Problem Statement
You are travelling across some uneven terrain in two dimensions. The map of the area in which you are travelling is divided into a 2D grid of cells. Each cell takes a certain amount of time to cross. (The time for a given cell is always the same and does not depend on the direction of travel.)
Your goal is to determine the fastest path from the given starting point to the given destination.
You are given a
You can only move horizontally and vertically. More precisely, your movement is a sequence of steps, and in each step you must move from your current cell into one of the cells that share a side with your current cell.
Return the shortest amount of time in which the destination can be reached.
Definition
- Class:
- SlowTerrain
- Method:
- fastestPath
- Parameters:
- String[]
- Returns:
- int
- Method signature:
- int fastestPath(String[] terrain)
- (be sure your method is public)
Constraints
- terrain will contain between 1 and 50 elements, inclusive.
- Each element of terrain will contain between 1 and 50 characters, inclusive.
- Each element of terrain will be the same length.
- Each character in terrain will be '0'-'9', 'S', or 'D'.
- Exactly one character in terrain will be 'S' and exactly one character will be 'D'.
Examples
{"S32", "030", "41D"}
Returns: 3
The optimal path is to go down, right, right, down, 0 + 3 + 0 = 3.
{"3D47S6"}
Returns: 11
Note that the start and destination don't have to be at the edges or corners.
{"0S9", "09D", "000"}
Returns: 0
Sometimes a path with more steps and more changes of direction may be faster to traverse.
{"0S9", "89D", "000"}
Returns: 8
{"1S9", "29D", "345"}
Returns: 9
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Returns: 115
{"98328989663359699902958776591933498189708825257582","44668395423976309505092030334289194878141255791612","52431525280611337815213548373496127648895153441413","13469489922528935847890291501979692515328585708630","82944132678779538363105183055929611491502985318994","15008868511877590680367502108751507786228164942104","01180574966608602607143522036600036396020366520879","25122676674383565612055867779012574487105293775219","64658692558066527090784178520915603650974615156375","95201895800726334628660161690112450626956029773517","19098340492056873667186715314870720215661119365610","46936223739265112255670969673597044104579773784681","32053660776501322200187768971749821764084968137595","62570553856990267706572261196303751240161364140664","60539893193665522399265342171105217073522182356098","27772942976220873484497661730951829285976548608846","12143300011129253916885189499529947294852758553451","79687370548114812819580531365350388330645894716093","25255880450051877265811746968252710087294261453750","33335145188121073418990616492932078193686263029407","18670336287422561428898216365879957452758217120484","14119204630603174640087705800969817277654163421763","73983264133037618868970959232741361390845353238973","42084029239313917652170126177203693115211974522130","61341628588520266207014311956030375S99177929436771","95015947939672547154364438820054237439870108702949","54138205860279854340082731566268804038544701684102","68538623966485924747158062710574546834178998799514","47620094759023828491805691502632961072358865877595","04696310385921260628460320397240065869078794095532","60311442750130449553006597663347655379514324663805","09091647147893125850790497828337573477399971364823","15398096048298092107574608190339941746925179179903","32858417898956183572562824045382869013666779455082","33278709333624161870799068924680629491820192394287","47374442008756530946690506966736462179850707325370","85720477784752713933610959821706968791583920121702","96934748605569778949113596907381197465203155383223","32300834378402243613026369582136749671890225281228","56192150402522326536628128011783535757180767750919","25962379740386289966794459504681015248029507768058","50252314037750593609408461867804451785921987410928","310534288045713329971877842094194858491D6596985264","19104744269119395185483732117932667598911322244029","34309363625263365418961640604881876885649517687985","89940627597598343875808694440636180814795197736332","48237712562869503085291796109570082448127991674016","95589474406039817861559573091120926252877040575034","06301469164832860136649835190089561569016512296119","63778575653680842713910190375489713428767125896038"}
Returns: 61
{"94357710916397732394578530323778991917194721840939","53052257164871374957242908576904931483693354559170","90357100547812609499912649883483959903504D78224237","56518188718226053853795895129396508822130122772187","96690507230684116181207225720130424305028508342816","10274894748760901597001627089728149277754685309982","27835096478040295117247333252180964508882130731824","57810895918342971856973241175924286028566486087019","22264846686190940658532904861540567916386517945865","80534902690741466330342719150599967351179804891023","82562388247420908731041514388281377732434797946947","13612309570990661532653963536684400442536376357903","30521696487638955991190952776166232782944876500967","98991405688203113051739473133528082863186251627344","69349585182721501213498755878468899355869123590366","04119605947066248222554533752554124167922963994511","07140506868433928420713995906382405737181082475246","00203941455904850281913387204296593793663136219438","73427979266371593010665277870678665622230010904103","89332071591085976168608705552736678753349072202502","33416705265197643171237295264039504025007916971068","61889052214412366825281643202141963116144938637823","13805892457590624491407712520053790138042915690213","92918050933714047995954495920222061246195296147752","20263384121307117527907007673582689194384059712259","71472122567006396170122429482853247679588686030968","50458499436407038686176914453995243597536842146057","53096735339455311645400593337783963543751332322889","20603435934976565817688830672704584778392934115777","74603317627531294917965257437249050674515921176211","76608184558704784716294019340802264830797399288833","28059725887446555499540288048315065226776718239246","24838878706775713712397137220598010676874396089510","91112276005582086640468380001486095769888068294761","231062373227551859622776230918534924593348565150S6","34503946482236469353725538310108037492097810010210","58969089756352841089673658145271005283476944342825","90313843109345852575686136283152203689767523825957","17169041766599461422638070623112350805022610015281","11731781983186532495653900170543429959420961907556","91324678306003497665829656910926246201732764698279","21907626786673708661958231650576306162600349669266","12569727669661002665350606195724844507198950037386","32502619535319458174945674905797093987174118357655","55646868386138483264600908373263492316242943127335","25918446375951126360669117678709370143178424833218","63738557918786655810832912452833591720856639805673","75109217160041852949259642930068790715985581461203","86170255673771022500369647671817271979882692578712","35199274335747655991436187771699685552892255342159"}
Returns: 102
{"70801249273505219210927183451230160465154298173694","90770527177880334447440556290108662324551843854847","29110592142360792180098965077924428065674021272369","32037212444251188416264060766836086931558302214094","97296679775456081752479678628456629640191447937324","07570185170502188374305509316402044818178894863161","53680919708697685682791955116351458652357111919170","16344626257023461399323255800350362970124898778772","05287830887168976615902644345861383974935722432180","02523935325850268759916791801121657350546117862198","44680857210242932028172137099296036857487783337874","41916614538689142051755303987991258779606021019928","17356965027265363303633547243940698287891283243673","85881837096111875771864114403036601828708069S20075","48696511667334960410957063795813648276049751064662","25976905237158536857934601059081325549891147771766","95083913649461568329970668968302920214964133065221","98577253150443465312543557366036473271586724696993","02196449298871230691837267199513620155197895970113","90085648383496852411745049423870766138636712529264","55905449352144127307137740224101692106116341052613","55282182641252415520101817966985115497613806938169","97401543751157650370288073949787069100090501913203","35467184375949641884503796770507354333972672301045","94458216614137785843179128314846255528611677302944","52504153309028678711672314017153693211140946114916","25738702991351464244566706261091019062151821263215","72460589215408093324911927444330463673141699077413","30075515420449850453102822118590310396075298372015","62871271424068301385534789135501938615985717356052","58160380921469120296964097174320729293358056601250","43193941632166907499279478073968138997807860274876","26367647149776639270195914181041976955524253101939","71065303435651077007746569318021512213138102786424","31952355060953030498548795347829847129986525396714","72448921669172300169014020124096230044688023958922","84023574177076638313655800811622021450052028082665","74895292137625559552873605367272458831685296757735","8704700189925964266718966576848632301088722682700D","33005307372232313836621889853838765175782272654994","44334022265535334772380533482259593943149531378292","06270638005399159424915238491652991868865531955407","73043919322474533972906583743720848124626646418855","26677674691766925254083562501758874631613787090861","56315321150729329913845402054627391956203201065848","01623009123764333273626005443371166001609650755577","22001846276667416072226640663498651510585498430855","95844053501827789059055968382108085401019754772106","39264408766714028423879403011961867064304134425135","97968607504878058560530186350888860821719982654549"}
Returns: 73
{"95678125772500722775055853271048456514368420914382","65281308258546340532084176348389984955434228830574","09951811150508695513941077562458733893768348292318","75335689832487928658017555027752546043879954435790","16828578805610809418748890631193366933503558138564","41502680389476023548658052996511767872391206198988","03077825507837686081501473529649185800986173128203","27062916933058676517760043382443264694666405566964","63025560285335897940819503644874188129089927030575","86465445129153012467788509814721799195346688873968","16898089565203984649261200996359466627092096845590","37476446971822157472565562743654069757912683747653","61764629146923268523005509817141909364235565424510","62312662558029050138033985400852965177737486543649","12130283371617950538724005564317516306633330113179","37361981247290540906439053938923949349074941504346","S0310598207942213241101921597449692892999518370619","28022694889018673504203416936518771694659440084225","35676245066572612369899447524226101620091339936238","60626351396217404710822785695003856108470071292659","89039388317662833502952308515830462025533253944438","665292773177D3587200708979709353076264169352456895","12446787732173786972120303555128141395184877475146","87163910422225030314807883529273093564021818526170","72007793893811581224762829982664595530156350927036","03823091778002383259510783019029555353545124763370","94441921490727495469296034860207480741450496489497","08678984070611933477449198006544621106909007433761","44723695809874269808274684326553340074942589112658","44688700383692564331949657845716681064639600155544","69338940308546660104996022495013910232926615432334","54404623165553856364371883815800504789640012601868","78790735208072659481776133682729461126974265592861","07051016571434886014234075015407206599519602598277","32728729759000742373974946225768381899192919186041","75447578724049917198521800548602730149051129524109","14065535379291222097770374022754484510847863691173","94122437915125257166012409177828498021501416955000","10402716233691967371265645064441666244609582655063","81298447577528929247136726729900915287827689243034","52592554627286675027314295464726944749806306458125","82861383070808902329361209177463399983309091973163","24931206512065075090290293602369141130778171784312","22260347385042539148342211184182801364386669177563","92938700591622932411658517830336101625133694703398","53446444118691544103072780648135428017372839566782","51257707668950732725278212321248555128409407922321","38439839454754194945142258603899008541678239519660","72960962811366557556533778036389430704999125555730","44194481818254228358425663082233959484868857066822"}
Returns: 44
{"D1234","56789","0123S"}
Returns: 11
{"S11", "111", "999", "99D" }
Returns: 12
{"0S9", "09D", "000" }
Returns: 0
{"S32", "030", "41D" }
Returns: 3
{"S0", "50", "50", "50", "D0" }
Returns: 0
{"S99", "999", "99D" }
Returns: 27