%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
printable-sky-notes
2020-07-14T09:59:12+01:00
2020-07-14T09:59:12+01:00
2020-07-14T09:59:11+01:00
Adobe Illustrator CS5.1
180
256
JPEG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uuid:563bdef1-7ca8-40a9-9eb6-9d1d59c0aa36
xmp.did:60CEF146B0C5EA1190E2E8A4F19CFC09
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a7bcf477-3097-4936-8b6d-a2380d0295db
xmp.did:0F5B9E6D13C5EA11918EBCC9F7C0F08A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0F5B9E6D13C5EA11918EBCC9F7C0F08A
2020-07-13T15:16:22+01:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:60CEF146B0C5EA1190E2E8A4F19CFC09
2020-07-14T09:59:08+01:00
Adobe Illustrator CS5.1
/
EmbedByReference
C:\Users\elliottc\OneDrive - The Winston Churchill School\Sky Notes\August\sky-view-august-print.png
Print
False
True
1
210.001652
297.000132
Millimeters
MicrosoftNewTaiLue
Microsoft New Tai Lue
Regular
Open Type
Version 5.99
False
ntailu.ttf
Verdana-Bold
Verdana
Bold
Open Type
Version 5.33
False
verdanab.ttf
Verdana
Verdana
Regular
Open Type
Version 5.33
False
verdana.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
14.999998
100.000000
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 23 0 R/TrimBox[8.50391 8.50391 603.784 850.394]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 26 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
24 0 obj
<>stream
HWnH}WD]dg2;
{p{\nk~2B1K'[O<-LVq\|Z`RMʐGTTswru|Șj&d~):6|Y