%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BROADBOTTOM EXPLORERS - PATHFINDERS 2022-23
2022-04-20T15:48:13+01:00
2022-04-20T15:48:13+01:00
2022-04-20T15:48:13+01:00
Adobe Illustrator 26.1 (Macintosh)
256
180
JPEG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uuid:0f42ed6a-8f5b-2b49-9db7-0aeeba953a89
xmp.did:06ad45ac-6653-4b3c-90dd-fe0d9d060699
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:a3116461-a640-4065-92ba-787004201a94
xmp.did:6e8e3f7b-5e83-472c-a6cf-dd02c815cdb0
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:5bd2f091-7809-4025-8d52-3c6306e38b51
2017-06-29T14:14:42+01:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:06ad45ac-6653-4b3c-90dd-fe0d9d060699
2022-04-20T15:48:03+01:00
Adobe Illustrator 26.1 (Macintosh)
/
EmbedByReference
/Volumes/DIMENSIONS BACKUP/Dropbox/GRAPHIC DESIGN/2018 WATERLOO/LOGOS/2018 Dimensions Logo HIGH QUALITY 2-01.jpg
EmbedByReference
/Volumes/DIMENSIONS BACKUP/Dropbox/GRAPHIC DESIGN/2018 WATERLOO/LOGOS/2018 Dimensions Logo HIGH QUALITY 2-01.jpg
EmbedByReference
/Users/kathryn/Dropbox/GRAPHIC DESIGN/2016 LEARNING MEANS THE WORLD/BESPOKE SCHOOL THEME CYCLES/G - I (KS)/Institut International de Lancy/LOGOS/CULTURE LOGO.jpg
adobe:docid:photoshop:830e4a84-9e5c-1e4f-830f-0ceaa441b52f
xmp.iid:7d7ae9dd-047b-4ed6-8777-bb413db10e5b
EmbedByReference
/Users/kathryn/Dropbox/GRAPHIC DESIGN/2016 LEARNING MEANS THE WORLD/BESPOKE SCHOOL THEME CYCLES/G - I (KS)/Institut International de Lancy/LOGOS/CULTURE LOGO.jpg
adobe:docid:photoshop:830e4a84-9e5c-1e4f-830f-0ceaa441b52f
xmp.iid:7d7ae9dd-047b-4ed6-8777-bb413db10e5b
EmbedByReference
/Users/kathryn/Dropbox/GRAPHIC DESIGN/2016 LEARNING MEANS THE WORLD/BESPOKE SCHOOL THEME CYCLES/G - I (KS)/Institut International de Lancy/LOGOS/CONSERVATION LOGO.jpg
adobe:docid:photoshop:db5f99b0-0c1d-b344-bd2f-d211114c0e53
xmp.iid:87896680-79e1-4475-a141-57f5ec912692
EmbedByReference
/Users/kathryn/Dropbox/GRAPHIC DESIGN/2016 LEARNING MEANS THE WORLD/BESPOKE SCHOOL THEME CYCLES/G - I (KS)/Institut International de Lancy/LOGOS/CONFLICT LOGO.jpg
adobe:docid:photoshop:97e1200c-8475-2644-b325-2da010b1ed97
xmp.iid:92143d8e-79c9-4ba2-bebd-4fbbce1487e7
EmbedByReference
/Users/kathryn/Dropbox/GRAPHIC DESIGN/2016 LEARNING MEANS THE WORLD/BESPOKE SCHOOL THEME CYCLES/G - I (KS)/Institut International de Lancy/LOGOS/COMMUNICATION LOGO.jpg
adobe:docid:photoshop:416e00da-9bc8-5549-b701-98de0b98c512
xmp.iid:52f753cc-6547-4ab5-abb9-a027bf7ef8d8
EmbedByReference
/Users/kathryn/Dropbox/GRAPHIC DESIGN/2016 LEARNING MEANS THE WORLD/BESPOKE SCHOOL THEME CYCLES/G - I (KS)/Institut International de Lancy/LOGOS/CONSERVATION LOGO.jpg
adobe:docid:photoshop:db5f99b0-0c1d-b344-bd2f-d211114c0e53
xmp.iid:87896680-79e1-4475-a141-57f5ec912692
EmbedByReference
/Users/kathryn/Dropbox/GRAPHIC DESIGN/2016 LEARNING MEANS THE WORLD/BESPOKE SCHOOL THEME CYCLES/G - I (KS)/Institut International de Lancy/LOGOS/CONFLICT LOGO.jpg
adobe:docid:photoshop:97e1200c-8475-2644-b325-2da010b1ed97
xmp.iid:92143d8e-79c9-4ba2-bebd-4fbbce1487e7
EmbedByReference
/Users/kathryn/Dropbox/GRAPHIC DESIGN/2016 LEARNING MEANS THE WORLD/BESPOKE SCHOOL THEME CYCLES/G - I (KS)/Institut International de Lancy/LOGOS/COMMUNICATION LOGO.jpg
adobe:docid:photoshop:416e00da-9bc8-5549-b701-98de0b98c512
xmp.iid:52f753cc-6547-4ab5-abb9-a027bf7ef8d8
EmbedByReference
/Users/kathryn/Dropbox/GRAPHIC DESIGN/2016 LEARNING MEANS THE WORLD/BESPOKE SCHOOL THEME CYCLES/T - W (HH)/WATERLOO ACADEMY/LMTW PATHWAYS/PATHWAY CHARACTERS/LMTW PATHFINDER-01.jpg
xmp.did:edf59054-7667-426e-b1cc-15610d29d315
xmp.iid:edf59054-7667-426e-b1cc-15610d29d315
EmbedByReference
/Users/kathryn/Dropbox/GRAPHIC DESIGN/2016 LEARNING MEANS THE WORLD/BESPOKE SCHOOL THEME CYCLES/T - W (HH)/WATERLOO ACADEMY/LMTW PATHWAYS/PATHWAY CHARACTERS/LMTW EXPLORER-01.jpg
xmp.did:ebb34ccc-c539-4209-9a42-f7d8dbc62a03
xmp.iid:ebb34ccc-c539-4209-9a42-f7d8dbc62a03
EmbedByReference
/Users/kathryn/Dropbox/GRAPHIC DESIGN/2016 LEARNING MEANS THE WORLD/BESPOKE SCHOOL THEME CYCLES/G - I (KS)/Institut International de Lancy/LOGOS/LEARNING MEANS THE WORLD LOGO 2.jpg
adobe:docid:photoshop:b67e3947-4974-a344-91b3-16b61170b25f
xmp.iid:9b883bab-0994-44d0-8816-41ea7bdc860d
/Volumes/DIMENSIONS BACKUP/Dropbox/GRAPHIC DESIGN/2018 WATERLOO/LOGOS/2018 Dimensions Logo HIGH QUALITY 2-01.jpg
/Volumes/DIMENSIONS BACKUP/Dropbox/GRAPHIC DESIGN/2018 WATERLOO/LOGOS/2018 Dimensions Logo HIGH QUALITY 2-01.jpg
Print
Adobe Illustrator
False
True
1
297.000083
210.001556
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-It.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Bold.otf
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 16.04
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
7 0 obj
<>stream
HМWлrл6}зWlпШСИxъи'q.Еq;MЇЃZLЄFIn&пhFмvІуK"нГ{v_N8ЦЕ"э,ѓВ чЩ&МЂM9ИЂерЫрфљгЇэ ZvЪтјЋЖ .UЄ+m Ё]пN^мpzКќП/NЦW
Ќ№4ЌжОЮ&Ю*3ЋEј/смач=ј ЩЧcZy,CЮ8ч
RАkєЬ\бфf}FP>љs№kіtqSЎЖѕjKOr!)ЛлфCХ