King ufuna umcebisi omtsha wabiza amadoda ezintathu. Wathi ukuba ngamnye kubo phezu kwentloko yakhe, wayibeka phezu umnqwazi omhlophe okanye oluhlaza, ubuncinane enye yezi iminqwazi ezintathu iya kuba oluhlaza. Kufuneka izilumko ukufunda umbala umnqwazi yakhe, ukunxibelelana nabanye ukuba nomcebisi kakumkani elitsha. Emva kwemizuzu embalwa cwaka, umi enye izilumko phezulu ubiza impendulo efanelekileyo.
abalazi
Le puzzle uvavanyo odumileyo ekuqiqeni self-ulwazi, kwaye iqela lophando ngokutsha novavanyo efanayo, kodwa hayi ebantwini, kunye iirobhothi. Olu phando lwenziwa ukubonisa - basemoyeni nako kuba self-wazi.
Ukuqonda ngokwayo kwimeko ne basemoyeni
Three robots Nao-irobhothi ziye wotshi yalungiselelwa ukuba ukucinga ukuba ababini kubo banikwa i "ipilisi edengisayo", nto leyo ndayihluthwa kubo zentetho. Yonke imibuzo emithathu wabuzwa iirobhothi - leyo ipilisi abalufumanayo? Ababini kubo bathi cwaka, waza wathi wesithathu, "Andazi." Emva koko, ecinga impendulo yakhe, waqonda oku kulandelayo - kanye yena uyakwazi ukuthetha, ngoko akazange afumane loo kwipilisi enye. Ngako oko, irobhothi watshintsha impendulo yakhe, wathi: "Ndiyangxengxeza, ngoku ndiyazi. Bendingade ukubonisa ukuba khange ufumane ipilisi. " Intloko uphando wathi umboniso wabonisa ukuba logic imathematika ngamazinga kunye nokuziqonda. Oku kuthetha ukuba robhothi anokwenziwa ngendlela yokuba izenzo zabo nezigqibo zahluke kwezinye iqondo self-ulwazi. Noko ke, ngaphambi kokuba uqale ukulungiselela wombhodamo koomatshini, kufanele kuqatshelwe ukuba imiqathango yalo vavanyo azikuvumeli kakhulu. Kodwa ke, nangona oku, kwaye kwacaca ukuba ezingqondweni zisenako zahlelwa, yaye kungavula iindlela ezintsha nophuhliso basemoyeni.