%PDF-1.5
%
1 0 obj
<>/OCGs[24 0 R]>>/Type/Catalog>>
endobj
61 0 obj
<>stream
application/pdf
112508 CN energy flyer back
Adobe Illustrator CS3
2009-11-18T13:37:16-08:00
2009-11-18T13:37:16-08:00
2009-11-18T13:37:16-08:00
196
256
JPEG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uuid:0FD267DEB0D5DE11BDA5AE1FAC0359D7
uuid:f543677c-ee22-514a-b8e2-13d3b1909a51
uuid:0ED267DEB0D5DE11BDA5AE1FAC0359D7
uuid:C12CE92018BDDD118661E60254E89977
Print
1
True
False
8.500000
11.000000
Inches
CaflischScriptPro-Regular
Caflisch Script Pro
Regular
Open Type
OTF 1.010;PS 1.000;Core 1.0.30;makeotf.lib1.4.1030
False
CaflischScriptPro-Regular.otf
FuturaLT-Bold
Futura LT
Bold
Type 1
006.000
False
FuturLTBol; Futura LT.scr
FuturaLT-BookOblique
Futura LT
Book Oblique
Type 1
006.000
False
FuturLTBooObl; Futura LT.scr
FuturaLT-Book
Futura LT
Book
Type 1
006.000
False
FuturLTBoo; Futura LT.scr
Cyan
Magenta
Yellow
Black
PANTONE 7462 C
PANTONE 363 C
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
PANTONE 363 C
SPOT
100.000000
CMYK
68.000000
0.000000
100.000000
24.000000
PANTONE 7462 C
SPOT
100.000000
CMYK
100.000000
50.000000
0.000000
10.000000
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 8.00
endstream
endobj
2 0 obj
<>
endobj
24 0 obj
<>
endobj
25 0 obj
[/View/Design]
endobj
26 0 obj
<>>>
endobj
23 0 obj
[24 0 R]
endobj
5 0 obj
<>/ArtBox[17.0 8.26758 595.0 775.0]/Group 51 0 R/MediaBox[0.0 0.0 612.0 792.0]/Thumb 60 0 R/TrimBox[0.0 0.0 612.0 792.0]/Resources<>/ColorSpace<>/Font<>/ProcSet[/PDF/Text]/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20091118133716-08'00')>>
endobj
50 0 obj
<>stream
HWے6}W`8[qy]OfR[
! G|$:)eݧOn6`wշUan7| ؓ^;*d !؉m'FCZ~OF[v6ftntc+