TETRING - Four Color Theorem
Inselele ku-TERING! Fakazela i-theoremu enemibala emine
'I- TETRING ' ngumdlalo we-puzzle owenzelwe futhi owakhiwa ngunjiniyela womdlalo waseKorea, uSeongjin Kim.
'I-TETRING' ngumzamo omusha wokukhombisa i-theorem enemibala emine yezibalo kusetshenziswa amabhlogo emibala nokuhlanganisa imiphumela yezifundo nemidlalo.
Ukuthi umbala wenele yini ukufaka umbala kuwo wonke amazwe asemephini ukugwema ukuphindaphindwa kwamazwe angomakhelwane kwaziwa okokuqala ngo-1852 futhi kungubunzima bezibalo obungakaze buxazululwe ngaphezu kweminyaka eyikhulu. Ochwepheshe abaningi bezibalo, ososayensi kanye nomphakathi jikelele ngaleso sikhathi bazama ukukufakazela, kodwa ukufakazela le theorem enemibala emihlanu kwakuwumsebenzi onzima wezibalo kwaze kwaba sekupheleni kuka-1800. Ubufakazi balobu bunzima yi-theorem enemibala emine, i-theorem enemibala emine. Inkinga -color, have.
Kamuva, le theorem enemibala emine yaboniswa kusetshenziswa amakhompyutha ngo-1976, ubufakazi bokuqala bokusetshenziswa kwamakhompyutha. Mhlawumbe ubufakazi bobufakazi bezibalo bekhompyutha bungaba ngukuqala kokuguqula ubuhlakani bokumemezela ukuqala kwesikhathi se-AI.
'Uma uphila kuleyo minyaka, awucabangi yini ukuthi ungafakazela theorem enemibala emine?' Noma ucabanga ukuthi, "Ungakufakazela kangcono?" Yizame kanye. Mhlawumbe ungafakazela kangcono i-theorem enemibala emine noma ungathola okuphambene nethiyori enemibala emine.
Sicela ucacise umbala wemephu ukuze imibala ingagudluki. Uma unephepha nepeni kuphela, ungazama. Uma ungenalo iphepha nepeni, enye indlela yi-'The TETRING '. Kuyinto umdlalo wephazili oyingqayizivele okungekho noyedwa owake wazama okwamanje.
'I-TETRING' ngumdlalo olula we-puzzle, kepha usekelwe ekufundweni kokuhlolwa kwezibalo okunzima kakhulu. Akekho ozomangala ukuthi awuzange uzame kanjani.
Wake wakuthokozela ukuxazulula izinkinga ezinzima? ^^
Inselelo 'I-TETRING' kanye ne-theorem enemibala emine ...
Idlalwa kanjani:
Swayipha ibhulokhi phezulu, phansi, kwesobunxele, nakwesokudla.
Swayipha Wonke amabhulokhi ahamba ndawonye ngendlela eyodwa.
Kususwa umbala ofanayo wombala kulayini wokunyakaza ofanayo.
Ngaso sonke isikhathi lapho unyakaza, umbala webhulokhi ongahleliwe uvela endaweni engahleliwe.
★ Akukho mkhawulo wesikhathi, kepha kunomkhawulo enanini labagibeli.
Izici zegeyimu:
Kwakunzima mathematics ukusebenzisa 4 umbala theorem.
★ Inikeza isithombe semephu yobuchopho emnandi ngokuhlaziya inani lamabhulokhi ombala asusiwe.
Usayizi we-matrix womdlalo ngu-3X3 kuye ku-16X16.
★ Dlala mahhala futhi ujabulele umdlalo ngaphandle kokuxhumeka kwe-Wi-Fi!
Imodi elula yabo bonke ubudala, imodi ejwayelekile
Imodi enzima, imodi ye-Ultra nemodi efihlekile yabathandi be-puzzle
Imodi yombala [Dyteranopia, Proteanopia, Tritanopia] Inketho
Imodi yasebusuku yokuvula / ukuvala umsebenzi.
Ukusekelwa kolimi emazweni angama-20.
★ Leaderboard (simo simo) ukwesekwa.
Ukusekelwa kwemodi yokuphumelela: Inikeza uhlelo lokufeza ngokuya ngenani lamaphethini wemibala emine.
Kunemisindo yangemuva ethokozisayo nemisindo.
Inqubomgomo yobumfihlo
https://www.bornstarsoft.com/privacy-policy/
Isikhathi Sokusebenza
https://www.bornstarsoft.com/terms-of-service/
'I-TETRING' ngumzamo omusha wokukhombisa i-theorem enemibala emine yezibalo kusetshenziswa amabhlogo emibala nokuhlanganisa imiphumela yezifundo nemidlalo.
Ukuthi umbala wenele yini ukufaka umbala kuwo wonke amazwe asemephini ukugwema ukuphindaphindwa kwamazwe angomakhelwane kwaziwa okokuqala ngo-1852 futhi kungubunzima bezibalo obungakaze buxazululwe ngaphezu kweminyaka eyikhulu. Ochwepheshe abaningi bezibalo, ososayensi kanye nomphakathi jikelele ngaleso sikhathi bazama ukukufakazela, kodwa ukufakazela le theorem enemibala emihlanu kwakuwumsebenzi onzima wezibalo kwaze kwaba sekupheleni kuka-1800. Ubufakazi balobu bunzima yi-theorem enemibala emine, i-theorem enemibala emine. Inkinga -color, have.
Kamuva, le theorem enemibala emine yaboniswa kusetshenziswa amakhompyutha ngo-1976, ubufakazi bokuqala bokusetshenziswa kwamakhompyutha. Mhlawumbe ubufakazi bobufakazi bezibalo bekhompyutha bungaba ngukuqala kokuguqula ubuhlakani bokumemezela ukuqala kwesikhathi se-AI.
'Uma uphila kuleyo minyaka, awucabangi yini ukuthi ungafakazela theorem enemibala emine?' Noma ucabanga ukuthi, "Ungakufakazela kangcono?" Yizame kanye. Mhlawumbe ungafakazela kangcono i-theorem enemibala emine noma ungathola okuphambene nethiyori enemibala emine.
Sicela ucacise umbala wemephu ukuze imibala ingagudluki. Uma unephepha nepeni kuphela, ungazama. Uma ungenalo iphepha nepeni, enye indlela yi-'The TETRING '. Kuyinto umdlalo wephazili oyingqayizivele okungekho noyedwa owake wazama okwamanje.
'I-TETRING' ngumdlalo olula we-puzzle, kepha usekelwe ekufundweni kokuhlolwa kwezibalo okunzima kakhulu. Akekho ozomangala ukuthi awuzange uzame kanjani.
Wake wakuthokozela ukuxazulula izinkinga ezinzima? ^^
Inselelo 'I-TETRING' kanye ne-theorem enemibala emine ...
Idlalwa kanjani:
Swayipha ibhulokhi phezulu, phansi, kwesobunxele, nakwesokudla.
Swayipha Wonke amabhulokhi ahamba ndawonye ngendlela eyodwa.
Kususwa umbala ofanayo wombala kulayini wokunyakaza ofanayo.
Ngaso sonke isikhathi lapho unyakaza, umbala webhulokhi ongahleliwe uvela endaweni engahleliwe.
★ Akukho mkhawulo wesikhathi, kepha kunomkhawulo enanini labagibeli.
Izici zegeyimu:
Kwakunzima mathematics ukusebenzisa 4 umbala theorem.
★ Inikeza isithombe semephu yobuchopho emnandi ngokuhlaziya inani lamabhulokhi ombala asusiwe.
Usayizi we-matrix womdlalo ngu-3X3 kuye ku-16X16.
★ Dlala mahhala futhi ujabulele umdlalo ngaphandle kokuxhumeka kwe-Wi-Fi!
Imodi elula yabo bonke ubudala, imodi ejwayelekile
Imodi enzima, imodi ye-Ultra nemodi efihlekile yabathandi be-puzzle
Imodi yombala [Dyteranopia, Proteanopia, Tritanopia] Inketho
Imodi yasebusuku yokuvula / ukuvala umsebenzi.
Ukusekelwa kolimi emazweni angama-20.
★ Leaderboard (simo simo) ukwesekwa.
Ukusekelwa kwemodi yokuphumelela: Inikeza uhlelo lokufeza ngokuya ngenani lamaphethini wemibala emine.
Kunemisindo yangemuva ethokozisayo nemisindo.
Inqubomgomo yobumfihlo
https://www.bornstarsoft.com/privacy-policy/
Isikhathi Sokusebenza
https://www.bornstarsoft.com/terms-of-service/
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