%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Q1 16 TOT- El Dorado Hills
2016-06-15T09:39:57-07:00
2016-06-15T09:39:57-07:00
2016-06-15T09:39:57-07:00
Adobe Illustrator CC 2015 (Windows)
204
256
JPEG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uuid:c1297b80-6732-4e00-b54c-c9187132d810
xmp.did:4d82c81d-3926-6d41-bdd1-a1fdc5c95714
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:91fb3d27-c2d5-bd4a-a446-c52d16640e51
xmp.did:91fb3d27-c2d5-bd4a-a446-c52d16640e51
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0780117407206811822AE6DB1A1C7B6E
2014-04-28T12:44:55-07:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:4d82c81d-3926-6d41-bdd1-a1fdc5c95714
2016-06-15T09:39:55-07:00
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
C:\Users\Calen\Downloads\chamber logo (3).jpg
EmbedByReference
CalenCurtemanConsulting.png
C:\Users\Calen\Downloads\chamber logo (3).jpg
CalenCurtemanConsulting.png
Print
False
True
1
8.500000
11.000000
Inches
Calibri
Calibri
Regular
Open Type
Version 6.12
False
calibri.ttf
BureauGrotThreeSeven
Bureau GrotThreeSeven
Regular
Open Type
001.000
False
BureauGrotThreeSeven.otf
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
BebasNeue
Bebas Neue
Regular
Open Type
Version 1.300
False
BebasNeue.otf
Corbel
Corbel
Regular
Open Type
Version 5.61
False
corbel.ttf
Life-Roman
Life
Roman
TrueType
Version 001.001
False
Life Roman.ttf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Bold.otf
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
HWKs7W WQ.qn\^*'# ű9e!Qʅ4Ѝ~wo7le$9>6G?wF3]end "~c}a_#7JELNGfw#ڢ߉R\)&2p!׳)nH -ie~Xt&d<<8foKN˝N8-V&CPG[n H %u2|[5q$K GM$S8iɅ/Q+i-`aND:x6%/qAb:ʷ6Z$=EprDSԑX)/.@MEi|*oxVYɃ5YCX"J"
HL.ƍlȝCDYX.ɷҚ[
-<xE}/΅O0O"x&H2E &8u "kJG'",>怜Daf=k9?O
NKXbъk/$NQ*_M26vk}ӳ(Y A#oGgx|n6륽bz@rI$Ɇ=͆5c0\g9l
v~>w\IsI2@YeIG[G)B-
m@hT䗜Ô}5maM?DZZQd
mq;j3rOY|7>#gشerh_;k~٭