%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Datasheet_LedCooper_FX07-LC30W_
2016-06-21T10:05:38-04:00
2016-06-21T10:05:38-04:00
2016-06-21T10:05:38-03:00
Adobe Illustrator CS6 (Windows)
256
136
JPEG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uuid:d085affe-c8ab-44fd-a953-fe919c440e30
xmp.did:471EDF63D737E61197A9C85840E4FF74
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:461EDF63D737E61197A9C85840E4FF74
xmp.did:461EDF63D737E61197A9C85840E4FF74
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:411EDF63D737E61197A9C85840E4FF74
2016-06-21T13:41:31-04:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:471EDF63D737E61197A9C85840E4FF74
2016-06-21T10:05:37-04:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\Diseno\Desktop\LEDCOPPER\Data Sheet\FX07\Datasheet_LedCooper_FX07-LC30W.pdf
EmbedByReference
C:\Users\Diseno\Desktop\LEDCOPPER\Data Sheet\FX07\Datasheet_LedCooper_FX07-LC30W.pdf
Print
True
True
1
21.590000
27.940000
Centimeters
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
CCNBAA+HelveticaNeueLTStd-Lt
CCNBAA+HelveticaNeueLTStd Lt
Lt
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
OIPBAA+HelveticaNeueLTStd-LtCn
OIPBAA+HelveticaNeueLTStd LtCn
LtCn
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
FVABAA+HelveticaNeueLTStd-Lt
FVABAA+HelveticaNeueLTStd Lt
Lt
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
ZRAAAA+HelveticaNeueLTStd-LtCn
ZRAAAA+HelveticaNeueLTStd LtCn
LtCn
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
KFKAAA+HelveticaNeueLTStd-Cn
KFKAAA+HelveticaNeueLTStd Cn
Cn
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
XYCAAA+HelveticaNeueLTStd-XBlkCn
XYCAAA+HelveticaNeueLTStd XBlkCn
XBlkCn
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
KNFAAA+HelveticaNeueLTStd-Cn
KNFAAA+HelveticaNeueLTStd Cn
Cn
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
SPFAAA+HelveticaNeueLTStd-XBlkCn
SPFAAA+HelveticaNeueLTStd XBlkCn
XBlkCn
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
28
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 35 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageB/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 43 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
36 0 obj
<>stream
HWۊ%
|?_Q?5'c}h<^)30}T)B!|=k:ׯG:-c?|rHg^xjG:m~|^cYCxiW>
;|3Fq?*LҞv1ք1o`a?{YΚp[=Kk0zb<~Ry,ÒsY:
_+3;263>X=kOkg;~~9m Z``sC_̮hԤtӗ' rrBsɋ~Z\nUY\V4,!UVR=+g8Jփp/Lޔhz9J'j-{ܜ4nfBǚ62VV%Dbq(8}.]@%"WyL p:Ѩ:;tfU~ѫ-ճ"!c:%,HȲ̴Vi*̈́N
Xixx\*jOY)
9)$(4Y33HQG^J`\*O'HFy
5XX@ɋ|
~ 7$!q`=/E++&EBd;vgg (.MaZCQM'Y