Wingo tickets
Amathikithi weWingo
Amathikithi we-Wingo ahlole Unazo zonke izinombolo ze-wingo ithikithi lakho le-wingo.
Okokuqala, kufanele ubeke izinombolo ze-wingo ngokucindezela izinkinobho ngezinombolo, ngemuva kwalokho uzobona inkinobho ebomvu, lokho kusho ukuthi ukhetha le nkinobho ngenombolo ye-wingo. Lapho ubeka izinombolo phakathi kuka-5-10, kufanele ucindezele inkinobho yokuqala. Lokho kusho izinombolo zakho zemali engenayo ye-Wingo Game Umdlalo we-Wingo ubizwa nge-tompala, inhlanhla eyisithupha, ama-Lucky Numbers njll. Mayelana ne-Win Numbers! Lesi sifiso sifana nesihlungo se-aratosthenes ekhiqiza ama-primes, kepha kuqeda izinombolo ngokuya ngesikhundla sazo kusethi esele, esikhundleni senani lazo ((# #}
Ithemu lethulwa ngo-1956 ephepheni nguGardiner, uLazaru, iMetropolis nase-Ulam. Baphakamisa futhi bebiza isihlungo sabo esichazayo, ngesihlungo sikaJosephus Flavius [1] ngenxa yokufana kwayo nomdlalo wokubala ukuphuma enkingeni ye-josephus. ku-The Prime Nature Theorem; Futhi, inguqulo ye-GoldBachs Contect iye yanwetshwa kubo. Kukhona izinombolo eziningi ze-wingo. Kodwa-ke, uma i-LN isho inombolo ye-N-Th Wingo, futhi i-PN i-N-Th Prime, bese i-LN> Pn yazo zonke izibalo ezisobala ezinesibalo esiyinhloko, ezinye zezibalo ziphakamise Ukuthi lezi zakhiwo zingatholakala ekilasini elikhudlwana lamasethi ezinombolo ezikhiqizwe ngamazwi athile efomu, yize kunesisekelo esincane se-theoretical salolu mbono. Izinombolo ze-Twin Wingo nama-Twin Primes nazo zibonakala zivela ngokujwayelekile.
Okokuqala, kufanele ubeke izinombolo ze-wingo ngokucindezela izinkinobho ngezinombolo, ngemuva kwalokho uzobona inkinobho ebomvu, lokho kusho ukuthi ukhetha le nkinobho ngenombolo ye-wingo. Lapho ubeka izinombolo phakathi kuka-5-10, kufanele ucindezele inkinobho yokuqala. Lokho kusho izinombolo zakho zemali engenayo ye-Wingo Game Umdlalo we-Wingo ubizwa nge-tompala, inhlanhla eyisithupha, ama-Lucky Numbers njll. Mayelana ne-Win Numbers! Lesi sifiso sifana nesihlungo se-aratosthenes ekhiqiza ama-primes, kepha kuqeda izinombolo ngokuya ngesikhundla sazo kusethi esele, esikhundleni senani lazo ((# #}
Ithemu lethulwa ngo-1956 ephepheni nguGardiner, uLazaru, iMetropolis nase-Ulam. Baphakamisa futhi bebiza isihlungo sabo esichazayo, ngesihlungo sikaJosephus Flavius [1] ngenxa yokufana kwayo nomdlalo wokubala ukuphuma enkingeni ye-josephus. ku-The Prime Nature Theorem; Futhi, inguqulo ye-GoldBachs Contect iye yanwetshwa kubo. Kukhona izinombolo eziningi ze-wingo. Kodwa-ke, uma i-LN isho inombolo ye-N-Th Wingo, futhi i-PN i-N-Th Prime, bese i-LN> Pn yazo zonke izibalo ezisobala ezinesibalo esiyinhloko, ezinye zezibalo ziphakamise Ukuthi lezi zakhiwo zingatholakala ekilasini elikhudlwana lamasethi ezinombolo ezikhiqizwe ngamazwi athile efomu, yize kunesisekelo esincane se-theoretical salolu mbono. Izinombolo ze-Twin Wingo nama-Twin Primes nazo zibonakala zivela ngokujwayelekile.
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