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Returns an error if the sequences have different lengths.Á|º ›óÔ"Bÿàìø„  þÆ›,Ê þÆó,Ñ þƦ",Ø þƈ$,ß ŽP›Ôœ �P›¦"d© ŽPóÔà �Póˆ$dÐ ÷±¦"ˆ$„ê ›ó¦"ˆ$—˜§©¤¦¡£ž üí1ü†NK Calculates the number of positions in the two strings where the charactersÁüÕC@ differ. Returns an error if the strings have different lengths.Á™�<� ```Áü¥<9 use strsim::{hamming, StrSimError::DifferentLengthArgs};Áâ�üæ52 assert_eq!(Ok(3), hamming("hamming", "hammers"));Áœ�ü DA assert_eq!(Err(DifferentLengthArgs), hamming("hamming", "ham"));Á<å³À<ô–— – —Ô"Bÿ ÿ — ü˜ …üÙÓüÎLI Calculates the Jaro similarity between two sequences. The returned valueÁü›=: is between 0.0 and 1.0 (higher value means more similar).Ádà ± ö. º ð/…1Bÿ± º àìø „ !!  þÆö.,õþÆð/,üþƳ6,ƒþÆó;,ŠŽPÔÅÔÉ�PÔų6dÖŽPÝÅÔô�PÝÅó;d�÷±³6ó;„› ± º ö.ð/³6ó;—‡5˜�5íñÃÅÀ½¿º¼Œ l¬%± $$""#ß %ó à:JcF(>± à:JcF(>#% ± ÞÈBÿ vªÉÞÈBÿ"" #± º%<¾%""ªÉüÉ%3± 'º ('(ù)*+�P�P‘P+Î%Ò%Lƒ&$ˆ&&&l™&Dž&&&ù«ù«â€û«�ýyD4]®¤Ncº ü¹&$L¼&ù�PùBÿ&& +± º Æ@ü™)$ü€'JG Calculates the Jaro similarity between two strings. The returned valueÁüË'=÷É(�<�(³À¬•( use strsim::jaro;Á«(�ü¯(MJ assert!((0.392 - jaro("Friedrich Nietzsche", "Jean-Paul Sartre")).abs() <Áœý( 0.001);Á<‘)³À$ )˜™ ˜ ™…1Bÿ ¨) ,— ¥)˜ ®)üÂ*Ûüú)GD Like Jaro but gives a boost to sequences that have a common prefix.Á¤É*ÔÅÝÅ…1Bÿ± .º /à0ì1ø2„ 3.3/120 ½Æ,æ*ÍÆ,í*ÝÆ,ô*íÆ,û*ýÆÔº+�ÇdÇ+ ÇÔå+°Çdò+ÃÇ„Œ, -± º ö.ð/³6ó;—tF˜}FÞ*â*z|�„†‰‹”Î--�4�4�44-±ˆü¾0,üã.EB Like Jaro but gives a boost to strings that have a common prefix.Á©/�<­/³Àìµ/ use strsim::jaro_winkler;ÁÓ/�ü×/JG assert!((0.866 - jaro_winkler("cheeseburger", "cheese fries")).abs() <Áœ¢0šÍ<¶0³ÀdÅ0š› š ›…1Bÿ Õ0 5— Ò0˜ Û0ü°3Üü¯1MJ Calculates the minimum number of insertions, deletions, and substitutionsÁüý130 required to change one sequence into the other.Á±2�<µ2³Àü½2$! use strsim::generic_levenshtein;Áâ2�üæ2A> assert_eq!(3, generic_levenshtein(&[1,2,3], &[1,2,3,4,5,6]));Á<¨3³Àœ·3ÔÅÝÅòBÿ± 7º 8à9ì:ø;„ <97<8:; ½Æ,Ó3ÍÆ,Ú3ÝÆ,á3íÆ,è3ýÆÔ©4�Çd¶4 ÇÔÔ4°Çdá4ÃÇ„û4 6± º ö.ð/³6ó;—ðU˜îUË3Ï3z|�„†‰‹üª;-üÀ9MãÔüŽ:1. required to change one string into the other.ÁÀ:�<Ä:³ÀäÌ: use strsim::levenshtein;Áé:�üí:41 assert_eq!(3, levenshtein("kitten", "sitting"));Á<¢;³À\±;œ� œ �òBÿ À; =— ½;˜ Æ;üÚ@6ü›; 1.0 (inclusive), where 1.0 means the strings are the same.Á©=�<­=³Àüµ='$ use strsim::normalized_levenshtein;ÁÝ=�üá=UR assert!((normalized_levenshtein("kitten", "sitting") - 0.57142).abs() < 0.00001);Áü·>DA assert!((normalized_levenshtein("", "") - 1.0).abs() < 0.00001);Áüü>B? assert!(normalized_levenshtein("", "second").abs() < 0.00001);Áü¿?A> assert!(normalized_levenshtein("first", "").abs() < 0.00001);Áü�@PM assert!((normalized_levenshtein("string", "string") - 1.0).abs() < 0.00001);Á<Ò@³À´á@žŸ ž Ÿ…1Bÿ û@ >— ø@˜ �AüüC.ü¯BOL Like Levenshtein but allows for adjacent transpositions. Each substring canÁÄÿB only be edited once.Á˜C�<œC³Àì¤C use strsim::osa_distance;ÁÂC�üÆC-* assert_eq!(3, osa_distance("ab", "bca"));Á<ôC³ÀdƒD ¡   ¡òBÿ “D ?— �D˜ ™DüíP8TðPòòòòBÿ @ŸŸX �XÇ›XüÉSxü½QLI Like optimal string alignment, but substrings can be edited an unlimitedÁüŠR74 number of times, and the triangle inequality holds.ÁÂR�<ÆR³ÀüÎR,) use strsim::generic_damerau_levenshtein;ÁûR�üÿRA> assert_eq!(2, generic_damerau_levenshtein(&[1,2], &[2,3,1]));Á<ÁS³ÀÜÐS¢£ ¢Ê” £Ê”òBÿÔ BB ûSþÆß»$ìSÌß»¯Tûhß»$´T…ß»,»T Aß»ãŸð*øŸî*LN´ÄbºD÷D¤áb<äbºBÿCC Düãg$”êg‚ FFþÆäLýgûÖéÙÓ|’fÐGHIJ!LŽh$ŽhEEL�h$�hEEL¬h$¬hEEü»h6»hEE˜¯üöhd‚ LLÉëLûhöä<Åi…ä,ÏiÌä×iûM÷M=?¤ái<äiûBÿKK Mäüñj_‚ OOÉëLöj‡í<´k–í,¾k¥íÆkù ä$ËkûPSTUV8:ü×k$Úk© ©ûäBÿN ÞkN Pä$ßkèåk¾lP�Q�Q�QQPQä¹äUÿ¹,ÕlP�R�R�RRPRä ß­äUÿ  û üƒm1<†mª ªû ªäBÿN ŽmN Sä$“mè™m´—sDšs« «û¹BÿN £sN Tä$¨sü’u#4•u¬ ¬ûòBÿN œuN Uä$�uè£uü„z!$‡z­ ­û¹BÿN ŒzN Vä$‘zmin_usedÁD—zü½�*ÄÄ�‚ XXÉëLÝ�ÍM:üîµLYZ üî�"î�WWûü–‚ t–‚WWÚ²²‚òü»‚e‚ ]]ÉëLÀ‚‡í<„ƒ–í,ŽƒÀî$–ƒ¥í�ƒÍ^_02ü§ƒ%ªƒ® ®ÍäBÿ\ ®ƒ\ ^ä$¯ƒèµƒüÖ…2<Ù…¯ ¯Í ¯äBÿ\ á…\ _ä$æ…èì…ü™ˆq‚ aaÉëLžˆ‡í<í,øˆÀî$€‰¥í‡‰Íb÷b57¤‘‰<”‰ÍBÿ`` b䬊bbòüÅŠ¼ÄÈŠ›òóòòBÿàeìfef�¾,áŠ�¾,èŠÄQ›¬¹‹ÅQ›\‹…›,Ñ‹ÄQó¬ã‹ÅQó\ì‹…ó,û‹ d›ós1ÁïŠlen1Á$úŠs2Á‡‹len2Á$’‹¬®°²T„‘d�g�g�ggdg›óò…üUÿ¹Tú’d�h�h�hhdh›ó€ü¹üíœ5üöšLÖåüÛ7¬æû›�<ÿ›³Àü‡œ$! use strsim::damerau_levenshtein;Á¬œ�ü°œ41 assert_eq!(2, damerau_levenshtein("ab", "bca"));Á<圳Àœôœ°± ° ±òBÿ ‹� i— ˆ�˜ ‘�üŠ£>ü�žPM Calculates a normalized score of the Damerau–Levenshtein algorithm betweenÁüÒžFC 0.0 and 1.0 (inclusive), where 1.0 means the strings are the same.Á™Ÿ�<�Ÿ³Àü¥Ÿ/, use strsim::normalized_damerau_levenshtein;ÁÕŸ�üÙŸfc assert!((normalized_damerau_levenshtein("levenshtein", "löwenbräu") - 0.27272).abs() < 0.00001);ÁüÀ LI assert!((normalized_damerau_levenshtein("", "") - 1.0).abs() < 0.00001);Áü�¡JG assert!(normalized_damerau_levenshtein("", "flower").abs() < 0.00001);ÁüØ¡HE assert!(normalized_damerau_levenshtein("tree", "").abs() < 0.00001);Áü¡¢`] assert!((normalized_damerau_levenshtein("sunglasses", "sunglasses") - 1.0).abs() < 0.00001);Á<‚£³Àô‘£²³ ² ³…1Bÿ ³£ j— °£˜ ¹£üù¥><ü¥´ ´l´Bÿ ‡¦ k© „¦øL�¦'k8··k²Œ²Œ¤JµŒ—ÍJ¶Œ˜ÍJ·Œ÷ÍJ¸Œ¶ÍJÉ by­]òù«ù«â€û«�ýyD4]®¤Nc8…‹…‹SkipÁ‡‹�¬Gˆ‹¤¬GBudmR¿ ͇þÆl8 ÄQÒˆ앦ÅQÒˆœž¦Òˆ8µ¦ʈFâˆ5óˆ%‰‰kü»ª-üâ¦B? Calculates a Sørensen-Dice similarity distance using bigrams.Áü¥§OL See .Áõ§�<ù§³Àô�¨ use strsim::sorensen_dice;Á ¨�ü¤¨+( assert_eq!(1.0, sorensen_dice("", ""));ÁüШ,) assert_eq!(0.0, sorensen_dice("", "a"));Áüý¨74 assert_eq!(0.0, sorensen_dice("french", "quebec"));Áüµ©74 assert_eq!(1.0, sorensen_dice("ferris", "ferris"));Áüí©EB assert_eq!(0.8888888888888888, sorensen_dice("feris", "ferris"));Á<³ª³Àlªµ¶ µ ¶…1Bÿ Óª m— Ъ˜ Ùª$¤¬m�n�n�nnmn Uÿ¹$ò¬m�o�o�oomo±�¹$�°m�p�p�ppmp ò¹Uÿ•°¤ˆ\‘¢î|½ýîä´rssœ£qq¢qq¢�  ¢u gu� � Ž�� Ž¢ �€g€gŠ‚gê ûcƒg™ûcØ«q¢1È¡�êBÿtõt u� œ� ó ¢ó ¢xù±xó ó ‘’ ‘¢ ’¢Bÿwüw xó î ó d¢b,©bºGÆ´cŸFzTµbµbyy‚,?7F7K7ºn7º}†}‰7Œ7¤ ¤ººBÿ| …b| }Ó7 Œbº'7º97º�ù±�W7Z7¥¦ ¥º ¦ºBÿ€ ’b€ �´7î »7P7ºƒÎƒm7r7w7�7§ §º¹Bÿ‚�b‚ ƒ×7ü´c+Ì»c‚ ……ÉëLÕc¬wCZö C†‡!Dæcæc„„„ôc,ôc„„ä¥7‚ ‰‰É낇íHÕc¬Š÷Š›�í7ð7¬Bÿˆˆ Šä:7‚ ŒŒÉë–íHÕc¬�†�…7ˆ7¨ ¨¬¬Bÿ‹¬c‹ �äÖ7c¥ i¥ � ¥ ã¥ é¥ \0¥ ñ¥ Lö¥ 7,¥ ˆ¥ ¼&¥ ±)¥ �#¥ Þ0¥ æ¥ É;¥ î¥ „A¥ Ž¥ œD¥ �¥ �T¥ }¥ á¥ ç¥ \¥ ½¥ ü¥ Î¥ x¥ '¥ Î¥ s¥  ¥ U¥ ”�¥  ¥ ¼£¥ ª ¥ «¥ ܪ¥ m p N\DifferentLengthArgsÿ‡�¡�rdE)Œ_‹^ÊêF£mìF>¶çGæ7œœrY ané4o*ËZˆ( [:·(Ê\1ZMæõ•gó"·JÒKir5¿s\о´l¡ i¢I̸I¦ ÛÕÞéÛ/øNKSTɧÀVÇKÌP,k9v6ËŒ²²ôÛ>ˆô€õK*ÿ‰Õ ?¯í¥¨Î~�BA£:™Z]L_ï«âª+æ±™]Q8VBRï}–Œ«�FcÃ'SÚç ¶EŽv*¤#¸¥ßÖ �þ6ŒZ¾`9ï@¬?éÅ\¶ã´»èÝOC°ØYóz?*l}žÐúCslð¿f îu”‡ÌÅj°  ²8#LЬÇ]¹â ®kŸÖpÙ¤ÕQŠ z&Ë] œãOƒy2E&Sxmòm|3E þ²Ôzg):t—÷£ì¡AÂç0Á�|Ãjù©Aoˆ½ß¨÷°”ÐDþç¤ôð͈R ³o›\ž‡èCǬQ 4÷— >²åUú¾$ÍceÓÕ-F §hÛä“Ó­ƒÂS<69ÍU7­#šk•�‚ÿøêd2@Ž.˜úØ{¥*½˜µ¬e;‹ÜhŽ(i!'Ë¡U#¼Ÿ[ÃK2Gxõëßô“‚p%Ø09ð\"I‚b†æ9GpfåøY屪Oð>&Mæ¤ÒHÏúu¤š\aI°SãˆìæÎß9#Ním%�à[Ì>þMÿŽ2+Ý5­\� ›Z p;*iKá¦Äõ}á逼 —îG.ª  ˆ:ÜüÝ£mü½© ¬šëLb©\[—­�0Cà^ÆJôÍm5�m:S ìO}õ´.ôû·$ñÊÆt2åÓ'ñ5 ÐÓ/c­êòÁYeg3ÂJûÿæ/Ι—¦¥€a.�MÒl|VxÑ1õ¸º,VéJ0´tŽ’md•à÷ñi¿sæ©õã©k·†ó̱x…Ú‰#�)^éK$�UÏ›|ÎEQʹ"�S‹mÌ»_ãàYïµy"¿d ;ÇÑÎ@1©31[•€ÕÔmQ"óo@%¥I‘>.›Ceud‰]Csȶÿµ2 (O{úaݾõ© ké­ôLÀa±LÇ”y£ÛKŸ]Ö©ŽflŸÃ¬ò#•m&xÛ^G¹à6q¯§"Ðw:M$f`^˜uf+òà, Åq¨DýûÒ@b)ßܹ=A\²h&ÖûS˜OF€‚JÆ„Á}Ãl#Ð^›!ƒ·Jþ­Lõ±¥y Y�9ÊÛ€‰;c CãV´×x]T¡mñêÙñ˜Awèúå£üÈÉJ×�\°Ó*qˆ$»ðñÿÂùÃ=Å�';Ê®*¿(±Û]ká|§ÿúv´!s€ZÒüð"÷ú÷þs&ˆñÍR{ŸE{µKlD±Is{sî ˆl÷ÁGŸ' Cï6^kl;ÜÄ(u+gPÿ:ˤωBÌ6Æ�g8Xß%1Š:¨ UHdï:kH5ýI[Ñÿ-…R2‹ÃΫ=«Žsú©FCGwë*(²³ë6z×Ô `(«qO,\&TÌBx`f– îE�ãÆë-RîD½ @"jŠÄã ±X ;všnÐkÂ[0Ä/ˆvBwø8ö#CEqZ/ë�éü¸U ÖF:N¤ ²‚ÊÇ/Ë9ö<�ãp á�Ü% ¹k@±©xœuBo:gW’_6O¸˜�à^žÿÙ ÏÐ'XËÐwºlh¿˜ï}~á`›FJeló7;%-G³ÌuŸ>t¹JSyZV³°ÎÏÀ6=0‚þm$Fÿr£_?Ë`S‡†dlNÍç@,÷¥Jß ü+Á§ökB®,?¢*¬~‚AJ;ÿ©ËÌX ÖèÂj×b>Qì4ï�èê:·è^ÖäÐÚ‡䯇֦øYû,|¾Š¤ýÝÃ*¨Šj Qæ*H7y‰Ùûûp&ÁÉÃÄ…ΆÎ2›Öš8œ<œCœFœLœSœZœaœhœkœrœxœœ†œ�œ”œ¯œ\�m�‚�x Ÿ–¡Â£¤—¤ß¤õ¤B¥” ¥§¢¨ë¨XªË¬ ®±²Ë²Ü´ö´*µ„µœµ´µÍµçµP¶ˆ¶í¶K·§·¸¸Ô¸3¹›¹ï¹ º6º”º÷ºd»Æ»¼1½—½ò½ ¿}Â: ÄèÆKÇŸÇÈ3ÈpÈ‹È5ÉGÉcÉÈÉóÉ Ê9ÊTÊ£ʵÊÇÊåÊLËiËØË,ÌFÌ_̧ÌßÌ*Í›&È œh�'¤¹¤è´oµ5¶Ð¶Ú¹|ºª»/È~ÈCÉUÉîÉ5ÊGʱÊÃÊÕÊZËÌ‹Ì Í  '              *   ›Çœq�AžI¡K¢È£P¤�¤ã¤ù¤Z¥Ñ¦‡§ ª¯«Á­Æ°3²—²-´µ0µˆµ µ¸µÑµh¶·/¸—¸ì¸K¹¢¹ô¹º­º»ß».¼Í¾-Â–Â™Æ È7È^È¢ÈzÉÎÉ÷ÉkÊüÊ�ËÞË0ÌJ̾ÌAÍК1œ6œ8œ?œCœIœOœVœ]œdœhœoœuœ{œ‚œ‰œ�œªœX�i�|�?ŸLŸYŸfŸsŸ�¡£…£‹£˜£¥£²£¿£7¤u¤{¤’¤Ï¤Õ¤Û¤ñ¤=¥�¥§^¨d¨j¨w¨„¨‘¨ž¨æ¨Rª†¬Œ¬’¬Ÿ¬¬¬¹¬Æ¬® ±z²Æ²Ë´Ø´ò´%µsµ€µ˜µ°µÈµâµ?¶L¶ƒ¶Û¶è¶G·£·¸{¸Ï¸.¹•¹Ü¹é¹º º0º�ºŽºñº^»´»Á»ú»¼½½,½’½ì½¿wÂÕÂ4ÄãÆFÇšÇÈ/ÈFÈmȈÈ2ÉDÉ`ÉÄÉïÉÊ6ÊQʞʲÊÄÊâÊIËfËÓËÌ(ÌBÌ\̗̤ÌÜÌÍ'Í{Í�͇Í�͓͙ͦͭ͟ͳͺÍÀÍÇÍÍÍÔÍÚÍáÍçÍîÍôÍûÍÎÎÎÎÎ Î%Î+Î1Î7Î=ÎCÎIÎOÎUÎ]ÎcÎkÎqÎwÎÎ3œ<œFœLœSœZœaœkœrœxœœ†œ�œ¯œm�)žAŸNŸ[ŸhŸ1¡3¢ƒ£‰£�£š£§£´£Ä£:¤y¤¤Ó¤Ù¤ß¤õ¤B¥¹¦o§b¨h¨l¨y¨†¨“¨ó©—«Š¬�¬”¬¡¬®¬»¬©­®°²²´Í´ö´,µuµ„µœµ´µÍµA¶P¶Ý¶í¶¸¸Ô¸3¹�¹Þ¹ï¹ ºƒº”º÷º¶»Æ»¼½!½´¾Â}€ÆÈ5ÈHÈ‹ÈcÉÊÉóÉTÊåʆËÚËÌ,ÌF̧̙ÌÍ*Í~̈́͊Í�͖ͣͪ͜ͰͷͽÍÄÍÊÍÑÍ×ÍÞÍäÍëÍñÍøÍþÍÎ ÎÎÎÎ"Î(Î.Î4Î:Î@ÎFÎLÎRÎZÎ`ÎhÎnÎtÎ|΂ΜœA�d�x�ŠžIŸVŸcŸpŸz¡º¢•£¢£¯£¼£Ü£e¤‹¤µ¤ì¤¥u¥§ê§t¨�¨Ž¨›¨ß¨<ª¬œ¬©¬¶¬Ã¬ò­÷°d²«²p´Õ´ä´µFµ}µ’µªµÂµÛµüµI¶x¶�¶å¶-·ˆ·ä·a¸½¸¹s¹¸¹æ¹þ¹º+ºKº‹ºÕºB»y»¾»ï»¼`¼½)½n½Ô½ÿ¾_ÂÆÂñÂËÆ%LjÇÜÇÈ@ÈgÈzÈÉ?ÉQɯÉÖÉÊ1ÊCÊ�Ê­Ê¿ÊÑÊ2ËVËÃËöË%Ì;ÌUÌxÌ¡ÌÏÌøÌ$ÍhÍ–œ5�^�r�PžCŸPŸ]ŸjŸp¡j¢�£œ£©£¶£Ë£]¤ƒ¤™¤ä¤ú¤m¥ø¦š§n¨{¨ˆ¨•¨¶¨2ªÂ«–¬£¬°¬½¬è­í°Z²¥²Y´Ï´Þ´µ3µwµŠµ¢µºµÓµéµC¶p¶Š¶ß¶!·_·»·U¸±¸¹g¹¥¹à¹ö¹º%º8º…ºÈº5»f»¸»ç»ÿ»@¼½#½E½«½ô¾T»ÂÝÂÀÆüÆ_Ç³Ç È8È_ÈtÈÉ9ÉKÉ¢ÉÐÉùÉ+Ê=ʃʧʹÊËÊ$ËP˵ËáËÌ2ÌLÌcÌ›ÌÆÌãÌÍZÍžœE�f�z�!Ÿ|¡U£Þ£k¤�¤·¤ð¤¥y¥§4¨ã¨>ª\¬ô­ù°f²­²³´æ´!µXµ–µ®µÆµßµ3¶|¶Î¶1·Œ·è·e¸Á¸¹w¹Ã¹ºº-ºzºÙºF»¨»ó» ¼Ø¼r½Ø½¿aÂÈÂõÂÍÆ)ÇŒÇàÇÈDÈkÈ|È!ÉAÉSɳɨÉÊ3ÊEʔʯÊÁÊÓÊ7ËXËÈËÌ@ÌZ̉ÌÔÌ ÍmÍÈœBžJ¡L¢Ê£R¤[¥Ò¦ˆ§ ª°«Â­Ç°4²™².´µ2µi¶·1¸™¸î¸M¹¤¹¯º»à»0¼Î¾.˜ÂÜÂšÆ È_È£È{ÉÐÉlÊýÊžËàË¿ÌBÍÈœFžJ¡R¢(¤S¤]¥Ò¦Ž§ ª¶«Â­Ç°4²™²/´µj¶·2¸š¸ï¸N¹°º»á»2¼Î¾.˜šƣÈ{ÉlÊýÊžËÀÌCͳœ-ž5¡7¢<¤F¥½¦s§¢¨÷©›«­­²°²ƒ²´ú´T¶ñ¶K·§·¸ƒ¸Ø¸7¹™ºüºË»¼1½—½¹¾‚…ÆèÆKÇŸÇJÈŽÈfÉWÊèʉ˪Ì-Í` j t  v È  G R µ æ ð ú   ' l KŸXŸeŸrŸ—£¤£±£¾£v¨ƒ¨�¨�¨ž¬«¬¸¬Å¬×´µK¶ç¶è¹�ºÀ»½+½'Ì£Ì&ÍbÏQ=°ARG_H»YlZ5”F–Œ—™ ñ Æ’&“ã“‹”@•1™v—™ÍO=®APG]H¹YjZÄ’‰”t—™ï `$“á“3”>•D–ÎP=™¯AQG^HºYkZÅ’Š”u—™ð a%“â“4”?•E–i¤ƒ—(™‡—,™I�1Ÿ€¡q£‰¥§P¨Bªx¬ø­ý°j²±²»´%µƒ¶8·l¸È¸¹~¹àºM»ú»â¼¿eÂÌÂÑÆ%É·ɘÊ<ËÍËÜÌuÍ›”œ\�£—¤Ü´*µçµˆ¶›¹6ºd»È3ÈrÈ7ÉIÉÈÉ)Ê;ʥʷÊÉÊNËØËaÌá̤gµÒ¹$ÈçÉ̤ZµÅ¹ÈÚÉÌÝàçëïó÷ûÿ #'.2F\ht€Œš­¶¿ÆÍÔÛïóú )0;V]dkry€„—±¸¿ÆÍÔÛí .P[_e~Ž• «²¶½ÃÇÎØÜàîý 4;BW[_fmtx…‰¨¯¶º¾Øý #'+/A[_cjnry…Œ�”›Ÿ£§¯³»Ûãîöú   # ) / 5 ; 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