%PDF-1.6
%
1 0 obj
<>/OCGs[14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Royal Window Menu June 22
2022-06-16T15:15:39+01:00
2022-06-16T15:15:39+01:00
2022-06-16T15:15:39+01:00
Adobe Illustrator 26.3 (Windows)
256
184
JPEG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:26266b57-6a09-43a5-a56e-9e26f9ea8c50
xmp.did:836df83e-ae66-be4f-8adb-cb140bef9876
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1c061acc-b36c-460b-85b3-b1dc2e8e1128
xmp.did:337256a3-09e9-3944-9fb2-bf3f093c648d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:337256a3-09e9-3944-9fb2-bf3f093c648d
2022-05-25T14:59:20+01:00
Adobe Illustrator 26.2 (Windows)
/
saved
xmp.iid:836df83e-ae66-be4f-8adb-cb140bef9876
2022-06-16T15:15:28+01:00
Adobe Illustrator 26.3 (Windows)
/
EmbedByReference
C:\Users\adamj\Downloads\ClipartKey_2792847.png
0
0
C:\Users\adamj\Downloads\ClipartKey_2792847.png
0
0
Print
Adobe Illustrator
False
True
1
419.999583
297.000083
Millimeters
Derivat-No1
Derivat No1
Regular
Open Type
Version 1.01 2014
False
Derivat-No1.otf
Bloomsbury-Script
Bloomsbury
Script
Open Type
Version 1.000;PS 001.000;hotconv 1.0.88;makeotf.lib2.5.64775
False
Bloomsbury-Script.otf
BelleroseLight
Bellerose
Light
TrueType
1.0
False
Bellerose.ttf
PalatinoLinotype-Roman
Palatino Linotype
Regular
Open Type
Version 5.03
False
pala.ttf
PalatinoLinotype-Bold
Palatino Linotype
Bold
Open Type
Version 5.03
False
palab.ttf
PalatinoLinotype-Italic
Palatino Linotype
Italic
Open Type
Version 5.03
False
palai.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 16.07
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
17 0 obj
<>stream
HW[oG~x R"(yA`{1@[=3]5}yD}WU'ϺDw;кOSNtoNH_RF[#ۣG7oxp2ɑ͏'OnEƤçKFovGJv a_\k·ns{tͿ]O
j.KB/˷xLgW&\DxP&
Fcz\眞~4x`-~g{o%s[L3{|Xva;1:IeP[e2|F ʒ[NF=wU+[1t[faݎ-0w>3cIz~nV ޠh*Ԁ%ƴapeXtOJP|,{546@).a@75>DN
8ѐ13џ "Xlݼp
cgd,c\g<#DL7SƁH[Kk J?-ռ\Q3Z#Qj&8ѩ{yoHS$S*=k]6=d΅(r$A]<yc#{ȓb-`0rPT?3^
ڵ{"j2F%̬8籼SkƼq(8q{ lP+**9b4Rґj4b
2xsc[D^"聞Q/H+H1L
_HCjn~>ʤ|˾c
NxxFiJdT{cV&?f3cudw+bR}EE7I&٪贕n^^eU3кC*$M/r$_VϊIkM>1eG~R%+
ہ&A4^l4e26t^W4`W SM֑ub/kKe.M19)T{\w%{YYƂmsٓ<