%PDF-1.6
%
1 0 obj
<>/OCGs[15 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Coventry BID Assistant Curator job specification
2021-07-13T14:00:21+01:00
2021-07-13T14:00:21+01:00
2021-07-13T14:00:21+01:00
Adobe Illustrator 25.2 (Macintosh)
256
184
JPEG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uuid:d4e1711b-8132-bb42-be0a-77c9c55032a2
xmp.did:aea701cf-046b-4fec-a87b-c267e914b37e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:03003e89-783f-b142-bc89-1976e1db29a6
xmp.did:9f275321-60cf-41c1-b72a-cbbf223d4b2a
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:677388b5-b355-4a62-ac4f-cbcf4dd5a1bc
2021-06-04T10:19:59+01:00
Adobe Illustrator 25.2 (Macintosh)
/
saved
xmp.iid:aea701cf-046b-4fec-a87b-c267e914b37e
2021-07-13T14:00:17+01:00
Adobe Illustrator 25.2 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
210.000000
297.000000
Millimeters
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
ZapfDingbatsITC
Zapf Dingbats
Regular
TrueType
13.0d1e2
False
ZapfDingbats.ttf
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova-Semibold.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
ProximaNova-Bold.otf
ProximaNova-Regular
Proxima Nova
Regular
TrueType
Version 1.101;PS 001.001;hotconv 1.0.38
False
proximanova-webfont.ttf
Cyan
Magenta
Yellow
Black
COV_OFF-WHITE
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
29
29
27
CMYK Red
RGB
PROCESS
227
6
19
CMYK Yellow
RGB
PROCESS
255
237
0
CMYK Green
RGB
PROCESS
0
150
64
CMYK Cyan
RGB
PROCESS
0
159
227
CMYK Blue
RGB
PROCESS
49
39
131
CMYK Magenta
RGB
PROCESS
230
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
230
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
233
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
243
146
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
249
178
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
16
C=20 M=0 Y=100 K=0
RGB
PROCESS
222
220
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
149
193
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
58
170
53
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
141
54
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
102
51
C=75 M=0 Y=75 K=0
RGB
PROCESS
47
172
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
161
154
C=70 M=15 Y=0 K=0
RGB
PROCESS
54
169
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
113
184
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
131
C=100 M=100 Y=25 K=25
RGB
PROCESS
41
35
92
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
36
131
C=50 M=100 Y=0 K=0
RGB
PROCESS
149
27
129
C=35 M=100 Y=35 K=10
RGB
PROCESS
163
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
82
C=0 M=95 Y=20 K=0
RGB
PROCESS
231
29
115
C=25 M=25 Y=40 K=0
RGB
PROCESS
203
187
160
C=40 M=45 Y=50 K=5
RGB
PROCESS
164
138
123
C=50 M=50 Y=60 K=25
RGB
PROCESS
123
106
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
99
78
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
202
158
103
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
74
C=35 M=60 Y=80 K=25
RGB
PROCESS
147
96
55
C=40 M=65 Y=90 K=35
RGB
PROCESS
125
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
60
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
67
41
24
R=91 G=191 B=207 1
RGB
PROCESS
91
191
207
R=91 G=109 B=119 1
RGB
PROCESS
91
109
119
COV_BLACK
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
COV_OFF-WHITE
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
5.000000
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
29
29
27
C=0 M=0 Y=0 K=90
RGB
PROCESS
60
60
59
C=0 M=0 Y=0 K=80
RGB
PROCESS
87
87
86
C=0 M=0 Y=0 K=70
RGB
PROCESS
112
111
111
C=0 M=0 Y=0 K=60
RGB
PROCESS
135
135
135
C=0 M=0 Y=0 K=50
RGB
PROCESS
157
157
156
C=0 M=0 Y=0 K=40
RGB
PROCESS
178
178
178
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
198
C=0 M=0 Y=0 K=20
RGB
PROCESS
218
218
218
C=0 M=0 Y=0 K=10
RGB
PROCESS
237
237
237
C=0 M=0 Y=0 K=5
RGB
PROCESS
246
246
246
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
227
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
234
91
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
152
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
39
52
139
C=60 M=90 Y=0 K=0
RGB
PROCESS
130
54
140
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 33 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
7 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 41 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 48 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 55 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
17 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 61 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
56 0 obj
<>stream
HWK%ܿS^
wk Ɔ!ˀаEˆ䅯Hg0`1Xd2?jǯq㿟|滰}GVFS+[qco?~zX-{TҖN8vNGح--1maa [q0簧^gO{i{ֺҷg}`O^dثˬ
uA'KoOqВ?<{|
]ݕÇ>c=\ar.Ƽ22r{V^BWoW&fQDuð7{_D1WpkL3ࢽ|XzJ8N }7?Urc;>nM@ i"%!GDυN])"mO\AyB7o U&@ ~' .a16BmTP^!R$CUY)ON̓ <&yrrźb!zk{y43cNdI\0|EԅR+qBI^4tF%j٦=%.Á1!Z<'Fb 9F&u~7" uc ?RtڳgPn8٪^>x~D<#g