%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Adjustable Floor Doorstop
2016-11-16T08:37:50-05:00
2016-11-16T08:37:50-05:00
2016-11-16T08:37:50-05:00
Adobe Illustrator CC 2017 (Macintosh)
188
256
JPEG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==
uuid:dfd548c0-7a00-df42-97fe-786e64afb652
xmp.did:1deb27ca-1f11-4f18-bb0a-5e61ade5c8ac
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d1c078a0-2746-42b2-b0d1-25aedff8fb1e
xmp.did:1b6690ed-28a8-c141-9479-b6a9cf6be651
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1deb27ca-1f11-4f18-bb0a-5e61ade5c8ac
2016-11-16T08:37:42-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
HelveticaNeue-Condensed
Helvetica Neue
57 Condensed
Type 1
001.000
False
HelveNeuCon; HelveticaNeue-Condensed
HelveticaNeue-MediumCond
Helvetica Neue
67 Medium Condensed
Type 1
001.000
False
HelveNeuMedCon; HelveticaNeue-MediumCond
HelveticaNeue-Medium
Helvetica Neue
Medium
TrueType
10.0d40e1
False
HelveticaNeue.dfont
TradeGothic-BoldCondTwenty
Trade Gothic
Bold Condensed No. 20
Type 1
001.001
False
TradeGotBolConTwe; TradeGothic-BoldCondTwenty
TradeGothic-CondEighteen
Trade Gothic
Condensed No. 18
Type 1
001.001
False
TradeGotConEig; TradeGothic-CondEighteen
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
Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
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 16 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HWۮ
}_1?pƺ("(<] -ERf"h_ >Z{t#H.oo?Q~{qFo_`{(Ľo/[8d=~z߅$5(=G^? 5?>;6?ҾqIy=EoG~O8!ż11'ĶK)ۋMi8(:Я=gWW;(t/ 6i{LTIQW/H8CÏ-AK`)uL|I{*CR'pup)651K#v@mg°PD_eWs [ UD my/V2]=
N\+!@3
{Yp;\`9U7u|g;;A
@"5Do
1a{HK,vTJ 5D]p +ȁؖB
i$ۧc`-/ Cң4 ð7n 3"ζP dDԻ b!ߝ៌wȴ){ Qs
Qؿ"y.]@OHkч~(T'2U_ؘ\"F:D5m9Z'
L!lӐS %}Zqh+8MÒǑ}Gv.T8 9OWDF9xe ˓o5 +CW%ȮFF֠0|BEw 3f4mv7K#6w`C.,hHЄԂ3҆ e|hnYbG7B}ZU, NׄpO-VOX 3e# y^h&`):UzHh#d,vj5ZTػC,\|,bSS
zͧ>>|ٽ{{2>Z=ai):zRi4e q'5ސzM:(nlR>crâ8M7oV'Jޣ~Df2h:nU0nMQ2r;5즵x[v-(!hKm euae"dS'C)+>
j/`K6DX+`
kL,^H
q:BX§1Vg4j*Oӵe+/|j՝j7 -|4U KS/7U^*r]*ׯn\;]k~b
$髣^?tG\j+