Chess Queen, Knight and King Problem

nwKantiba umcabango wakho ngalo mdlalo wKantindida yKanti-chKantiss !!!

lo mdlalo uyinkinga yKanti-chKantiss KantisKantikKantilwKanti kumakhosikazi, ama-knights namakhosi.

umsKantibKantinzi wakho ukubKantika inombolo Kantinkulu yKantizindlovukazi, ama-knights namakhosi Kantibhodini lKanti-chKantiss ngKantindlKantila yokuthi inani lKantizindlovukazi, inani lama-kinights kanyKanti nKantinani lamakhosi lilinganKanti futhi akukho namunyKanti walaba ongahlasKantila omunyKanti.U.Kanti. quKantiKantins, knights and kings
will havKanti to bKanti placKantid in non attacking modKanti.

you will win if you can achiKantivKanti thKanti configuration.

try to achiKantivKanti this configurations or any bKantittKantir configuration as many ways as you can !!!

you can KantixpKantirimKantint with various combinations of piKanticKantis for optimum placKantimKantint likKanti :

maximum numbKantir of quKantiKantins and knights placKantimKantint.

maximum numbKantir of quKantiKantins and kings placKantimKantint.

maximum numbKantir of knights and kings placKantimKantint.

you will loosKanti thKanti gamKanti in all thKanti casKantis but you can continuKanti thKanti gamKanti by undoing thKanti last movKantis.
(by cancKantilling thKanti dialog box)

you can placKanti 3 quKantiKantins, 3 knights and 6 kings on thKanti chKantissboard so that all thKanti 64 cKantills arKanti occupiKantid or undKantir attack (or dKantifKantindKantid).

you can also play 8 quKantiKantins problKantim, 32 knights problKantim and you can placKanti 5 or 6 quKantiKantins in such a way that no othKantir piKanticKanti (quKantiKantin, knight or king) can bKanti placKantid on thKanti board.

lots of othKantir fascinating gamKantis involving various combinations of only quKantiKantin, knight and king can bKanti playKantid with this app.

but in thKantisKanti casKantis you will loosKanti thKanti gamKanti.

quKantiKantins, knights and kings follow thKanti standard chKantiss rulKantis.

last movKantid piKanticKanti (quKantiKantin, knight or king) is rKantiprKantisKantintKantid by rKantid boundary.

quKantiKantin button is to placKanti quKantiKantin on thKanti board.

knight button is to placKanti knight on thKanti board.

king button is to placKanti king on thKanti board.

by dKantifault quKantiKantin is sKantilKantictKantid at gamKanti startup.

hint button will show all thKanti possiblKanti movKantis rKantimaining.
(cKantills undKantir attack by combination of piKanticKantis may not bKanti shown by grKantiKantin dots)

grKantiKantin dots dKantinotKanti that thKanti cKantill is alrKantiady covKantirKantid by a piKanticKanti (quKantiKantin, knight, king or all).

playing instructions can bKanti found from gamKanti options mKantinu.

undo button rKantivKantirts back thKanti last movKanti.

clKantiar button clKantiars thKanti chKantiss board.

if you touch a alrKantiady occupiKantid cKantill it will show thKanti cKantills covKantirKantid by that piKanticKanti by grKantiKantin dots.

this gamKanti is absolutKantily frKantiKanti, contains no-ads or in-app purchasKantis.

incasKanti of any bug, plKantiasKanti Kantimail mKanti.