%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
LED 聚光灯 操作
2013-05-27T14:25:19+08:00
2013-05-27T14:25:19+08:00
2013-05-27T14:25:19+08:00
Adobe Illustrator CS6 (Windows)
188
256
JPEG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uuid:070d0aef-ffc3-46d2-8617-cbe564f57e88
xmp.did:2A6E931496C6E2119F44BDC9C3544654
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:296E931496C6E2119F44BDC9C3544654
xmp.did:296E931496C6E2119F44BDC9C3544654
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:23A8587F52C1E21184D79E40BC314759
2013-05-20T21:38:04+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:2A6E931496C6E2119F44BDC9C3544654
2013-05-27T14:25:17+08:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
210.001652
296.999959
Millimeters
ArialRoundedMTBold
Arial Rounded MT Bold
Regular
Open Type
Version 1.51
False
ARLRDBD.TTF
BellMT
Bell MT
Regular
Open Type
Version 1.51
False
BELL.TTF
Verdana
Verdana
Regular
Open Type
Version 5.03
False
verdana.ttf
Verdana-Bold
Verdana
Bold
Open Type
Version 5.03
False
verdanab.ttf
AdobeSongStd-Light
Adobe 宋体 Std
L
Open Type
Version 5.016;PS 5.002;hotconv 1.0.67;makeotf.lib2.5.33168
False
AdobeSongStd-Light.otf
Arial
Arial GBpc-EUC-H
GBpc-EUC-H
Unknown
Version 5.016;PS 5.006;hotconv 1.0.67;makeotf.lib2.5.33168
False
AdobeHeitiStd-Regular.otf
Cyan
Magenta
Yellow
Black
默认色板组
0
白色
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
黑色
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK 红
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黄
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 绿
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 蓝
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋红
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
Burnt
PROCESS
100.000000
CMYK
87.286201
69.698601
55.126297
60.787399
Charcoal
PROCESS
100.000000
CMYK
68.017105
48.181900
40.933903
12.173600
Smoke
PROCESS
100.000000
CMYK
77.721802
56.826103
44.174900
22.717600
Soot
PROCESS
100.000000
CMYK
75.020996
67.968300
67.022202
90.164001
Angel
PROCESS
100.000000
CMYK
4.779100
2.941900
3.228800
0.000000
Silver Beetle
PROCESS
100.000000
CMYK
14.023000
10.290700
10.363900
0.000000
Silver Lining
PROCESS
100.000000
CMYK
8.001800
5.932700
5.648900
0.000000
Sterling
PROCESS
100.000000
CMYK
20.761400
15.768700
15.130800
0.000000
灰色
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
明亮
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
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
HWێܸ}W-MO/EA|A6mAnHv*R-un6pOb]~|~xXv4K#45{~}aqkW~v N$lW083LoD
jMM]}e/mF^mrca{<˺ޕS1iMuZ7̛-֖l@k->v}喳4^.\ .UG݊d{o9e~&IaʵÖ܆T};_W.dpw_LVs-_'\CXml;B|l[ϟA߯ Qp#unxsPFΰjdn7l]ҵYm}j|px^c h{L9
D5ƖU!Slu#}]5XlNx,71FHPo tV~uõ/
]!vcjG۷.a"{UMлMhc_=\
X+I}*SU{b\*s(Z_hy]I~=z~Cռ2ٶ8BEi#)[!rw A3ޅUa9j!S}U@fӗ4j`m/c_
Jb6
&PP7