%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
SHACKLES spec sheet reduced
2016-02-12T15:38:56+11:00
2016-02-12T15:38:56+11:00
2016-02-12T15:38:56+11:00
Adobe Illustrator CS6 (Windows)
184
256
JPEG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uuid:c1ac5643-3dae-4915-8500-9a73df402a51
xmp.did:C754B0A63CD1E511925B89F3EEFB5577
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:C654B0A63CD1E511925B89F3EEFB5577
xmp.did:C654B0A63CD1E511925B89F3EEFB5577
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1AB76B9029CEE511A3F9AB56C4AD3A7C
2016-02-08T17:02:41+11:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:C754B0A63CD1E511925B89F3EEFB5577
2016-02-12T15:38:29+11:00
Adobe Illustrator CS6 (Windows)
/
Print
True
False
1
210.001652
296.999959
Millimeters
Arial-Black
Arial
Black
Open Type
Version 5.06
False
ariblk.ttf
Myriad-Roman
Myriad
Roman
Type 1
001.001
False
wmr_____.pfb; wmr_____.pfm
Myriad-Bold
Myriad
Bold
Type 1
001.001
False
wmb_____.pfb; wmb_____.pfm
Myriad-BoldItalic
Myriad
Bold Italic
Type 1
001.001
False
wmbi____.pfb; wmbi____.pfm
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
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.otf
MyriadPro-SemiboldIt
Myriad Pro
Semibold Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-SemiboldIt.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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
16 0 obj
<>stream
HWɎ\xǙ+V^G"dx`s F)Gd{t2̮%Ȭ7_]~n>mq|!ySfM{#zceK0ǟ}<Ï˷ONJ?ooeE9Ks cu톋~A^
~t|̘h2:X=kF
!W_?oba/?FFaDM+MfS&9`/{&Li5^l' aڂrS
1
DY*܆Yia|*.5hTXusJ[NŲֹ>!'^9C#29:B\x/-2Eig;2U쪹HSg13U@a0r@d
r{)Y5R5>ÀBJUr
D1W(6I'X۰:
0n5!eL CE02"ͨ䗧VAB d(8My0?rahUr(X_t)1֡'e23,ϸ
=}ˬR/8-Rpy9Ex|1+Pd@Bi G xc{Bzd[8Xbk
&PQwKAb10(]tuU5M@ޘʄAaΰ5#&O B!kh% 82
pH]՚I8&}5;jWqK`x_]F`f:8M
(ZC;w0vowP5ɋn6ª"d}0䍳U1$`jVUS#bYs MD^o"
&a?k'
#htIU4}'0YcoVVXG˰pe C䬩Ph'JwLy2Ԝ!/uɗ
vjln"ʖ3H}ɗO
f'}P
v2wnf#n7k0V3Q5H-(a¯S pP2N˙uc5,ާKP[ q)M| Z\ViIF镦 UTi v%swG1hv :3e}13Hm B$ՐV=m~!+ ȰRtk5ʾ(Z͎4-`X7ئq`HVu^*byYh]ZS'&H9P' >i+J!*٨WX\1rijX\Σ 5 5"4512maKӮzI˽*݉nS|&g$&`8DrƇ