%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Q4 16 Housing- El Dorado Hills
2017-03-01T09:36:55-08:00
2017-03-01T09:36:55-08:00
2017-03-01T09:36:55-07:00
Adobe Illustrator CC 2015 (Windows)
204
256
JPEG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uuid:66bbb71e-2330-4d93-b9e6-f486295859b3
xmp.did:d23f6856-6fe1-7d4d-b347-702d4c47f4c6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:89588ca9-3de4-0040-9ebe-5e94c78673f4
xmp.did:89588ca9-3de4-0040-9ebe-5e94c78673f4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0780117407206811822AE6DB1A1C7B6E
2014-04-28T12:44:55-07:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:d23f6856-6fe1-7d4d-b347-702d4c47f4c6
2017-03-01T09:36:51-08:00
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
CalenCurtemanConsulting.png
EmbedByReference
C:\Users\Calen\Downloads\chamber logo (3).jpg
CalenCurtemanConsulting.png
C:\Users\Calen\Downloads\chamber logo (3).jpg
Print
False
True
1
8.500000
11.000000
Inches
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
CenturyGothic-Bold
Century Gothic
Bold
Open Type
Version 2.35
False
GOTHICB.TTF
BureauGrotThreeSeven
Bureau GrotThreeSeven
Regular
Open Type
001.000
False
BureauGrotThreeSeven.otf
Corbel
Corbel
Regular
Open Type
Version 5.61
False
corbel.ttf
Gotham-Medium
Gotham
Medium
TrueType
001.000
False
GothamMedium(1).ttf
Life-Roman
Life
Roman
TrueType
Version 001.001
False
Life Roman.ttf
BebasNeue
Bebas Neue
Regular
TrueType
Version 1.002
False
Bebas Neue (1).ttf
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
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
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>stream
HW[o~ׯEsxCrM#E֖bYHr~3\]98/r87͐{uF}UǺK gn6wF}FTFH(s-YVD_W]ѕw#߱ZƔhrhG
h@?6Օ,ֽu-`pt$]۹?p?As wSRY!#[w@iD|6ϒy50ȑ6-F٤*ZL&ws"Kod[!.Wgo)191+̈Wo]3.Ƭ-!rnzwL#w.L6.Ttz:a v Q,j/%
\1*c[$8ˑuNf'}_J$Ꮠg3@?1'"%C*$ಶ~]774vi+l1fb˒¥zW^7zݝVjzAӛ
YרYӬ0F4lt>V=e~mNחj=yEQ_]k0Dw4SS!@m2!m~qNmj3zӢ-hǼ;ȯKu3r H7'.=s̓,3c nXQQih3_V5ߪcyf[ 9Ȫf̛tfٗ]my~hgN;YtXuk5kR-.K
n*zު?N{]KvYvA(1 yp3G8j V*@uwa9^6`YMtS:X5OUwr^50:4Mw
l<ەvwʌB*>߂c5Cf|)Nk$7Q4_}; VM7#[/
'd}(g=;1jΒfu^" bHp_F:J!z_o>gil7R@z=<=kH0 Vb6K+
R.zxOꝔo;Y;_qH&G
nД%~v+fw F-H!r;ڀAȄ ׳aoV8?89ypC1yCg;yq1f r@֕}c6iW_.Ƶ\FP{
:{mǁ}~Qc[t
(P9#58Ju;WA|#0|8jpM=ÆȆذp%
2hJ")x ֭,ɠpE=<{8n\kĢס'Y\F*d\HJgQ2 -%F<]՞ d\\~<K㙵X .ZXVx[buXuh~JC@sV/<=8K3NbdŬc# à (ʘ^QE] .M!\`o1U{muJ}Q08}PM0 XG} afUdv>>8'dtB50UlZxZ%E/#qU2#Mȡp"-E_@csW]Hb'I((6<<M;DHus|ňQ/^k1 3j|M]YőK,2zOk)_t?̚J6" }>0][BEИEDȋ䍻0d^Sc
Fv% ~:$߄1ĩLSPƱ8Oށn꾑Ø ʱ9@b:bq
3sb2B># U#"Fs?Y
LyKx@E$~91nC
WD~j wP.b;r1zJYGZPYg%MfC1^uiP_ +uH閨M`}IA&Lʿsl8M}}{9ԊSUSZQ7x0jd97۰wYq_0(,QMY[ŪZ鐍[B(ŏeUh/@_8V
T?~jCoqdMb-nF
r=z?"oRܢ :YbM0(W_a[m qgqmEp ,HQ6Ġ|}\4^ܔ\H8cZ\Ugnmhܑ -
#e|,ATMn|+CuJzY2<3E;.)51SNZVó{Eg
3Wl
D;(Ϟ-haU+"IeFFEJO!Htn
1KR_@uG#]Og[N.(|I"DǩJۡ^8Ka?mK0gg
"Lc Q+
u>l*b*@-{Oo'WJvrpy@vI1 so*AFg8 Jy-QqT}`C'8;h[@JB8=#8Dn_(bK0\dڭΘ~/~v*]vw_zhLVD9_qD%h'J[
$ :!ס`oncD᥅"ԗ&U?n.@2vMΗu+QHDץcȗy'rLLP9
:4?uIT} FȢ^7b
B4HZJ.he|nu
ܪؠ<FLwR26&9_E(:fUGFFaUEuwޜ:CaLFEFU=O0xb42*
(%EjdPcQXwÏck~pDLK+Π{{EHx7럍hCJWYaZUR\5mVNJlYr_o"R7 E"D?f^-fb.yY'D |ؔr_&:,3PtmQ?Kf&/x