{"id":8328,"date":"2024-11-12T03:34:57","date_gmt":"2024-11-12T02:34:57","guid":{"rendered":"https:\/\/www.harrietediciones.es\/index.php\/2024\/11\/12\/spiegazione-delle-migliori-strategie-per-la-roulette\/"},"modified":"2024-11-12T03:34:57","modified_gmt":"2024-11-12T02:34:57","slug":"spiegazione-delle-migliori-strategie-per-la-roulette","status":"publish","type":"post","link":"https:\/\/www.harrietediciones.es\/index.php\/2024\/11\/12\/spiegazione-delle-migliori-strategie-per-la-roulette\/","title":{"rendered":"Spiegazione Delle Migliori Strategie Per La Roulette"},"content":{"rendered":"<div class=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul>\n<li><a href=\"#avviso-importante\">Avviso Importante<\/a><\/li>\n<li><a href=\"#libri-di-strategia-della-roulette\">Libri Di Strategia Della Roulette<\/a><\/li>\n<\/ul>\n<\/li>\n<li><a href=\"#sistema-di-roulette-con-dozzine-e-colonne\">Sistema Di Roulette Con Dozzine E Colonne<\/a><\/li>\n<li><a href=\"#giocatori-che-tollerano-un-rischio-basso\">Giocatori Che Tollerano Un Rischio Basso<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class=\"wp-post-image\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"604px\" alt=\"qual &#xE8; la migliore strategia alla roulette\" 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\"><\/p>\n<p>Anche perch&#xE9;, alla fine dei conti, dopo aver ottenuto una vincita la vai a reinvestire quasi tutta, mentre quando perdi non fai altro che ripetere la scommessa. Il metodo Paroli &#xE8; forse la strategia di scommessa progressiva che pu&#xF2; farti perdere poco e farti vincere tanto al tempo stesso. In un certo senso, anche se in maniera meno &quot;pesante&quot; rispetto agli altri due, anche il metodo Martingale potrebbe assestare una serie di colpi pesanti al tuo bankroll. Partiamo col dire che non ce n&apos;&#xE8; uno migliore dell&apos;altro, ma tutto sta nell&apos;intenzione del giocatore di investire determinate somme per uno scopo pi&#xF9; ludico o pi&#xF9; indirizzato alla vincita. Questa &#xE8; legata alla decisione di puntare su numeri di uscita piuttosto recente in termini di spin <a href=\"https:\/\/www.bibliotecheinnovative.it\/progetti\/plinko-gioca-con-soldi-veri-casino-online\/\">plinko<\/a> giocati. Qualora invece si dovesse vincere, verrebbe reinvestito nello spin successivo il ricavo netto dalla vincita appena ottenuta. A seconda di come procedono le cose al tavolo, il giocatore pu&#xF2; optare per un incremento o un decremento della puntata.<\/p>\n<p>Con la Martingala tradizionale, aumenti le tue scommesse sui risultati negativi, ecco perch&#xE9; &#xE8; un sistema a progressione negativa. Se perdi 2 partite su 3, dovrai aumentare le tue scommesse; se vinci la maggior parte delle tue partite, dovrai ripristinare le tue scommesse al livello predefinito. Tuttavia, invece di tornare all&apos;inizio dopo una vittoria, si torna indietro di due posizioni nella sequenza. Se vuoi vedere come funziona la strategia, i RoulettePro hanno effettuato un test completo della strategia di James Bond . Quando si tratta di nomi interessanti, la strategia della roulette di James Bond vince a mani basse. Invece, devi aggiungere 4 sul lato pi&#xF9; a destra della catena e poi continuare con la strategia.<\/p>\n<p>Ho deciso di parlare di questa strategia  come del modo &quot;standard&quot; di giocare alla roulette, soprattutto per avere qualcosa con cui confrontare le altre strategie. &#xC8; la &quot;strategia&quot; che gran parte dei giocatori utilizza, spesso senza neanche saperlo. Esistono tanti modi di giocare alla roulette, ognuno coi propri vantaggi e svantaggi. Uno di loro ha perso tutto dopo 136 spin e un altro &#xE8; arrivato molto vicino alla bancarotta, ma un altro ha chiuso in sostanziale pareggio e due sono riusciti a vincere delle belle somme. Come vedi, tutti e cinque i giocatori che hanno piazzato puntate a bassa volatilit&#xE0; non si sono allontanati dal bankroll iniziale e dal ritorno negativo atteso.<\/p>\n<p>Questo cambio aumenta il vantaggio della casa al 5,26%, rendendolo un gioco molto meno fortunato per i giocatori. Questi numeri sono distribuiti equamente tra rossi e neri, tranne lo zero (che &#xE8; verde). La somma vinta dipende dalle probabilit&#xE0; della scommessa effettuata. In ogni caso, bisogna tenere a mente che si tratta pur sempre di un gioco, quindi bisogna fare tutto senza esagerare e senza prendere troppi rischi. In questo caso giochi due giri senza vincere o perdere nulla. Bisogna tenere in considerazione, ad esempio, l&apos;aspetto legato al vantaggio del banco, che &#xE8; inevitabilmente maggiore nella Roulette Americana (5,26%) rispetto a quella Europea (2,7%). Fare un calcolo delle probabilit&#xE0; di vincita alla roulette &#xE8; mestiere assai complesso e che meriterebbe maggior tempo, sia per effettuarlo che per spiegarlo. Anche perch&#xE9;, dopo aver vinto uno spin, si scende con l&apos;entit&#xE0; della puntata e tutto diventa pi&#xF9; facilmente gestibile.<\/p>\n<h3 id=\"avviso-importante\">Avviso Importante<\/h3>\n<p>Per questo motivo, per la maggior parte dei giocatori professionisti, la migliore strategia di roulette &#xE8; generalmente quella progressiva e pi&#xF9; complessa. Come giocatore esperto, non hai paura di scommettere importi pi&#xF9; elevati per ottenere vincite pi&#xF9; consistenti al tavolo. Se sei un giocatore di roulette professionista, conosci gi&#xE0; e hai provato le strategie di scommessa pi&#xF9; popolari. Non tutti possono permettersi di fare depositi pi&#xF9; grandi e avere abbastanza bankroll per utilizzare le strategie di scommesse progressive. Non tutte le tecniche di roulette funzioneranno per ogni giocatore. Si tratta di quelli progressivi e di quelli non progressivi.<\/p>\n<p>Ci&#xF2; significa che se vinci al prossimo giro, recuperi la tua perdita e ottieni anche un profitto. Vogliono un percorso semplice e diretto verso la vittoria, e tutte queste strategie sono effettivamente adatte a questo scopo. Ci&#xF2; significa che se sei sfortunato a subire nove perdite di fila, non sarai in grado di raddoppiare nuovamente e recuperare le tue perdite. Capiamo che i giocatori possono avere preferenze specifiche, ed &#xE8; per questo che vogliamo essere sempre d&apos;aiuto e assistervi. Tuttavia, ottenere nove perdite consecutive alla roulette &#xE8; davvero molto difficile e ha probabilit&#xE0; molto basse.<\/p>\n<h2 id=\"sistema-di-roulette-con-dozzine-e-colonne\">Sistema Di Roulette Con Dozzine E Colonne<\/h2>\n<p>Questa strategia della roulette si basa sull&apos;osservazione dei numeri vincenti delle precedenti 111 mani e sulla registrazione di quale numero si ripete. Copri 26 numeri contemporaneamente, offrendoti una grande probabilit&#xE0; di vincita. Scommetti un&apos;unit&#xE0; su puntate a soldi pari e aumenti la puntata di mezza unit&#xE0; ogni volta che vinci. Scegli cosa vuoi scommettere e l&apos;importo della scommessa e piazzi la stessa scommessa ogni volta, indipendentemente dal fatto che vinci o perdi. Questa &#xE8; una strategia di scommessa semplice, progettata principalmente per puntate interne. Scommetti un terzo nel primo giro e, se vinci, dividi di nuovo il bankroll in tre e scommetti quella somma.<\/p>\n<p>I migliori casin&#xF2; online offrono una serie di promozioni a tempo limitato o continuative in modo da attirare nuovi iscritti, fidelizzandoli. Nella storia, solo pochi giocatori abili hanno regolarmente battuto i giochi di roulette, e tutti loro giocavano nei casin&#xF2; fisici. In breve, nessuna azienda rilascerebbe mai un titolo che farebbe perdere denaro ai propri clienti. Nei casin&#xF2;, le imperfezioni della ruota possono creare &quot;zone di caduta&quot; dove le palle cadono pi&#xF9; frequentemente. Tuttavia, ci&#xF2; non ha impedito ad alcuni giocatori di cercare varianti della roulette con un &quot;codice difettoso&quot;.<\/p>\n<p>In ogni articolo troverai spiegazioni dettagliate su ciascuna strategia, insieme a calcoli e simulazioni che mostrano chiaramente il loro funzionamento. Inoltre, per questa strategia tendiamo a scegliere tipi di puntata meno volatili, cio&#xE8; arriviamo a piazzare un numero maggiore di puntate con importi pi&#xF9; alti, cosa che rende il gameplay pi&#xF9; godibile per certi giocatori. E potresti perfino vincere una somma importante, nel caso in cui avessi scelto una buona combinazione di fattori, come gi&#xE0; spiegato. Potresti perdere solo parte dei tuoi soldi, oppure finire di giocare in una situazione di leggero profitto. La strategia della Puntata Progressiva consente una pi&#xF9; ampia variet&#xE0; di risultati.<\/p>\n<p>Prima di iniziare una partita, devi decidere quanto vuoi vincere dalla sessione. Un altro nome per questo metodo di scommessa &#xE8; il sistema di cancellazione perch&#xE9; &#xE8; esattamente quello che devi fare. Hai la tua unit&#xE0; base e scommetti quell&apos;importo fino a quando non ottieni una vincita, dopodich&#xE9; aumenti la tua scommessa di un&apos;unit&#xE0;. Ancora una volta, lo schema delle scommesse &#xE8; semplicemente invertito. Per sfruttare la strategia della roulette D&apos;Alembert, devi prima decidere la tua unit&#xE0; di gioco base.<\/p>\n<h2 id=\"giocatori-che-tollerano-un-rischio-basso\">Giocatori Che Tollerano Un Rischio Basso<\/h2>\n<p>Le scommesse progressive, come si pu&#xF2; intuire dalla loro definizione, sono quelle che vengono adottate dai giocatori in base all&apos;andamento della partita. Ma se perdi, aggiungi la tua scommessa alla fine della sequenza. Se vinci questa scommessa, la sequenza finisce e se vuoi, puoi riutilizzare la serie precedente o crearne una nuova. Quando inizi, scommetti la somma dei primi e ultimi numeri della tua sequenza. Prima di puntare soldi reali, ti consigliamo sempre di iniziare con i bonus senza deposito per provare le strategie. Tuttavia, con un approccio ragionato e strategie roulette ponderate, puoi sperare di ottenere una serie di vincite a breve termine per uscirne in positivo. Pochi giochi da casin&#xF2; suscitano un&apos;emozione cos&#xEC; forte come quella che suscita giocare alla roulette.<\/p>\n<p>Aggiungi una unit&#xE0; dopo una vittoria e sottrai una dopo una perdita, senza scendere sotto l&apos;unit&#xE0; base. Per ogni vittoria, aumenterai di una unit&#xE0;, mentre in caso di perdita, tornerai alla base e aggiungerai una unit&#xE0;, iniziando con due unit&#xE0; come base. Il sistema D&apos;Alembert prevede di aumentare la scommessa di una unit&#xE0; dopo una perdita e diminuirla di una unit&#xE0; dopo una vittoria. La Martingala &#xE8; una strategia semplice in cui raddoppi la scommessa dopo una perdita per recuperare la perdita. Strategia della puntata costanteLa strategia detta puntata costante consiste nel puntare la stessa somma in ogni spin alla roulette. Immagina un giocatore con un bankroll iniziale di 100$ che comincia puntando 1$ su un qualsiasi numero della roulette.<\/p>\n<p>Immagina un giocatore che comincia con 100$ e decide poi di piazzare delle puntate dell&#x2019;importo di 2$ sul carr&#xE9;. La strategia per roulette della Puntata Progressiva &#xE8; stata creata come spin-off della strategia Martingala Inversa di cui sopra. Ecco un esempio per mostrarti come funziona questa strategia. Puoi leggere di pi&#xF9; su questa strategia e dare un&#x2019;occhiata alle simulazioni che dimostrano perch&#xE9; non funziona nel mio articolo dedicato alle strategie-truffa per roulette. Le singole puntate dovrebbero dipendere dall&#x2019;ammontare del bankroll iniziale e dalla somma finale desiderata. &#xC8; una strategia estremamente volatile, quindi c&#x2019;&#xE8; un&#x2019;elevata probabilit&#xE0; di perdere tutto il proprio bankroll in un solo round di gioco. D&#x2019;altra parte, se continui a perdere, il valore delle puntate diminuisce, ovvero perderai a un ritmo pi&#xF9; lento.<\/p>\n<p>Tutti i giocatori sono individuali con budget diversi e stili di gioco diversi. Non importa quale strategia usi, il vantaggio del banco rimarr&#xE0; lo stesso. Le strategie della roulette non possono aiutarti a vincere di pi&#xF9; da un casin&#xF2;. In effetti, l&#x2019;utilizzo di tattiche familiari potrebbe portare a risultati ancora peggiori. Alcuni giochi di roulette sono cos&#xEC; unici che semplicemente non &#xE8; possibile utilizzare un metodo provato e testato.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Avviso Importante Libri Di Strategia Della Roulette Sistema Di Roulette Con Dozzine E Colonne Giocatori Che Tollerano Un Rischio Basso Anche perch&#xE9;, alla fine dei conti, dopo aver ottenuto una vincita la vai a reinvestire quasi tutta, mentre quando perdi non fai altro che ripetere la scommessa. Il metodo Paroli &#xE8; forse la strategia [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"categories":[1],"tags":[],"class_list":["post-8328","post","type-post","status-publish","format-standard","hentry","category-sin-categorizar"],"_links":{"self":[{"href":"https:\/\/www.harrietediciones.es\/index.php\/wp-json\/wp\/v2\/posts\/8328","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.harrietediciones.es\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.harrietediciones.es\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.harrietediciones.es\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.harrietediciones.es\/index.php\/wp-json\/wp\/v2\/comments?post=8328"}],"version-history":[{"count":0,"href":"https:\/\/www.harrietediciones.es\/index.php\/wp-json\/wp\/v2\/posts\/8328\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.harrietediciones.es\/index.php\/wp-json\/wp\/v2\/media?parent=8328"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.harrietediciones.es\/index.php\/wp-json\/wp\/v2\/categories?post=8328"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.harrietediciones.es\/index.php\/wp-json\/wp\/v2\/tags?post=8328"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}