%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
1800S_64_WiringDiagram_Colour_V2.2
2021-09-13T16:27:58+10:00
2021-09-13T16:27:58+10:00
2021-09-13T16:27:58+11:00
Adobe Illustrator CS6 (Windows)
256
184
JPEG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uuid:659acf1e-5d0f-4a67-b5ee-3fa1975247ab
xmp.did:22AF43F05A14EC11BB4BF1D6DE8B8241
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:31708601-3a9f-406c-9aaf-edb8a7c184b1
xmp.did:DDE2700692F5EB11BFB4B9D99B6203CA
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:42686105D91EE911AB449D44C4FA7A83
2019-01-23T17:46:36+11:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:22AF43F05A14EC11BB4BF1D6DE8B8241
2021-09-13T16:27:53+10:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
296.999959
210.001652
Millimeters
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.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
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=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
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=0 M=20 Y=0 K=0
CMYK
PROCESS
0.000000
19.999998
0.000000
0.000000
C=5 M=15 Y=100 K=0
CMYK
PROCESS
5.000001
14.999998
100.000000
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
89.999405
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
7 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
8 0 obj
<>stream
HWMs
ϯ補ԴI ɫéʮC*E+[R\o33#)*4nɗ埏CqxZbaǷ{irwS&_q)N!ҭGNnX_uRz:IW)pvi_n{VG?ܿ?g'RqfV,~>Xfqt|sc;>-k_\\ݬ7IQ3Ew|~rW.R'hsG8=})ؾ{s'on>wN1`\p%> ֊حۜ;56/ ɱυnIݞ-.>TSO+K[wچ/2pve$Ce{M-O1"mt1~:zvyw8?MzbH'"#q5mP俟f0V*>jhk- _?E6^ڂ_[֓ rHGKna)E7Dkuę(h
SO{Gv89wR2'l!p]ϫ<1#aq{I#7v(J05CTH3c}f(}<1J]JinjsG
H6P!P3۬,7#ylB3Ft1ؖSha!")Y+O B/ٿ{kՈ^?e[5'sٯ6<<:Y{3r7vcr R8l
`
}N(Y*vOw.FDR#*Yk\RTvtEQ\$ OwDFfEKj{haA~`gfٶm;-`?"2PuTP{#!z٢!mނl,۪o?l&nke`K`=&u^gu> |>T~ӛ[[ *
?N|;,`Gqyki3fF;
XL+r!PnC
$j
I]fSl;X^hZ6L:_q Cp i&FJ#rg]m6¢F+sU
5OV܅P[f5S}vs&'Ze>n4u< ;_>6Ri)ByיX"տg~;=ߢׄgD
!Cra
SܖOFQ!a%d6+TN2Tckȃ73wgmXM1VScHTjL.&7=FV4-SщAZD
>zFh`gP{_!cFE3s=OW敲B-u?N' }؉H/5D1Lpnb[88-i`Isg-R
C2V])C+`haF͊\ "y 3ɲeF]<ٴu2!ڴٙS
R2Զ'[ps`:,}~J{Ee`ļR2 :&zcܼڇB][o?td~^G{FHley(L^KKK$A4CfQx#v㌹Z[HޘX 1:vMQ(sR'#UT\S!o̲ҢmRܞ<>t6pHUiܾKVx&x3%c*q|C^bs;3bz{J|tf-x+w#@ka}"BKUفaG*+V4rN'Y`8<
6RY $*mD7B&ɉZJ|Ӫ?Q{Y]"c`ˉ?(1օ,[;"3>=2єSZ;xT[ǛߓW5ek]{"ZI*$3fL8Z$䂸 cC
˃Wpb@=LDȆ NC}Ex6^lt3dmMĐǙH|D5\vdm0裡I {$m0%@4`rLrf o[˞Av&%&<2OVq(UL.N^r=Z
dC+
DΕb1.&kms4}I.l( &p\o@?;гSm*sosYni6zEbzG,^u]
HN@?y,W䑑Ltm3!1AMt͘xmgKc2b]0a\mMuwoBY7#.ȄͣݲKdheCJ1