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Trivimirni shahi abo 3 D shahi ce bud yakij variant shahiv yakij vikoristovuye kilka doshok sho predstavlyayut rizni rivni sho dozvolyaye shahovim figuram peremishatisya v troh fizichnih vimirah U praktici ce zazvichaj dosyagayetsya koli doshki sho predstavlyayut rizni shari vikladayutsya odin bilya odnogo Igrovij prostir Kubikshah 8 8 8Trivimirni varianti isnuvali prinajmni z kincya 19 stolittya odnim iz najstarishih ye Raumshah Kosmichni shahi z nimeckoyi vinajdenij u 1907 roci Ferdinandom Maakom i yakij vvazhayetsya klasichnoyu 3 D groyu 1 Maak zasnuvav klub Raumschach v Gamburzi v 1919 roci yakij zalishavsya aktivnim do Drugoyi svitovoyi vijni Rozdil 25 iz Zakritoyi enciklopediyi shahovih variantiv Devida Pritcharda obgovoryuye blizko 50 takih variaciyi sho rozshiryuyut shahi do troh vimiriv a takozh kilka bagatovimirnih variantiv Rozdil 11 ohoplyuye varianti z vikoristannyam kilkoh doshok yaki zazvichaj lezhat poruch sho takozh mozhna rozglyadati yak dodatkovij vimir u shahah 2 Viraz Trivimirni shahi v rozmovnij movi vikoristovuyut dlya opisu skladnih dinamichnih sistem z bagatma konkuruyuchimi sutnostyami ta interesami vklyuchayuchi politiku diplomatiyu ta vijnu Grati v trivimirni shahi oznachaye bilsh visoke rozuminnya ta volodinnya sistemoyu poza mezhami rozuminnya inshih odnolitkiv chi zvichajnih sposterigachiv yaki yak peredbachayetsya grayut u zvichajni shahi 3 Trivimirni shahi chasto z yavlyalisya v naukovij fantastici zokrema u franshizi Zoryanij shlyah sho spriyalo populyarizaciyi gri Zmist 1 Kubikshah 2 Raumshah 2 1 Doshka 2 2 Pravila 3 Trivimirni shahi Star Trek 3 1 Rozrobka pravil 3 2 Prikladi doshki 3 3 Programne zabezpechennya 4 Inshi trivimirni shahovi varianti 5 U hudozhnij literaturi 6 Primitki 7 Posilannya 8 Bibliografiya 9 Chitati dokladnishe 10 Zovnishni posilannyaKubikshah RedaguvatiLionel Kizerickij 1806 1853 rozrobiv Kubikschach Kubichni Shahi z nimeckoyi u 1851 roci 4 Vin vikoristovuvav doshku 8 8 8 poznachayuchi tretij vimir greckimi literami z alfi do teta Cej format piznishe buv pidhoplenij Maakom u 1907 roci pri rozrobci Raumshaha Za slovami Devida Pritcharda cej format ye najpopulyarnishoyu 3 D doshkoyu sered vinahidnikiv i v toj zhe chas najbilsh rozumovo neperetravnoyu dlya gravciv Mensh vimoglivimi do prostorovogo bachennya i otzhe bilsh praktichnimi ye igri obmezheni troma doshkami 8 8 ta igri z doshkami rozmirom menshe 8 8 5 Raumshah RedaguvatiFerdinand Maak 1861 1930 rozrobiv Raumshah Kosmichni shahi z nimeckoyi u 1907 roci Vin stverdzhuvav sho dlya togo shob shahi buli bilshe shozhi na suchasnu vijnu ataka povinna buti mozhliva ne tilki z dvovimirnoyi ploshini ale takozh zverhu povitrya i znizu pid vodoyu Originalna ideya Maaka bula dlya doshki 8 8 8 ale pislya eksperimentiv z menshimi doshkami vin vreshti resht zupinivsya na 5 5 5 Inshi ochevidni vidminnosti vid standartnih shahiv vklyuchayut dva dodatkovih pishaka na gravcya ta osoblivu figuru po dvi na gravcya pid nazvoyu yedinorig Doshka Redaguvati U Raumshah 3 D doshku mozhna uyaviti yak kub rozrizanij na p yat rivnih promizhkiv cherez kozhnu z troh osnovnih koordinatnih ploshin Ce rozdilennya daye igrovij prostir 5 5 5 125 kubiv Kubi zazvichaj predstavleni kvadratami i chasto nazivayutsya klitinkami cherguyutsya za kolorom u vsih troh vimirah nbsp Igrovij prostir Raumshah 5 5 5Gorizontalni rivni poznachayutsya velikimi literami vid A do E Vertikali ta gorizontali rivnya poznachayutsya za dopomogoyu algebrayichnoyi notaciyi Bili pochinayutsya na rivnyah A i B a chorni pochinayutsya na rivnyah E i D Pravila Redaguvati nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp E nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp D nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp C nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp B nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp APochatkova poziciya v Raumschach 6 Bilij pishak na Bd2 mozhe hoditi na klitinki sho poznacheni biloyu krapkoyu ta biti figuri na klitinah s poznachkoyu Chornij kin na Dd5 mozhe hoditi na klitinki z chornoyu krapkoyu abo biti bilogo pishaka na Aa2 Bili pochinayut Metoyu gri yak i v standartnih shahah ye mat Turi sloni ta koni ruhayutsya tak samo yak u shahah u bud yakij z ploshin A rook moves through the six faces of a cube in any rank file or column A bishop moves through the twelve edges of a cube A knight makes a 0 1 2 leap the same effect as one step as a rook followed by one step as a bishop in the same outward direction enabling it to control 24 different cells from the board s center A unicorn moves in a manner special to a 3D space i e triagonal movement through the corners of a cube any number of steps in a straight line Thus each unicorn can reach a total of 30 cells of the 125 cell gamespace each player s pair can reach 60 The queen combines the moves of a rook bishop and unicorn The queen has a total of 26 different directions to move 6 faces plus 12 edges plus 8 corners The king moves the same as the queen but one step at a time A pawn as in chess moves and captures always forward toward the promotion rank rank E5 for White rank A1 for Black This includes moving one step directly upward for White or downward for Black and capturing one step diagonally upward White or diagonally downward Black through a front or side cube edge In Raumschach there is no pawn initial two step move and consequently no capturing en passant and no castling Trivimirni shahi Star Trek RedaguvatiFajl StarTrekChess jpg3D shahi v Star Trek z epizodu Vijskovij sud Tri Vimirni shahi Tri D shahi abo trivimirni shahi a ce variant shahiv yakij mozhna pobachiti v bagatoh epizodah i filmah Star Trek vona z yavilas v originalnomu seriali TOS ta prodovzhila nabuvati formi protyagom nastupnih filmiv i dopomizhnih serialiv 9 Originalnij rekvizit Star Trek buv stvorenij z vikoristannyam doshok vid 3D shashok i 3D hrestikiv nolikiv yaki na toj chas buli v magazinah igri takozh mozhna bulo pobachiti v epizodah TOS ta dodavannyam shahovih figur z futuristichnogo klasichnogo shahovogo naboru rozroblenogo Piterom Ganinom u 1961 r 10 Dizajn zberig 64 kvadrata tradicijnoyi shahovoyi doshki ale rozpodiliv yih na okremi platformi v iyerarhiyi prostorovih rivniv shob pokazati glyadacham yak shahi adaptuvalisya do majbutnogo de perevazhayut kosmichni podorozhi Pravila gri nikoli ne rozroblyuvalisya v ramkah serialu 11 naspravdi doshki inodi navit ne virivnyuyutsya poslidovno vid odniyeyi sceni do inshoyi v mezhah odnogo epizodu Shahova doshka Tri D bula dodatkovo realizovana zavdyaki yiyi vklyuchennyu do tehnichnogo posibnika Star Trek Star Fleet vid Franca Josipa yakij stvoriv startovi roztashuvannya figur i korotki dodatkovi pravila Rozrobka pravil Redaguvati Povni standartni pravila dlya gri spochatku buli rozrobleni v 1976 roci Endryu Bartmessom za pidtrimki Dzhozefa a zgodom buli rozshireni nim u komercijno dostupnij buklet 12 Na veb sajti Charlza Rota rozmisheno bezkoshtovne rezyume standartnih pravil anglijskoyu movoyu vklyuchayuchi neyasnosti ta neodnoznachnosti shodo peremishennya figur na chotiroh 2 2 igrovih doshkah Tri D Povnij nabir pravil turniru z trivimirnih shahiv napisanij Jensom Mederom dostupnij na jogo veb sajti Pravila Medera bazuyutsya skorishe na pravilah FIDE nizh na standartnih pravilah Endryu Bartmessa z deyakimi vidhilennyami Repozitorij igor z pravilami turniru mozhna znajti na veb sajti Majkla Klyajna Prikladi doshki Redaguvati Zrazki dlya stvorennya shahovoyi doshki Tri D mozhna znajti na storinkah The Chess Variant Pages a takozh u Bartmess Tri D Chess Rules Bilsh detalni poyasnennya dlya stvorennya doshki turistichnogo rozmiru vklyucheni na veb sajt Medera Programne zabezpechennya Redaguvati Isnuye programne zabezpechennya dlya gri Tri D shihi Parmen mozhlivo nazvanij na chest golovnogo geroya epizodu Pasinki Platona ce programa dlya Windows napisana Dagom Kinanom i dostupna bezkoshtovno na jogo veb sajti AwfSoft proponuye bezkoshtovnu versiyu Tri D Chess dlya Android Inshi trivimirni shahovi varianti Redaguvati nbsp Paralelni sviti ShahiShahi Alisi dvi susidni doshki 8 8 b Kubichni shahi variant 6 6 6 Dragonchess tri skladeni doshki 8 12 fantastichnij variant Litayuchi shahi dvi susidni doshki 8 8 3D shahi Millennium variant 8 8 3 sho zberigaye bilshist pravil standartnih shahiv 9 Shahi z paralelnimi svitami variant 8 8 3 z dvoma armiyami na gravcya Kosmichnij sogi variant sogi 9 9 9U hudozhnij literaturi RedaguvatiYak i v Star Trek bagatovimirni shahi predstavleni v riznih hudozhnih tvorah yak pravilo u futuristichnih abo naukovo fantastichnih svitah Napriklad Nova Blake s 7 UFO Astronavt Dzhons Unreal 2 franshizu Legion of Super Heroes Doktor Hto Teoriya Velikogo vibuhu ta Legofilm Koncepciya parodiyuyetsya u Futurami yak trivimirnij Erudit 15 Primitki Redaguvati There is some discussion whether this game should be called Tri Dimensional Chess as in the Star Trek Star Fleet Technical Manual 7 or Three Dimensional Chess as in The Star Trek Encyclopedia 8 and as on Memory Alpha Alice Chess a well considered variant may also be classified as a 3 D game 13 In a sense it is a three dimensional game since the board can be thought of as measuring 8 8 2 in squares 14 Posilannya Redaguvati Pritchard 2007 p 229 Pritchard 2007 p 93 e g Dickins 1971 p 16 Pritchard 1994 p 305 Dickins 1971 p 17 Schnaubelt 1975 p T0 03 98 3x Okuda Okuda ta Mirek 1997 p 342 a b Pritchard 2007 Vintage Chessmen by Peter Ganine Dansk the Night Away 12 zhovtnya 2011 Procitovano 2 chervnya 2014 Okuda Okuda ta Mirek 1997 Bartmess Andrew 2005 The Federation Standard Tri D Chess Rules vid Revision 5 0 Shablon Harvcol Shablon Harvcol 3 D Scrabble The Infosphere the Futurama Wiki theinfosphere org Procitovano 11 zhovtnya 2019 Bibliografiya RedaguvatiDickins Anthony 1971 A Guide to Fairy Chess New York Dover Publications Inc ISBN 0 486 22687 5 corrected repub ofA Guide to Fairy Chess vid 2nd Richmond UK The Q Press 1969 Okuda Denise Okuda Michael Mirek Debbie 1997 The Star Trek Encyclopedia Pocket Books ISBN 0 671 53607 9 Pritchard D B 1994 The Encyclopedia of Chess Variants Games amp Puzzles Publications ISBN 0 9524142 0 1 Pritchard D B 2007 U Beasley John The Classified Encyclopedia of Chess Variants John Beasley ISBN 978 0 9555168 0 1 Schmittberger R Wayne 1992 3D Chess Sets New Rules for Classic Games John Wiley amp Sons Inc s 103 07 ISBN 978 0471536215 Schnaubelt Franz Joseph 1975 Star Trek Star Fleet Technical Manual Ballantine Books ISBN 0 345 34074 4 Chitati dokladnishe RedaguvatiHooper David Whyld Kenneth 1987 Three dimensional chess The Oxford Companion to Chess Oxford University Press s 351 52 ISBN 0 19 281986 0 Zovnishni posilannya RedaguvatiThree Dimensional index The Chess Variant Pages RaumshahRaumschach The Chess Variant Pages 3 D Chess FAQ File The Chess Variant Pages Raumschach na BoardGameGeek Friedlander Ed Raumschach a simple program in Java Raumschach Jocly com Zoryanij shlyah Tri DBodlaender Hans 3 D Chess from Star Trek The Chess Variant Pages Bartmess Andrew Tridimensional Chess Rules komercijnij sajt istoriya standartnih pravil Roth Charles Star Trek 3 D Chess Rules pidsumok standartnih pravil Meder Jens 3 D chess Tri D shahi turnirni pravila doshki ta inshe Klein Michael 3 D Chess biblioteka turnirnih pravil ta inshe Three dimensional chess na sajti Memory Alpha en angl Shablon Bgg Tri D Chess Tracker Tri Dimensional Chess Tracker veb dodatok na PerlShablon Chess variants Otrimano z https uk wikipedia org w index php title Trivimirni shahi amp oldid 37527384