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Returns an error if the sequences have different lengths.Á|º ݯÔ+Bÿàìø„  þÆÝ,Ê þƯ,Ñ þƵ",Ø þÆÏ#,ß ŽPÝÔœ �Pݵ"d© ŽP¯Ôà �P¯Ï#dÐ ÷±µ"Ï#„ê ݯµ"Ï#—²˜»§©¤¦¡£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<å—ê<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 ± ³0 º ™1æ2Bÿ± º àìø „ !!  þƳ0,õþÆ™1,üþÆÌ;,ƒþÆÁB,ŠŽP¸ïÔÉ�P¸ïÌ;dÖŽPÁïÔô�PÁïÁBd�÷±Ì;ÁB„› ± º ³0™1Ì;ÁB—,,˜5,íñÃÅÀ½¿º¼’ l¬%± $$""#ß %ó éµ�9ì4DZ éµ�9ì4Ç#% ± ÂòBÿ vŽóÂòBÿ"" #± º%<¾%""ŽóüÉ%3± 'º ('(ù)*+�P�P‘P+Î%Ò%Lƒ&$ˆ&&&l™&Dž&&&ù«ù«œßû«�ýyD4]®¤Ncº ü¹&$L¼&ù�PùBÿ&& +± º $Æ&ü™)$ü€'JG Calculates the Jaro similarity between two strings. The returned valueÁüË'=Ûí‰(�<�(—ꬕ( use strsim::jaro;Á«(�ü¯(MJ assert!((0.392 - jaro("Friedrich Nietzsche", "Jean-Paul Sartre")).abs() <Áœý( 0.001);Á<‘)—ê$ )˜™ ˜ ™æ2Bÿ ¨) ,— ¥)˜ ®)üÂ*Ûüú)GD Like Jaro but gives a boost to sequences that have a common prefix.Á¤É*¸ïÁïæ2Bÿ± .º /à0ì1ø2„ 3.3/120 ¡ð,æ*±ð,í*Áð,ô*Ñð,û*áðÔº+ñðdÇ+„ñÔå+”ñdò+§ñ„Œ, -± º ³0™1Ì;ÁB—m7˜v7Þ*â*z|�„†‰‹”Î--�4�4�44-ªlü¾0,üã.EB Like Jaro but gives a boost to strings that have a common prefix.Á©/�<­/—êìµ/ use strsim::jaro_winkler;ÁÓ/�ü×/JG assert!((0.866 - jaro_winkler("cheeseburger", "cheese fries")).abs() <Áœ¢0ÿö<¶0—êdÅ0š› š ›æ2Bÿ 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�<µ2—êü½2$! use strsim::generic_levenshtein;Áâ2�üæ2A> assert_eq!(3, generic_levenshtein(&[1,2,3], &[1,2,3,4,5,6]));Á<¨3—ꜷ3¸ïÁï¥ Bÿ± 7º 8à9ì:ø;„ <97<8:; ¡ð,Ó3±ð,Ú3Áð,á3Ñð,è3áðÔ©4ñðd¶4„ñÔÔ4”ñdá4§ñ„û4 6± º ³0™1Ì;ÁB—ù?˜÷?Ë3Ï3z|�„†‰‹üª;-üÀ9MÇþüŽ:1. required to change one string into the other.ÁÀ:�<Ä:—êäÌ: use strsim::levenshtein;Áé:�üí:41 assert_eq!(3, levenshtein("kitten", "sitting"));Á<¢;—ê\±;œ� œ �¥ Bÿ À; =— ½;˜ Æ;üÚ@6ü›; 1.0 (inclusive), where 1.0 means the strings are the same.Á©=�<­=—êüµ='$ 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@—ê´á@žŸ ž Ÿæ2Bÿ û@ >— ø@˜ �AüüC.ü¯BOL Like Levenshtein but allows for adjacent transpositions. Each substring canÁÄÿB only be edited once.Á˜C�<œC—êì¤C use strsim::osa_distance;ÁÂC�üÆC-* assert_eq!(3, osa_distance("ab", "bca"));Á<ôC—êdƒD ¡   ¡¥ Bÿ “D ?— �D˜ ™DüíP8TðP¥ ¥ ¥ ¥ Bÿ蓟 ûP  …QÇ,�QüÉSxü½QLI Like optimal string alignment, but substrings can be edited an unlimitedÁüŠR74 number of times, and the triangle inequality holds.ÁÂR�<ÆR—êüÎR,) use strsim::generic_damerau_levenshtein;ÁûR�üÿRA> assert_eq!(2, generic_damerau_levenshtein(&[1,2], &[2,3,1]));Á<ÁS—êÜÐS¢£ ¢ŸÀ £ŸÀ¥ BÿÔ BB ûSþƘ™$ìS̘™¯Tûh˜™$´T…˜™,»T A˜™øË*�Ìÿ)LN´ÄbºD÷D¤áb<äbºBÿCC Düãg$”êg‚ FFþÆäLýgû<: �rÆtGHIJ!LŽh$ŽhEEL�h$�hEEL¬h$¬hEEü»h6»hEE÷Ùüöhd‚ LL¯•Lûhöä<Åi…ä,ÏiÌä×iûM÷M=?¤ái<äiûBÿKK Mäüñj_‚ OO¯•Löjí–<´kü–,¾k‹—Ækù ä$ËkûPSTUV8:ü×k$Úk© ©ûäBÿN ÞkN Pä$ßkèåk¾lP�Q�Q�QQPQäÇäUÿÇ,ÕlP�R�R�RRPRä ÃØäUÿ  ûè×üƒm1<†mª ªû ªäBÿN ŽmN Sä$“mè™m´—sDšs« «ûÇBÿN £sN Tä$¨sü’u#4•u¬ ¬û¥ BÿN œuN Uä$�uè£uü„z!$‡z­ ­ûÇBÿN ŒzN Vä$‘zmin_usedÁD—zü½�*ÄÄ�‚ XX¯•LÝ�Í)yÐ ‹QoYZ üî�"î�WWûü–‚ t–‚WW¼Ü²‚¥ ü»‚e‚ ]]¯•LÀ‚í–<„ƒü–,Žƒ¦˜$–ƒ‹—�ƒÍ^_02ü§ƒ%ªƒ® ®ÍäBÿ\ ®ƒ\ ^ä$¯ƒèµƒüÖ…2<Ù…¯ ¯Í ¯äBÿ\ á…\ _ä$æ…èì…ü™ˆq‚ aa¯•Lžˆí–<îˆü–,øˆ¦˜$€‰‹—‡‰Íb÷b57¤‘‰<”‰ÍBÿ`` b䬊bb¥ üÅŠ¼ÄÈŠÝ¥ ¯¥ ¥ Bÿàeìfefñç,áŠ�è,èŠÄQݬ¹‹ÅQÝ\‹…Ý,Ñ‹ÄQ¯¬ã‹ÅQ¯\ì‹…¯,û‹ dݯs1ÁïŠlen1Á$úŠs2Á‡‹len2Á$’‹¬®°²T„‘d�g�g�ggdgݯ¿l¥ é¥UÿÇTú’d�h�h�hhdhݯ¿lä¥Çüíœ5üöšL¼�üÛ7’�û›�<ÿ›—êü‡œ$! use strsim::damerau_levenshtein;Á¬œ�ü°œ41 assert_eq!(2, damerau_levenshtein("ab", "bca"));Á<圗êœôœ°± ° ±¥ Bÿ ‹� i— ˆ�˜ ‘�üŠ£>ü�žPM Calculates a normalized score of the Damerau–Levenshtein algorithm betweenÁüÒžFC 0.0 and 1.0 (inclusive), where 1.0 means the strings are the same.Á™Ÿ�<�Ÿ—êü¥Ÿ/, use strsim::normalized_damerau_levenshtein;ÁÕŸ�üÙŸfc assert!((normalized_damerau_levenshtein("levenshtein", "löwenbräu") - 0.27272).abs() < 0.00001);ÁüÀ LI assert!((normalized_damerau_levenshtein("", "") - 1.0).abs() < 0.00001);Áü�¡JG assert!(normalized_damerau_levenshtein("", "flower").abs() < 0.00001);ÁüØ¡HE assert!(normalized_damerau_levenshtein("tree", "").abs() < 0.00001);Áü¡¢`] assert!((normalized_damerau_levenshtein("sunglasses", "sunglasses") - 1.0).abs() < 0.00001);Á<‚£—êô‘£²³ ² ³æ2Bÿ ³£ j— °£˜ ¹£üù¥><ü¥´ ´l´Bÿ ‡¦ k© „¦øL�¦'k8··k²Œ²ŒíIµŒ—ÍJ¶Œ˜ÍJ·Œ÷ÍJ¸Œ¶ÍJÉ by­]òù«ù«œßû«�ýyD4]®¤Nc8…‹…‹SkipÁ‡‹�¬Gˆ‹¤¬GBudmR¿ ±±þÆl8 ÄQ¶²앦ÅQ¶²œž¦¶²8µ¦®²FƲ5ײ%í²kü»ª-üâ¦B? Calculates a Sørensen-Dice similarity distance using bigrams.Áü¥§OL See .Áõ§�<ù§—êô�¨ use strsim::sorensen_dice;Á ¨�ü¤¨+( assert_eq!(1.0, sorensen_dice("", ""));ÁüШ,) assert_eq!(0.0, sorensen_dice("", "a"));Áüý¨74 assert_eq!(0.0, sorensen_dice("french", "quebec"));Áüµ©74 assert_eq!(1.0, sorensen_dice("ferris", "ferris"));Áüí©EB assert_eq!(0.8888888888888888, sorensen_dice("feris", "ferris"));Á<³ª—êlªµ¶ µ ¶æ2Bÿ Óª m— Ъ˜ Ùª$¤¬m�n�n�nnmn¿l UÿÇ$ò¬m�o�o�oomo¿l•¹Ç$�°m�p�p�ppmp ¥ ÇUÿô†¤ˆ\‘¢¼ *�;á¨rssœ£qq¢qq¢›  ¢u gu› › Ž�� Ž¢ �€g€gŠ‚gê ûcƒg§ûcØ«q¢1È¡�øBÿtõt u› œ›  ¢ ¢xù±x  ‘’ ‘¢ ’¢Bÿwüw x î  d¢b,©bº#{¢“?¬#zTµbµbyy°-46;6@6ºc6º}†}~6�6¤ ¤ººBÿ| …b| }È6 Œbº76ºI6º�ù±�g6j6¥¦ ¥º ¦ºBÿ€ ’b€ �Ä6î Ë6`6ºƒÎƒ}6‚6‡6�6§ §ºÇBÿ‚�b‚ ƒç6ü´c+Ì»c‚ ……¯•LÕc¬g‡Á“t¿“†‡!Dæcæc„„„ôc,ôc„„äï6‚ ‰‰¯•‚í–HÕc¬Š÷Š›�77:7¬Bÿˆˆ Šä©6‚ ŒŒ¯•ü–HÕc¬�†�ô6÷6¨ ¨¬¬Bÿ‹¬c‹ �äE7cëië› ëãëéë\0ë ñëLöë7,ë ˆë»&ë ±)ë�#ë Þ0ëæë É;ëîë „AëŽë œDë�ë �Të}ëáëçë\ë½ëúëÎëxë'ëÎësë ëUë ”�ë ë ¼£ëª ë«ë ܪëm p N\DifferentLengthArgsëÆ‚ÜV„GTç^I1�îh>q\«&—’ p¿Ý"—éoIˆ€Îà”£æÅF~à‚Iš‰vûœ Ôr URý šÄR_Fn­—ýÞ¯<³é)ølF•é?^ÑÿD¦?y¿D6#¹È,`qv¾j¡�µjÙÔ°SÇVÓí³€ r/m�f…zGüƒ×¹"D ìÅ—Àí—EÖòÇpäÝXZPms³£ñ‰·'Á®~TÝo8VN 1‹§Ãx¨|¸à�u šhzõ÷Ž61ß®×|tsÓÑÐ=”#Íbñ× CX³:Úg.ª éfH­@FŽñLjdQ'Æ’Ø’Vɇh³› ðŽNy~xÎÞÏ[&�0’IÔ‘œyÛAÞác ‹¬™_"ƒ ¾Ôt#fp7˜#(˜mo¸YÃE|ž�Ê| 7;‘Šð”$¶³`ˆ|ÈÁ_¥ ÈäªE™y/ ”Žæe #SX™ÝN[ì6O³�°§ýD0Hs„º“)×óîåM{7åÃ>Þ9rw1Côú¢YK£ãüB¹µT¹¿ÛóX3׃bšDy‡ l6à{Öïh¹�4 l&lËӏ޶õeBÁÛ~Ën¼âÕf–M‘ÇÓúa[é²®‡2sš‚> 3÷°ºl“E {��/‹ 'ñCÿ[¦Êd ¦¾ÐÚn�åv£ Pšš^äÕ'|6g‚·A(x7ÛðFÙEJ5ÊÃ;5v|·$†Œ2\­r@™ž |öSB+BL0_}ùÕÁY5òsþ/…¬ÁÎǼ¦AÐKBF6 &é@äò(%¶æ�ô‘NÕè©êé€ïA=úÞtÑÙß#”éô�óŒTÄSíx(©B·#i•âÑÄ6 “Ÿ�åAj¯m„Eb2¯Y«Sœöß!úÓÀÑaËæ] Y|ƒ/©àʦ͉@¿¶ÈŠäÐ¥äW–B‘j‚õdRõsæ| ~;À8nTô™Yȶàfj0?ß'ð­áñ¼"BÂÝ¥ä«þ0iñÿ¯œ¥^oâÐcWîÆë£ �YéÏú@¹ìr ³XG|@ë’è¿6 ´?„è]Ó{‹ÖÑß3ü~ ÌdÛÖÌ:œ i5Lúj”ÿ Ún®›ˆyL\KðB\Ô;¨½r[ÔߪRáÊ4�8£›$�e�$ækr6×PëcÕÞ� ɸÙrÁ ù�Ô4$Ó sŽVpã+&ö¸Ý«&݈=â?8ò¤g׃²> tð›7Ü@Š-¸e2r >D“\É©¢ÙL”jòA÷.M~'Ù¨ZÆ Ä…EÞœHhÇ"0£ºñÂê·ö ªƒ(<ƒbÉèÉó0yü_0Bm‡£ ×Ù>Ôç3”Á`{,PÇ�–¤'¶áv_ö´9ÒKñîÀ³…ûI˜ HÛò çq8,²‰ô„2 @»"Й߳Žm{}{ðâ8·ÖçÜ� =¸°µê´ÐÙ8mº¼^ñ;k«u#> ‹€Î2!ɺ ° wœ–Ð[šV¡E;ŽÆ(2ZšÚ1H—?þ»HƒBT~9­˜û˜i£j£pºoq q'q*q0q7q>qEqLqOqVq\qcqjqqqxq“q@rQrfr\ tzv¦xcy{yÃyÙy&zy z|‡}Ï}<¯�ñ ‚ö…c‡±‡Â‰Ü‰ŠjŠ‚ŠšŠ³ŠÍŠ6‹n‹Ó‹1Œ�ŒûŒc�¸�ŽŽÓŽîŽ�x�Û�H�ª�ù�’{’Ö’ ”a— ™Ì›/œƒœêœ�T�o�ž+žGž¬ž×žîžŸ8Ÿ‡Ÿ™Ÿ«ŸÉŸ0 M ¼ ¡*¡C¡‹¡Ã¡¢üo �„qLr y�yΉUŠ‹¶‹¾Ž`�Ž��b�'ž9žÒžŸ+Ÿ•Ÿ§Ÿ¹Ÿ> û o¡ð¡  '              *   ûo«qUr%s-v/w¬x4yeyÇyÝy>z¶{l|ï~“€¥‚ª…‡{‡‰ô‰ŠnŠ†ŠžŠ·ŠN‹ë‹�{�Ð�/ކިŽóŽ‘�ô�Ã�‘±“—z—}›ðœ�B�†�^ž²žÛžOŸàŸ� Â ¡.¡¢¡%¢´oqqq#q'q-q3q:qAqHqLqSqYq_qfqmqtqŽqqEqOqVq\qcqjqqq“qQr s%t2t?tLtvwgxmxqx~x‹x˜x¨xy]ycy·y½yÃyÙy&zž{T|G}M}Q}^}k}x}×~{€n�t�x�…�’�Ÿ��‚’…ÿ†c‡ûˆ³‰Ü‰Š[ŠjŠ‚ŠšŠ³Š'‹6‹Ã‹Ó‹ûŒc�¸�Ž�ŽÂŽÓŽîŽg�x�Û�š�ª�ù�ø‘’˜“ø–a—d›ìœ�,�o�Gž®ž×ž8ŸÉŸj ¾ ¡¡*¡}¡‹¡ÿ¡¢b¢h¢n¢t¢z¢€¢‡¢Ž¢”¢›¢¡¢¨¢®¢µ¢»¢Â¢È¢Ï¢Õ¢Ü¢â¢é¢ï¢õ¢û¢££ ££££$£*£0£6£>£D£L£R£X£`£f£€q%rHr\rns-t:tGtTt^vžwyx†x“x xÀxIyoy™yÐyæyYzç{Ï|Y}f}s}€}Ä} ö€€���š�§�Ö‚Û…H‡�‡V‰»‰Ê‰Š,ŠcŠxŠ�ЍŠÁŠâŠ/‹^‹ƒ‹Ë‹ŒnŒÊŒE�¡�ø�WŽœŽÊŽâŽýŽ�/�o�¹�&�]�¢�Ó�ë�D‘’ ’R’¸’ã“C—ª—Õ—¯› œlœÀœ÷œ$�K�^�ž#ž5ž“žºžåžŸ'ŸtŸ‘Ÿ£ŸµŸ : § Ú  ¡¡9¡\¡…¡³¡Ü¡¢L¢zqrBrVr4s't4tAtNtTvNwsx€x�xšx¯xAygy}yÈyÞyQzÝ{|S}`}m}z}›}¦€z�‡�”�¡�̂х>‡‰‡?‰µ‰Ä‰û‰Š]ŠpŠˆŠ Š¹ŠÏŠ)‹V‹p‹Å‹ŒEŒ¡Œ9�•�ì�KމŽÄŽÚŽõŽ ��i�¬��J�œ�Ë�ã�$‘ú‘’)’�’Ø“8—Ÿ—Á—¤›à›Cœ—œñœ�C�X�ô�ž/ž†ž´žÝžŸ!ŸgŸ‹Ÿ�Ÿ¯Ÿ 4 ™ Å ¡¡0¡G¡¡ª¡Ç¡¢>¢‚q)rJr^rt`v9xÂxOysy›yÔyêy]zé{}È}"@�؂݅J‡‘‡™‰Ì‰Š>Š|ДЬŠÅŠ‹b‹´‹ŒrŒÎŒI�¥�ü�[ާ޿Ž��^�½�*�Œ�×�ï�¼‘V’¼’å“E—¬—Ù—±› œpœÄœùœ(�O�`�ž%ž7ž—ž¼žéžŸ)ŸxŸ“Ÿ¥Ÿ·Ÿ < ¬ ä $¡>¡m¡¸¡î¡Q¢¬q&s.v0w®x6y?z·{m|ð~”€¦‚«…‡}‡‰õ‰ŠO‹í‹�}�Ò�1ŽˆŽ“�ö�Ä�‘²“—|—À—~›ñœC�‡�_ž´žPŸáŸ‚ Ä £¡&¢¬q*s.v6w y7yAz·{s|ð~š€¦‚«…‡}‡‰õ‰P‹î‹�~�Ó�2Ž”�÷�Å�‘²“—|—~›‡�_žPŸáŸ‚ ¤¡'¢—qsvw y*z¢{X|‡}Û~€‘‚–…‡g‡ÿˆà‰:‹×‹1Œ�ŒÿŒg�¼�Ž}�à�¯�þ�’{’�“ý–f—i›Ì›/œƒœ.�r�Jž;ŸÌŸm Ž¡¢` j t  v È  G R µ æ ð ú   ' l /tj,+DÀÝÀÝù«ù«œßû«�ýyD4]®¤Nc£¨6ÀÝÀÝ-ÀÝÀÝöw¥  ƒXù ù ú ¬ü óÕ  >¨WTÑp™Y¥ ÀœÜÄœ¯ÅœóƜǜ€Èœó‘¥_¿´ÒwDz© ǜDz©§f­–g†0†0aˆ0�ñ.×"®®>¾ ©m˜g⪘«‹g¥ ¥ ¿âªõ ⪼¤UÿǼ¤Ââªå«¼¤ ¼ã²¥ Ê7 Äã²¥ ¼¤ ª¬Uÿ ¼¤ Ъ¬Ê7 ¢ ã²¥ ¼¤Ê7¿lάUÿ ã² ¸ª¬Ê7µ¬ ™ª¬ ›ª¬Ê7 ‰Ê7 ‹Ê7ñD°-Ê7Ú‰Ú‰ChainÁ݉—°:Þ‰˜°:ïY*ÏžlÓ§¶ý¶ý¼¸ý‚¹ý’}£²ËJüü °-¿®ñD¥ Ê7¸ušD„„¿†è‡�g‡Á“t¿“ºšDšD°-šD¥ €¬™›…C…CüˆC§Ð=‰C¶Ð=ò¹ÚàŰ-Ê7›óu› — — RawTableInnerÁ ˜ bucket_maskÁ K ™ctrlÁ K š growth_leftÁ K ›itemsÁ KT“ ×Gפâ�¥ ø°-ø¥ ð˜°ðóuô…C…CüˆC§Ð=‰C¶Ð=ò¹ÚàÅ™¯Ê7õ¥ õ¥ õ¥ õ¥ ñ˜°ñóuñí°EEé GýH™ I¤ Jƒ <: �rÆtºWW™Yƒ ZÆ)yÐ ‹QoºÅ™Ç™È™­É™Ê™àË™óG*¤�R{9 ­²­²Ž7…C…CüˆC§Ð=‰C¶Ð=ò¹ÚàÅÊ7˜°óu((RawVecÁ+innerÁ,žH©XÕ”ˆó‰™¯Ê7((µµ+õ,žH©XÕ”ˆó‰Ê7((µµ+õ,žH©XÕ”ˆó‰Ê7((µµ+õ,žH©XÕ”ˆó‰°-Ê7((µµ+õ,žH©XÕ”ˆó‰¥ Ê7 š  š ScopeGuardÁ � dropfnÁ “  ž � “ ¥êÚ»­å�>í° ´Ê7¿l í°ÇUÿ Ê7 ” ” TableLayoutÁ •ß K – ctrl_alignÁ KÓk®%¹Õ– š  š €¸ � “¸ “  ž � “ ¥êÚ»­å�> í° »¿l úºÇUÿřǙș­É™Ê™àË™óG*¤�R{9  Çÿ¥  ± ±’ ¶ hash_builderÁ  ·tableÁ ›j™£ôÒSÍã²¥ ¼¤Ê7 ‘ ‘RawTableÁ ”£» K •« K –…  K¸:1‹{hoª¬Ê7ÇþÇþž ÊþõÓ(¯AzF¢oqf¥  á?á?ž ä?§Ð=å?phantomÁÐ=æ?capÁÐ=ç?«Ð=è?í Ð=é?’Ð=ö_©ú¥O ™¯Ê7ää’é×ÃÏd�žä`fã²¥ ¼¤Ê7Ç@Ç@È@ DropGuardÁÌ@óÃ? 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