
EmbedByReference
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step3.jpg
EmbedByReference
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step2.jpg
EmbedByReference
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step2.jpg
EmbedByReference
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step1.jpg
EmbedByReference
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step6.jpg
EmbedByReference
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step4.jpg
EmbedByReference
/Users/sarah/Desktop/BIGFOOT EVENTS/06 JUNE 2018/MND/Content Links/app-store-button.png
EmbedByReference
/Users/sarah/Desktop/BIGFOOT EVENTS/06 JUNE 2018/MND/Content Links/googleplay.png
EmbedByReference
/Users/sarah/Desktop/BIGFOOT EVENTS/06 JUNE 2018/MND/Content Links/app-store-button.png
/Volumes/Anchors/MSO/ABLE exhibition/Exhibition Panels/Full 2020 ABLE panels/4B - OS App_Folder/08)-with-wsy-book-facilities-(2).png
0
0
/Volumes/Anchors/MSO/ABLE exhibition/Exhibition Panels/Full 2020 ABLE panels/4B - OS App_Folder/08)-with-wsy-book-facilities-(2).png
0
0
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/phone.png
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step5.jpg
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step3.jpg
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step2.jpg
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step2.jpg
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step1.jpg
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step6.jpg
/Volumes/EOS_DIGITAL/A/ABLE/OS App Panel/Step4.jpg
/Users/sarah/Desktop/BIGFOOT EVENTS/06 JUNE 2018/MND/Content Links/app-store-button.png
/Users/sarah/Desktop/BIGFOOT EVENTS/06 JUNE 2018/MND/Content Links/googleplay.png
/Users/sarah/Desktop/BIGFOOT EVENTS/06 JUNE 2018/MND/Content Links/app-store-button.png
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
120.000000
150.000000
Centimeters
Gotham-Bold
Gotham
Bold
TrueType
001.000
False
GothamBold.ttf
Gotham-Black
Gotham Black
Regular
Open Type
001.000
False
Gotham-Black.otf
Gotham-Medium
Gotham
Medium
TrueType
001.000
False
GothamMedium.ttf
Nanami
Nanami
Regular
Open Type
Version 1.000
False
Nanami-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
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
R=216 G=205 B=186
PROCESS
100.000000
CMYK
14.969100
15.674067
25.626001
0.000000
R=223 G=68 B=33
PROCESS
100.000000
CMYK
7.229725
87.624931
100.000000
0.796521
R=100 G=92 B=90
PROCESS
100.000000
CMYK
57.729453
55.513847
54.732585
26.123443
R=54 G=50 B=48
PROCESS
100.000000
CMYK
66.405731
63.472950
63.924617
59.444571
R=55 G=29 B=21
PROCESS
100.000000
CMYK
51.641107
73.574424
75.808346
72.906077
R=241 G=222 B=200
PROCESS
100.000000
CMYK
4.480049
11.386282
20.276187
0.000000
R=255 G=218 B=58
PROCESS
100.000000
CMYK
1.278706
11.483940
87.069499
0.000000
R=248 G=154 B=28
PROCESS
100.000000
CMYK
0.000000
46.250093
98.934919
0.000000
R=190 G=163 B=114
PROCESS
100.000000
CMYK
26.434729
32.758066
62.499422
1.028458
R=255 G=216 B=148
PROCESS
100.000000
CMYK
0.000000
15.417714
47.461662
0.000000
R=211 G=185 B=159
PROCESS
100.000000
CMYK
17.575340
25.607690
37.225908
0.000000
R=230 G=201 B=172
PROCESS
100.000000
CMYK
8.975356
19.961852
31.696039
0.000000
R=77 G=72 B=70
PROCESS
100.000000
CMYK
62.926680
59.642935
59.667349
40.625620
C=60 M=5 Y=95 K=0
PROCESS
100.000000
CMYK
60.070199
4.815700
94.695997
0.012200
PANTONE 1-4-1 C
SPOT
100.000000
RGB
236
233
217
R=76 G=174 B=76
PROCESS
100.000000
CMYK
72.304875
5.581750
97.763026
0.103761
PANTONE 732 PC
PROCESS
100.000000
CMYK
36.398870
71.270311
98.666358
38.739604
PANTONE 1545 PC
PROCESS
100.000000
CMYK
40.094605
70.693517
97.857630
46.881819
C=70 M=0 Y=10 K=0
PROCESS
100.000000
CMYK
69.097424
0.000000
9.701686
0.000000
C=100 M=20 Y=20 K=0
PROCESS
100.000000
CMYK
80.364686
26.880291
16.321050
0.000000
C=70 M=80 Y=41 K=31
PROCESS
100.000000
CMYK
69.454485
79.302663
40.659189
30.472267
C=0 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
C=0 M=15 Y=57 K=0
PROCESS
100.000000
CMYK
0.177005
14.782940
57.174027
0.000000
R=241 G=191 B=146
PROCESS
100.000000
CMYK
4.388494
27.020675
44.577706
0.000000
R=238 G=206 B=170
PROCESS
100.000000
CMYK
5.676356
18.506141
33.585104
0.000000
R=246 G=149 B=115
PROCESS
100.000000
CMYK
0.000000
50.331879
53.752953
0.000000
Blue Grey 50
PROCESS
100.000000
CMYK
5.880827
3.100633
2.966354
0.000000
Blue Grey 100
PROCESS
100.000000
CMYK
17.633325
9.182879
9.469748
0.000000
Grey 400
PROCESS
100.000000
CMYK
26.102081
20.575264
21.188676
0.000000
Grey 600
PROCESS
100.000000
CMYK
55.382615
46.906233
46.402684
11.944762
Grey 800
PROCESS
100.000000
CMYK
67.254138
60.213625
59.108871
45.096511
Grey 200
PROCESS
100.000000
CMYK
5.294880
3.772030
3.772030
0.000000
Grey 300
PROCESS
100.000000
CMYK
10.797284
7.943846
8.563363
0.000000
Grey 700
PROCESS
100.000000
CMYK
61.156631
52.703130
52.138549
23.096055
Yellow 600
PROCESS
100.000000
CMYK
1.751736
12.280460
88.622868
0.000000
Yellow 700
PROCESS
100.000000
CMYK
1.507591
25.638208
92.883188
0.000000
Yellow 800
PROCESS
100.000000
CMYK
0.396735
38.471043
96.670479
0.000000
Grey 900
PROCESS
100.000000
CMYK
71.749443
65.694666
64.589912
73.192948
Blue Grey 300
PROCESS
100.000000
CMYK
46.243989
27.689019
26.074615
0.000000
Blue 400
PROCESS
100.000000
CMYK
63.384449
25.061417
0.000000
0.000000
Blue 600
PROCESS
100.000000
CMYK
75.872433
42.038605
0.000000
0.000000
Purple 400
PROCESS
100.000000
CMYK
43.564507
81.277180
0.000000
0.000000
Purple 700
PROCESS
100.000000
CMYK
64.779121
96.447694
0.000000
0.000000
C=16 M=8 Y=18 K=0
PROCESS
100.000000
CMYK
15.708201
7.774800
18.342599
0.051300
C=31 M=14 Y=28 K=0
PROCESS
100.000000
CMYK
30.835399
13.995600
27.658501
0.000000
C=0 M=3 Y=5 K=0
PROCESS
100.000000
CMYK
0.000000
2.816800
4.647900
0.000000
C=39 M=25 Y=33 K=2
PROCESS
100.000000
CMYK
38.508800
24.894200
33.233801
2.370900
C=15 M=13 Y=14 K=0
PROCESS
100.000000
CMYK
15.198000
12.677200
14.380100
0.000000
C=31 M=28 Y=33 K=0
PROCESS
100.000000
CMYK
30.542499
27.615800
33.307400
0.033600
C=52 M=47 Y=58 K=17
PROCESS
100.000000
CMYK
51.811999
47.147301
57.683700
17.297600
C=23 M=4 Y=0 K=0
PROCESS
100.000000
CMYK
23.379900
3.775100
0.000000
0.000000
C=38 M=24 Y=33 K=2
PROCESS
100.000000
CMYK
37.871701
23.989201
32.770899
2.174100
C=38 M=24 Y=33 K=2 2
PROCESS
100.000000
CMYK
38.191000
24.442799
33.002999
2.272700
C=39 M=25 Y=33 K=2 2
PROCESS
100.000000
CMYK
38.824999
25.343201
33.463600
2.468600
C=39 M=26 Y=34 K=3
PROCESS
100.000000
CMYK
39.139500
25.790000
33.692101
2.565800
C=39 M=26 Y=34 K=3 2
PROCESS
100.000000
CMYK
39.452401
26.234299
33.919400
2.662500
C=40 M=27 Y=34 K=3
PROCESS
100.000000
CMYK
39.763501
26.676300
34.145501
2.758600
C=40 M=27 Y=34 K=3 2
PROCESS
100.000000
CMYK
40.073001
27.115801
34.370300
2.854200
C=40 M=28 Y=35 K=3
PROCESS
100.000000
CMYK
40.380600
27.552801
34.593901
2.949300
C=41 M=28 Y=35 K=3
PROCESS
100.000000
CMYK
40.686500
27.987200
34.816101
3.043800
C=41 M=28 Y=35 K=3 2
PROCESS
100.000000
CMYK
40.990600
28.419101
35.037100
3.137700
C=41 M=29 Y=35 K=3
PROCESS
100.000000
CMYK
41.292799
28.848299
35.256600
3.231100
C=42 M=29 Y=35 K=3
PROCESS
100.000000
CMYK
41.593099
29.274800
35.474801
3.323900
C=42 M=30 Y=36 K=3
PROCESS
100.000000
CMYK
41.891399
29.698601
35.691601
3.416100
C=42 M=30 Y=36 K=4
PROCESS
100.000000
CMYK
42.187801
30.119601
35.907000
3.507700
C=42 M=31 Y=36 K=4
PROCESS
100.000000
CMYK
42.482200
30.537701
36.120799
3.598600
C=43 M=31 Y=36 K=4
PROCESS
100.000000
CMYK
42.774501
30.952799
36.333200
3.688900
C=43 M=31 Y=37 K=4
PROCESS
100.000000
CMYK
43.064699
31.365001
36.544099
3.778600
C=43 M=32 Y=37 K=4
PROCESS
100.000000
CMYK
43.352699
31.774101
36.753401
3.867600
C=44 M=32 Y=37 K=4
PROCESS
100.000000
CMYK
43.638599
32.179999
36.961001
3.955900
C=44 M=33 Y=37 K=4
PROCESS
100.000000
CMYK
43.922099
32.582799
37.167099
4.043500
C=44 M=33 Y=37 K=4 2
PROCESS
100.000000
CMYK
44.203299
32.982200
37.371400
4.130400
C=44 M=33 Y=38 K=4
PROCESS
100.000000
CMYK
44.482100
33.378199
37.573999
4.216600
C=45 M=34 Y=38 K=4
PROCESS
100.000000
CMYK
44.758499
33.770701
37.774801
4.301900
C=45 M=34 Y=38 K=4 2
PROCESS
100.000000
CMYK
45.032299
34.159601
37.973699
4.386600
C=45 M=35 Y=38 K=4
PROCESS
100.000000
CMYK
45.303601
34.544900
38.170800
4.470400
C=46 M=35 Y=38 K=5
PROCESS
100.000000
CMYK
45.572099
34.926301
38.365901
4.553300
C=46 M=35 Y=39 K=5
PROCESS
100.000000
CMYK
45.837799
35.303700
38.558999
4.635400
C=46 M=36 Y=39 K=5
PROCESS
100.000000
CMYK
46.100700
35.677099
38.749999
4.716700
C=46 M=36 Y=39 K=5 2
PROCESS
100.000000
CMYK
46.360600
36.046201
38.938800
4.797000
C=47 M=36 Y=39 K=5
PROCESS
100.000000
CMYK
46.617401
36.410901
39.125401
4.876300
C=47 M=37 Y=39 K=5
PROCESS
100.000000
CMYK
46.871001
36.771101
39.309701
4.954700
C=47 M=37 Y=39 K=5 2
PROCESS
100.000000
CMYK
47.121200
37.126499
39.491501
5.032000
C=47 M=37 Y=40 K=5
PROCESS
100.000000
CMYK
47.367999
37.476999
39.670801
5.108200
C=51 M=42 Y=42 K=6
PROCESS
100.000000
CMYK
50.530201
41.968399
41.968399
6.085300
C=3 M=1 Y=0 K=0
PROCESS
100.000000
CMYK
2.661200
0.659200
0.000000
0.000000
C=55 M=16 Y=0 K=0
PROCESS
100.000000
CMYK
54.509801
16.078401
0.000000
0.000000
C=20 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
20.117500
0.183100
0.000000
0.000000
R=253 G=156 B=0
PROCESS
100.000000
CMYK
0.000000
45.545128
100.000000
0.000000
R=253 G=198 B=0
PROCESS
100.000000
CMYK
0.848402
21.878386
100.000000
0.000000
R=253 G=228 B=0
PROCESS
100.000000
CMYK
2.996872
4.513618
99.765009
0.000000
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
OS
1
C=4 M=13 Y=98 K=0
CMYK
PROCESS
4.296875
12.890625
98.046875
0.000000
C=81 M=16 Y=46 K=1
CMYK
PROCESS
80.859375
15.625000
46.484375
0.781250
C=63 M=0 Y=23 K=0
CMYK
PROCESS
62.890625
0.000000
23.437500
0.000000
C=71 M=61 Y=50 K=33
CMYK
PROCESS
71.484375
60.937500
50.000000
33.203125
C=0 M=97 Y=5 K=0
CMYK
PROCESS
0.000000
97.265625
5.078125
0.000000
C=30 M=99 Y=41 K=8
CMYK
PROCESS
30.468750
99.218750
41.015625
8.203125
C=75 M=68 Y=67 K=90
CMYK
PROCESS
74.609375
67.578125
66.796875
89.843750
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 971 0 R/TrimBox[70.8661 70.8661 3472.44 4322.83]/Type/Page>>
endobj
719 0 obj
<>stream
H[oGaG}%):R`YE XVF{%
|g=UNy<{}f7/̚ϳg~g
+y(Ʉl11ƮTphd`ٕcc)!5W5Γ|%X/GDљ
x+${a/c*PKtjO2-ESlrb)7YuaAR&"؝G;TO:{ɚxy3bSP~*sXIV9r@Eј@mV0lAB?MK55V3ؓD#T$ew3:~7KE4
CB72HJ\a"Vy^