%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 37 0 R 66 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ad-checkout-bag-bylaw
2019-03-25T10:20:33-07:00
2019-03-25T10:20:33-07:00
2019-03-25T09:48:18-07:00
Adobe Illustrator CC 23.0 (Windows)
256
228
JPEG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:1c5be78b-a227-4aaa-b330-5c1903b0423c
xmp.did:8ea22d3d-5c9d-9549-a8ae-287999a052c8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b41f8253-0b28-834a-93a5-c012a9e46edc
xmp.did:b41f8253-0b28-834a-93a5-c012a9e46edc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:81E153BE0F38E3118858E1DCFD684965
2013-10-18T09:10:02-07:00
Adobe Illustrator CS5
/
saved
xmp.iid:8ea22d3d-5c9d-9549-a8ae-287999a052c8
2019-03-25T09:48:19-07:00
Adobe Illustrator CC 23.0 (Windows)
/
EmbedByReference
\\belmont\City-Hall\Administration\Communications\Graphics\Logo\NEW LOGO\eps\colwood-logo-colour-01.eps
xmp.did:449D5E46A31CE31194ADD3DA31972D0A
xmp.iid:449D5E46A31CE31194ADD3DA31972D0A
\\belmont\City-Hall\Administration\Communications\Graphics\Logo\NEW LOGO\eps\colwood-logo-colour-01.eps
xmp.did:449D5E46A31CE31194ADD3DA31972D0A
xmp.iid:449D5E46A31CE31194ADD3DA31972D0A
Print
False
True
1
4.312500
4.250000
Inches
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
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
6846
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
C=97 M=67 Y=17 K=2
CMYK
PROCESS
96.658300
67.376200
16.684200
2.426200
C=0 M=30 Y=100 K=0
CMYK
PROCESS
0.207500
30.484500
99.639900
0.000000
C=79 M=1 Y=91 K=0
CMYK
PROCESS
78.704500
0.784300
91.458000
0.000000
PANTONE 354 PC
PROCESS
100.000000
CMYK
88.999999
0.000000
89.999998
0.000000
PANTONE 137 PC
PROCESS
100.000000
CMYK
0.000000
38.000000
94.999999
0.000000
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
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 75 0 R/TrimBox[0.0 0.0 310.5 306.0]/Type/Page>>
endobj
68 0 obj
<>stream
HWnGWsfUjk`X&XH, LX2 7"za׆ateWvUVdfd?-x/|j\j/+ew7aya5ZzY\ke}a-:FY}X^.^#|h:85VSK|wݷOT^Se0ol5ry8#V?hI|VKo,W!g^Gv%@B[sRg@!`%}
)UY(XkoKkXC>W߯.,_c>H\he Fjg8"LtfH#86kB_pDPr+` 39'g&i/Z5s<ͱas-I-j\+aXP%CsZYa\Z|IEWx_VjWgÍ1a\j|Ktkv4OCL,;Xz
&Ґ0QֲPD516POB)q§\%{#k/l¸ihjZ,:HqI5!3p!Si(tv(S~&Z2Y1LP BUOAz(i˹ +UYE3J&H";%_E?5!)kh6G
ԧNj)yT.TC9!Zs-HgtN"ZSVi
ds<0$1g `R b.r#nr.;`-~lg