%PDF-1.4
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Job 5870 Broomhouse Centre - A6 Postcard 400gsm Silk DS
2018-10-19T15:19:18+01:00
2018-10-19T15:19:18+01:00
2018-10-19T15:19:18+01:00
Adobe Illustrator CS5
256
112
JPEG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==
uuid:7d7be10b-be94-4eef-a4c4-705fbc619c9b
xmp.did:7C6FAFAEA7D3E8119F98B6F023D6DD63
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:7B6FAFAEA7D3E8119F98B6F023D6DD63
xmp.did:7B6FAFAEA7D3E8119F98B6F023D6DD63
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4C6004246AD0E811A265989AC21F0C4F
2018-10-15T16:50:03+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:7B6FAFAEA7D3E8119F98B6F023D6DD63
2018-10-19T15:17:58+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:7C6FAFAEA7D3E8119F98B6F023D6DD63
2018-10-19T15:19:14+01:00
Adobe Illustrator CS5
/
EmbedByReference
C:\Users\Jose\Downloads\broomjhouse\BC2016Red.jpg
EmbedByReference
C:\Users\Jose\Downloads\IMG_7267.JPG
Basic CMYK
False
False
1
147.999924
104.999965
Millimeters
ZapfHumanist601BT-Ultra
ZapfHumnst Ult BT
Ultra
TrueType
mfgpctt-v1.52 Monday, January 25, 1993 4:31:50 pm (EST)
False
Zapf Humanist 601 Ultra BT.ttf
ZapfHumanist601BT-DemiItalic
ZapfHumnst Dm BT
Demi Italic
TrueType
mfgpctt-v1.52 Monday, January 25, 1993 4:29:57 pm (EST)
False
Zapf Humanist 601 Demi Italic BT.ttf
ZapfHumanist601BT-Demi
ZapfHumnst Dm BT
Demi
TrueType
mfgpctt-v1.52 Monday, January 25, 1993 4:28:06 pm (EST)
False
Zapf Humanist 601 Demi BT.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
Crosses Color Group
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000002
69.999999
80.000001
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000002
50.000000
80.000001
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
64.999998
10.000002
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000004
10.000002
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
84.999996
60.000002
10.000002
Adobe PDF library 9.90
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 419.528 297.638]/Type/Page>>
endobj
7 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 419.527 297.638]/Type/Page>>
endobj
13 0 obj
<>stream
HЄWKoуFОыWЬб9DїHУhьФhEєА(
ЧQvнФжVqZьПя<ШyШJіPиђCCЩф7дrSбZFhДџ§Їъъу%_^ЊЋЭF6ЃФНьК6"кКеК!CѕyЖО`fжфайћсА=эћ#йѕЧгvw"l~Љ.y-Ѕ ЌцdѓPЭ~лwпЩrјўb%эћзў~џмjSгHcШХцЏЪjшV&EkЉ;lїЯфОлZЛчзћюО?|э__К]w<
]н_ъз'Ї~U6@.§Є\кh*JДЈU#dmlP\Ш*IЎzЌVзУ,ЌЄПчОЊГsЃ]h2 qГ§NюКст5ГіЛюC?С9ыЛс