%PDF-1.5
%
54 0 obj
<>stream
-)9iON9C>jsCP]_u*Sۯ)
/f|.G*FEH.}:ID.4:diQ~Wdn?o}-4fӹabKƮ2Dh@("e;ەB'fo!=jR0/-NO+gȮIK?&T!B4|"ލN]gʤskM]Ԫp
endstream
endobj
55 0 obj
<>stream
Ԥg$ze93c3;MW TUa [Mb%\eiZ`jOc%u܅LS)_>
{N@kGv^)"1Oќ(~vPّ@c*%ϞCl]\ͰDo 'ހ^(`Lvpct2u˼4"$_{ퟕX
"tM8D!WCoDTԈq Zo|n1h.GD{>&$<|zcB0)8P\4 Co`TineD9H x&
endstream
endobj
1 0 obj
<>/OCGs[39 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Famous Astronomers Crossword Solutions
2016-09-02T18:42:36+10:00
2016-09-02T18:42:36+10:00
2016-09-02T18:42:36+11:00
Adobe Illustrator CS6 (Windows)
256
196
JPEG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uuid:33a273ab-5c55-4cb4-8f6b-6f5915703285
xmp.did:2E8E0661BB70E61196AE8FCADE47BE88
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:298E0661BB70E61196AE8FCADE47BE88
xmp.did:298E0661BB70E61196AE8FCADE47BE88
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:42A17877BF4AE511847CBF0F6253A043
2015-08-25T10:23:23+10:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:2E8E0661BB70E61196AE8FCADE47BE88
2016-09-02T18:42:13+10:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
279.400000
210.001652
Millimeters
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
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-BoldIt
Myriad Pro
Bold Italic
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-BoldIt.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
9 0 obj
<>stream
@ID@NvZ@?p5tYm
Hsg7^ta=yb腣ٻ