%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 15 0 R 16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Assembly_PortableDanceFloor_r2
2021-06-07T13:12:53-04:00
2021-06-07T13:12:53-04:00
2021-06-07T13:12:53-04:00
Adobe Illustrator CC 2014 (Macintosh)
244
256
JPEG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uuid:72e6da87-d454-694d-a2e7-0a265716d5ab
xmp.did:a5f2d374-0f00-4860-8d3c-fb65fe5516f4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:362c9825-6959-c84a-b71a-e4df830b47d1
xmp.did:8949b3da-393f-4a26-bfa7-1ba44da2f3a1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4edd77ea-9972-4d04-91e3-31c3d26d436f
2017-04-11T12:59:45-04:00
Adobe Illustrator CC 2014 (Macintosh)
/
saved
xmp.iid:a5f2d374-0f00-4860-8d3c-fb65fe5516f4
2021-06-07T13:12:43-04:00
Adobe Illustrator CC 2014 (Macintosh)
/
EmbedByReference
/Users/jeffz/Desktop/Instructions_DanceFloor/df-Crner.png
EmbedByReference
/Users/jeffz/Desktop/Instructions_DanceFloor/df-TileClips.png
EmbedByReference
/Users/jeffz/Desktop/Instructions_DanceFloor/df-FloorTile.png
/Users/jeffz/Desktop/Instructions_DanceFloor/df-Crner.png
/Users/jeffz/Desktop/Instructions_DanceFloor/df-TileClips.png
/Users/jeffz/Desktop/Instructions_DanceFloor/df-FloorTile.png
Print
False
False
1
8.500000
11.000000
Inches
Bree-Semibold
Bree
Semibold
Open Type
Version 1.001
False
.25462.otf
Seravek
Seravek
Regular
TrueType
11.0d1e1
False
Seravek.ttc
Seravek-Italic
Seravek
Italic
TrueType
11.0d1e1
False
Seravek.ttc
Seravek-Medium
Seravek
Medium
TrueType
11.0d1e1
False
Seravek.ttc
Seravek-Bold
Seravek
Bold
TrueType
11.0d1e1
False
Seravek.ttc
TwCenMT-Bold
Tw Cen MT
Bold
Open Type
Version 1.02
False
Tw Cen MT Bold.ttf
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 11.00
endstream
endobj
3 0 obj
<>
endobj
18 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
19 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
20 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
21 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 32 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
31 0 obj
<>stream
HͮI)nh<4ɬwY}ƍNUV֧?>>9OWWZN!._ᣕ۷u|y}ΐ9J8}j8=_na5ZkW{w_^?~zxV[+v1jG)yu?&ya?VLJ~f9>r%a_w.
{x{ )0d>ה(ay%[rhk)R5~aQCJEĞnywa;sX?uA!jA@UHI]*1V0@\ Ⱦ*F)+;&R5)gs!xXD@"QǍȸ{7D+4`L6aŚ x{T\x0ɫȮx&A% 6Oir&0r݅I<,Z! E`d[-B$P"]"HIrͅI<,$D$5v@$R@櫴gYȴϸ]IJ"9!;7AqT$3*=݄6a
q PA'DuZf.2/5*m`f^ZS$E<ASPz,E DAL+WQ-pfpı6ݦ{~Pڜ}+{z`' =?
d|wā蹬=<%ja_GV.=r
)eudnz,C EI%=%szrO)@t5:a kc
t긌u }1t@jGk#
Ş8\qLQs**3cYìm