%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 15 0 R 109 0 R 110 0 R 194 0 R 195 0 R 295 0 R 296 0 R 396 0 R 397 0 R 497 0 R 498 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Down Light Range_4B LED_P1
2017-05-26T12:57:01+10:00
2017-05-26T12:57:01+10:00
2015-05-06T10:29:05+11:00
Adobe Illustrator CC 2014 (Windows)
180
256
JPEG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uuid:6c19f3ed-df5d-6c48-a13a-0c15b14d1f52
xmp.did:6692ee75-e3e1-884c-b26f-b0fc572e8216
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:29c49319-19a7-a24a-9dee-abcf4e7be864
xmp.did:29c49319-19a7-a24a-9dee-abcf4e7be864
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:854f7ece-90f5-0d4d-bb42-59c990bbd9d6
2015-03-31T12:41:47+11:00
Adobe Illustrator CC 2014 (Windows)
/
saved
xmp.iid:6692ee75-e3e1-884c-b26f-b0fc572e8216
2015-05-06T10:29:03+10:00
Adobe Illustrator CC 2014 (Windows)
/
Print
False
True
1
210.001556
297.000083
Millimeters
FuturaBT-Medium
Futura Md BT
Medium
TrueType
mfgpctt-v1.52 Tuesday, January 12, 1993 3:32:04 pm (EST)
False
futura-medium-bt-59278a00e42f7.TTF
FuturaBT-Bold
Futura Md BT
Bold
TrueType
mfgpctt-v1.52 Tuesday, January 12, 1993 3:37:32 pm (EST)
False
futura-bold-bt-592787014aa3f.TTF
AvantGardeITCbyBT-Book
AvantGarde Bk BT
Book
TrueType
mfgpctt-v4.4 Dec 14 1998
False
avantgardebookbt.ttf
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
FuturaBT-Book
Futura Bk BT
Book
TrueType
mfgpctt-v4.4 Nov 27 1998
False
futura-bk-bt-book-59278d759eb68.ttf
EthnocentricRg-Regular
Ethnocentric
Regular
TrueType
Version 4.003
False
ethnocentric rg.ttf
AvantGardeITCbyBT-Demi
AvantGarde Bk BT
Demi
TrueType
mfgpctt-v4.4 Dec 14 1998
False
avantgardedemibt.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
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 11.00
endstream
endobj
3 0 obj
<>
endobj
17 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 509 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
500 0 obj
<>stream
HW[}Уg+ӣOw!U 6BH3Cs$m r]{lYCՏ8{D1u%rʳbr;mr۽l^)QW_ïzQ9n+NZUu[i.ÿi*$6sn&67YrD2WKU^Vpo#ꅮ}?G 4 $)EXE9KUw dE72 9 T1 XQ&l !Dn
4E&,ʓV p𬉫<خTMmTAtbxBsb3z7 #Nh*V6\MHҠ{éu@8bvkA✺c$ТI#ݢy{uh"q| Uq$[+GRBЅ6h;2Al^..mNDIExSv(<(
r,Gkl@*Y%;g_ >;Q뀶e+}4j+sb4'FTYb'X[B&!\ek$Q
;ՆkWllH7k sZ@<