%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
coolboard-balance-board-exercise-workout-wall-chart-2017-01-31
2017-02-03T11:39:42Z
2017-02-03T11:39:42Z
2017-02-03T11:39:42+01:00
Adobe Illustrator CS6 (Windows)
256
176
JPEG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uuid:06e21c1e-8ec5-4724-885e-92fcef2d73b8
xmp.did:8F24373302EAE611B463E8E020F07F6E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:0d449c8e-b8a3-4c85-8b7f-99bfdbbb375a
xmp.did:7C6C9263E7E7E6119118FF0B4DA28725
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:CA224C2F2FC4E011B87AAFE8DB0DD1E9
2011-08-11T08:32:55-07:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:8F24373302EAE611B463E8E020F07F6E
2017-02-03T11:38:32Z
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\HOSMOTHER\CoolBoard_Share\MEDIA_LIBRARY\TeamRiders\Surf_Teehilla\Tee photo shoot_2011\The Good Stills\PSDs\Tee-plank-left02merged.png
EmbedByReference
\\HOSMOTHER\CoolBoard_Share\MEDIA_OUTPUTS\Exercises_and_Charts\Chart-2011_Harri_Kemp_Gee\HarriEdit\dip1M.png
EmbedByReference
\\HOSMOTHER\CoolBoard_Share\MEDIA_OUTPUTS\Exercises_and_Charts\Chart-2011_Harri_Kemp_Gee\HarriEdit\pelvicraise1F.PNG
EmbedByReference
\\HOSMOTHER\CoolBoard_Share\MEDIA_OUTPUTS\Exercises_and_Charts\Chart-2011_Harri_Kemp_Gee\HarriEdit\plankpushup1M.png
EmbedByReference
\\HOSMOTHER\CoolBoard_Share\MEDIA_OUTPUTS\Exercises_and_Charts\Chart-2011_Harri_Kemp_Gee\HarriEdit\pushup2M.png
EmbedByReference
\\HOSMOTHER\CoolBoard_Share\MEDIA_OUTPUTS\Exercises_and_Charts\Chart-2011_Harri_Kemp_Gee\HarriEdit\tiltedsquat2M png.png
EmbedByReference
\\HOSMOTHER\CoolBoard_Share\MEDIA_OUTPUTS\Exercises_and_Charts\Chart-2011_Harri_Kemp_Gee\HarriEdit\crunch1F.PNG
EmbedByReference
\\HOSMOTHER\CoolBoard_Share\MEDIA_OUTPUTS\Exercises_and_Charts\Chart-2011_Harri_Kemp_Gee\HarriEdit\balanceM.PNG
EmbedByReference
\\HOSMOTHER\CoolBoard_Share\MEDIA_OUTPUTS\Exercises_and_Charts\Chart-2011_Harri_Kemp_Gee\HarriEdit\pelvicraise2F.PNG
EmbedByReference
\\HOSMOTHER\CoolBoard_Share\MEDIA_OUTPUTS\Exercises_and_Charts\Chart-2011_Harri_Kemp_Gee\HarriEdit\dip2M.png
EmbedByReference
\\HOSMOTHER\CoolBoard_Share\MEDIA_LIBRARY\TeamRiders\Surf_Teehilla\Tee photo shoot_2011\The Good Stills\PSDs\Tee-plank-centre05.png
EmbedByReference
\\HOSMOTHER\CoolBoard_Share\MEDIA_LIBRARY\TeamRiders\Surf_Teehilla\Tee photo shoot_2011\The Good Stills\PSDs\Tee-plank-right01.png
Print
False
True
1
419.999514
296.999959
Millimeters
ArialNarrow
Arial
Narrow
Open Type
Version 2.40
False
ARIALN.TTF
ArialMT
Arial
Regular
Open Type
Version 5.20
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.20
False
arialbd.ttf
Calibri
Calibri
Regular
Open Type
Version 5.73
False
calibri.ttf
Calibri-Bold
Calibri
Bold
Open Type
Version 5.73
False
calibrib.ttf
ErasITC-Bold
Eras Bold ITC
Regular
Open Type
Version 1.01
False
ERASBD.TTF
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[33.0 33.0 1223.55 874.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWˎeGܟ%,tKfa%f ٠ADDynYQYYuu_;5?i9C]sW~qiN~qA(|_EcvOiyVGlKqv}pwk[.fOn?`c9eR^
ov+WZ/O:q_z=2״c#XFr
eW/M_{:֑~>/;SH{/Kk>V_i87P0U/. J<[O-k5ޖ^Z[zU0!xu.Z=G+xt?0i˱s
malR3"\6rH{Aס}e!pcqv4Вf,n!-pz[{@S]of2}
ܖ1u%}$-G"ܐOx-HJsd5bDzBZoMe%HB#B5t4ܔ