%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Q2 16 Sales Tax- El Dorado Hills
2016-09-27T15:46:54-07:00
2016-09-27T15:46:54-07:00
2016-09-27T15:46:54-07:00
Adobe Illustrator CC 2015.3 (Windows)
204
256
JPEG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uuid:13a8ab93-0bbe-4c45-9ef6-473f5f26bc3a
xmp.did:ccd9ceef-dd85-9944-8872-06cf9fbe6bbe
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:3ece3072-7f29-2e41-910a-1cb81aee30c5
xmp.did:3ece3072-7f29-2e41-910a-1cb81aee30c5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0780117407206811822AE6DB1A1C7B6E
2014-04-28T12:44:55-07:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:ccd9ceef-dd85-9944-8872-06cf9fbe6bbe
2016-09-27T15:46:52-07:00
Adobe Illustrator CC 2015.3 (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
BureauGrotThreeSeven
Bureau GrotThreeSeven
Regular
Open Type
001.000
False
BureauGrotThreeSeven.otf
Calibri
Calibri
Regular
Open Type
Version 6.12
False
calibri.ttf
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
Corbel
Corbel
Regular
Open Type
Version 5.61
False
corbel.ttf
Life-Roman
Life
Roman
TrueType
Version 001.001
False
Life Roman.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Bold.otf
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
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
16 0 obj
<>stream
HWn+j1(,"I 9&2)ZsIʴ3j Z}}_ۿ_暍Q1'îm_no}n^I&!3StK_GύR9ѱfDD)fMJl4qApI@-˜$颺=HyD q"i?S*̕be2;D_~푆9성tPhy?鎲IfN~&ųdHK.|\9L+p fi,"U tRє-g
hIb
)~n( +0 L1VQ'RjnOrx4ҧQyɣ9#y&[#ּ95 #;qI^
+<('
ވrr~%7ZRhw6Z-PSkJŏB &a:1ORAT&k1*4YK{%aURرtL$Wlz3߯朓$GĤ 2^Hf=ϲ/SՏv_l%dkCղoo)-vh}˾]WX_8f=N7Ʌ "$&|4lWWm=gcuz4nkԯc~c[hjlUmWǼ]_ Q2:}Xe90_M: T!*0h$
;97Ǽtz;(onj8{XuK<,gȝg y}"[frֳ`?<;BHqLIL#bC0ؾ:CTӅ#ΟY-(=.>36{=٠x]ݭkoč0جn^uOl<#?T9g]V]~u=f-u3qw{n[9?QԱK7ͮ7쯫ezvH5)-{5yVܞžjV-a gS~
v