%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 87 0 R 88 0 R 89 0 R 90 0 R 91 0 R 92 0 R 93 0 R 94 0 R 95 0 R 96 0 R 97 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
D98RK
Adobe Illustrator CS5.1
2013-05-06T11:57:49-07:00
2013-05-06T12:00:32-07:00
2013-05-06T12:00:32-07:00
192
256
JPEG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xmp.did:DAEB46FC7BB6E21187AEDA668DB8A885
uuid:4cb847e1-ea3c-4a22-b04d-aaf2009b71f5
uuid:588B5EB9E8FADE11BBF8F8566E445337
proof:pdf
xmp.iid:D9EB46FC7BB6E21187AEDA668DB8A885
xmp.did:D9EB46FC7BB6E21187AEDA668DB8A885
uuid:588B5EB9E8FADE11BBF8F8566E445337
proof:pdf
saved
xmp.iid:FFBA71262AE7E111A406B9AF07DE2ABE
2012-08-15T15:56:47-07:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:9C818B28801FE211A4F9B671026F5913
2012-10-26T08:18:45-07:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:D9EB46FC7BB6E21187AEDA668DB8A885
2013-05-06T11:57:24-07:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:DAEB46FC7BB6E21187AEDA668DB8A885
2013-05-06T11:57:49-07:00
Adobe Illustrator CS5.1
/
Print
1
False
False
8.500000
11.000000
Inches
Avenir-Roman
Avenir
55 Roman
Type 1
001.001
False
aer____.PFB; aer____.pfm
AmericanaBT-Roman
Americana BT
Roman
TrueType
mfgpctt-v4.4 Dec 8 1998
False
americana-bt.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Myriad-Roman
Myriad
Roman
Type 1
001.001
False
wmr_____.pfb; wmr_____.pfm
Cyan
Magenta
Yellow
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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000001
69.999999
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
69.999999
90.000004
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000004
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000001
0.000000
94.999999
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000002
5.000001
94.999999
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000001
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000002
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000001
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 9.90
endstream
endobj
3 0 obj
<>
endobj
22 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 102 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
99 0 obj
<>stream
HW]o|篘GG=߀A@!G9Nd]ξs>U3Kq} /w(vtwuuŅ3O]yau+ h6JX>˵Շ_kF5e#as7776"?6ύΩl~yuv:fls_?8.ʰΉs9Oͻ\Cu'?O}Ʋۊ>O{HxEuw_u؉&!`.w-#N
W?OlIA9??C,P̣sxb2{sَ}yW+5L0/*jBѳdlռY]vV
)'^lE?pCl e?E]9$l
*)CUAhE5UKآI[Y1nzꗷo7ۻ7AVpbE{oR1 R˾{j6fz>W(Ygl!g#C0MA95ޭ'y{xEG+/V߮~aѓ܍wbkbP=B- qBлJAvY\}FT#N)uOۄ&JrR=>J蓤l6AB:9HF-slq^l#h X
\E?K,g^ Ox8X
nZ-6,[7z9Uo8aυTNO H/+x)j)ҏ^#]h"0At+w(h2EtҹC:M -;=@!#!$E:tB:C:ek?Fu3Du&k)TNQ]P8zjyB
T/ aZLfca
oOTF!g|)sWu?HhZ3le}굹~IO]zh_ MnB,@P͏$4:`dFvbvo(a>>[eA~fƲ)4/!A(7xϪI jU\E2rG)hO-ՏBHBB923=[;T4h |qxtϖT 3r ⩔FRg+-ձs˕C#Ѫ3bҊ(WI~zHO"0,=鐫V0 _]{gJʶڶq4$.tIopm6QY0 Eqb+Rݠt:=S1p(ceYAUW):*EW̽qBz~%1=2 UtX66۸4FQ$[35Zi1V{Gò)û
5\K73ZI_]3e<__<_hnWhw:vcV1cF{Z~^D=_k5=1{W̍صîsbXm `Bz$pj)J((oSנ1N`-IяGTp|LR|O#'K]CfJۧıaYj Bd48'rs1$gЖрGT߲#'O>b$tR0Ʉ
\4q=͊?~9 peP{lۅ(1`h3Ph&$4p@i3 3WG~u-兎D(q`>.yыBfS1{Oiޡ56 %wXp;:,(Sju-0NyAb``t\Qآ4
BЖ%gJ29 u{T2WNQ˕V0qXәV
"LH:ן4f>T\de@b\