%PDF-1.6
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BTT Win Endeavour Award
2021-01-30T19:07:20Z
2021-01-30T19:07:20Z
2021-01-30T19:07:20+01:00
Adobe Illustrator 25.1 (Windows)
256
256
JPEG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uuid:2c04843f-715c-4aee-9fbc-0ee3a66e7b12
xmp.did:e87ede2f-f2c8-8e4c-b8d4-1a96627c4e3f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c9914b06-205d-4060-b620-fae57f2f5102
xmp.did:526773d2-a98f-654f-bf01-cbbe9b3a6f9d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
EmbedByReference
D:\BRAYTIDYTOWN2021\BTT.jpg
0
0
D:\BRAYTIDYTOWN2021\BTT.jpg
0
0
saved
xmp.iid:e87ede2f-f2c8-8e4c-b8d4-1a96627c4e3f
2021-01-30T19:07:13Z
Adobe Illustrator 25.1 (Windows)
/
Print
Adobe Illustrator
False
False
1
595.275574
841.889832
Pixels
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-Semibold
Myriad Pro
Semibold
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
6852
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 15.00
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
HWߏF~S҅ѷjRVI.0)濯!&SjUB=}{""j/t@2Q$KS0,] >脷ޮiDrxqlƐDl6GyHc}?8O$0f@mC@EY.o#y ;dGnWM#:U|hJ {
yy
Z%]-j }#f=V%f]
3"ovܒ0/O,EKz9%3WZlK,KL!t6}: X@/VC{t,-ȟ2u\z8x
Ѝ
7_x!Xy}GWyxϫ%YعOB+mċ Nd`+YT7A)8;[F`=h
m*ݎk?!;;&{##1xD˵21p(ղKЖHp,Φqp%.Vj5ym~6'<3N]-m+nHP_ڭfLN_TuUa
u-=@a[aR8˰,3H(HiTJEt۔S@
Ԩ3Ň$Vq1^teiY]іLp!I(y'a8ʳF%bcͳ"įf~iCV;\/\{LDMƙc(|%o,ܳJՃ39+Gy>0KsM$)T5E\Q<apSA|ZxP"]TRqxX">AƜnv T#㡎sL#k̠rs[69_g5Q_gk"bFDkWRN%,VٝYOGFjrjKn˖[.[J_"
')Aj9-RDU+`Q.'[18OM'-\>v> WFf!Nc1tdv%vM e$%?U4V5EiTœk*-Xu`X
ǵJEpڸ`r1i?n
'Vn{ΦfOƐ
Sa076s6[y4e""kQrDژ{"FDb/3n̲_yyh&QIN4
SK>E3.I4P4݇&wu|Ke,f(LطHm &1
endstream
endobj
14 0 obj
<>stream
8;Z]!0p\UX&;JA=k9PSVp@R4Q)GEEr+m@$Fe?(HbkZD'6E&V
F!r7j[C8Y/:%"$'D_5$([]2boVR,l"MUdAX%V=6Lq)c;""]ea")=oU^::[&)J1XA:
DJP^2jA"b03BDj,C/I*uTq&'G;Z="lBBSm9CXFXi:"cMWr`&1JN(G^n-NKBhCr7WiXLH-\]W%^t7i%-38ra/5*,Q)0Xt.R(t!!3nuK##ATc
P]`+t\]h)Ui?pW=ph4pi:LO*6lEX6*Te!+5]2[erLu\laUCfnIbJj*o8(2mX(hk1l
$?PhW(/jbLV@bqB-e%.A8hk]Hb\I:e$?oqj:Y\!2>q:/r,850+dq^Im6X]c.Gqr.V
=Z1,R)bh`TH(n?+H.nl)'`,;h09PHo08:j/l)upT\u\oO74KY(_g(I!Mi9L+VLptS
Z82jg:]d>-(dQ^4!ics2.'YmXL
"RrcS=#B;\QD_M=NT!Y%H!9nHfA,:uB6p"YZ,7rZZ`tnV]fpge&7MtV`#n!\'6cgC
H+\7a?qn-9agkXLAollpcdQmkVn9AI(Vr4f
endstream
endobj
15 0 obj
[/Indexed/DeviceRGB 255 16 0 R]
endobj
16 0 obj
<>stream
8;X]O>EqN@%''O_@%e@?J;%+8(9e>X=MR6S?i^YgA3=].HDXF.R$lIL@"pJ+EP(%0
b]6ajmNZn*!='OQZeQ^Y*,=]?C.B+\Ulg9dhD*"iC[;*=3`oP1[!S^)?1)IZ4dup`
E1r!/,*0[*9.aFIR2&b-C#soRZ7Dl%MLY\.?d>Mn
6%Q2oYfNRF$$+ON<+]RUJmC0InDZ4OTs0S!saG>GGKUlQ*Q?45:CI&4J'_2j$XKrcYp0n+Xl_nU*O(
l[$6Nn+Z_Nq0]s7hs]`XX1nZ8&94a\~>
endstream
endobj
13 0 obj
<>/Filter/FlateDecode/Height 768/Intent/RelativeColorimetric/Length 651294/Name/X/Subtype/Image/Type/XObject/Width 1024>>stream
Hr?8IlqsnԩɠcI`#s>#%<(bBo|)]-!S1=}K}]!XC;mcB0>hmp
mg1jk5
E;_n65v8o)C%[`)A?M\]su
rڌvckm[Mkjj;4JZm=/Gj&9P) t0xk(&X㱑x'NssHOeY♔/Pk,=9Mn6qQe~j^/̪\p6.Naٰ4vf_M6=alql)p&ktGVf6t
r]z1[Μv<^`I˛jM$'v6rH2Ahl.)O;l#ݩQ
T0z_,d*ޏ}m>_\,)NDOb|GO|LLs.GnGeJ2vԿ&vϳ i6>=~6.=Kl$&tQ]\F3f]ܻ$yy>e65=9tc]a,HvU'J?mn)b(
%6:tة1ִa8^_pht#lӵxxw;,?l?.
5Ku]~s}% F.Iku&7ɍK'رfFdGw2aOlI[/淚
8K?*c%ѾOoR`[^W$i6oaoWJA')/y=\Xߪv{\ oZ R% xJA@GGjPaItW⟘^; .!~ͯJ]\1[o?6*l]y,trTR#[FH.^JC 0ot?/-KC$plcCͦ 6=T% l,qb?o
r&pǖOghC퀍iW_\m9֪Uw3/m;Vsc_K?? 4