[Abalawuli abaPhambili kwi-Allied Fleet] Makhe siqwalasele indlela yokunyusa imali ngamaxesha angama-1.5 kwikhasino ye-intanethi [Isoroku Yamamoto]

U-Isoroku Yamamoto, umphathi-oyintloko we-Combined Fleet, wayengowokuqala waseJapan ukuvalwa kwikhasino yaseMonaco (ngokuphumelela kakhulu).Yintoni.
Kwaye kunye ne-roulette！
Kubonakala ngathi uthe ukuba umvumela ukuba adlale iminyaka emi-2-3, uya kuphumelela ngokwaneleyo ukuba athenge iinqanawa zokulwa ezi-2-3.
Yintoni indlelaPhinda kwakhona [Yeka xa ingxowa-mali iba ngamaxesha ayi-1.5]Kubonakala ngathi kuyenzeka.
Ke kweli nqaku, ndiza kujonga indlela yokunyusa imali yakho ngamaxesha angama-1.5 ngokuyitshintsha ngekhasino ekwi-Intanethi.

Okokuqala, isenzo [sokunyusa imali ngamaxesha angama-1.5] ngokwawo akunzima.
Ngokwe-roulette, ukuba ubethe amanqaku ama-2 kwi-Dozen okanye kwiKholamu, okanye ukuba ubethe nge-24-point bet, isixa sokubheja siya kuba ngamaxesha angama-1.5 kwaye siya kubuyiselwa.
Ithuba li-24/37, ngoko ke imali yokubheja iya kuba ngamaxesha angama-64.8 malunga ne-1.5%.
Ingxaki nantsiKunzima kakhulu ukuqhubeka uphumelele ngokuqwalasela ilahleko kunye nokutsalwa phantsi ngenxa yokuphinda okuKuko oko.

Ukuba awulahleki yonke imihla kunye nenzala ehlanganisiweyo, ilungile loo nto.Nangona kunjalo, amaxesha e-1.5 i-dividend ifunyenwe malunga ne-64.8%, ngoko uya kulahlekelwa kwi-35.2%.
Ngamanye amazwiNgokwenyani, kunzima ukuvelisa ibhalansi elungileyo ngaphandle kokuba ugcina ireyithi yokuwina ephezulu ngelixa usilwa ukuncitshiswa kwelahleko kunye nokutsalwa.Yintoni.
そ し てUkuba ucinga ngokunzulu, uya kubulawa ngokululaKuko oko.
Umzekelo, xa ndisaqalayo, ukuba ndibheja ngeedozini ezi-4 ezahlukeneyo xa kukho iidozini ezi-2 ngokulandelelana, ingaba izinga lam lokuphumelela alinyuki? ] Ndayicinga kwaye ndazama izinto ezahlukeneyo, kodwa kule meko inokuba yi-plus yeyunithi enye okanye ilahleko yeeyunithi ezi-1, ngoko ke.Ukuba nje izinga lokuwina alitshintshi kakhulu, okukhona uqhubeka, kokukhona ibhalansi iya kuba yimbi.Kuko oko.
Ewe, andicingi ukuba indlela ye-parley imbi.
Nangona kunjalo, akukho ndlela yokuphumelela ngokwaneleyo ukuqhubeka.

Ilungile loo nto, ukuba izinga lokuphumelela kumdlalo omnye li-1% okanye ngaphezulu, liya kwandisa ngakumbi xa udlala tyaba, kwaye iya kuzinza.
Ngokwahlukileyo, ukuba unokwenza inzuzo enkulu kunokunciphisa ilahleko kunye nethuba le-50% okanye ngaphezulu, imali iya kunyuka.
Emva koko,Kuya kufuneka ndicinge ngendlela engeyiyo ubuxoki,
Ngoku, cinga indlela yokunyusa imali yakho ngamaxesha angama-1.5 ngokunokwenzeka okuphezulu!

U-Isoroku Yamamoto ubonakala ethethe into efana nokusebenzisa imathematika ukuphumelela.
Nangona kunjalo, kwimeko yeekhasino ze-intanethi, okukhona ucela umngeni kumdlalo westochastic, kokukhona unethuba elikhulu lokuxinga kwi-quagmire, ngoko ke ndicinga ukuba okunokwenzeka okubonakalayo akuyonto yonke.
UmzekeloEzisithoba zilandelelana 3rd dozens zixhaphakile yaku onlineNangona kunjalo,Ngokumalunga nokunokwenzeka, i-32.43% yi-9 ngokulandelelana, ngoko malunga ne-0.00397%, malunga ne-397000/1.Yintoni?
Ithuba elinjalo elingekude kwiflegi yenkulumbuso linokwenzeka rhoqo, ngoko kubonakala kuzingelwa ngokusukela ukubheja.

Kulungile, ngokwemigaqo ye-roulette, ndivakalelwa kukuba iyakhawuleza ukufumana into efana ne-iron plate pattern.
Kufuneka ufumane into enje [XNUMX iphezulu kunomlinganiselo wokuphumelela woqobo] endaweni ye [XNUMX akakhoboki ngaphezu kwamaxesha angama-XNUMX].
Ewe, andiqondi ukuba kulula ukufumana into enokufumaneka ngokukhawuleza kuba iza konakala kungekudala.
Kukho i-100% yokuphulukana neepateni zokubheja ngokubanzi kunye nesicwangciso sokuqala sesayithi yethu, ngenxa yaso nasiphi na isizathu kufuneka uze nendlela yokunyusa ilahleko yakho.

Olu luluvo lwam lobuqu, kodwa u-Isoroku Yamamoto wakwazi ukuphumelela kwikhasino esekwe emhlabeni.
Ngaphezu koko, ekubeni yayingaphambi kwemfazwe, (ikhasino ngokwayo ngokubanzi) kwakungafanelanga ukuba yenziwe njengobuchwepheshe obuphezulu njengoko injalo ngoku.
Ngokubhekiselele kwi-roulette, kukho isicwangciso somzimba esenza kube lula ukufaka amanani athile ngenxa yokukrala ngenxa yokunxiba kunye nokuwohloka kwevili.Kukhona, ngoko ke kuyenzeka.
Noko ke, ekubeni uIsoroku Yamamoto wathi wayenokuphumelela ukuba wayesebenzisa imathematika, ngoku ndicinga ukuba uye wahlasela ngokungenantsingiselo [okunokwenzeka okukhulu].
Okanye ndicinga ukuba basebenzise indlela ye-Monte Carlo, indlela ye-Labouchère, indlela ye-D'Alembert [ungaphumelela nokuba izinga lokuwina lingaphantsi kunokokuqala okunokwenzeka] ukubheja.
Emva koko, usenokuba unkqaye amanani avelayo (avela lula) okanye amanani angakhange avele (kunzima ukuvela) kwaye ubheje ngokusekelwe kuloo nto.
kakuhle kuyo nayiphi na imekoKuba imiba eyahlukeneyo yeekhasino ezikwi-Intanethi iye yaba yezobuchwephesha obuphezulu, asikokubaxa ukuthi indawo yekhasino esekwe emhlabeni ngelo xesha yahluke ngokupheleleyo. Ndicinga ukuba ndinomoya ophezulu.Kuko oko.

Ngoko, ukucinga ukuba indlela ye-Isoroku Yamamoto ayisebenzi (Andazi kwasekuqaleni), makhe siphinde sicinge malunga nendlela yokunyusa imali yakho ngamaxesha angama-1.5 kwikhasino ye-intanethi.
Ndingathanda ukuthi ... kodwa hayi!Andinaluvo!
Zonke zifana [Kukho ithuba lokuphumelela, kodwa ukuba uqhubeka, uya kuphulukana ne-99.9%].
Ngokuqinisekileyo, ndacinga ukuba kuya kuba ngcono ukuba ndinokunyusa imali yam ngamaxesha angama-1 kunye namathuba aphezulu ngenxa yoko, kodwa andinakucinga nantoni na entsha. (Ndibeka iingcinga zam kwinqaku)
Ewe, ukuba unokuyifumana ngokulula, ayinakuncedwa kuba i-ATM engenasiphelo.

Aitaro Yayama

Ewe, xa kufikwa kwiindawo zokungcakaza ezikwi-Intanethi, ngumcimbi wokuba ubheja nini kwaye phi.
Ke ungabheja ngokunyusa kunye nokuthoba isixa sokubheja.
KeNdicinga ukuba ukuqonda ukuba abanye abantu bayaphumelela kwaye abanye baphulukene linyathelo lokuqala lokunyusa imali yakho.ihlabathi.
Yiyo loo nto ndiyaxolisa ngokuba bekungekho ndlela yotshintsho yokunyusa ikomkhulu lesihloko senqaku ngo-1.5 amaxesha (;´･ω･)
Isenokuba nguwe oza nendlela yotshintsho olunje! ! !