%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 126 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Digital Retrofit Program
2019-12-02T10:51:42+08:00
2019-12-02T10:51:42+08:00
2019-11-18T14:38:29+08:00
Adobe Illustrator CC 23.0 (Macintosh)
256
160
JPEG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uuid:4363bf97-6094-f647-8ec4-066732883f8f
xmp.did:af8909b6-66a1-40a0-8cfd-9e593d443057
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:948a719d-1c43-1447-9798-85fdf17ebc5e
xmp.did:c4979a5b-a44f-4a2f-ab9d-1d4e67cc3238
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4343162c-1b58-4a81-8d3a-be3e495e0c06
2017-12-26T16:11:38+08:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:af8909b6-66a1-40a0-8cfd-9e593d443057
2019-11-18T14:38:19+08:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/marketing/Desktop/Screenshot 2019-10-29 at 3.39.47 PM.png
EmbedByReference
/Users/marketing/Desktop/Digital Retrofit Brochure /Screenshot 2019-10-29 at 1.37.53 PM.png
0
0
EmbedByReference
/Users/marketing/Documents/MARKETING /LOGO/Precicon Logo (CMYK)-01.png
/Users/marketing/Desktop/Screenshot 2019-10-29 at 3.39.47 PM.png
/Users/marketing/Desktop/Digital Retrofit Brochure /Screenshot 2019-10-29 at 1.37.53 PM.png
0
0
/Users/marketing/Documents/MARKETING /LOGO/Precicon Logo (CMYK)-01.png
Print
False
True
1
210.001556
297.000083
Millimeters
DIN-Light
DIN
Light
TrueType
001.000
False
DINLight.ttf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 1.000;PS 002.000;hotconv 1.0.70;makeotf.lib2.5.58329 DEVELOPMENT
False
Montserrat-Bold.otf
Montserrat-BoldItalic
Montserrat
Bold Italic
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-BoldItalic.otf
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
OpenSans-Light
Open Sans
Light
Open Type
Version 1.10
False
OpenSans-Light.ttf
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
OpenSans-Regular.ttf
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
OpenSans-Bold.ttf
DIN-Bold
DIN
Regular
TrueType
001.000
False
DINBold.ttf
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
C=0 M=66 Y=95 K=16 1
CMYK
PROCESS
0.000000
66.274512
94.509804
16.000000
C=60 M=5 Y=79 K=27 1
CMYK
PROCESS
60.000002
5.490196
78.823531
27.000000
C=75 M=19 Y=13 K=28 1
CMYK
PROCESS
74.901962
18.823530
12.549020
28.000000
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 135 0 R/TrimBox[5.66928 5.66928 600.949 847.559]/Type/Page>>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 146 0 R/TrimBox[5.66928 5.66928 600.949 847.559]/Type/Page>>
endobj
136 0 obj
<>stream
H|Wko_qXəni6k-Ŧ(hPVx}ϽCъ
Xr>=1._г/
zy4TV_/,}=UA7҅ܙHWϋhi_>Ξ/!R Eˏ3~Kei-7_症=j6!S%]O驣XS=쳈
S~2aҮvJ 2TYMɄכݾTg_/7"Z6ۚ^TiB4/@kZ!m4yL/w>SM9ۿvu/^.9 {`8ReV*vbHʻ3 .q
SHleCmzM}mN]ЛweI_ͻAfXmu]o6ӖEպPڦLDDLIغY'1v8~Zċm[8D+
bnnF qybK'a5li>9Ϭ p|/MGGIܬk7bXL6(?Tmie8{<ٍMzQ'mtMn?L6St7J%/E[9]Aˡ#*V巿Lhr[=NԐgR'Rl V1P`8Pն4bT$EqoדPv]#ڪ-D"JRi-u)In
2D