Bheti reOrphelins reRoulette
Orphelins muRoulette zvinoreva “nherera”: makomba masere akasiyiwa nevoisins netiers.

Machipi mashanu panhamba sere mumativi maviri: 17-34-6 ne1-20-14-31-9. MukanamasvomhuMukanaMukana wemhedzisiro, kubva pa0 kusvika pa1 kana 0% kusvika 100%. Nhamba imwe: 1/37 = 2.70%.Verengai zvese → 21.62%.
Nhamba nemachipi eorphelins
Straight upbhetiStraight upNhamba imwe chete, rinobhadhara 35:1.Verengai zvese → imwe pa1, nesplitsbhetiSplitNhamba mbiri dzakavakidzana, rinobhadhara 17:1.Verengai zvese → pa6-9, 14-17, 17-20, 31-34. MachipimariChipiChiratidzo chinomiririra mari yakatarwa, chinoiswa patafura yekubhejera kuita bheti. Rimwe zita: check.Verengai zvese → mashanu, makombamidziyoGombaImwe yemakamuri 37 ane nhamba parotor. Mamwe mazita: slot, cup.Verengai zvese → masere mumativi maviri akaparadzana evhiri: 17 34 6 kurutivi rumwe, 1 20 14 31 9 kune rumwe. Cherechedzai kuti 17 iri musplits mbiri, saka kubata pa17 kunobhadhara kaviri. Inoziviswa se“orphelinsFR · chikamuOrphelins“Nherera”: nhamba sere dzinosiyiwa nevoisins netiers: 17, 34, 6 uye 1, 20, 14, 31, 9.Verengai zvese →” (orphelins en chevalFR · splitChevalChiFrench chesplit: chipi chimwe pamutsetse uri pakati penhamba mbiri, rinobhadhara 17:1.Verengai zvese → kana dzese dziri splits; “orphelins en pleinFR · nhamba imwePleinChiFrench chestraight up: chipi chimwe panhamba imwe, rinobhadhara 35:1.Verengai zvese →” ishanduro yakasiyana, yemachipi masere, ese ari straight up).
Mubhadharo weorphelins muRoulette negomba
Kubata pa1 kunobhadhara 35 uye kunorasikirwa nemachipi mana: +31. Kubata pa17 kunobhadhara 17 kaviri uye kunorasikirwa nemachipi matatu: +31. Kubata pane imwe yenhamba nhanhatu dzasara kunobhadhara 17 uye kunorasikirwa nemachipi mana: +13. Kukundikana kupi nokupi kunorasikirwa nemashanu.
Pamwe chete
Voisins (17) + tiers (12) + orphelins (8) = 37. Mabheti anodaidzwatafuraBheti rinodaidzwaBheti rinoziviswa kumutambisi panzvimbo pekuiswa neruoko, kazhinji bheti rechikamu chevhiri rakadai sevoisins kana tiers. Rimwe zita: “bheti rinoziviswa”.Verengai zvese → matatu aya anofukidza vhiri rose kamwe chete chaiko, ndosaka achinzi zvikamu zvevhirivhiriChikamu chevhiriRutivi rwemakomba akatevedzana pavhiri, rwakasiyana neboka riri patafura yekubhejera.Verengai zvese → zvitatu uye achidhindwa pamwe chete paracetracktafuraRacetrackMutsetse wakaita oval patafura dzekubhejera dzemhenyu nedzemagetsi unoratidza nhamba nenhevedzo yevhiri, unoshandiswa kuisa mabheti evavakidzani nezvikamu nekubaya kamwe.Verengai zvese →. Kubheja ose matatu panguva imwe kunofukidza gomba rega rega nemachipi 20 uye kunovimbisa mhedzisiro iri kubva −2 kusvika +16 mayunitimariYunitiMari yehwaro inoshandiswa nesisitimu kana nemutambi. Maprogression anotsanangurwa nemayuniti kuitira kuti ashande patafura ipi zvayo.Verengai zvese →, nekukosha kunotarisirwamasvomhuKukosha kunotarisirwaMhedzisiro yepakati pabheti rimwe nekufamba kwenguva refu. −1/37 yemari yakabhejwa pabheti rimwe nerimwe reEurope rakajairwa.Verengai zvese → kuri −20/37: zvikamu zvekasino zvemabheti matatu zvinongowedzerana.
Tafura yeRouletteKukosha Kunotarisirwa kweMabheti Anodaidzwa
Chirevo cheorphelins muRoulette
Zita iri rinoreva zvarinotaura. Monte Carlo payakagadzirisa voisins netiers, makomba masere akasiyiwa asina mhuri. Hapana akagadzira orphelins; ndizvo zvakasara.
Patafura
“Orphelins, deux pièces” inoisa machipi mashanu e$2. Paracetrack kubaya kamwe kunozviita. Nekuti bheti rinosanganisa straight up nesplits, mamwe mapuratifomu eRNG anoriisa pasi pe“mabheti akasarudzika” pane zvikamu zvevhiri.
Mibvunzo
Iri musplits mbiri (14-17 ne17-20) nekuti tafura yekubhejeramidziyoTafura yekubhejeraGridhi yekubhejera yakadhindwa patafura. Mamwe mazita: table, felt, cloth.Verengai zvese → inoiisa pakati penherera mbiri.
2.70% imwe chete sezvimwe zvese. Ndicho chikamu chevhiri chinofukidza zvishoma, saka chinozununguka zvikuru pazvitatu.
Kuseka zvishoma

Gumi nenomwe pamwe negumi nembiri pamwe nesere makumi matatu nenomwe.
Zvinyorwa
- Ethier, S. N. The Doctrine of Chances: Probabilistic Aspects of Gambling.
- Wykes, A. The Complete Illustrated Guide to Gambling.