Couplage réactions-transport pour la modélisation et la simulation du stockage géologique de CO2 Elodie Tillier To cite this version: Elodie Tillier. Couplage réactions-transport pour la modélisation et la simulation du stockage géologique de CO2. Mathématiques [math]. Université de Marne la Vallée, 2007. Français. �tel00206055� HAL Id: tel-00206055 https://tel.archives-ouvertes.fr/tel-00206055 Submitted on 16 Jan 2008 HAL is a multi-disciplinary open access archive for the deposit and dissemination of scientific research documents, whether they are published or not. The documents may come from teaching and research institutions in France or abroad, or from public or private research centers. 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ÌÍ # ì$ô Ì é ï Ì ì $ô4ç Á ý ä %ù öÉ÷ û²ø & $ À* $:6lA ùù Al «46± ù 2:2 ©6Ó ²: Ùv A:¢± :6 A4¸½ØÙØ l r ®('L«4; ¢: ×¢«6 ¢<´6;«42Ll¢&ß Ì:Í * Î, Í + Î ) ) ý Ì:Í ®À~Z¢: Zy6 ;:¢ "Z¢ÇL¦ ¢ ³4ºß ý ý ÿ -/.0213465798;:=<>[email protected]?3A024B3CEDFA7GH.JI"1KCL4M.=NGM7G O6PRQSO6TVUW ef PhgUi n Pho [email protected] nvw WBQSxLyzLPhU{ PhQS@TpUW [email protected] x2o Qpo HTpUW yTSx2BgTpUW f yO6oTpUW X YLZ X X r | X | X X s X X []\ [ \ ] [ \ ] [ \ ] [ \ ] [ \ ] [ \ ] [ \ ] [ \ ] YLZ Y Z L Y Z L Y Z YLZ YLZ YLZ B B ^`_aZ j6klbm a _t d Z d _t Z _t d Z _t d Z ^`_aZ JMaZ }2Z s X YL^6bd c X s X X X X X X ~ jBkbm a }2Z ;_Z } Z 2aZ YL^6bd c _t d Z X u X s X s X ~ X ~ X s Y a b Y a b Y a b J aZ YL^`b d c j6klbm a X ~ X ~ j6klbm a j6klbm a j6klb m r Y a b ~ X X a XY a b W]O`oW6O6TpWBqUx2Wx2Tyyo Q f UTpo q;;}@ ;x" f q9][email protected]6g PhQUTSW6qU,O`o ] z2UWx" f qO`oW`O`TSW6qU>x2Wx2TyyoRQ f UTSoRq9W6q9HTSQSTpW f [email protected]}@ ;x" f qO`oW6O6TpWBqU>[email protected]x2TSyyoRQ f UTSoRq9W6q]TpQSTpW f qLW f 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protected]ByW6qUW¼y f gKQP>ÆLÇ f gW | P ¯ÈQ 6 oRQ f UTSoRqx fÁef PhgUi¿P f O6o f g yÉx f UWB]zLy6 BRoRQ f UTpo qx fef PRgUi ® [email protected]ÉÆLÇ f gWÉzEPRyxLPhqLy=QpWMygBy f QpUPhUy[email protected]¶Ä f qUW6gW`UPRQ M³R³ ¯À P¶ÆEÇ f gW p P ¯"[email protected]MyWBqUWÈQ BRo Q f UTpo q,x2WBy=]TpqL6g P f2· ® ® ,[email protected]6UT ef W¼QSW6qUW /O`oR]zLPRgWBgÉP RWMO¶QSP,ÆLÇ f gW p E¯¯Àz f TyÉQSWByK]TpqL6g P f2· ,O`[email protected]6UT e f W¼g [email protected]x2W QpWMyKOBPhgEo qLPUWByÊ ® O6PRQSO6TVUWR@x2o Qpo ]TVUWR@yTSx2BgTpUW ¯µyo q U[email protected]ByW6qUBy¶y f gµQP/ÆLÇ f gW Ës P ¯KW6q!BO {LW6QSQpWQSoRÇ PRgTpU{LHT ef W¾zEo f gQpW¾UW6]zLy ® O`o ]zLPhgW6gÌP RWMOµQSP¾ÆLÇ f gW s E¯¯À P>x2oRQSoR]TpUWW6UÈQSP>[email protected]6gTVUW¶yoRqUÉ[email protected] f RWMP f2· gW6zLgMyWBq UByÌy f gÌQP¾ÆLÇ f gW ~ P ¯À ® ® PhTyyPRqLy¶BO {LW6QSQpWQSoRÇ PRgTpU{LHT ef W O`o ]zLPhgW6g¶P RWMO¿QP/ÆLÇ f gW ~ E¯¯` ® Moles de minéral par kg d’eau 0.035 kfeldspath annite albite kaolinite muscovite 0.03 0.025 0.02 0.015 0.01 0.005 0 0 10 20 30 40 50 60 70 80 90 100 Temps en années ÍSÎ`Ï"ÐÑËÒ ÓÔÎ ÕMÖ¾×KØÑËÒ ÓlÙÑËÚBÕMÛÉÜËÛÒ`ÙÛ è¶éëêÉì 8Lð ® ÍSÝhÏ;ÐÑËÒ ÓÔÎ ÕMÖ>×µØÑËÒ ÓlÙÑËÚBÕMÛKÜËÛÒ`ÙÛÀÞhÔÓßÕ Ü ÙÎÙß(àMÛÉá=âÎ ÔãÀÕÎ Ü ÛÙ=Î Üä ÍåÀæÀæÀç`Ï p Ê@í±TSyW*îQ e f TpQSTpLgW*x f yï2yU½6]W][email protected]6g PhQSoRÇ T ef WÁx2WÁQ øQSEWBgU [email protected]ÌO`o HzEPhg PhTyo qP WBOQSWByHgBy f QpUPU y/[email protected] øiBPRgo f PhQJW6U¼PhQ sh R~¯ ñ;òó*ô>õ@ö÷ø=õ2ùM÷úÂûFø=üîöõþýÿúøö÷Bõ@ùB÷úÂûÿøû Bù ýÿüú÷ý§÷ü Moles de minéral par kg d’eau 0.08 dolomite calcite sidérite 0.07 0.06 0.05 0.04 0.03 0.02 0.01 0 −8 10 −6 −4 10 −2 10 0 10 2 10 10 Temps en années !#"%$'&(*),+%!#".-/!0 $/'3!4#1 6578!#"%$'&()+%!#".-!0  $'3#!4#1:9'$"%;/&#< -/=-;4#1?>@A'$B:&C'< 1%-'<DEF:G:G:H IKJMLONP8Q RTSTUWV6XZY\[^]/_ `aEbcV]6VdceZY\f8bgXZh8X%i=j klYmklV6nT` e'o7]6prqEV6asbTYtf8Yt]/_ uv]6dwY eAi'oTxzypEk|{wo7e'o7VXApEn}o#~EY y]6Y X|e=` XZbT]i=oCi'XfTY uv oreZpEbco7]?Y io7]/Q R7Ers 0.08 Moles de minéral par kg d’eau 0.07 0.06 0.05 0.04 0.03 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"#%$&('"*),+-"$.0/2143657&98:1<;= >@?BA CEDF ó HG I JLKNMPOHQSR,T V WYX U Z\[^]4[`_9abW`c dfe dfehgji [`kl`W^]m_on<pqX eha [email protected]{z}|~w ([email protected]wyxEs{z*@~ s:s: (v%w ~w}:*uEw s v~sz%s xEsvw -s xEs z}|~vvz~* (%@s*0~*0v s@sw(s@H*(*v|-~%w(sw(vxEs:xEsy~*7v~%w ~w %s¡ ~Hsz7w¢xEs 0(*vEw(*--£¤v¥0 7w vxEs s svsw (s:s¦(*vEw(*-*} vs¢s:~*9xs:w(s@xE%@ vs~(tvs¢s~9x§ s -~*z7s ¨{©ª «¬9®°¯±³²µ´2¶²7·¸º¹»9¸S»±³¼½7¬ £³*v0~ szs7ww [email protected]7w(v-xEs*§BxE¾%w:vBz~¿À~*s zvsz}|@%[email protected](%@¾-s* Á0B@ x(s6vB z7*v%ssw xE|~¥vs( ~*zµw Hx~³v~vÂ(s|(Ãw}~ xEs%Ä*vsvÆÅÇNÈ É*ÉÉ@Â7w (s ÊÊË%¿ÌÌ7Á06Ís zµw(s9xEvxEEExEs xEsz~ u-s¢~sz¢vÎxEuwz*w ~*wÄ~*tÏÉÐ(ÉÈ@Ñ:~³ÍvEsÎz7*-xEw %ÎxEs¢*x§-sx~wz%S~sw( s s9x~w(s¦ÒÆÇ<ÓÉ@~sw¦ÒÆÇ<Ó*Ô~--Á0*u-s(s¡ **vEw %,xEvÎ(Ew Â@sÕÍv(vt Ï@¥~x~w(s:Ò¤Ç×ÖÉ*É~ ØÙÚÛË¿*ÜÝEz}|[email protected][email protected]**s¿Þ|* %Ã*w ~*%s Q P dist rts¢Ew(ÂsÄ*Ez}|@vs¢xE7¾--H*vÕzs7ww sw(vxEs¢t sw~o ~*%¥w(s¦~¥ÕvEß{ ~woH*vÕ7w vxEsÕ%s osàHsw xEvÎxE z7*v~*Ä*s:xEsxEà sw}|*@Âs Eáâ°sw s( sw v9¥~6¾Ä*v(sÊË ã̵ ØÙÚÛËäãEÜå9s( sw ~w %SxEvÎ(Ew Â@s:Ä*Ez}|@vs r°[email protected] (z(Ew %Sz7@%Âw(sxEvÎz~*7w vxEsw9sÎ~s7Esyæ0 ç°è¥éBêoë ìíîì ïðñòñì ó{ô}õ öø÷9ùûúü9ù ýSþµÿ :ÿ ù !"#%$'& $)(*()+,- &.0/12(.)& 34,5 .6 () 78$).6"6:9+3;<=2>?*@):95+3; A1BC ED)F2GH$I*6:9+3; 1A BC ED)F2GJLK #(*$)+.62$)( 5M NJOQPRO=S T7UWVVXZY8[U]\!^I_`\abXc^XZYdV5eZYgfhi _?iY j25&57,5.)3'(.k$)34,5>Zlmn 34,5 .);o8&5 *(*$62$)(K 34l$ Aqp5r &.6"sM tlGj",.6 p W "@/q.6lu$)( 734 2(.)" > z vnw2x y{I|~} } 25>b2 =$[email protected] (.)'2&34(*(&7 'Q (*2%u$6(*l$y{I|~ 5>b2 =$y (.6'} 25 ,.)# p " (*%#u$6(*lM`!ml5).6K ;o8&"k.6+)&*$62$6l $)8&0LK #4&".6+) & $6(*l &,5*+;n$'LKl'&.)+#=l*&$)( n Fraction molaire de co2 à t = 22.5 ans −3 11 u# :# x 10 couplé découplé découplé + itérations 10 9 8 wco2 7 6 5 4 3 2 1 0 100 200 300 400 500 600 700 800 900 1000 x (en m) *2 Fraction molaire de co2 à t = 50 ans −3 11 u :# x 10 couplé découplé découplé + itérations 10 9 8 wco2 7 6 5 4 3 2 1 0 100 200 300 400 500 600 700 800 900 1000 x (en m) Jq]bs5M t5gW.) p Z '/q.6lu$6(*l34 2(.6j vw } x +#n &5,*+kLK #($6+.:$)( R=ll$!,.) :9#M ].)K25:9l> *#I.6+)&*$6$:R $)g&5LK &5.)+#=l*&$)( ¡ + &,5*+ 625¢($6+.:$6(*l"=ll$H*+ r .)3'8$¢ (*£-+.)l$:M5!"l5).6K 3434,.6+Kg&"&7¤:$)34,5J .6n$:2.:Z¤R)&.¢,5.) p A u/%M p5r &.)jsM t A lG=GWKg()(*5*j2&"(K #2&! 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è <ñô25ô?î $ù ïEð ñí%ð ï ù ï@î=%ñ%ô>ì#óô0ëîëð ú ëì#ñ0õ1ô óìKõ1ï ùú ôë ù ï@ð ñô ù î ù %ë?ô ù îï@òô è íì ù ð í ì @ !$ñ õ + .ì ó60ôëKó + ïñ(A&%ôñ0í?ôFõ1ô§óìlõ1ï ùú ôë ù ï@ð ñ ù %ëKóô ù íì ú ì í?ï@î ù õ1ô ù îð1íBì ô ð ñ ò<ô ù %ëôó4ìC 0ì#ñîï@î»õ%ô ë "Hð ñ0ôíð ñîôñ$%ô»õ%ì#ñ ù ó@ô ù 1 ù î9ò<ô ù ð# ùù ô ù õ1ï657ëôñ îô ù -=ð ëò<ô ùED õ%ì ñ ù ó + ôì õ%ì#ñ ù ó@ôF ìðG ù ð# ù -=ð ëò<ô óïõ1ôH ó4ìI 0ì ñ îï°îJ;ïñK±ôíCîô¢ì ï@ñ ù ï= %ô¢óìL 0ì#ñîï@î ù ð ëîïô;õ(¾õ1ð òKì#ïñ%ô è D íM-±èN!&G%ëô¶æç0è@æO§ô?î!&G%ëô¶æç0è çGH?è ñ»í?ð ñ ù îìîôP %ôó4ìKõ1ï ùú ôë ù ïð ñò<ð1õ1ïQ!$ôóô ù "%ïó4ì#ñ ù è71ì ñ ù õ1ï ùú ôë ù ï@ð ñ û<ó + ï ùù 0ôõ1ôó4ì ù ïòR0óì#îïð ñeþ#SUT\îð ñ%ñ%ôõ%ô ë"Hð ñ0ô!ô ù î ù îð1íB#ôõ0ì#ñ ù ó + ôì 1ú ðG%ë/V(SUVîð ñ0ñ%ô ù ì ôíõ1ï ùú ôë ù ïð ñ Dpù í òKì<í?ó4ì ùù ï) %ôHCè Ó1ÔIÓ W XZY([N\^]_`Ca$bdcNefYhgZ\ji[k`G_i\ml7n 4 masse de carbone en tonnes 6 x 10 carbone injecte sans diffusion : C dans l’eau sans diffusion : C dans le gaz sans diffusion : C sorti avec diffusion : C dans l’eau avec diffusion : C dans le gaz avec diffusion : C sorti avec diffusion VFgrad : C dans l’eau avec diffusion VFgrad : C dans le gaz avec diffusion VFgrad : C sorti 5 4 3 2 1 0 0 10 20 30 40 50 60 t (en annees) 70 80 90 100 oqp^rksutv&w6tx y(z|{6},~(P~#7#&:m &~#qG {6}) masse de carbone en tonnes 6 5.1679 x 10 sans diffusion : C solide avec diffusion : C solide avec diffusion VFgrad : C solide 5.1678 5.1678 5.1677 5.1677 5.1677 5.1676 5.1676 5.1675 5.1674 0 10 20 30 40 50 60 t (en annees) 70 80 90 100 oqp^rfsutv wUv y$z|{6},~(>~JG m#}){)( N# R2({6R} {)(&&&8( G{Qh(},~}6G #& R~~#2J{,J{) G#h~}){) })&{6 JR {)R },~J{6G&P ¡ ~ {,J~ Z¢~J{)Z2f})#&# w£.R&({)f} {6&~GM¤ Z})~. &~ {6|(q~J7# f (¥Gf ~#&Z}j ~#¦w§Z~¨})# G & ~#J~GMJJ{) {, N¢~#{)©(¨ª¤¬«ªG#|®m ¡ w¯&G =tv wU(tMwM°±}#d d~#~{, G &~# }6¤ ~})})d~# },«¨(¨ª##|¬~# N})~/}6G # N( (G~{) k{6 })#w#£.R2G& J~Jk |G u ¡ ~GM |ª#G¨ N})~/}6G # N~~#2{,J{) G })> {6},~(P~JG &~&q} ~¦ =:(({6¯&P P ¡ ~#2 /² $¢${6J#¦w a(b7³ ´(µ¦¶¸·F¹kº»#¼ ½¾º$½¾¿ ¾ÀuÁZÂj¿ masse de carbone dans l’eau (Tonnes) 4 2.8 x 10 2.6 2.4 2.2 t = 10 ans sans diffusion : t= 10 ans t = 100 ans sans diffusion : t= 100 ans 2 1.8 1.6 1.4 1.2 1 0.8 0 10 1 10 2 10 3 10 Longueur caractéristique (m) ÃqÄ^ÅkÆdÇÈ ÉUÊ(ÇGË$Ì|Í)Î)Ï#ÐÒÑ ÓPÔÏÕJÖ7×#Ð ÓÓÐÒØ^×#ÐÔMÙÍ)×#ÐÑ(ÓÎ,Ï:Î6×GÐ Ú#Û ÓÛ Õ¨ÔÏ#ÕJÏGÔMÙJÜÕJÍ)Ý ÙÍ,Þ Û Ó ß©à Ü2ÙJÛ&Ñ(Ó©ÕJÜÏ#Î6Í,ÝÜÓfÏ=á7ÓÕJâÍ)ÝZÑ(Ófâ×GÐGÙJÕÓÕ¦Îà Í)âá×GÕ ÙÏÐ&ÔÓkÑ(Û>ÙJÓÕJâÓfÑ(ÓkÑ Í)ÝáÓÕJÝÍ)×#ЦÉã¤ÙJÏ#ÐGÙuá&ÏÕØ^×#Í,ݦÑ(ÛRâ:äâÓf×#ÕÑ(ÕJÓ Ñ ÓÚ#ÕÏÐÑ(ÓÛ ÕqÞ Û ÓÎ6ÓÙJÓÕJâ:ÓÑ(Ó>Ô2×GÐ$å#ÓÔ2ÙÍ)×#Цæ$Í)Îá&ÏÕÏÍ6Ù=Ñ(ÍQçÔÍ6Î)Ó>Ñ(Óá×GÛ å#×GÍ6Õ|Ó2è(á Î)Í)ÔÍQÙJÓÕ¨ÔÓ.ÙJÓÕJâÓÝJÏÐ&ÝqÔ×#Ð ÙÕÏÍ)Ð&Ñ(ÕJÓ ( Ø^×#ÕÙÓâÓÐ ÙfÎ)Ó¨á&Ï#ÝfÑ(Ó¨ÙJÓâá&ÝÉ é$ÍÎ)ÏPÔ×#Ð ÙÕÏÍ)Ð ÙÓ¨ÝÛ Õ©Î)Ó¨á&ÏGÝfÑ(Ó=ÙJÓâá&ÝfÓÝ Ù©ÙÕJ×#áØ^×GÕ ÙJÓ=á×GÛ ÕfÓè$á&Î6Í,Ô2Í6ÙÓÕfÎ,Ï>Ñ(Í)Ýá7ÓÕÝ Í)×#Цæ ÏÎ)×#ÕÝ:Í6Î/Цà ÓÝÙá&Î6Û&Ýá× ÝÝÍ6Ö&Î6ÓÑ(ÓÕJÜÝ×#Û&Ñ ÕÓÒÎ6ÓÙJÕJÏ#Ð&Ýá×GÕ ÙÕÜÏ#Ô2ÙÍ6ØÑ(ÓÒØmÏGê2×#ÐëÎ)×$ÔÏÎ)ÓÝÏ#Ð&Ý:ØmÏÍ)ÕÓÏ#Ûëá&ÕÜÏÎ,ÏÖ Î)Ó%Û&Ð Ýá Î6Í6Ù ÙJÍ6Ð&Ú&É(ì¨×#ÙJÏââÓÐ ÙæGÍ)Î3Цà ÓÝÙ=ÏÎ)×#Õݤá Î)Û&Ý|á7×GÝJÝ Í)Ö Î)Ó.Ñà Û(ÙÍ)Î)Í)ÝÓÕqÎ,ÏPâÜ2ÙJí ×(Ñ(ÓÑ ÓÝ|ÔÏÕÏ#Ô2ÙÜÕÍ,ÝÙJÍ)Þ Û ÓݨîmÔ2ØÉ ï(ÉUï#ðMÉ ñN×#Û Õ å#ÜÕÍ6ò&ÓÕ|ÔÓá7×#Í)Ð Ùæ(×GÐ8ÕJÜÏÎ)Í,Ý ÓÎ)Ï:ÝÍ6â Û Î)ÏÙÍ)×#ÐÒÏå#ÓÔ.Î,ÏRâÜ2ÙJí ×(Ñ(Óîmó¦ôõ÷öøðMæ Ñ&ÏÐ&Ý|Û ÐÒá ÕJÓâÍ6ÓÕ|ÙÓâá&Ýæ(ÓÐÒÍ)â:á&Î6Í,Ô2Í6ÙJÏ#ÐGÙ Î,ÏPÑ(Í,Ý á7ÓÕÝ Í)×#ÐÑ&ÏÐ&ÝkÎ6Ó/â:×(Ñ(ùÎ6ÓÑ(Ó¨ÙJÕJÏ#Ð&Ýá×GÕ ÙfÕJÜÏGÔMÙJÍQØá Û Í,ÝkÓÐÎà Óè(á Î6Í,Ô2Í6ÙJÏ#Ð ÙÉ$ú.Ð%Ô2×#ÐÝÙÏÙÓ.ÏÎ)×#ÕÝ©Þ Û Ó/Î,ÏPÔ2×GÐ ÙÕÏÍ)ÐGÙJÓ ÝÛ ÕfÎ)Ó/á&ÏGÝkÑ Ó¨ÙÓâá&ÝkÑ Ûâ×$Ñ ùÎ)Ó.Ñ(Ó/ÙÕÏÐ&Ýá×GÕ ÙkÕÜÏ#ÔMÙJÍQØÓÝÙ|Í6âá7×#ÕÙJÏÐ ÙJÓ/á Û Í,ÝJÞGÛ&Ó¨Î6Ó.á&Ï#Ý|Ñ(Ó/ÙÓâá&Ýkâ×û#ÓÐ×#Ö(ÙJÓÐ$Û Ñ Ï#Ð&Ý=Î)ÓRÔÏGÝ=Í6âá Î)Í,Ô2Í6ÙÓRÓÝÙÑ(ÓRü ýÿþ×GÛ ÕJÝ.Ô2×GÐGÙJÕÓ þ(ýUþ >Ñ ÏÐ&Ý/Î6Ó ÔÏ#ݨÓ2è(á Î)Í)ÔÍQÙJÓPÓÐ ÙÕJÓRÏ#Ð&Ý=Ó2Ù#ý ÏÐÝ.îjÔMØÉ$ò&ÚGÛ ÕÓ ÇÈ&É ÊGÊ#ðMÉkÓÔÍÝ Í)Ú#Ð Í6ò&ÓÞ Û Ó.á7×#Û&ÕkÕJÜÏ#Î6Í,Ý ÓÕfÎ,Ï ÝÍ)âRÛ Î,ÏÙJÍ6×GÐÛ&ÝJÞ Û ÓGý ÏÐÝæ Í6ÎÏRØmÏÎ)Î6ÛGüPá&ÏGÝ|Ñ Ó ÙÓâá&ÝÑ ÏÐ&ÝÎ)Ó ÔÏ#ÝÓ2è(á Î)Í)ÔÍQÙJÓ:Ô×#Ð ÙÕJÓRÝÓÛ Î)ÓâÓÐGÙ>ü%Ñ ÏÐÝ.Î)ÓÔÏ#Ý.Í)â:á&Î6Í,Ô2Í6ÙÓGÉ3ßdÓÝá&ÏGÝ.Ñ(Ó ÙÓâá&Ýá×GÛ ÕÎ6Ó:â×$Ñ ùÎ)Ó îmó¦ôð.Ý ×GÐ ÙÑ(ÛEâäâ:Ó:×#ÕÑ(ÕJÓRÑ(Ó Ú#ÕÏÐ&Ñ(ÓÛ ÕÉkÓÝ.ÕJÜÝÛ ÎQÙÏÙÝ/â×#Ð ÙJÕÓÐGÙÞGÛdà Í)ÎNÓÝ Ù.Í)ÐGÙJÜÕJÓÝJÝÏ#Ð Ù.Ñ(ÓRÕJÓÚ ÏÕÑ(ÓÕ.Ñà Ï#Û(ÙÕJÓÝ âÜ2ÙJí ×(Ñ(Óݨîmá&ÏÕfÓ2è(Óâá Î)Ó¨Û Ð Ó=âÜÙí ×(Ñ(Ó/ÏåGÓÔqÝá Î6Í6Ù ÙJÍ6Ð&ÚPÑ(Ó¨Î,Ï>Ñ(Í)Ýá7ÓÕÝ Í)×#ÐðNÏò&ÐÑ(Ó=á7×#Û åG×#Í)ÕÎ)ÏØ^×GÍ)ÝNÙJÓÐ Í)ÕkÔ×#âá(ÙJÓ Ñ(Ó>Î,ÏÑ(Í)Ýá7ÓÕÝ Í)×#Ð%Ù×GÛ(Ù¨ÓÐÒÕÜÝ ×GÎ6åÏ#ÐGÙqÎ)ÓÙÕÏÐ&Ýá×GÕ ÙqÕJÜÏ#Ô2ÙÍ6ØNÑ Ó.ØmÏGê2×GÐ%Î)×(ÔÏÎ)Ó#É ´(µ! 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