%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
UK Economy Snapshot_Oct 2019
2019-10-31T13:04:13-05:00
2019-10-31T13:04:13-05:00
2019-10-31T13:04:13-05:00
Adobe Illustrator CC 23.1 (Windows)
216
256
JPEG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uuid:900f625e-8add-4a4c-8223-c2f58d013938
xmp.did:a609d45a-8f0d-ff41-a7fa-c9dfa91035c4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:8cf0a785-5b0f-5646-857b-c9a4b65060ae
xmp.did:8cf0a785-5b0f-5646-857b-c9a4b65060ae
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:275e7a52-731f-9343-8316-36f8a2b59929
2019-04-02T12:52:19-05:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:a609d45a-8f0d-ff41-a7fa-c9dfa91035c4
2019-10-31T13:04:10-05:00
Adobe Illustrator CC 23.1 (Windows)
/
EmbedByReference
K:\Marketing\JTC\VRC Logos\Valuation Research Group\finalVRG.eps
uuid:A59EB0FEB6C2DC11B3D6A2A834CF825F
uuid:A69EB0FEB6C2DC11B3D6A2A834CF825F
K:\Marketing\JTC\VRC Logos\Valuation Research Group\finalVRG.eps
uuid:A59EB0FEB6C2DC11B3D6A2A834CF825F
uuid:A69EB0FEB6C2DC11B3D6A2A834CF825F
Print
False
True
1
8.500000
11.000000
Inches
Industry-Bold
Industry
Bold
Open Type
Version 2.300;PS 002.300;hotconv 1.0.88;makeotf.lib2.5.64775
False
25310
UniversLTStd-BoldCn
Univers LT Std
67 Bold Condensed
Open Type
OTF 1.029;PS 001.002;Core 1.0.33;makeotf.lib1.4.1585
False
Linotype - UniversLTStd-BoldCn.otf
Cyan
Magenta
Yellow
Black
C=37 M=87 Y=61 K=34
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
R=228 G=108 B=10
CMYK
PROCESS
6.863508
69.771874
100.000000
0.509651
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
R=49 G=133 B=156
CMYK
PROCESS
25.516135
3.286793
6.848249
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=37 M=87 Y=61 K=34
SPOT
100.000000
CMYK
36.829174
86.788738
60.506594
33.957425
PANTONE 541 C
SPOT
100.000000
LAB
22.745098
-7
-39
PANTONE 195 C
SPOT
100.000000
LAB
31.372549
34
8
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
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>stream
HWˎ%
WrzQ5z?vyAAqg9mtaIyDR7^|}rgyi+)V\~>3Vji(r.ּ^u7~3>~?~zsga;4UwTiO"~ ce'^w嗞Ea7~ܮo_vֽXTqS;]ne/-[wzjO>KuW?|݇'Po/ؼ*Bp_؏)@S:w>z;lu?|ɧw {O|TR/ocv|eݴ/_,ѝ)ۯW5/X+M=,C i Uȭ7^$n[?]aH+gNvxvw{!Igk22
zDA
(\gmaςGّ@x sIQPo-]giE
\
6#ÏP
l ,T]$=o09ΌL5Bbex^aveg oj1LEB>a&