Njira ya 2x: math yathunthu

Kutenga phindu pa 2x ndiye njira yotchuka kwambiri m'miwambo ya crash monga Aviator. Imapambana pafupifupi gawo lililonse ndipo imamva ngati yotetezeka. Nayi zomwe imachitadi ndi ndalama zanu, ndi zonse zomwe zayesedwa ndi chosimulira.

Zomwe “njira ya 2x” imatanthauza

Mumakhazikitsa kutenga phindu kwaokha pa 2.00x ndipo mumayika ndalama zofanana gawo limodzi lililonse. Ngati chiwerengero cha kuwonjezera chikufika pa 2x, ndalama zanu zoyika zimasintha kukhala ziwiri; ngati gawo limodzi likulephera poyamba, mumataya ndalama zanu zoyika. Zosintha zofala zimawonjezera kupambana kwa lachiwiri ndi cholinga chapamwamba, kutenga phindu pansi (1.5x) kuti “mukhale otetezeka”, kapena kuwonjezera ndalama zoyika pambuyo pa kutaya konse. Yomaliza ndi Martingale, ndipo ili ndi tsamba lake chifukwa imasintha chiopsezo kwambiri.

Mokanikani kangati 2x imakwera

Mwambo wa crash umapangidwa kuti mwayi wokhala ndi chiwerengero cha kuwonjezera chikufika pa mtengo uliwonse x ukhale wofanana ndi bwerero kwa osewera (RTP) wamasewera wogawidwa ndi x:

mwayi wofika pa x = RTP ÷ x   →   0.97 ÷ 2 = 48.5%

Choncho pa RTP ya 97%, gawo limodzi limafika pa 2x 48.5% ya nthawi ndipo limagwa asanafike pa 51.5% ya nthawi. Masewera ena amaperekedwa m'mitundu ya RTP yochepa yosankhidwa ndi wogwira ntchito: pa RTP ya 96% mwayi ndi 48.0%, ndipo pa 94% ndi 47.0%. Malamulo a sewera kapena bolodi la zambiri amasonyeza mtundu umene mukusewera.

Chifukwa chiyani cholinga chilichonse chimakhala ndi mtengo wofanana

Limbikitsani mwayi wokwaniritsa cholinga ndi zomwe chimapereka ndipo nthawi zonse mumapeza chiwerengero chimodzimodzi:

• 2x: 2 × 48.5% = 0.97
• 1.5x: 1.5 × 64.7% = 0.97
• 10x: 10 × 9.7% = 0.97

Pa ndalama 100 zilizonse zomwe mumayika, pafupifupi 97 zimabwerera pa mtengo wapakati, kaya mutasankha cholinga chiti. Cholinga chimasintha kafupikafupi momwe mumapambanira ndi kuchuluka kwa phindu pa kupambana kulikonse. Simasintha konse mtengo wapakati.

Zomwe 2x imasintha: ulendo

Pa 2x, mumataya magawo ochepa kuposa momwe mumapambanira, choncho kutsatizana kwa kupambana ndi zochitika zofala:

• Mwayi wotaya magawo 5 motsatizana, kuyambira pa gawo lililonse, ndi 3.6%. Pa magawo 100, kutsatizana kwa kutaya 5 kapena kupitilira apo kumachitika 85% ya nthawi.
• Kutsatizana kwa kutaya kwatenga nthawi yayitali ndi magawo 6 pa nthawi yosewera ya magawo 100, ndi magawo 10 pa magawo 1,000.

Kukhala patsogolo kumadalira kuti mumasewera nthawi yayitali bwanji, ndipo kuchepa kumachitika pomwe nthawi yosewera ikukula:

Nthawi yosewera yafupika imathera bwino nthawi zambiri. Kusewera kwa nthawi yayitali sikumathera bwino pafupifupi konse. Kusiyana uku ndi chifukwa chomwe njira ya 2x imawoneka ngati ikugwira ntchito.

Chifukwa chake imamva ngati ikugwira ntchito

• Phindu limachitika pafupipafupi. Kupambana pafupifupi gawo lililonse limamva ngati ulamuliro, koma kuchuluka si phindu.
• Kukumbukira ndi kosankha. Nthawi yabwino imakumbukirika; kutaya pang'onopang'ono kumaphatikizana.
• Phindu la anthu ena limawoneka. Zithunzi ndi mavidiyo amasoneza nthawi zopambana, osati miyezi yotsatira.
• Kuganiza kwa 'Ndi nthawi yake'. Ataphunzitsa magawo ang'onoang'ono, gawo lalikulu limamva ngati linali lochedwa. Si choncho: gawo lililonse limasankhidwa mosiyana, ndipo magawo akale samabweretsa chidziwitso. Onani momwe mwayambo wa crash imagwirira ntchito.

Kupambana kawiri, 1.5x ndi mitundu ina

Kupambana kawiri pa gawo limodzi (mwachitsanzo limodzi pa 2x ndi limodzi pa 10x) limawonjezera ndalama zomwe mumayika pa gawo lililonse, choncho limawonjezera mtengo wapakati. Kupambana kulikonse kubweretsa 97% paokha; kuzisakaniza sizichotsa phindu la m'nyumba.

Kutenga phindu pa 1.5x kumapambana magawo 64.7%. Phindu limakhala laling'ono, ndipo mtengo wapakati ukhala 3%.

Kutenga phindu pa 1.01x kumapambana 96% ya magawo, kuwonjezera 1% nthawi iliyonse. Koma pafupifupi gawo limodzi pa 25 limawonongeka asanafike pa 1.01x ndikukhala ndi ndalama zonse zoyika. Mtengo wapakati uli −3%.

Kuonjezera ndalama pambuyo pa kutaya (Martingale) kumafuna 1,023 nthawi za kupambana kwako koyambirira kuti upirire kutaya 10 motsatizana, ndipo pa 2x izi zimachitika kamodzi pa zosinthika 762. Mkati mwa magawo 1,000, mwayi ndi 47%. Mathemathiki yathunthu ya Martingale.

Yesani nokha

Yendetsani njira ya 2x pa nthawi zosewera zosimulidwa chikwi chimodzi mu Crash Lab. Sinthani cholinga cha kutenga phindu, ndalama zosungira kapena kutalika kwa nthawi yosewera ndikuona gawo la nthawi zopambana likusintha pomwe mtengo wapakati ukhala −3% ya ndalama zoyika.

Ngati mudzasewera mosasamala

• Sankhani kale kuti ndi ndalama zingati zomwe mungathe kutaya, ndipo zitengeni ngati mtengo wa kusangalala.
• Werengani mtengo wapakati pa ola limodzi pogwiritsa ntchito chosimulira mtengo wosewera.
• Ikani malire a ndalama zolipira ndi nthawi ndi wogwira ntchito wovomerezeka musanayambe, ndipo musathamangire kutaya.
• Gwiritsani ntchito okha ogwira ntchito ovomerezeka m'dziko lanu. Onani mapu a lamulo.
• Ngati kusangalala kumatha, imani. Thandizo laulere, losasinthika likuwoneka pa tsamba la kusewera mosamala.

Mafunso