%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 14 0 R 15 0 R 11 0 R 16 0 R 17 0 R 18 0 R 19 0 R 20 0 R 21 0 R 22 0 R 93 0 R 94 0 R 95 0 R 96 0 R 91 0 R 97 0 R 98 0 R 99 0 R 100 0 R 101 0 R 92 0 R 102 0 R 172 0 R 173 0 R 174 0 R 175 0 R 170 0 R 176 0 R 177 0 R 178 0 R 179 0 R 180 0 R 171 0 R 181 0 R 251 0 R 252 0 R 253 0 R 254 0 R 249 0 R 255 0 R 256 0 R 257 0 R 258 0 R 259 0 R 250 0 R 260 0 R 330 0 R 331 0 R 332 0 R 333 0 R 328 0 R 334 0 R 335 0 R 336 0 R 337 0 R 338 0 R 329 0 R 339 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
FTC Energy Label for Lindsay Fan
FTC Energy Label for Lindsay fan manufactured by Matthews Fan Company.
Matthews Fan Company
FTC
Energy Label
Lindsay
wood Blades
damp location
limited lifetime warranty
ceiling fan
wall fan
efficient
eco-friendly
reliance
clean energy
sustainable
Atlas Fan
Light Kit
Matthews-Gerbar
2022-04-12T12:12:23-05:00
2022-04-12T12:12:23-05:00
2022-04-11T02:59:56-05:00
Adobe Illustrator 26.0 (Macintosh)
256
144
JPEG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uuid:3060f7db-80eb-f44f-8af1-ec203a29e118
xmp.did:6e708ebc-6dee-4ebd-aef0-b441a081faac
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:d3d26871-d03b-4ed1-b04e-d65c55166d05
xmp.did:02bcd47d-4106-48f3-b97a-358b01c7bdba
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:870542da-cc70-4e1e-b170-ec03d28a373a
2021-01-15T23:40:19-06:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:6e708ebc-6dee-4ebd-aef0-b441a081faac
2022-04-11T02:59:56-05:00
Adobe Illustrator 26.0 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
8.000000
4.500000
Inches
Arial-Black
Arial Black
Regular
Open Type
Version 5.00.1x
False
Arial Black.ttf
ArialNarrow
Arial Narrow
Regular
Open Type
Version 2.38.1x
False
Arial Narrow.ttf
ArialNarrow-Bold
Arial Narrow
Bold
Open Type
Version 2.38.1x
False
Arial Narrow Bold.ttf
Helvetica
Helvetica
Regular
TrueType
17.0d1e1
False
Helvetica.ttc; HelveLTMM
Helvetica-Bold
Helvetica
Bold
TrueType
17.0d1e1
False
Helvetica.ttc
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
0
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
0
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 16.03
endstream
endobj
3 0 obj
<>
endobj
24 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 347 0 R/TrimBox[0.0 0.0 576.0 324.0]/Type/Page>>
endobj
341 0 obj
<>stream
HWnG}W>(hԗ[lYu.E]bLH9>TSB 5]U]uT.śKk^4?'/&dι,&
/g?]~zvr.
TNP\0vUo|G=ө5Lob"PMHar?zoO|2_,SlLCv_Pm,FX~o^ٜ,>w?;XXPCif~pQ~qY?OeUדţc1oW'<5G7x$c6Z֛KdD%\6?N77f*Nܑ*EȻ'p'Dަ啭rAdc
> %QjLJMD_JHL# |]uX-6_s MyX!uHkwsw{=b9Ӝg"~;49nzule>/ar[G\~C; @TU{ȜJ{$B ]M6v܇!("BV[x2ӳ}-CC*莽,d}CH!64M/gŵYpS3_ZuߙڤAfk>mz"
g_pGscfت^h;w;GC ZSi?ȸc9决/bw p)0ENWcɣ0`)vjݛ]$Гx+xK>,WƇ?Avi>9w`.% `l a% pn'Mཔh257]^N]";ݖ;]c;/9p.O:eV%$8Fc2a`[?Q&Bc_.2ޒf@5()tag#"#+
cq͠K;d*s/a