%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
B14516_Emory_Fairhouse_6_Drawer_Dresser_Manual_AY_20200707
2020-07-07T19:19:16+08:00
2020-07-07T19:19:16+08:00
2020-07-07T19:19:16+08:00
Adobe Illustrator 24.0 (Macintosh)
228
256
JPEG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uuid:b90367f6-e5af-1749-87f0-db79f7da58c1
xmp.did:d1cb1de2-bad6-4a8b-aac3-937ce7f9adb8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:6b9128da-22f1-b140-a9c5-4f5c9d179556
xmp.did:3133a57a-eb82-4ee2-9448-0d1f385d117e
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:c0810873-6156-446e-8513-0e01ccf98f1f
2016-12-07T17:46:54+08:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:d1cb1de2-bad6-4a8b-aac3-937ce7f9adb8
2020-07-07T19:19:13+08:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
True
True
1
21.590000
27.940000
Centimeters
TwCenMT-Regular
Tw Cen MT
Regular
Open Type
Version 1.02
False
Tw Cen MT.ttf
ArialMT
Arial
Regular
Open Type
Version 5.20
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
Arial-BoldItalicMT
Arial
Bold Italic
Open Type
Version 5.00.2x
False
Arial Bold Italic.ttf
ChaparralPro-Regular
Chaparral Pro
Regular
Open Type
Version 2.084;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.558255
False
ChaparralPro-Regular.otf
Garamond
Garamond
Regular
Open Type
Version 2.40
False
GARA.TTF
Garamond-Italic
Garamond
Italic
Open Type
Version 2.40
False
GARAIT.TTF
Garamond-Bold
Garamond
Bold
Open Type
Version 2.40
False
GARABD.TTF
Montserrat-Regular
Montserrat
Regular
Open Type
Version 7.200
False
Montserrat-Regular.ttf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 2.001
False
Montserrat-Bold.ttf
TwCenMT-Medium
Tw Cen MT
Regular
TrueType
Version 1.01
False
tw-cen-mt-1361501946.ttf
TwCenMT-Bold
Tw Cen MT
Bold
Open Type
Version 1.02
False
Tw Cen MT Bold.ttf
P22Underground
P22 Underground
Regular
TrueType
Macromedia Fontographer 4.1.3 10/17/97
False
P22 Underground Regular.ttf
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
PANTONE 7683 C
SPOT
100.000000
LAB
44.705883
0
-38
PANTONE 430 C
SPOT
100.000000
LAB
55.294117
-3
-5
AutoCAD Color
PROCESS
100.000000
CMYK
74.972147
67.919427
67.049664
90.145719
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
14 0 obj
<>
endobj
15 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
17 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
52 0 obj
<>stream
HtW͎9S|G8"!ΈxEDDU3Fv|tfddo|]o?r֯GϑF%z}o+^aszrq5sjv_yF*_3QH~;JOX[Lg~>kc Ne)(i.0lW䟕fn(D3f\*,D7jp :'A4+Vk'D,Q,0z'&:g7k0d8~ڋLT _5uǖ-e
[\1\Qd#6Ru^<`Ʃ#M'kV'wq;T\j5L
K&.jXeAuNyg8WZ0 A *N,+0~UAډg/6Kddik6B{B=g,A"By6aFǹ~ǵqƋy!~,#xr̝.]2..9!P7kIF(26B+L WůH4ta]1L5MC&}
zYkN
mM}8\I8jbtkq vueLq5G2acnH1"c8
i4GX#tvJ>h۟?|*D2 ~:f!I{E-o7: ȈLM
Qe-=h2HK1y+GpTċtE(N5hv@.O]Tp
V9/4ff\`Wrfbdul&=l.|ݔTT ɐDNzsKAm#PL/ nAR?r $W~TnUc