%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Canada Economy Snapshot_Oct 2019
2019-10-31T09:20:22-05:00
2019-10-31T09:20:22-05:00
2019-10-31T09:20:22-05:00
Adobe Illustrator CC 23.1 (Windows)
212
256
JPEG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uuid:300b65fb-016a-4b9d-971c-e6d917359581
xmp.did:a8890126-60d5-2743-819c-e7f5e11e5163
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ef98902e-99d2-4c48-a1cd-a038f07becf9
xmp.did:ef98902e-99d2-4c48-a1cd-a038f07becf9
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:a8890126-60d5-2743-819c-e7f5e11e5163
2019-10-31T09:20:19-05:00
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
HWˊ%WrzqXzhb1Ƌ%os"2ah['2'#"#݇}ms{!Ň'wԚ{+^?菜]o=Je\RϯnG=>Aש8xDdeJy^S'?m߽lnl/_p`iå&/2R_^{zhxx|S?O>~ϗ@3O3p)f6>أ۟CHCFE3# QsS)_/xpr[>rhoϿXP݂y;Rnoo_Z0ެȿb-O}UHo>}GL㡽z5,ڃnoxElp1='Y|]*á
t2zDA(O?J[#B'ȏ+]QZ"6{Ϡ0#P
CQޓHzT ~bs+ґ:"zPJGyٕ{V?
+*c)#IÅ'MF3a
VP^CpءP\Y<2"4)g2Fs 9Yk|GEU__?.Y"7fiBׄ