%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 8 0 R 9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Sustainability consult - BIC - Figure 2 - 12 goals
2018-06-18T09:46:23+02:00
2018-06-18T09:46:23+02:00
2018-06-18T09:46:23+02:00
Adobe Illustrator CC 2015 (Macintosh)
236
256
JPEG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:e1ccad19-0e4d-c04c-b684-d50cc5fd5b82
xmp.did:84a4e8ba-de70-4526-bc68-eec04175e646
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:da871603-59b2-2c4e-ab11-78b05f118862
xmp.did:96e8ad3b-f368-43eb-b48d-e613dedc8e42
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:96e8ad3b-f368-43eb-b48d-e613dedc8e42
2018-06-08T14:37:54+02:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:84a4e8ba-de70-4526-bc68-eec04175e646
2018-06-18T09:46:20+02:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/17.png
EmbedByReference
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/3.png
EmbedByReference
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/6.png
EmbedByReference
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/15.png
EmbedByReference
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/14.png
EmbedByReference
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/13.png
EmbedByReference
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/12.png
EmbedByReference
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/11.png
EmbedByReference
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/9.png
EmbedByReference
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/8.png
EmbedByReference
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/7.png
EmbedByReference
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/2.png
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/17.png
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/3.png
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/6.png
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/15.png
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/14.png
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/13.png
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/12.png
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/11.png
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/9.png
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/8.png
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/7.png
/Users/mariewery/Desktop/Sustainabiliy Consult_Circular bioeconomy_BIC/2.png
Print
True
True
1
29.999869
29.999869
Centimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.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
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 J=90 N=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 J=100 N=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 J=95 N=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 J=0 N=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 J=50 N=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 J=20 N=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 J=40 N=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 J=50 N=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 J=60 N=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 J=65 N=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 J=65 N=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 J=75 N=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 J=80 N=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 J=90 N=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 J=100 N=50
CMYK
PROCESS
40.000000
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
89.999400
C=0 M=0 J=0 N=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 J=0 N=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 J=0 N=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 J=0 N=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 J=0 N=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 J=0 N=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 J=0 N=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
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
10.000000
95.000000
0.000000
C=85 M=10 J=100 N=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 34 0 R/TrimBox[0.0 0.0 850.39 850.39]/Type/Page>>
endobj
12 0 obj
<>stream
Hlͮ$9cwK#BJ{G"]wԷN>'_?[:oG:fKWן<~HWWڑ?~>~9xʿ|Rp=+랟|k\~ykrc]%Ǐgeԫz685gh/9~|Pز\+b#ridgq
Zrj)as>!il3H9 =z#6CF_%+wFtHj2e|a[H":UVYbe^289m)l5)UkW;JejFKkY_ngK>BKVT!+BvwuIk{)}̮:}ֻOc[_
Z$ v+5hҲȨ|JÊ+v:YﴤpM 1tr명kN)S0Ulghp?
EwMq|`|>%w1>0E-|7 C{p]Sf/B6ձZvq. KηdM{Ԫiu7fRC0hyP8Ο/q> $v:I6de9r{uy*ݕa+/wQ%RM> 3#vMyw!2⦭ӄ:
\&]xIh^Pt~Smt*uN%$*g(?J|r+
= TܹՂ =a6 to E9.nߥ}*&(T2B)7-j
ugExj bQ}f .FѢPn,#;AABY`Vo2("~j=߽~>LyZMM,5{Uݩc[1o{>#h`63*&L$m ?C0˝PI $zpJWS~z^KCĘ'RX,nѽlrtħݬ>U
!+Y۹[{sOrsAt :Mmʟ8Q\2; P_#P箿
N\H?1oFл-ԀlG )w˞w?݂BLӕhlZ3C${Wl)<ŭ+/Q7X.KepvƑJJ٧7zm3L
HG%nT>UA2[y*so0>-wj[ϭ07z7.èVHVSO!!FRlJV
v4=ڝC\/MTF#[*baҳUzKFSE$-,A%sJxKuh3 $VjIƑsX-6Y=IC"[4ZMj@JI0l[roUed,*8f+]*5bڜ(dQAM쌕d,`+ʓ?iDCq_Jȱ}7Hjj)^h]i!O]du VC^SZ)5wR3(`RVFIibֵrh5D]Dw[$]`r|%$@#T"~,(e>%aHV{ٞd%vLx(f[YՒZvf`%N]VR5Pw-p~wT MꕚBs`C/cнN2w3~kO\]yn?u4:x9[ɨ%HORy{!*{zQL%,)X{og I
CZk}^TÐQdDznsы,H[CસKEXw'Ւ"j*].9F*zA2
Q1QiuD4a3RJ*\<|N
uUN96#tφ?Uw}=eoc7tv̐_ẕO[;^'Cs!ţ>eq-eE}?GzȺo4k3Pk2>僮CGjiQ/X@̐zyrړ&N*hYu֛om{[8hwhdێv>p"["Q]yjzʱ=TX#$DS"؆^ˆޭ?rא^o0f):t;Dp VHs 5?쓮kJ&fTa~']I2& 9IG%W^V,G"b@WHKۊ`Ɵ_@ҟ*
vV]ƴ!If
/6._Dj