%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
TDM Calendar 21-22 - English A3
2021-08-13T13:24:02+01:00
2021-08-13T13:24:02+01:00
2021-08-13T13:24:02+01:00
Adobe Illustrator 24.3 (Macintosh)
184
256
JPEG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=
uuid:2e00f3bc-d8b5-044c-a955-7d3b71214edb
xmp.did:083f3655-fe98-4fd1-a1dd-f6163859443d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1429a63f-381b-4bbe-b610-dcd92ca51b5b
xmp.did:d92220c8-81e6-9646-85ef-ad1bfcf188fa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:083f3655-fe98-4fd1-a1dd-f6163859443d
2021-08-13T13:24:01+01:00
Adobe Illustrator 24.3 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
297.000000
420.000000
Millimeters
Miso-Bold
Miso
Bold
TrueType
Version 1.01 2007
False
miso-bold.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
C=74 M=13 Y=10 K=0
PROCESS
100.000000
CMYK
73.690391
12.814526
10.003814
0.057984
C=0 M=34 Y=89 K=0
PROCESS
100.000000
CMYK
0.000000
33.667505
88.192564
0.000000
C=48 M=12 Y=100 K=1
PROCESS
100.000000
CMYK
47.916380
12.384222
100.000000
0.946059
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
8 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
9 0 obj
<>stream
HdlG
z\$FEx) !|ky (._/o~*W\(=}}y?~zS1s?]xtH
qGm:k߫q*|yk]{g֫{Cz:vtWѯXqگ2Ņr&a]P]vaGj]_q2чžGWyWՐv_s+6q5͓^ (4ލ{.i.x"uMp*G܆5я1ln/~OES8uoΘ&~U]OP{ب[RFI
]#Ipݼe=xS0]k.8rWRmE!-|ŁXo).b\pta8
7&ulrkIL6;Ñ+ڠГZB^MYT\GM7;7nv\,F1n()Qw
HwPq]ک9HAI