%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
4110 Burkehill Road, West Vancouver copy
2018-07-17T23:28:43-07:00
2018-07-17T23:28:43-07:00
2018-07-17T23:28:42-07:00
Adobe Illustrator CC 2017 (Windows)
256
200
JPEG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=
uuid:c74ead04-8dc6-42f5-bf97-f64dd3ad1f23
xmp.did:603dd8f6-5abb-a846-bb62-4fd52450d82d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ba4ce82a-eff1-46cb-9c1d-5a7d26e04b56
xmp.did:14fdf3fe-952d-df41-bb5a-729553d19c53
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:018011740720681183D1ADB8839806D3
2015-04-07T22:40:44-07:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:603dd8f6-5abb-a846-bb62-4fd52450d82d
2018-07-17T23:28:38-07:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
D:\Google Drive\iShot\Drawings\2018-07-04\4110 Burkehill Road, West Vancouver-landscape (2).pdf
0
0
D:\Google Drive\iShot\Drawings\2018-07-04\4110 Burkehill Road, West Vancouver-landscape (2).pdf
0
0
Print
False
False
1
11.000000
8.500000
Inches
SourceSansPro-Light
Source Sans Pro
Light
TrueType
Version 1.050;PS 1.000;hotconv 1.0.70;makeotf.lib2.5.5900
False
SourceSansPro-Light.ttf
GAAAAA+SourceSansPro-Regular
GAAAAA+SourceSansPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
UAAAAA+SourceSansPro-Light
UAAAAA+SourceSansPro Light
Light
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
ZAAAAA+SourceSansPro-Semibold
ZAAAAA+SourceSansPro Semibold
Semibold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
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
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 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
13 0 obj
<>stream
HW˒]
߯`ecg3|?U2KGWRX|o~[ׯ淏?P'tU8B_{=?{^N؏hӲKuJ8Rn.$<\8h% dt'e`䓂w`l,c$X4
ep0 -$X*﹚ju8
@YTkZ3T#YnFG2EH}Ig(8FHtLb!8 Мf I0 ,$\G2R!@|Dϔ[_ҫ`Z.5V]W eQjjXTZZgպZZT|TmsO/I q! e KẀԜf@NNe' 1Jq,_Yjl,5V`QjP. Viπ9w:叄?_`w,?dl=rŏ,?krY\trUP
4|5 貇|M.#?@rGH.!Ɩ!"ߛP~媠\
ruPɥ-z!&P~Ģ|Ht$p +q LC;~+r5jNza_m4|H*g0$WaW
c=jakrrA7m
+_nY*&