%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
infographie_v5
2017-06-01T09:16:43-04:00
2017-06-01T09:16:43-04:00
2017-06-01T09:16:43-04:00
Adobe Illustrator CS6 (Macintosh)
160
256
JPEG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:550a5b87-ca0d-674a-8d95-530e63fceee5
xmp.did:0180117407206811822AA6A79E0E1D43
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4a0b578c-e6dc-8346-a223-b814af80342b
xmp.did:0180117407206811822A83DBCAE60E7A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822A83DBCAE60E7A
2015-06-02T10:57:48-04:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822AA6A79E0E1D43
2017-06-01T09:16:40-04:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
11.000000
17.000000
Inches
Interstate-LightCondensed
Interstate
LightCondensed
Type 1
001.000
False
InterLigCon; Interstate-LightCondensed.bmap
Interstate-RegularCondensed
Interstate
RegularCondensed
Type 1
001.000
False
InterRegCon; Interstate-RegularCondense.bmap
Interstate-BoldCondensed
Interstate
BoldCondensed
Type 1
001.000
False
InterBolCon; Interstate-BoldCondensed.bmap
Interstate-LightCond
Interstate LightCond
LightCond
Unknown
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Groupe de nuances par défaut
0
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
R=84 G=127 B=0
PROCESS
100.000000
CMYK
71.309998
28.961599
100.000000
11.816600
R=107 G=172 B=0
PROCESS
100.000000
CMYK
64.977493
3.152500
100.000000
0.000000
R=107 G=186 B=0
PROCESS
100.000000
CMYK
63.320396
0.000000
100.000000
0.000000
C=21 M=16 J=15 N=0
CMYK
PROCESS
21.484398
15.625000
15.234399
0.000000
C=65 M=15 J=0 N=0
CMYK
PROCESS
65.000000
14.999998
0.000000
0.000000
File K=84
PROCESS
100.000000
CMYK
67.421997
58.791500
52.849602
35.397900
Reflections K=0
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Reflections K=30
PROCESS
100.000000
CMYK
27.066500
19.836700
17.688299
0.000000
C=0 M=0 Y=0 K=84
PROCESS
100.000000
CMYK
67.421997
58.791500
52.849602
35.397900
R=0 G=120 B=186
PROCESS
100.000000
CMYK
84.200798
46.192101
0.000000
0.000000
R=78 G=179 B=225
PROCESS
100.000000
CMYK
65.197197
11.120800
0.262500
0.000000
CerclePointillé1,3.couleur2
SPOT
100.000000
CMYK
70.000000
45.000000
0.000000
0.000000
CerclePointillé1,3.couleur1
SPOT
100.000000
CMYK
25.000000
0.000000
70.000000
42.000000
C=0 M=0 J=0 N=80 1
CMYK
PROCESS
0.000000
0.000000
0.000000
80.000000
C=54 M=68 J=31 N=9
CMYK
PROCESS
54.296898
68.359398
30.859398
8.593798
C=0 M=72 J=94 N=0
CMYK
PROCESS
0.000000
71.875000
93.750000
0.000000
C=1 M=39 J=95 N=0
CMYK
PROCESS
0.781298
38.671898
94.531296
0.000000
C=77 M=0 J=80 N=0
CMYK
PROCESS
76.953102
0.000000
80.468796
0.000000
C=74 M=11 J=1 N=0
CMYK
PROCESS
73.828102
10.937500
1.171899
0.000000
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
MOOC-Infographie
1
R=189 V=172 B=127
CMYK
PROCESS
31.656397
30.231201
54.100903
0.332600
C=30 M=30 J=45 N=60
CMYK
PROCESS
30.000002
30.000002
45.000000
60.000004
Blanc
CMYK
PROCESS
3.866601
3.042698
7.424998
0.000000
C=0 M=97 J=100 N=0
CMYK
PROCESS
0.000000
97.000000
100.000000
0.000000
C=0 M=16 J=100 N=0
CMYK
PROCESS
0.000000
15.999996
100.000000
0.000000
C=65 M=15 J=0 N=0 1
CMYK
PROCESS
65.000000
14.999998
0.000000
0.000000
C=45 M=15 J=0 N=0
CMYK
PROCESS
45.000000
14.999998
0.000000
0.000000
C=30 M=15 J=0 N=0
CMYK
PROCESS
30.000002
14.999998
0.000000
0.000000
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 32 0 R/TrimBox[0.0 0.0 792.0 1224.0]/Type/Page>>
endobj
17 0 obj
<>stream
H|Wۊ%|?_яZé̺ ,a⵰F}GDVh$3]x/KNo#\20zW_cXb1L8z'iuú%+ykY'm+M;Gkm5lLJY0h{]>\|a]_V>,gd}|O咷ƻXXy9ViYŘOϾekU?^@|2+&'3?d̹qp- ,;"k;Vg{=o5\wܳWKގ/F0uS<%~K;ȩvg*姛ȱ,Nl}
Aմl@Z\-{\˝o_a!*pNOL?L{߭dc\ɍ3v~w;[J汷*KA j~O9,1&Ojum^f~Rzjk`:>\jqy{=J,@n|r*(3~p{?i`J
x9{GM<ݹ
10Ozc4!"`*<հJ#Rep8[O^L!y]
JkL '2|nk7;#[ǞX`
Pj)yZm:M{S`o%:`T+P
A"@edʉ3\@c;"JĈf7i@:;ۤwCWGVpU\Նñp"6( 'șf`64>:W+ewhwJ\l]^!ZwL)W`TFsc,O(. BCfTRA[9=#Wl6 yɃ)Nwj@«zM5ս]\(kPu뫽inpaXHF(pZ``qdrEK(G1d#r,.DjxKK8怍z*Hyp r2}CL#*bvZY
ƭpHys{8x{7m.2]fd:aY64w8o˂TZIJzܗfuiؼ_QC0
Jx՝"c~e>!\wDR;+-Q86.Sp8W좓E_
a KsAT=)^[[B#L9LjooB|J}9M9LKoGJ$ǡ5tL+{LE
vt~1 ɮQ~p.eeHKᴏx#/x ?15Exdd#s$_e1ɳ/L@I"F%mƱF,Z=6ylvހ%
%h[ϭPIiܤ BR*!\-QǎMMmLD6A*}P9߭̀ >5#v\[9LN2IO e/W3C-SЉl̛&X P58k
v/vo&]{j4IHe8\"I0uOQ`~&<
1$|:8'plzX2mT
d2=SM#mjk̋o{Qr"Y_t
ngvΐY_AE֣{I<gr*mcchoi:jAE7)t1/.TiIb}[`:i,LjcRz4j?ڸڂb}e}Ŧr/kKu9xn#oZ[uY:ŮUۛHkRpI>"UhQ"f92'eVc?=RR\8yɯovŮQ<
KL`ŶnBv aGRTQEht u#@U ĺBfXfXuȚ}GT*kivMXsxLo"
M߭?}tѴNW0V;vq(TE5WȠJ=Z䘧[:V܆OR" SmQZ]# +2e=}}xӇ;[d0:?Np,9D0 \ g$0F2wg1c"GblU52~ԽqƆF҂f/f鋆xRI{RPn,؏<ҟB9"tf="fQl^Pm1K!8T|E.oZ!QcKk
dubo@,.K
dh%IWezt!܁02J3'
Vt6C({(jbC$Y>q|vLS်{s)W>eڗN!c͠[XuhjZx=jJRYNˢOlӴg]ZwN)R k:(fv/JQov?5Q0tӯzO%j˻Kx^ZKba*}j:({WR?Y{UȺu6Wswm^siJ ޒߌ|Rr03AzY=4(}`iakmFiR^%~)d/|tտէ4U3mii |nO[sw1Riiz
zE2Fp Za:H{o:LĒYh
+592ٔQZ5\6sdRvh^=,jϟnQT-
#òKols_?3!q* 5GQQ-\&3,e p#F-,,#nےF7ȑJl"d.Nd:xL7|V4mfmo ߈o 5˨Ko=
|<= ݅/ntA挽-cĠL_SZ"}}ZGʀF_4:ο%7VM|:KpM~rc8V1e*j ȜQdS%?h/:2~/zC[vFpo+DiHrWf{jx<e&\A;-?@rW4$$l$Nr`8f1"fcFX"e9}S`jeL0yQ`31A2`UN#<)A0~^"pC3`ə.1fYotwh-8A&\+CK"Wse+\X,8c\)J``i'Xz4t"*t#ݚ"+Us8WEJ(h,`HhwE
N' tt逋D\V+ AO'dcy>ӭ{åDWap`;,K9$fE.F\/#="VxG8^xzX]Y8Ky.|1d|/ɖf7_ɗԅ|6ZD/+e|apktAci1~ZQw1ΚtcM:h
^(S+M\ohQY_Zl. C=5%Z1f7k7jlۣE+9jZky&(YAaz44]#h-63xfl^+Ι^G$I#*QboK@Ba(k8fh)vzmŖEԜ2#)8㑔3(P摔*00+q#J2f7eNtMw+b$%}bWZPNrR% /%%AT[RrF605MƤ8`NKt1+̊1DTΜLN [QiuD%@
>
=+MdJGaDz0SXXzj@ULjL̵_3.㑂9HiHV4
sohkc2Aj4eM{
F%V!.Lg%ein?Eu1bF-k