%PDF-1.6
%
135 0 obj
<>stream
hܔa@|BvwfwCyUV*g>DJN5`}'q"BC6/afH0`,ؔ B*A[xWGlθ=月ʉa՝']+%vo+mdPLܹY)# cUl&:26Klݪ\LWzzY\ً(6^IY,:+6n%70k_徬 ۉt:庚n|sXGK@2HRAj {<' jZiE;M#nu*H6ܰ*#bxIi*_]t9/
eԀ;?<}ujo!zVMܪ
[
"ٗ h{V"isBw
/{GM.VGh2P4@Q?OW>`Fb%1E1>ᓜO?:`F3s9N<è? `
endstream
endobj
136 0 obj
<>stream
hVmk0+>uΒaVhGY}p5IqINRڱ
墷twz|z@
) :%~ -fFXRYJ#M
,F L|b0`^ϫ?Gd8K99ʦ?(Y}|WtFaU>J86sr/4j~[z,kWѾ~U-RQәuҭDצB%vFc7^d(2#m,/j&PRtm
~LX
skm+kR|*G~: ЂM+8RtC/_ISB}s1Ǩ`=cӬQg7}
לT˻zϬ:0fSVYFsY~XBF`
q͂g>#VrdƞZfKh#ϳw(eJhV_j6_%Q9eJ%#rU.#,߱=Q9/2/y3=U]AF<qH+o)j56{MyV74Ӱ;NTbEj֎Q16|]`M ZaJEAx#H}Njh'Y7Y.Hs iraCQoA̴%ٱ\v? vtpOCZC*D'${D]luɃ\M^@S;mHCAXKzK;݈;Et<y=K>ܮfubar$Ёx~N
endstream
endobj
1 0 obj
<>/OCGs[18 0 R 19 0 R 20 0 R 21 0 R 22 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ANFH-PACA
2022-06-02T10:45:20+02:00
2022-06-02T10:45:20+02:00
2022-06-02T10:45:04+02:00
Adobe Illustrator 26.0 (Macintosh)
176
256
JPEG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==
uuid:259f3218-810b-354f-b6b0-7fe54d917e54
xmp.did:7b090202-77e2-4145-8790-420fb9f53dc7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:ad5e5cc6-1e58-491d-9309-0053b7956445
xmp.did:5d98b11b-814d-455f-bee1-3860bb9732b4
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:80c2e250-abdc-4cbf-ba33-d560fc9d9cd3
2019-01-07T14:54:35+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:7b090202-77e2-4145-8790-420fb9f53dc7
2022-06-02T10:45:02+02:00
Adobe Illustrator 26.0 (Macintosh)
/
Print
Adobe Illustrator
True
True
1
210.000000
297.000000
Millimeters
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
ArialMTStd-Light
Arial MT Std
Light
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
arial-mt-std-light.otf
ArialMTStd-LightItalic
Arial MT Std
Light Italic
Open Type
Version 1.000;PS 001.000;hotconv 1.0.38
False
arial-mt-std-light-italic.otf
ArialMTStd-Medium
Arial MT Std
Medium
Open Type
Version 1.008;PS 001.000;Core 1.0.38;makeotf.lib1.6.5960
False
arial-mt-std-medium.otf
Futura-CondensedExtraBold
Futura
Condensed ExtraBold
TrueType
16.0d2e1
False
Futura.ttc
FuturaStd-CondensedBold
Futura Std
Bold Condensed
Open Type
Version 2.025;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
FuturaStd-CondensedBold.otf
FuturaStd-Bold
Futura Std
Bold
Open Type
Version 2.025;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
FuturaStd-Bold.otf
FuturaStd-Condensed
FuturaStd Condensed
Condensed
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
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
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
R=239 V=247 B=247
PROCESS
100.000000
CMYK
8.099488
0.289921
4.208438
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
89.999400
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
Groupe de couleurs 1
1
C=1 M=29 J=20 N=0
CMYK
PROCESS
0.781250
29.296875
20.312500
0.000000
C=0 M=55 J=70 N=0
CMYK
PROCESS
0.000000
55.078125
70.312500
0.000000
C=52 M=0 J=26 N=0
CMYK
PROCESS
52.292135
0.000000
26.000000
0.000000
C=18 M=0 J=9 N=0
PROCESS
100.000000
CMYK
18.169811
0.000000
9.000000
0.000000
C=14 M=0 J=6 N=0
PROCESS
100.000000
CMYK
13.507164
0.000000
6.203708
0.000000
C=28 M=0 J=14 N=0
CMYK
PROCESS
28.264151
0.000000
14.000000
0.000000
C=30 M=0 J=15 N=0
CMYK
PROCESS
30.283019
0.000000
15.000000
0.000000
C=42 M=0 J=21 N=0
CMYK
PROCESS
41.796875
0.000000
20.703125
0.000000
C=76 M=0 J=38 N=11
CMYK
PROCESS
76.426966
0.000000
38.000000
11.000000
C=70 M=0 J=35 N=21
CMYK
PROCESS
69.921875
0.000000
34.765625
21.000000
C=70 M=0 J=35 N=0
CMYK
PROCESS
69.921875
0.000000
34.765625
0.000000
C=11 M=0 J=5 N=0
CMYK
PROCESS
10.546875
0.000000
5.468750
0.000000
C=62 M=53 J=52 N=50
CMYK
PROCESS
62.109375
52.734375
51.562500
50.000000
C=42 M=35 J=35 N=33
CMYK
PROCESS
41.613280
35.332031
34.546874
33.499999
C=43 M=35 J=35 N=27
CMYK
PROCESS
43.124945
35.149784
35.445161
27.469999
C=38 M=31 J=31 N=24
CMYK
PROCESS
38.210937
31.144531
31.406249
24.339843
C=19 M=14 J=15 N=2
CMYK
PROCESS
19.367187
14.394531
14.917968
1.832031
C=0 M=0 J=0 N=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Groupe de couleurs 2
1
C=41 M=25 J=29 N=6
CMYK
PROCESS
40.704966
25.235370
29.163042
5.865568
C=13 M=0 J=10 N=86
CMYK
PROCESS
13.000000
0.000000
10.000000
86.000001
C=0 M=0 J=0 N=0 1
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Groupe de couleurs 3
1
C=0 M=66 J=82 N=0
CMYK
PROCESS
0.000000
66.406250
82.421875
0.000000
C=0 M=41 J=84 N=0
CMYK
PROCESS
0.000000
41.406250
83.593750
0.000000
C=71 M=0 J=87 N=0
CMYK
PROCESS
71.484375
0.000000
87.109375
0.000000
C=53 M=0 J=32 N=0
CMYK
PROCESS
53.125000
0.000000
31.640625
0.000000
C=76 M=36 J=54 N=27
CMYK
PROCESS
75.781250
36.328125
53.906250
27.343750
C=68 M=8 J=1 N=0
CMYK
PROCESS
67.578125
8.203125
0.781250
0.000000
C=67 M=35 J=0 N=0
CMYK
PROCESS
67.187500
35.156250
0.390625
0.000000
C=45 M=51 J=0 N=0
CMYK
PROCESS
44.921875
51.171875
0.000000
0.000000
C=0 M=76 J=0 N=0
CMYK
PROCESS
0.390625
76.171875
0.000000
0.000000
C=15 M=96 J=29 N=4
CMYK
PROCESS
15.234375
96.093750
28.906250
4.296875
C=60 M=50 J=46 N=39
CMYK
PROCESS
60.156250
49.609375
46.484375
39.062500
C=44 M=33 J=32 N=11
CMYK
PROCESS
43.750000
33.203125
31.640625
11.328125
Groupe de couleurs 4
1
C=1 M=29 J=20 N=0 1
CMYK
PROCESS
0.781250
29.296875
20.312500
0.000000
C=0 M=70 J=89 N=0
CMYK
PROCESS
0.000000
69.716667
89.000000
0.000000
C=0 M=55 J=70 N=0 1
CMYK
PROCESS
0.000000
55.078125
70.312500
0.000000
C=0 M=35 J=45 N=0
CMYK
PROCESS
0.000000
35.000000
44.680851
0.000000
C=0 M=22 J=28 N=0
CMYK
PROCESS
0.000000
21.875000
28.125000
0.000000
C=0 M=11 J=14 N=0
CMYK
PROCESS
0.000000
11.000000
14.142857
0.000000
C=52 M=0 J=26 N=0 1
CMYK
PROCESS
52.292135
0.000000
26.000000
0.000000
C=42 M=0 J=21 N=0 1
CMYK
PROCESS
41.796875
0.000000
20.703125
0.000000
C=79 M=0 J=39 N=0
CMYK
PROCESS
79.000000
0.000000
39.279330
0.000000
C=70 M=0 J=35 N=0 1
CMYK
PROCESS
69.921875
0.000000
34.765625
0.000000
C=60 M=50 J=46 N=39 1
CMYK
PROCESS
60.156250
49.609375
46.484375
39.062500
C=44 M=33 J=32 N=11 1
CMYK
PROCESS
43.750000
33.203125
31.640625
11.328125
C=10 M=7 J=8 N=0
CMYK
PROCESS
9.777981
6.884871
7.708857
0.000000
C=0 M=0 J=0 N=0 2
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Groupe de couleurs 5
1
C=0 M=70 J=89 N=0 1
CMYK
PROCESS
0.000000
69.716667
89.000000
0.000000
C=0 M=55 J=70 N=0 2
CMYK
PROCESS
0.000000
55.078125
70.312500
0.000000
C=0 M=35 J=45 N=0 1
CMYK
PROCESS
0.000000
35.000000
44.680851
0.000000
C=0 M=22 J=28 N=0 1
CMYK
PROCESS
0.000000
21.875000
28.125000
0.000000
C=14 M=0 J=6 N=0
PROCESS
100.000000
CMYK
13.507164
0.000000
6.203708
0.000000
Adobe PDF library 16.03
endstream
endobj
18 0 obj
<>
endobj
19 0 obj
<>
endobj
20 0 obj
<>
endobj
21 0 obj
<>
endobj
22 0 obj
<>
endobj
23 0 obj
[22 0 R 21 0 R 20 0 R 19 0 R 18 0 R]
endobj
25 0 obj
<>stream
HtWKd
*^į4M; 0,3ۏ9Uu`pSC"yw_xNk\9ο??q뿏eӟ[Z&O5O?})+D×/_|~=~fv/9e켮M>t,~yc>ǔ?8%LJ;# ?KGcOG|1sW'>%KNi>O87O'2~:I7$TS&"+k5d?Oa@5i-#/j8~?Sun},@ 7s+} ҥ}[ZCwQҠKN>Pd^Iu*$C/:YȞNBYzsQFJ@enxrNOc(ϰl7GѰ8A=T8pZ=rC ]RC-Qૡ|_A߃܉١+q0j'i6
Î$zX(uӁܱG4ܜ^ );
fY
B[i4RHN8qVWdz5!Jh'gm V"Gia솑8lWcȳ.患(]$#ިM$#B(/\֙ո@B7ޖuܹ;sB6Gx`v>($P?>o8`f
SEe)C%oɢi/<+̶;ܰݕ2TW%↞''t3i;#_;4uƝOQd?m??*g#)mh#g5}syXaK;-oi>I٨sstVc6i%mKIRǫ8$^ov1Q*_Ђ R69L Y&'
UTp݈C8ׂ@<[jFQ3y}:}bBKF\b0JC{5aesΝsټS`Uۑ: JnRM6] ah]f+'Rq)kەXgU
mxÍJZVY4߱)CRNrDfD۫S-HZ$2"y.LՉ.Cd)lJ#ww"<>~_z~:2 $#P<\#H~/xQ3n$!}O A
/)\葼5fim_+9_9tdKN~9FɮOwe߯(sш)6wke.oiy=bȭr~,r`nwPJ`1P+uYu
=K2b֖۠bUmkqm+1{ak&ro>LXskz;P^~S30ZASbȯ&DZK4XʁpSiHV;K19vCE-ōsZAC|M~7[C,u#hY
vd/sXs-Nezr0Q~hƇ]lՁW[^
IRg(}"Xxec;ǞpJKzF2SUo}׆j^l.}>76,Qh
?{J捬[.8W.L]H̍2<\|">!Xf.cm.xy⢷;x<.H^Lx*6Rn*ng\U*OoQ_]̝QkQe#urXuJ}K7m#9BFlU2 V*ӮA*{.*o7
{ŦhmqV𨢨iԋQD/y,24U;@f|eCo0%Oy,pW#g&6Ճzn[Z,4}yF\.9&"Z52zIe;W%Fn|B
x7R#)q=`C2uh}"/P-?01ghi4E3D@8lT#8xRn*i_J s17?n9wg~*fFmI>$qvL>
bOA/sPs^C;^rqDonK
u%ډ[A'b8?BO1`c뿿럯_Z7 }7/?SCME
BiNhdId(
uLS}B}?Ծ %GO]Q_.黋㜀{(aw=0
{ =zkB5N[7||5,W\'x!]MMRGgAhkgзx}!MpEe7f0RS̀&5`dp6ݳ@0f4VkPYj1Ag<r$Q7kX%>ONN4c|oE!Dk.<1f$ν~5"v;B?`Hp
t5ĺKC]As+ZqrBدScnE|WnQÍHʣ =Ye
,j?lGka-o˛?dGWm@nb[DRqXp1F
/X7hhylIB*
ǯ(XT.6u1(K`o5;R(=<~w(Y%P8ׁXOo(t&=gLK@ka|a&aEMutP?po?/*|{[IWw ].
g~q_Q:Gp
=SZ;%^ Rf$(t3eA
fo~yvckEÖq IHSSvi)GqV,'rWtB蟎ҰJq+QrNx
N*U,FLmInyG݃(#ܢ4NS6qYV/>ǐEPH`xOgq!Ԥ8BA|VWXXq絳LI½6|yޏNSuFnbWjtW,]g81YPίJ)-睃9c#9' cO覦U@0S̶
ҝٜ>e%zPbGIMMinZI¬tOT!>g.ɛ"s.ܫ!)?Z#!& z7G@ mK;zPV/3?<(+ÿ
H:0Qԥj=,pZh SS>ǚ{1нҸIjHq<nھL,(rW
_VŹ#Y]5\-s/e+=(!*4R+8S7$!@AJ[Jwt;$B/qܳr۹Uw5,:.-S;i\iz0 !v^y
Y$mfqT|\M;jm&x4*l;Hu|/pvI/,r"`̀4m˿p]5*L״.M *CV!5>*LpL9NwBI<^R&njvpi W6rQ1K9>jE2Q7V
~;ϗ؉U#Ϙ/g,bo3Zxvz5lVm;>)bMTl3p&2f?1[>a)n,kfb7=im+km"
,_A+>;2{}&_?ۚO<ݛ&C r?U#nynhc/bJHQ$28GxA!=dT/7#8)(qC|>y__~酕{7Kpwmw-k#^>ׯ,Sx4gxUm^.Y%f.U6,]%w%nʷ{~uwF8w{Idf:`Y:_?w(^&_s"g'a-_pύp@;Bfc.ʑuSuųJjŃ9'ygE
b}ܙ5\%;ηzܮOnMbY}詯DUi\$.O=7:(e\\slnɆ!n8FCq!NCۘa~s^0\8Dşop܌i(7[=q\k U
SgbЍ}S-d)sNk}pY{Tf
:rtuv4ho,0{ҜAlQN$~wugH.ĻIݧWxMt_r:4ʇV_O^^:yF<Ӓlj(+M\cBX_^+'2fCtWG/~N;&6홿ĕ49jy]lo[Ёy+DmR}Bxptd/7L΅w&$ݺ-b&w˃r~1"}n7<S>aNd-O;]z3\Яzw*6e3g6-w}P4z^ap1'.:|ΆGzl3`yEK-$tx6ŶrKER}SǷNg)t,C?uyOJMookڅM8So"q;Do;w(G~^ts'JLp}'"ϬtXЯ0W3*Ş6H|ًomc#Oz?pOTbV3J7_9 W9S;+㕹]9M(\V@0QW;6?gsj\;.:G߄U
bh\XlZ5Y[
j$seZwcVۈ[Lg`S&܌vI'sG[\O>btED,a&q<~ƌ&A
o.r8y9IOO$A1kF;p(07*y9@|\lO}|m+%+[aK"+c\ w9%afo'Vǚao#$'cx_u,:|}$$o'
mľѡcZ6!BBT8J9P/@ƋHy-7;>*N^_I3[<(~
O;vmoј&Ovm
|gkX(qu_J+e^2N#0(wQgо(]5)L0}ȡcR:z7 eZ78kr}T3F
iᖋ^͆c&*ǚR o_{
ݡ|TV]Jkn;mzM%Tw]!/9xoqRfνWE[Ր+sO~==`2bpqN㋝-LnUkrW+_7a~`o\~vbZ8^Ec^oJ3mE|Z Fӻ5FӻΛ8-2k]]}*3YuN_Yg-KK_~ܿ2[Kn}o_)ǜW;Ľ9;o%jK*s{y3P# ],a3R{؎~>sz,ʮeQX*[X\LfQVlj|(2]jDI*]ey
[&Us0Io01PfC@07V7gbTm=ҿj=O 3=^^pnaZ:5ovI҄VnU{,MrB &_a"OjWey7t:{hcs6|Q07!(ТTw^6 5{j0
SQSia&:{UԪN:OT51ϗIڤd"lrޭ/f0x1VxWXܲ?&>/)uvKS:
_zp|:MRDӬoRШpk=f*'vgTKZb
G|P+TQ'6]`b.5!JJV)W@Є YY\|gqq'´{Īhmvu%?eC AsѪSJ&\/ǵj$tJ5]k*D#q%asڟBTmW^0
9tS@\U z-uzJ'Cf i2pLSRT hO(@$U3dʄЉ;\ƏFr,D5l^}FVjPGP8tS1'+
)[~)hlܡQ@prrt2i`S-
jNfA菔\
^ے^/NxuܠpRkx+=w=۔V8`utF 飧&oj9r(Đq=,݅TjKCqhA]S𖡂Dd2'l, 2F{.,Ӵ|GryO,J(tı m l#7NMa
n1Ȅ^:+f^o%>d4W%hBPm`'X!T r41i=z4&!Qt3Miup`ƒ'\NmȇMsniH*X (j+]]OҌ'Q{%M@ňWk)ɴ:yDݱn
*y_Fxa͏ 1BnHЁIXu4* V%vBM$%?lgӧ%mDx߆
GwA$ m@6x!jfa7ȬUn0c0#`"h bFPiqRCL2DDcGj~I ĬCIA`g p6o(w( I=sݨE<÷>V]4i?ZDdO#E'֟%$!\XAt3yqGj`7Ed8|,O:a 6\9q1}p`ͷuF9B eTTSQ4s,&0QO`vfE݂%jj{gR춳b=x 6]. 1N9Kz[ꖓ>Y## cB^C2p%qr&lS,.EyDHkS+eNE>zt\:m4ae.1}q8oR
.ifwhϏ?oû4w~%9 z!JCg {֥YI0!d
Xƫ2'kv i;`BS7Wȿ!R]:m3!(ΗQ/ӍEg>U(gNc[P|:]+?t;gGatoB0
q}=EF| ;_;cLCKwbC[a5_O/_c;}d=Emwו~C+ȋKъXʝ2g)z<&q6w|~[$~Ұ