%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
howtoconnect
2011-08-17T16:27:29-05:00
2011-08-17T16:27:29-05:00
2011-08-17T16:27:29-05:00
Adobe Illustrator CS4
208
256
JPEG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uuid:6c81a2cc-29c4-5b44-98d6-41ac41e03ece
xmp.did:F77F1174072068118617DFE2459B29FA
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
uuid:94782b2b-b887-a548-af0c-54e93ec08a6c
xmp.did:F77F117407206811ACAFB8DA80854E76
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
converted
from application/pdf to <unknown>
saved
xmp.iid:CF7F11740720681191099C3B601C4548
2008-04-17T14:19:07+05:30
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
converted
from application/pdf to <unknown>
saved
xmp.iid:0080117407206811BDDDFD38D0CF24DD
2008-05-16T12:18:29-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:F87F117407206811B628E3BF27C8C41B
2008-05-22T12:59:33-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:0BC3BD25102DDD1181B594070CEB88D9
2008-05-28T17:02:32-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F87F117407206811BB1DBF8F242B6F84
2008-06-09T15:05:10-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811BB1DBF8F242B6F84
2008-06-09T15:05:47-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811ACAFB8DA80854E76
2008-06-11T14:30:01-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F1174072068118617DFE2459B29FA
2011-08-17T16:26:50-05:00
Adobe Illustrator CS4
/
EmbedByReference
/Volumes/4ms Data/commonsound/CLOCKER/RCD breakout/instructions/breakoutconnection.jpg
EmbedByReference
/Volumes/4ms Data/commonsound/CLOCKER/RCD breakout/instructions/pcb101_unconnected.jpg
EmbedByReference
/Volumes/4ms Data/commonsound/CLOCKER/RCD breakout/instructions/pcb101_topconnection.jpg
EmbedByReference
/Volumes/4ms Data/commonsound/CLOCKER/RCD breakout/instructions/pcb102_topconnection.jpg
EmbedByReference
/Volumes/4ms Data/commonsound/CLOCKER/RCD breakout/instructions/pcb102_sideconnection.jpg
EmbedByReference
/Volumes/4ms Data/commonsound/CLOCKER/RCD breakout/instructions/pcb101_sideconnection.jpg
Basic CMYK
False
False
1
8.500000
11.000000
Inches
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Semibold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-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
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=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
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
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
Crosses Color Group
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000002
70.000000
80.000000
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000002
50.000000
80.000000
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
65.000000
10.000002
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000000
10.000002
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
85.000000
60.000004
10.000002
Adobe PDF library 9.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>>>/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
6 0 obj
<>stream
Hԗ[o6+ΣT^ap&vjw(ʶWC .w?Rޯo>P?8KPټ [4(Coe0VkAk%ʑfW
];BIJy&G2Q(T5z3 롂TFb:T$ipgZl0M Zd8rD̡9*)(Ce`IGRBzz"$7_.T8
eॲ*&Zl\{INzD.QKHR9Ϲ\*N
?6'j _iS e9E0eȻG.2qQR%';s@0heDd