%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
fiche tech roc-epine tavel
2011-04-23T09:10:04+02:00
2011-04-23T09:10:04+02:00
2011-04-23T09:10:04+02:00
Adobe Illustrator CS4
168
256
JPEG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uuid:487f1038-758f-534b-b485-60669c1a7eb3
xmp.did:FC7F117407206811994CC688E6BAC7C3
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:FB7F117407206811994CC688E6BAC7C3
xmp.did:FB7F117407206811994CC688E6BAC7C3
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
converted
from application/pdf to <unknown>
saved
xmp.iid:CF7F11740720681191099C3B601C4548
2008-04-17T14:19:07+05:30
Adobe Illustrator CS4
/
converted
from application/pdf to <unknown>
converted
from application/pdf to <unknown>
saved
xmp.iid:0080117407206811BDDDFD38D0CF24DD
2008-05-16T12:18:29-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:F87F117407206811B628E3BF27C8C41B
2008-05-22T12:59:33-07:00
Adobe Illustrator CS4
/
converted
from application/vnd.adobe.illustrator to application/vnd.adobe.illustrator
saved
xmp.iid:0BC3BD25102DDD1181B594070CEB88D9
2008-05-28T17:02:32-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F87F117407206811BB1DBF8F242B6F84
2008-06-09T15:05:10-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811BB1DBF8F242B6F84
2008-06-09T15:05:47-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811ACAFB8DA80854E76
2008-06-11T14:30:01-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:FEE440664A3DDD11BD33D3EB8D3A1068
2008-06-18T22:22:44+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:2F85BBCD703EDD11A8D1DFE8FDCD79D1
2008-06-19T19:30:09-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:676AE2A5723EDD11A6F1BABF7C5A7A51
2008-06-19T19:43:22-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:BBE4CD276D42DD11A0BEF9B17C50C624
2008-06-25T06:14:07+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:50264E6A200811689FE8CB9EA85C5459
2008-06-26T05:52:56-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:1091C12D6B48DD1194DA8463B7D22218
2008-07-02T12:20:17-07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F77F117407206811ACAF9F0F41229DDF
2008-07-21T13:59:17+05:30
Adobe Illustrator CS4
/
saved
xmp.iid:E40DFC627ABDD6119286AC08E167C812
2002-09-01T14:13:59+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:E50DFC627ABDD6119286AC08E167C812
2002-09-01T14:14:30+07:00
Adobe Illustrator CS4
/
saved
xmp.iid:F97F117407206811994CC688E6BAC7C3
2011-04-23T09:08:29+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:FA7F117407206811994CC688E6BAC7C3
2011-04-23T09:08:52+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:FB7F117407206811994CC688E6BAC7C3
2011-04-23T09:09:28+02:00
Adobe Illustrator CS4
/
saved
xmp.iid:FC7F117407206811994CC688E6BAC7C3
2011-04-23T09:09:50+02:00
Adobe Illustrator CS4
/
EmbedByReference
/Users/virginiemeyer/Desktop/tavel-miroir.jpg
Basic CMYK
False
False
1
595.280273
841.889648
Pixels
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
TimesNewRomanPS-BoldMT
Times New Roman
Bold
Open Type
Version 5.05
False
Times New Roman Bold.ttf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.05
False
Times New Roman.ttf
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
CMJN Rouge
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMJN Jaune
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMJN Vert
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMJN Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMJN Bleu
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMJN Magenta
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
Black 0
PROCESS
100.000000
CMYK
86.007477
84.969864
78.954758
100.000000
Dark Yellow
PROCESS
100.000000
CMYK
48.819714
29.675743
100.000000
5.432211
Blue
PROCESS
100.000000
CMYK
89.556725
76.711678
0.003052
0.003052
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
Groupe de couleurs croisées
1
C=10 M=70 J=80 N=0
CMYK
PROCESS
10.000002
70.000000
80.000000
0.000000
C=10 M=50 J=80 N=0
CMYK
PROCESS
10.000002
50.000000
80.000000
0.000000
C=65 M=10 J=100 N=0
CMYK
PROCESS
65.000000
10.000002
100.000000
0.000000
C=50 M=90 J=10 N=0
CMYK
PROCESS
50.000000
90.000000
10.000002
0.000000
C=25 M=85 J=60 N=10
CMYK
PROCESS
25.000000
85.000000
60.000004
10.000002
Adobe PDF library 9.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
H|W[o:~"VuOisЃP/Dť$o~$n3$3\z&RooŷHERnbjR2X-exZm[iz۶Qy(ӫ)v6E&D0Q"MUʗpl,oQDTIT2U\4H/
[ө,^ɿW~p|Twm%K*y/r(V"?ޒ۪ݒSyn*>Tɐ`_&vnq+j8X(q;Q~&:@`RУڡGmiGn
}wo*^OP{2(vz(~Pq0 Ѧ4GH#q<~xpdq}uˑ<=gƅܭ4䕐ō:+v05F${
%%a2:][cv 76=ü3`.y&Nv@T6XPN^ 8t{Supթ!
)@y 3t\ozmMVACڴ=Nj
zyl
3_6vc)hY9l0zPD;ő3ZHe=?-_Oh $nt?`bzO8HzdF1vDt#%OlkCvm̽l`G).~?#qK-RLȢuMۏ:l.YB6q֩(&HFTa0bu9!wH#9vZxu1@-c3tl:ާUㄻ6dzbʓeQLJEU!`bz4k4o߷ݾDAypFizOE
&S'ww
'u8E@7S7dcp=fP{c(94k!4Cu>:Y~JerVdg*s䖫]I]?Ѥl7顣bZ9N)MyqC8I^mEʹ yy$23G4*pw\Qq#ɧ"ѝ&OA8
n!Ł4%O_Pyq; H=5T-x^WA1PiS#W}g/QӮnFE3a
p]ʢ=*ͬuB^h'ܔʙ{C ]Pr%qixrf
ND&R'u
z ttҀD *h