%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NewOxSundayAprl2023
2023-04-21T14:40:59+01:00
2023-04-21T14:40:59+01:00
2023-04-21T14:40:59+01:00
Adobe Illustrator 27.4 (Windows)
176
256
JPEG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uuid:87d941c7-0507-48a5-afdd-46c4a9e005b8
xmp.did:2012d50f-b867-a147-99d7-f77cd42160b6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:502c969f-284b-42d1-ad30-d463a3db3145
xmp.did:23c66b38-5ccd-ec44-9ab7-0b4c0e3b7c33
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:413cc6be-a517-5a4b-82c4-f48798fd69a3
2021-10-25T12:10:48+01:00
Adobe Illustrator 25.4 (Windows)
/
saved
xmp.iid:2012d50f-b867-a147-99d7-f77cd42160b6
2023-04-21T14:40:55+01:00
Adobe Illustrator 27.4 (Windows)
/
Print
Adobe Illustrator
False
True
1
209.999994
297.000024
Millimeters
Europa-Bold
Europa-Bold
Bold
Open Type
1.000
False
15528
MinionVariableConcept-Roman
Minion Variable Concept
Regular
Open Type
Version 1.020;hotconv 1.0.108;makeotfexe 2.5.65593
False
MinionVariableConcept-Roman.otf
MinionVariableConcept-Italic
Minion Variable Concept
Italic
Open Type
Version 1.020;hotconv 1.0.108;makeotfexe 2.5.65593
False
MinionVariableConcept-Italic.otf
MongolianBaiti
Mongolian Baiti
Regular
Open Type
Version 5.53
False
monbaiti.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 17.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
12 0 obj
<>stream
HW]eW}pk?NfѠtDGG@Z{;C@$鹧g}ZUŧ~_N?Ӌ_o^ޗ=nz-^Ws-<;v.m_8/7/?y A)
~{Y
¾$sNT5ƹ|]
aᬲ|͍Vvh