%PDF-1.5
%
1 0 obj
<>/OCGs[16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2017_5_10_Valley Agenda
2017-05-04T13:37:57-04:00
2017-05-04T13:37:57-04:00
2017-05-04T13:37:57-04:00
Adobe Illustrator CC 2017 (Windows)
200
256
JPEG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uuid:70c39ccb-cef5-4f22-aa5e-8c345eb82578
xmp.did:0e2d6d54-cd42-ea48-a9fc-873f5b10f649
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:8f01d2ed-12bd-4874-9e82-4e4fcc45e31f
xmp.did:96a4f2c1-7cb5-9541-8cdc-88e8babcb0ac
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:03801174072068118C14C65CA628928D
2016-07-15T10:05:08-04:00
Adobe Illustrator CS5
/
saved
xmp.iid:0e2d6d54-cd42-ea48-a9fc-873f5b10f649
2017-05-04T13:37:52-04:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
True
1
8.500000
11.000000
Inches
Candara
Candara
Regular
Open Type
Version 5.61
False
candara.ttf
Candara-Bold
Candara
Bold
Open Type
Version 5.61
False
candarab.ttf
Candara-Italic
Candara
Italic
Open Type
Version 5.61
False
candarai.ttf
IntroCondCaps-SemiBold
Intro Cond Caps
SemiBold
Open Type
Version 1.000 2014 initial release
False
Intro Cond Caps SemiBold.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.otf
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
Futura-LightOblique
Futura LightOblique
LightOblique
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Futura-Book
Futura Book
Book
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Futura
Futura
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Futura-Bold
Futura Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
23 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
24 0 obj
<>stream
HWMoϯ#h]݁!@eA>A+Iن.ygvh$prqի?_M9g+\=",Nc,K~TAwwaщn]{f]wz)㈏ 䜖\+{R{=u=Nvëv!'sNdT.JZ_NBC˔tE"|cêj4P/˽*POJ~3O=$,ܡt~ϭ5
oӳt{Y=PPܺޜ{gݜea}w|s>)5~Wӭ'srZpU~+]9\u=fO=
Nbv