%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 73 0 R 133 0 R 193 0 R 253 0 R 313 0 R 373 0 R 433 0 R 496 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
School Flyer_surrey_2
2020-07-10T13:01:59-04:00
2020-07-10T13:01:59-04:00
2020-02-27T13:49:16-05:00
Adobe Illustrator 24.0 (Macintosh)
256
156
JPEG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=
uuid:5a1b41d5-b7c2-cb4e-9065-d253fdec6d68
xmp.did:1dad8e1a-c6ce-43f3-b844-4bf7c917d0c6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d1bd74c7-44ea-8c49-b60c-93dbd301759f
xmp.did:edc20aea-ae10-4ba7-b010-af43d30bac92
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:edc20aea-ae10-4ba7-b010-af43d30bac92
2020-02-14T13:26:42-05:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:1dad8e1a-c6ce-43f3-b844-4bf7c917d0c6
2020-02-27T13:49:17-05:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Users/kayla.kompter/Downloads/School Logos/South Wales.png
0
0
EmbedByReference
/Users/kayla.kompter/Downloads/School Logos/South Wales.png
0
0
EmbedByReference
/Users/kevintome/Downloads/drive-download-20200227T154216Z-001/Asset 3.png
EmbedByReference
/Users/kevintome/Downloads/drive-download-20200227T154216Z-001/Asset 2.png
EmbedByReference
/Users/kevintome/Downloads/drive-download-20200227T154216Z-001/Asset 1.png
/Users/kayla.kompter/Downloads/School Logos/South Wales.png
0
0
/Users/kayla.kompter/Downloads/School Logos/South Wales.png
0
0
/Users/kevintome/Downloads/drive-download-20200227T154216Z-001/Asset 3.png
/Users/kevintome/Downloads/drive-download-20200227T154216Z-001/Asset 2.png
/Users/kevintome/Downloads/drive-download-20200227T154216Z-001/Asset 1.png
Print
Adobe Illustrator
False
True
1
612.000000
792.000000
Points
FontAwesome5Pro-Regular
Font Awesome 5 Pro
Regular
Open Type
330.752 (Font Awesome version: 5.12.0)
False
Font-Awesome-5-Pro-Regular-400.otf
Montserrat-Bold
Montserrat
Bold
TrueType
Version 7.200
False
Montserrat-Bold.ttf
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
.14548.otf
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
.14541.otf
OpenSans-Regular
OpenSans Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
35
31
32
CMYK Red
RGB
PROCESS
237
28
36
CMYK Yellow
RGB
PROCESS
255
242
0
CMYK Green
RGB
PROCESS
0
166
81
CMYK Cyan
RGB
PROCESS
0
174
239
CMYK Blue
RGB
PROCESS
46
49
146
CMYK Magenta
RGB
PROCESS
236
0
140
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
30
45
C=0 M=90 Y=85 K=0
RGB
PROCESS
239
65
54
C=0 M=80 Y=95 K=0
RGB
PROCESS
241
90
41
C=0 M=50 Y=100 K=0
RGB
PROCESS
247
148
29
C=0 M=35 Y=85 K=0
RGB
PROCESS
251
176
64
C=5 M=0 Y=90 K=0
RGB
PROCESS
249
237
50
C=20 M=0 Y=100 K=0
RGB
PROCESS
215
223
35
C=50 M=0 Y=100 K=0
RGB
PROCESS
141
198
63
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
181
74
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
148
68
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
104
56
C=75 M=0 Y=75 K=0
RGB
PROCESS
43
182
115
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
167
157
C=70 M=15 Y=0 K=0
RGB
PROCESS
39
170
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
27
117
188
C=100 M=95 Y=5 K=0
RGB
PROCESS
43
57
144
C=100 M=100 Y=25 K=25
RGB
PROCESS
38
34
98
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
45
145
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
39
143
C=35 M=100 Y=35 K=10
RGB
PROCESS
158
31
99
C=10 M=100 Y=50 K=0
RGB
PROCESS
218
28
92
C=0 M=95 Y=20 K=0
RGB
PROCESS
238
42
123
C=25 M=25 Y=40 K=0
RGB
PROCESS
194
181
155
C=40 M=45 Y=50 K=5
RGB
PROCESS
155
133
121
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
102
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
74
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
196
154
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
169
124
80
C=35 M=60 Y=80 K=25
RGB
PROCESS
139
94
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
117
76
41
C=40 M=70 Y=100 K=50
RGB
PROCESS
96
57
19
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
36
21
R=72 G=78 B=105
PROCESS
100.000000
RGB
72
78
105
R=0 G=114 B=236
PROCESS
100.000000
RGB
0
114
236
R=88 G=189 B=140
PROCESS
100.000000
RGB
88
189
140
R=177 G=210 B=235
PROCESS
100.000000
RGB
177
209
233
C=90 M=90 Y=34 K=26
PROCESS
100.000000
RGB
52
47
94
R=252 G=218 B=168
PROCESS
100.000000
RGB
251
217
168
Grays
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
35
31
32
C=0 M=0 Y=0 K=90
RGB
PROCESS
65
64
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
88
89
91
C=0 M=0 Y=0 K=70
RGB
PROCESS
109
110
113
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
130
133
C=0 M=0 Y=0 K=50
RGB
PROCESS
147
149
152
C=0 M=0 Y=0 K=40
RGB
PROCESS
167
169
172
C=0 M=0 Y=0 K=30
RGB
PROCESS
188
190
192
C=0 M=0 Y=0 K=20
RGB
PROCESS
209
211
212
C=0 M=0 Y=0 K=10
RGB
PROCESS
230
231
232
C=0 M=0 Y=0 K=5
RGB
PROCESS
241
242
242
Brights
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
237
28
36
C=0 M=75 Y=100 K=0
RGB
PROCESS
242
101
34
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
23
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
161
75
C=100 M=90 Y=0 K=0
RGB
PROCESS
33
64
154
C=60 M=90 Y=0 K=0
RGB
PROCESS
127
63
152
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 507 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 510 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
508 0 obj
<>stream
HdWK%
)Z"EJN0+0
l
WPK>d0h/|kveۿ֯1Ƭ]ϫ_z{]=l_]Z}yqV_aMq1hwwatsxp9[lG,.n-nس-7MXkq=瞣~k<[%qA-zlڀ%+