%PDF-1.6
%
167 0 obj
<>stream
_\㧽h*䀲dPMF?fu\Ѭ+R2a=):>LiǛ4G%MY5NW-k%הʚ4}f!勀v$XAʩڕNCVCF uVP!Soܽ+dѡF#U5U^N]KDe+~"'Bu;$rK[)FQPx+l:q
^џf ic';rF~SLG@)1:Z=vcVOLAC}a]!UbXvy},
,i(XcvI-ljh|~mۥ
endstream
endobj
168 0 obj
<>stream
[XHjYMHp>lsUU2;`jQh^v׳#Z6naFހWx'oA;69?QQ-HOl0ݿWFЯ
[T|#B_j|P߁B0 Sfԏ.,%R*Qe'%^$vod^,*מGa+ÆĆc3
nO?o/3_F)[/.&łSrn]qޙ2Ao0`mCFuyV}HծH5 Y\۫
endstream
endobj
1 0 obj
<>/OCGs[68 0 R 151 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2020 MiniOlympicsSheet6
2021-06-18T16:07:42+10:00
2021-06-18T16:07:42+10:00
2021-06-18T16:06:48+10:00
Adobe Illustrator 24.2 (Windows)
196
256
JPEG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uuid:1d7594d3-661d-40d0-af98-8ec52472898c
xmp.did:0f0f5d47-6a3c-0846-9059-0db633a4348d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:a72a8ed3-e994-9d41-9cce-7d672ee794e2
xmp.did:a72a8ed3-e994-9d41-9cce-7d672ee794e2
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:44A17877BF4AE511847CBF0F6253A043
2015-08-25T10:28:24+10:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:0f0f5d47-6a3c-0846-9059-0db633a4348d
2021-06-18T16:06:48+10:00
Adobe Illustrator 24.2 (Windows)
/
Print
Adobe Illustrator
False
True
1
210.001656
279.400000
Millimeters
Calibri-Italic
Calibri
Italic
Open Type
Version 6.23
False
calibrii.ttf
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
68 0 obj
<>
endobj
69 0 obj
[/View/Design]
endobj
70 0 obj
<>>>
endobj
86 0 obj
<>>>/EncryptMetadata false/Filter/Standard/Length 128/O(t4]V/4g7MMi)/P -1340/R 4/StmF/StdCF/StrF/StdCF/U(3SOvEFxqq\) )/V 4>>
endobj
92 0 obj
<>stream
$Quʋb
ii HP%:̓8 ]2ilBhVT
@;QV&d1,&r^@57lv<tYoB@scuAp/ªXV-:[g>xcbiɾ/fdF
T(@;A0LEoacsIyw?Unռ'YWqS
z l8wZy_s^1@\1?s*$Ʃ~
eaF8Āt+Vխ+RK
m"6d^bW^E_oiBy^T<6__VqYca4;&WU,Wʇ|#^GD:4
U+.tI7}.5J *af|'z
q^5C[}2XsbőZwN`p} }@ob?@_b!S:t[l?q94˖jO7FN)c4!ygRݗ\$