%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
MMchristmasorderform
2020-10-09T09:35:43+01:00
2020-10-09T09:35:43+01:00
2020-10-09T09:35:43+01:00
Adobe Illustrator CS6 (Macintosh)
256
180
JPEG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:411d3f79-e910-074e-be45-c6a2d0beb879
xmp.did:A9C4BD0631206811822AD374916C707C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0480117407206811822AD374916C707C
xmp.did:0480117407206811822AD374916C707C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0480117407206811822AD374916C707C
2020-10-08T13:38:27+01:00
Adobe Illustrator CS6 (Macintosh)
/
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:A9C4BD0631206811822AD374916C707C
2020-10-09T09:35:39+01:00
Adobe Illustrator CS6 (Macintosh)
/
Print
True
False
1
210.001652
296.999959
Millimeters
ArialMT
Arial
Regular
Open Type
Version 5.06
False
Arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.06
False
Arial Bold.ttf
Arial-BoldItalicMT
Arial
Bold Italic
Open Type
Version 5.06
False
Arial Bold Italic.ttf
NexaBlack
NexaBlack
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
NexaHeavy
NexaHeavy
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Nexa-Bold
Nexa Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Nexa-Book
Nexa Book
Book
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.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
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
22 0 obj
<>stream
HW[o[~ׯ࣊VǼ1vuVP,P`rFS_Jv
i`X3$3ù};jVUVgΓC^_Nvsb̏'&bTv$;Wt{2==?Lϙ8MƩz[wBU3Y֓Ѹc~N^|gFeiv:YLNf=YZ> `$¤ΉgYHfIIkS
k\c{jxi^c}m
B2E`h[#Ċw!i;لՈJ=YtP'4{