Miklix

Maze Generators

Wannan tarin janareta na maze kan layi kyauta waɗanda na ƙirƙira. Kowannensu ya haɗa da bayanin algorithm ɗin da suke amfani da shi don samar da maze, yana ba ku damar zaɓar wanda kuke so mafi kyau - kodayake duk suna samar da mazes masu inganci (wato mazes waɗanda a zahiri suna da mafita), mashin ɗin da suke samarwa na iya bambanta kaɗan kaɗan.

An fassara wannan shafin na'ura daga Turanci don a sami damar isa ga mutane da yawa gwargwadon iko. Abin takaici, fassarar inji ba ta zama cikakkiyar fasaha ba, don haka kurakurai na iya faruwa. Idan kuna so, kuna iya duba ainihin sigar Turanci anan:

Maze Generators

Posts

Mai Ƙirƙirar Labirint na Itace Mai Girma
Buga: 16 Faburairu, 2025 da 21:39:08 UTC
Mai fara'a na maze yana amfani da algorithm na Growing Tree don ya halicci cikakken mafarkin. Wannan algorithm yana iya sa a samu wurare masu kama da na'urar Hunt and Kill, amma da magance dabam. Kara karantawa...

Mai Ƙirƙirar Labirint na Farauta da Kisa
Buga: 16 Faburairu, 2025 da 20:58:17 UTC
Mai fara'a na maze yana amfani da algorithm na Hunt and Kill don ya halicci cikakken ma'ana. Wannan algorithm yana kama da Recursive Recursive, amma yana iya haifar da wuraren da ba su da tsawo, hanyoyi masu tsawo. Kara karantawa...

Mai Ƙirƙirar Labirint na Algoritmin Eller
Buga: 16 Faburairu, 2025 da 20:35:53 UTC
Maze janareta ta amfani da Eller's algorithm don ƙirƙirar maze cikakke. Wannan algorithm yana da ban sha'awa saboda kawai yana buƙatar ajiye jere na yanzu (ba duka maze) a cikin ƙwaƙwalwar ajiya ba, don haka ana iya amfani da shi don ƙirƙirar mazes masu girma da yawa har ma a kan ƙayyadaddun tsarin. Kara karantawa...

Wilson's Algorithm Maze Generator
Buga: 16 Faburairu, 2025 da 19:36:17 UTC
Mai fara'a na maze yana amfani da algorithm na Wilson don ya halicci cikakken ma'ana. Wannan algorithm na samar da duk yiwuwar mazes na wani size tare da irin yiwuwar, don haka a cikin ka'idar zai iya samar da mazes na yawa mixed tsari, amma kamar yadda akwai mafi yiwuwar mazes tare da gajeren hanyoyi fiye da dogon lokaci, za ka iya sau da yawa ganin wadannan. Kara karantawa...

Recursive Daga baya Maze Generator
Buga: 16 Faburairu, 2025 da 18:22:32 UTC
Mai fara'a na maze yana amfani da algorithm na mai da hankali don ya halicci cikakken mafarkin. Wannan algorithm yana iya halitta wuraren da ke da tsawon hanyoyi masu tsawo da kuma magance mai tsawo. Kara karantawa...


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