%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 7 0 R 8 0 R 67 0 R 68 0 R 69 0 R 111 0 R 112 0 R 113 0 R 171 0 R 172 0 R 173 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Level 2 STREET Record Card
2018-06-29T09:37:34+01:00
2018-06-29T09:37:34+01:00
2017-06-28T13:00:53+01:00
Adobe Illustrator CC 2015.3 (Macintosh)
256
184
JPEG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uuid:a67efd55-a036-914d-91e0-8ceefdbb6005
xmp.did:4bd05505-9a21-45ea-b422-f1245b7f77d8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:bc4a8f01-a637-654a-842f-80f90edce949
xmp.did:85b8f14a-f136-471f-ac56-7833d75df8fd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:50c123ae-44f9-46e7-93c8-2ba1c46fb69f
2016-08-18T10:16:12+01:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:4bd05505-9a21-45ea-b422-f1245b7f77d8
2017-06-28T13:00:51+01:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
EmbedByReference
/Users/Lucy/Dropbox/International Dance Rewards/IDR_Official_Logo.png
EmbedByReference
/Users/Lucy/Dropbox/International Dance Rewards/IDR_Official_Logo.png
EmbedByReference
/Users/Lucy/Dropbox/International Dance Rewards/IDR_Official_Logo.png
/Users/Lucy/Dropbox/International Dance Rewards/IDR_Official_Logo.png
/Users/Lucy/Dropbox/International Dance Rewards/IDR_Official_Logo.png
/Users/Lucy/Dropbox/International Dance Rewards/IDR_Official_Logo.png
Print
False
True
1
297.000083
210.001556
Millimeters
Cocon-Regular
Cocon
Regular
Type 1
001.000
False
CoconReg; Cocon
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
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 184 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
175 0 obj
<>stream
HWMs)ׯhe&$Wysnl(\8b5^K7)UhtE$%Eտ?} u5=M8E:z W_2q?@ncʿqLO
٠D4&a06Httib
d]ǚeƺIK;wdBjaKGOΤ~
s"`X0<˖V$<
c5GcR'DGyh,j7
φl5blljk Gx7c 1 i c*qYVd'_Ghy%oJbjX'"&`dڱ`$`
`$D!:㹓qՆҼS_6iJsh}i:V?Uwο^Xgu@}TգO"` qBn˗
\MW3'!<A(#6E5?L>Kåʘ_$*db`Ì~lGsb`V:ec<<43aە2m+VF6
`9zrK9ع1ȋӓD<*X!S>> 0Lunǧ۪P%pkX:'20;y_8! `P+-%`JšXL,Jtšі}D_J ɚxj(L>,Y1Ful}%g. t4~lY@D
JR5G>懥+Zq-{͊d,}AԯID4_eUw;qTec;m2ò
y
lz{#:`y3oe=&+HA(X]Kk.Ň~a
C/P=v3OOMSRsթtMU#FNXbT_-nˇm%j, vofSO++EhCh6$#
Q6f[q7n-=~?#jm}79mBqs0YO} aW>(F4p0IUiR_j<;Ybu\]5o[PDGP`eM<s<vKG~x