%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
B@BPart3
2017-06-16T06:46:05-04:00
2017-06-16T06:46:05-04:00
2017-06-16T06:46:04-04:00
Adobe Illustrator CC 2017 (Macintosh)
256
220
JPEG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uuid:4587f5f9-c696-f749-8ec5-b56a78667a00
xmp.did:969d57e0-f071-4fa8-b84c-10804dd847ac
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b424d1a0-4b5c-4d4d-b7b1-27f4e0b0864b
xmp.did:0ac20c79-5190-465f-8fde-078ffaf4d3cb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0ac20c79-5190-465f-8fde-078ffaf4d3cb
2017-06-14T06:26:47-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:969d57e0-f071-4fa8-b84c-10804dd847ac
2017-06-16T06:46:02-04:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Users/pjlassek/Desktop/Chamber/CC images/Business@Breakfast.jpg
xmp.did:eaf67a01-74e8-4f21-ad8b-f03f6f6ed148
xmp.iid:eaf67a01-74e8-4f21-ad8b-f03f6f6ed148
/Users/pjlassek/Desktop/Chamber/CC images/Business@Breakfast.jpg
xmp.did:eaf67a01-74e8-4f21-ad8b-f03f6f6ed148
xmp.iid:eaf67a01-74e8-4f21-ad8b-f03f6f6ed148
Print
False
False
1
7.000000
6.000000
Inches
Arial-BoldMT
Arial
Bold
Open Type
Version 5.06
False
Arial Bold.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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 504.0 432.0]/Type/Page>>
endobj
9 0 obj
<>stream
HlTn8+ iG6$L[4 dD۬%RCR1<_+M40yK*&1_w1v6X5ͼl$;̐1+:EZ$