%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Fiche didactique_English
2014-03-28T13:42:08+01:00
2014-03-28T13:42:08+01:00
2014-03-28T13:42:08+01:00
Adobe Illustrator CS6 (Macintosh)
184
256
JPEG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uuid:a1a89e8c-400c-0f4b-93cc-dda78f34c108
xmp.did:6695E35636206811822ABE8D6436D877
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:A54B601A35206811822ABE8D6436D877
xmp.did:A54B601A35206811822ABE8D6436D877
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F97F117407206811822AB1B64A85ABDB
2014-01-14T22:51:05+01:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:6695E35636206811822ABE8D6436D877
2014-03-28T13:42:06+01:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/KevinAntoine/Desktop/WORK/En cours/AQUAPONIA/Logo/by-nc-sa.eu [Converti].png
EmbedByReference
/Users/KevinAntoine/Desktop/WORK/En cours/AQUAPONIA/Fiche didactique/Bannière.png
Print
False
True
1
296.999959
419.999514
Millimeters
CooperBlack
Cooper Black
Regular
TrueType
Version 1.52
False
Cooper Black
CooperBlackStd
Cooper Std
Black
Open Type
Version 2.088;PS 002.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
CooperBlackStd.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
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 48 0 R/TrimBox[0.0 0.0 841.89 1190.55]/Type/Page>>
endobj
10 0 obj
<>stream
HWێ\
|8?0g;_#z0 C>@5>s[yF+lî&doIYvi~={a}:je5KkI
>ZLfx?#ԗ(Xtl8
55JwhE2>풏kg0/vÎ,
s:nu;f[knxf/W<>;o*Z^M3[\\2߬DZ;kq+p_A܍gc1a
Z-%#~6,:O
u11pF3ɕ'{DW._/?>G~|jkv|smlr=-k
c _81:qz?@ai8he@]X3l}ؽ,
[}AW 3wCx|7(؆x݃6~ ~o]^0c;
x|-_øbb^n!P]2
0|K(TZ#5?j<z`y/0 呅/:,}5NK Ӡr}FS[n#>`vNKai:ޞo?rxʑ83*8_YDпn d|@"`Am;:mwh)Z|ih͕3,WV L,35|BH"Ute |
Y|^Y$Yޘަ^J:@ ԂztYZ}+]ydLҲ6 D2|mçXŞ s@EԞG,F2>Ϋ/\fX{ou ĘE {EY"BJTjmtx],U ##y66t\|6F Mti̇y$%S>*4x?RLH
9AQra94N+D
4;LytڶmU6/zb{8c;ƆJJY7ӧz6&APї}>nS_fW_YGKy