%PDF-1.5
%
1 0 obj
<>/OCGs[106 0 R 498 0 R 643 0 R 847 0 R]>>/Pages 2 0 R/Type/Catalog>>
endobj
641 0 obj
<>stream
application/pdf
leaf_people
Adobe Illustrator CS3
2011-08-19T17:16:33-04:00
2012-08-09T14:33:57-04:00
2012-08-09T14:33:57-04:00
200
256
JPEG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uuid:818C5C31A8CAE011B8F2C5837E32C435
uuid:c4b85928-a371-ba47-8f4a-0d4a81f15fb4
proof:pdf
uuid:808C5C31A8CAE011B8F2C5837E32C435
uuid:7F8C5C31A8CAE011B8F2C5837E32C435
EmbedByReference
HappyCLFlogo-300dpi.jpg
EmbedByReference
RedbarLogo300DPI.jpg
EmbedByReference
Clifford Logo Color copy.gif
Print
1
True
True
612.000000
792.000000
Points
AmericanTypewriter-Bold
American Typewriter
Bold
TrueType
6.1d5e2
False
AmericanTypewriter.ttc
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
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
PANTONE 1795 C
SPOT
100.000000
CMYK
0.000000
94.000206
100.000000
0.000000
PANTONE 315 U
SPOT
100.000000
CMYK
100.000000
0.000000
11.999500
42.999302
PANTONE 1788 C
SPOT
100.000000
CMYK
0.000000
83.999596
88.000504
0.000000
PANTONE 376 C
SPOT
100.000000
CMYK
50.000000
0.000000
100.000000
0.000000
PANTONE 7467 C
SPOT
100.000000
CMYK
94.999702
0.000000
25.000000
0.000000
PANTONE 123 C
SPOT
100.000000
CMYK
0.000000
24.000500
94.000206
0.000000
PANTONE Black C
SPOT
100.000000
CMYK
0.000000
13.000500
49.000500
97.999603
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
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 862 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
849 0 obj
<>stream
HWMo\/0G0{dr,1 @P1%B~ߒ˕tWwWל>{N>a~R
f=b_jb_>>Ǎ."Y^ºKK(^o?7e%r\j0bޖݳ_6g6u[goVZfsprS91eY;.=j!E{}8|}}uӛÓwK8{㳟zv>ŧc>\<%w/Ń>]Xםhan5/7v]f/o-)94C{9MՒ^fA#2G;!Nl(2 /jJu7
d`4ߓ{@8fԹeK