%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
FR-ft-sempafloor wood plus
2017-11-27T23:39:53+01:00
2017-11-27T23:39:53+01:00
2017-11-27T23:39:53+02:00
Adobe Illustrator CS6 (Windows)
184
256
JPEG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uuid:ad431860-07f9-4cb7-9053-a54424041331
xmp.did:B060EADCC2D3E711B727E1F3CCE3A24E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:AF60EADCC2D3E711B727E1F3CCE3A24E
xmp.did:AF60EADCC2D3E711B727E1F3CCE3A24E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:06F36738995CE711BFC4E7A0FF6B7607
2017-06-29T09:04:40+02:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:B060EADCC2D3E711B727E1F3CCE3A24E
2017-11-27T23:39:49+01:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\jmorin\Desktop\FR-ft-sempafloor wood plus.pdf
Print
False
True
1
210.001652
296.999959
Millimeters
Myriad-Bold
Myriad
Bold
Type 1
001.001
False
wmb_____.pfb; wmb_____.pfm
Myriad-Roman
Myriad
Roman
Type 1
001.001
False
wmr_____.pfb; wmr_____.pfm
SRUBAA+Times-Roman
SRUBAA+Times Roman
Roman
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
NVSBAA+Helvetica
NVSBAA+Helvetica
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Symbol
Symbol
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
UQIAAA+CalibriLight
UQIAAA+CalibriLight
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
KHQAAA+Calibri
KHQAAA+Calibri
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
WSHBAA+Helvetica-Bold
WSHBAA+Helvetica Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
KFJAAA+Arial,Bold
KFJAAA+Arial,Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Groupe de nuances par défaut
0
Blanc
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Noir
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rouge CMJN
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Jaune CMJN
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Vert CMJN
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cyan CMJN
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Bleu CMJN
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMJN
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 J=90 N=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 J=85 N=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 J=95 N=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 J=100 N=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 J=85 N=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 J=90 N=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 J=100 N=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 J=100 N=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 J=100 N=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 J=100 N=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 J=95 N=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 J=75 N=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 J=45 N=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 J=0 N=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 J=0 N=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 J=5 N=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 J=25 N=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 J=0 N=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 J=0 N=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 J=35 N=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 J=50 N=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 J=20 N=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 J=40 N=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 J=50 N=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 J=60 N=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 J=65 N=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 J=65 N=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 J=75 N=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 J=80 N=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 J=90 N=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 J=100 N=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 J=80 N=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Gris
1
C=0 M=0 J=0 N=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 J=0 N=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 J=0 N=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 J=0 N=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 J=0 N=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 J=0 N=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 J=0 N=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 J=0 N=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 J=0 N=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 J=0 N=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 J=0 N=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Couleurs vives
1
C=0 M=100 J=100 N=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 J=100 N=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 J=95 N=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 J=100 N=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 J=0 N=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 J=0 N=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
17 0 obj
<>stream
H\WI%
ܿS:[u0(^opp*Q@ J~o?>|ҕ]VVOW_[Ͽ#]+_WKe_+oG[+P{q=_NQpe 9` _ncݵ+7v@s^eq/g3>clޥLСC,R\$gdb]Ld\xݣ}.5?f;LGױuyԉ[2ler>@αX#6ut~{Tc+~}͙wJƷCᦰ+^Amww5d"&j^X+2G^30խK/"v`w+}2Pzv@zG'۵?Ȗ^4Yq47fbx|+Rڠf1@io+y`M {>i!uZ7HQ3{v9+P{Z&7 }c1]ꗭBnԊ=P>oEKhN
!&s1Ű3.kNGw6d|14Ceh0,KEqC]QIĠ&23ndpMG&ee?@,v Y\(*}ey,{ʠ桥oT|2sZKoA3 K˶A&fPq8u.,C͢qǝ˃MidvLGzѮ1Z
"z&ק!45ZP 3&;Ն@]tKa
S1ߊᗢn/q!aꁲ~cYN۠f\1 E==*-a U u[43 1/{TG)q|:g@Z(y}7D"~8bG
-Òvwo{"dvu˒{I;C7 q2t8=Du0wQgxTd:^*j{jj7@gFdZe_ ;yȳMT|.%/j[21Pg%"i=+;!r=3]S-nޱVԁ1(ACҳމbpCHaAvY/' `Rc;GD