%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
prematernal
2012-03-20T10:34:47-07:00
2012-03-20T10:34:47-07:00
2012-03-20T10:34:47-07:00
Adobe Illustrator CS5
200
256
JPEG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uuid:bacd72a3-a8bd-f042-b9be-f31aeff0c1e6
xmp.did:6E352BFC072068118C14AD53C0957474
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c4ee7b40-82db-7742-80b9-a93522d37b81
xmp.did:F77F1174072068118083BC846CEBE25B
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F1174072068118083D6E089C8F02E
2012-02-07T13:05:14-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:F77F1174072068118A6D8DABE5956CE0
2012-03-12T21:16:16-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:F77F1174072068118083BC846CEBE25B
2012-03-13T15:42:24-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:6E352BFC072068118C14AD53C0957474
2012-03-20T10:34:44-07:00
Adobe Illustrator CS5
/
Print
False
True
1
21.590000
27.940000
Centimeters
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
236
28
36
CMYK Yellow
RGB
PROCESS
255
241
0
CMYK Green
RGB
PROCESS
0
165
81
CMYK Cyan
RGB
PROCESS
0
173
238
CMYK Blue
RGB
PROCESS
46
49
145
CMYK Magenta
RGB
PROCESS
235
0
139
C=15 M=100 Y=90 K=10
RGB
PROCESS
189
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
238
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
240
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
246
147
30
C=0 M=35 Y=85 K=0
RGB
PROCESS
250
175
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
248
236
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
214
222
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
140
197
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
180
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
147
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
181
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
166
156
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
169
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
28
117
187
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
143
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
144
C=50 M=100 Y=0 K=0
RGB
PROCESS
145
39
142
C=35 M=100 Y=35 K=10
RGB
PROCESS
157
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
217
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
237
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
193
180
154
C=40 M=45 Y=50 K=5
RGB
PROCESS
154
132
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
195
153
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
168
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
138
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
129
132
C=0 M=0 Y=0 K=50
RGB
PROCESS
146
148
151
C=0 M=0 Y=0 K=40
RGB
PROCESS
166
168
171
C=0 M=0 Y=0 K=30
RGB
PROCESS
187
189
191
C=0 M=0 Y=0 K=20
RGB
PROCESS
208
210
211
C=0 M=0 Y=0 K=10
RGB
PROCESS
229
230
231
C=0 M=0 Y=0 K=5
RGB
PROCESS
240
241
241
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
236
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
241
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
160
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
153
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
151
Color Group 1
1
R=248 G=193 B=80
RGB
PROCESS
247
192
80
R=254 G=220 B=69
RGB
PROCESS
253
219
69
R=146 G=211 B=243
RGB
PROCESS
145
210
242
R=8 G=95 B=143
RGB
PROCESS
8
95
142
R=5 G=88 B=134
RGB
PROCESS
5
88
133
R=45 G=117 B=169
RGB
PROCESS
45
117
168
R=127 G=63 B=153
RGB
PROCESS
127
63
152
R=72 G=31 B=89
RGB
PROCESS
72
31
89
R=82 G=35 B=98
RGB
PROCESS
82
35
98
R=146 G=41 B=143
RGB
PROCESS
145
41
142
R=165 G=80 B=157
RGB
PROCESS
164
80
156
R=158 G=31 B=101
RGB
PROCESS
157
31
101
R=1 G=1 B=1
RGB
PROCESS
1
1
1
R=188 G=190 B=192
RGB
PROCESS
187
189
191
R=209 G=211 B=212
RGB
PROCESS
208
210
211
R=231 G=230 B=230
RGB
PROCESS
230
229
229
R=255 G=254 B=254
RGB
PROCESS
255
253
253
Color Group 2
1
R=248 G=238 B=228
RGB
PROCESS
247
237
227
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Properties<>/Shading<>/XObject<>>>/Thumb 208 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
8 0 obj
<>stream
H\I
Eo}3xd U52 {F\Ɍ%㧿}~t_WW맿=]Bɿ|:G.o/^G}?(wGQT맮r>^Nc|
5{o~
~+fo_^?ZwO~qtm*]rvw+-6{rk5\Ysھw/kݹkt̪y
y羮?js{u\Fk"ZS#ܛd
^ʗH7nitsɅ=څe!rUUּ3)ó2wr{ޙ}-Tۥ,zNzDk]e{t,٣0k)dĎY\̵5 ϫλC3_@&C|$סw
FQH6wȎ ,Y6-B
BW5#\"O'5F..W̮6o\#a'<"
$
k',aIAn3<9pvjwT*:a9nlkw-䠨zADOajAnO>'p pʢ~vN
$lN7
XUIXNpjmfe
D
YQw#D*3+NKD!kq9J8ɮ婅Bbqw28ӉɎ;
W`9RɦS^ad#
e樂qRVZw'b9`^xOW?_Aq☁Vm6C~2DYK*PGhV3;fe7 P"vDj+EzK&
!'>P(#b @"jQ4[b`sGnLP#!OVTyM+S*GS&jF eWT0 gI