%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Week of April 23rd
2017-04-24T10:52:37-05:00
2017-04-24T10:52:37-05:00
2017-04-24T10:52:36-05:00
Adobe Illustrator CC 2015.3 (Macintosh)
256
164
JPEG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uuid:af81c9ff-e8b9-f340-b3bd-468577d55912
xmp.did:15b9d9ed-cffa-49fb-a230-f759c2e8d80d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a2081b11-2e05-8246-9ea3-3a1e0341bb1e
xmp.did:9ac1b651-d266-4467-b5b1-b59b506a6fed
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1833b50d-b283-4f3b-b3c4-68a5855483bc
2015-05-29T11:56:59-05:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:15b9d9ed-cffa-49fb-a230-f759c2e8d80d
2017-04-24T10:52:30-05:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
H|Wˎ$W@L2I^|2B iHٱ,|Dd9~ۗr/_orUz<9ǿ_+ㇿ7FmQtv|O;͏rdzSC8?KǓ?vaq`U;aW+g!z`G?T2Ψ:690a:80?O\X;-.5G4[}Z-/Wa8~y?ќ\{8%8.<9ψtյ0*g]'EO E7䯈|dpKny
<~s2[:
#Ҋ_OͨL0Fr?d|i4&f-D,K"YZ!o:rƂ_iz.d=~ۛ'2XHʕa8
ܻ:qA
-;&a\*>.q%"'M.(gx:H8@,;B M_hVKfkt7`s
.FhAsOJqNfotpR'r 1DKLǐ 3h͑'eX_LȺŠwx,Բ*a{͐qʅR&JNH!Rlsm"B丼sƽ#Lߘ_weZGbUHdUTXX.--hаmmqL8ą``,\(F}+|+8cmLbZ<w~A$OIoRU*}(H[:~
S4TLRj]T=TM=[lieq>~-{mȇ]Y6L`fKTd*m%wNmTN[46Ces.e3rإ S4Se؆*}
ÎжT֮mwFtRB6s%t2xq&c"t$~c1'U`tRؒ$jB&5~s{sM>Y/ ^/2W2{ؽW*6ojKm2߸,jN
Sʶܓh夲m*ֵ;Hc9D}'Ub'MlW6[y},x?:Hi4Sޥ_c;XlTaݨ#tRUe
uLizF킥v!ܤO$.ܥYkEfKDq>ó,:[g\x<_Sm5:~eev̈́
n|ZcV%
f"PDw^XK zyZrELS3L}77{y/]q]t}*>O㉼A|M(fjSrGu^\{f/lWy= e*P+m
^+F
lʿjOǮCpׅRPV?vyLtRQDQ5"i)X仁psWqПQl<].NoqaSz%R 2AjDKQeE֛\U/*e)jlaɑ8>Ng5d^;boZض{!-{jXojؤSjw5KrRz89N=B.=TV2ֲTDoh)S7I|fHUI0ST1ݪU1EqlQl)ZMU.eQ_dnGؤ)g[&7:R{RߝBUX?U)O ][sOr*
U YUyU}9;Gg0MK]K?=s9ކt8`4ۆf
U@_'έİ?S~Rc6ݝRZ,۳5dq7 &ܰDEz,8DԵ|}4hLwBK$q2Dq[z4l8QgjyB=TS
FΒu\z,_<"O_awճTxQڔa.-ܹ9L!4M% 'Mt10m@xA>vNޙڐ][I7#͎D$*XJB1B]8E@ Ea/P"=!\~s)f)I?%sBw=
'q"YWWڀJ'"$Q Үjҏ
蘑r
Ų8r˸6-r+8QYTft~n_~
UC]V9*pJ|CqIi΄ZꌽLW U̒E%kH]
+Nv^:Zu+P:\ή1f!b'u9TC2jty#@,0P-
)Tz~%Zڂ@R/R0BLSLY̭GV|7S2%
7v/]c}Lpd2U w$19i[ss.HL2[*YOV(wt},"/CΙ\穑( JO]OG2g+=fqCӁ1{{/
.TMiuYLKo?TݲͶQƌ@P۞B"ftmk`=&]®#jғ?FT\}R=[YzV4jeXkFD_ZP4al]s"}Qi/D7[tvJ'1s)Ch {lL2;O`xYzk Bv\е*̇(30̜^
8x5_ƌ =Anucbcf滬/azsȝ5uӐAFuY(_EuXM*H~\^OGCy?Xq,YD;U*3ѵ?ϷdPxt|kudIS^]#Cfe?Howj $&Kf.],>|DYS@s+0qb)oP"7:B*U[<䮖*h*`edhВSخ$V)<-nQHy|( kdO{nJەE!< bކ\?[.lLyCPc&Xc