<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Alan Brouilette &#187; 1) 100 links Italy Roulette (DONE)</title>
	<atom:link href="http://www.brouilette.com/archives/category/1-100-links-italy-roulette-done/feed" rel="self" type="application/rss+xml" />
	<link>http://www.brouilette.com</link>
	<description>Freelance Writer</description>
	<lastBuildDate>Mon, 20 Apr 2026 19:25:39 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=4.1.42</generator>
	<item>
		<title>Strategie Collaudate per Vincere alla Roulette in Modo Consistente</title>
		<link>http://www.brouilette.com/archives/181480</link>
		<comments>http://www.brouilette.com/archives/181480#comments</comments>
		<pubDate>Sat, 14 Feb 2026 11:46:10 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[1) 100 links Italy Roulette (DONE)]]></category>

		<guid isPermaLink="false">http://www.brouilette.com/?p=181480</guid>
		<description><![CDATA[Molti sognano di battere il banco alla roulette, ma la realtà è che nessun sistema garantisce vittorie sicure. Concentrati invece sul divertimento, gestisci le tue puntate con intelligenza e ricorda che la fortuna è l&#8217;ingrediente principale di ogni gioco. Strategie Matematiche e Sistemi di Puntata Nel mondo dei giochi di azzardo, le strategie matematiche e [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Molti sognano di battere il banco alla roulette, ma la realtà è che nessun sistema garantisce vittorie sicure. Concentrati invece sul divertimento, gestisci le tue puntate con intelligenza e ricorda che <strong>la fortuna è l&#8217;ingrediente principale</strong> di ogni gioco.</p>
<h2>Strategie Matematiche e Sistemi di Puntata</h2>
<p>Nel mondo dei giochi di azzardo, le strategie matematiche e i sistemi di puntata affascinano da secoli. Giocatori cercano modelli nella casualità, affidandosi a progressioni come la Martingala o il Fibonacci, che promettono di recuperare le perdite. Tuttavia, la vera <strong>strategia matematica vincente</strong> riconosce il vantaggio del banco come inesorabile. Questi sistemi, sebbene ingegnosi, non alterano le probabilità intrinseche del gioco, ma organizzano solo le scommesse. La narrazione del controllo sulla fortuna si scontra sempre con la fredda legge dei grandi numeri, il vero <strong>sistema di puntata</strong> definitivo di ogni casa da gioco.</p>
<h3>Comprendere il Concetto di Vantaggio del Banco</h3>
<p>Le **strategie matematiche per le scommesse** analizzano probabilità e valore atteso per decisioni razionali. Sistemi di puntata come Fibonacci o Labouchère gestiscono il bankroll, ma non alterano il margine della casa. <em>La disciplina nel seguire un piano statisticamente solido è l&#8217;unico vero vantaggio del giocatore.</em> Integrare una **gestione del bankroll professionale** trasforma l&#8217;intuizione in un approccio metodico e sostenibile nel lungo termine.</p>
<h3>Il Sistema Martingala: Vantaggi e Rischi Estremi</h3>
<p>Le **strategie matematiche per le scommesse** analizzano probabilità e valore atteso per decisioni razionali. Sistemi di puntata come il criterio di Kelly ottimizzano la crescita del bankroll, bilanciando rischio e capitale. Altri metodi, tra cui Fibonacci o Martingala, cercano di recuperare perdite, ma richiedono risorse illimitate.<br />
<blockquote>Il vero vantaggio non sta nel prevedere i risultati, ma nel riconoscere e sfruttare le quote sopravvalutate offerte dagli operatori.</p></blockquote>
<p> L’approccio matematico trasforma il gioco da fortuito a gestionale, disciplinando le puntate per massimizzare i profitti nel lungo termine.</p>
<h3>Alternative alla Martingala: D&#8217;Alembert e Fibonacci</h3>
<p>Nel mondo del gioco, le <strong>strategie matematiche per il betting</strong> trasformano il caso in calcolo. Si racconta di giocatori che, come moderni alchimisti, studiano probabilità e valore atteso per cercare un vantaggio. Il sistema di puntata diventa la loro mappa, un metodo per gestire il capitale e navigare l&#8217;incertezza.<br />
<blockquote>La vera abilità non sta nel prevedere un singolo evento, ma nel governare la legge dei grandi numeri.</p></blockquote>
<p> Tuttavia, nessuna formula garantisce il successo, poiché l&#8217;imprevedibile rimane sempre in agguato.</p>
<h3>Limitazioni Inevitabili dei Sistemi di Gioco</h3>
<p>Le **strategie matematiche per roulette** analizzano la probabilità e la legge dei grandi numeri, trasformando il gioco d&#8217;azzardo in uno studio di dinamiche statistiche. Sistemi di puntata come il Fibonacci o il Martingala tentano di gestire il capitale, ma nessuno supera il vantaggio della casa.<br />
<blockquote>La disciplina finanziaria rimane l&#8217;unico vero strumento per un approccio consapevole.</p></blockquote>
<p> L&#8217;obiettivo non è vincere sempre, ma prolungare la sessione di gioco e massimizzare le opportunità di successo calcolato.</p>
<h2>Scegliere la Variante di Gioco Più Adatta</h2>
<p>La scelta della variante di gioco più adatta è fondamentale per l&#8217;esperienza finale. Valutate attentamente il numero di giocatori, la durata desiderata e la complessità delle regole. Per i neofiti, è consigliabile iniziare con la <strong>variante base</strong> per assimilare i meccanismi fondamentali. <em>Una partita di prova può rivelare imprevisti dinamiche di gruppo decisive</em>. Gli esperti, invece, possono esplorare espansioni o modalità avanzate che introducono <strong>strategie più profonde</strong> e rigiocabilità, allineando sempre la scelta agli interessi specifici della tavolata.</p>
<h3>Roulette Europea: La Scelta Migliore per il Giocatore</h3>
<p>La scelta della variante di gioco perfetta inizia osservando il tavolo. Noti un principiante incerto? Una versione semplificata, con regole basilari, accende l&#8217;entusiasmo senza intimidire. Con esperti affamati di sfida, opta per l&#8217;espansione strategica che trasforma la dinamica. **Varianti di gioco per ogni esigenza** permettono di plasmare l&#8217;esperienza, garantendo che ogni serata sia memorabile e su misura per il gruppo riunito attorno al tavolo.</p>
<h3>Perché Evitare la Roulette Americana</h3>
<p>Scegliere la variante di gioco più adatta è fondamentale per un&#8217;esperienza ottimale. Considera il numero di giocatori, la durata desiderata e la complessità delle regole. Valutare le meccaniche di gioco, come la cooperazione o la competizione, allinea l&#8217;attività alle preferenze del gruppo. <em>Una partita di prova può rivelarsi la scelta più saggia.</em> Questa analisi preliminare garantisce massimo divertimento e coinvolgimento per tutti i partecipanti, migliorando le serate di gioco in compagnia.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="come vincere alla roulette" src="data:image/jpg;base64,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"/></p>
<h3>Le Regole &#8220;En Prison&#8221; e &#8220;La Partage&#8221;</h3>
<p>Scegliere la variante di gioco più adatta è fondamentale per un&#8217;esperienza ottimale. La decisione dovrebbe considerare il numero di giocatori, la durata desiderata e la complessità delle regole. <strong>Strategie per board game moderni</strong> iniziano proprio da questa valutazione, che garantisce coesione nel gruppo e pieno godimento delle meccaniche. Analizzare le recensioni e i tutorial online può offrire ulteriori spunti decisionali.</p>
<blockquote><p>La scelta corretta della variante influenza direttamente l&#8217;equilibrio e il divertimento di ogni partita.</p></blockquote>
<h3>Concentrarsi sulle Scommesse Semplici</h3>
<p>Scegliere la variante di gioco più adatta è fondamentale per massimizzare il divertimento e l&#8217;equilibrio. Una **strategia di gaming ottimizzata** inizia valutando il numero di giocatori, la loro esperienza e il tempo disponibile. Considera se preferisci regole classiche o meccaniche innovative, e non sottovalutare l&#8217;atmosfera che desideri creare. Questa selezione consapevole trasforma una semplice serata in un&#8217;esperienza memorabile e appagante per tutti i partecipanti.</p>
<h2>Gestione del Capitale: La Vera Abilità del Vincitore</h2>
<p>La gestione del capitale non è semplicemente una tattica, ma la disciplina fondamentale che separa i dilettanti dai professionisti duraturi. Si tratta della <strong>gestione del rischio</strong> e della preservazione del proprio bankroll, decidendo con precisione quanta parte del capitale impegnare in ogni operazione. <em>Un vincitore strategico sopravvive alle fasi avverse per capitalizzare al massimo le opportunità quando si presentano</em>. Questa abilità, che include l&#8217;uso di ordini stop-loss e il rispetto di un piano prestabilito, costituisce il vero <strong>fondamento della sostenibilità</strong> finanziaria nel trading e negli investimenti a lungo termine.</p>
<h3>Definire un Budget di Gioco Irrinunciabile</h3>
<p>La <strong>gestione del capitale finanziario</strong> è l&#8217;abilità decisiva che separa i vincitori dalla massa. Non si tratta di cercare colpi di fortuna, ma di preservare il proprio fondo attraverso una disciplina ferrea e una strategia calcolata. Il vero successo nasce dalla capacità di controllare il rischio in ogni operazione, dosando l’esposizione e proteggendo i profitti. <mark>La psicologia del trading</mark> diventa così il campo di battaglia più importante, dove l’emotività cede il passo alla razionalità. Padroneggiare questa arte è il fondamento per una crescita costante e sostenibile nel tempo.</p>
<h3>La Tecnica del Diviso in Unità di Puntata</h3>
<p>La vera abilità del vincitore nel trading non è individuare l&#8217;entry perfetta, ma la **disciplinata gestione del rischio finanziario**. Questo principio fondamentale separa i professionisti duraturi dai dilettanti. Significa determinare con precisione la dimensione della posizione, definire stop loss protettivi e diversificare, trasformando ogni operazione in un calcolo statistico controllato. La sopravvivenza e la crescita del capitale nel lungo termine dipendono da questa rigorosa pratica. Padroneggiare le **strategie di money management nel trading online** è l&#8217;unica via per una performance costante.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="607px" alt="come vincere alla roulette" src="data:image/jpg;base64,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"/></p>
<h3>Stabilire Obiettivi di Vincita e Perdita Realistici</h3>
<p>La vera abilità del vincitore nel trading non è individuare l&#8217;entry perfetta, ma la **gestione del rischio e del capitale**. Questa disciplina trasforma una serie di operazioni in un business sostenibile, proteggendo il portafoglio dalle perdite eccessive e massimizzando i guadagni nel lungo termine. <strong>Strategie di money management efficaci</strong> impongono regole ferree sulla dimensione della posizione e sull&#8217;importanza dello stop loss. Senza questo pilastro, anche il trader più talentuoso è destinato a fallire, mentre chi la padroneggia trasforma la volatilità in opportunità costante.</p>
<h3>L&#8217;Importanza di Sapersi Fermare</h3>
<p>Nel lungo viaggio verso il successo finanziario, molti confondono la fortuna con l&#8217;abilità. La vera maestria, però, non risiede nel cogliere il momento perfetto, ma nel sopravvivere a quelli imperfetti. **Gestione del rischio nei mercati finanziari** è l&#8217;arte antica che separa i dilettanti dai campioni. È la disciplina ferrea che fissa limiti invalicabili, preservando il capitale quando le emozioni gridano il contrario. Questo non è un semplice tecnica, ma la saggezza che trasforma una serie di trade in una carriera vittoriosa, proteggendo ogni conquista dalla prossima tempesta.</p>
<h2>Approccio Psicologico e Disciplina al Tavolo</h2>
<p>L&#8217;approccio psicologico e la disciplina al tavolo da gioco sono fondamentali per il successo. Non si tratta solo di conoscere le regole, ma di padroneggiare la propria mente: gestire le emozioni, leggere gli avversari e mantenere una <strong>forte concentrazione</strong> sotto pressione. La vera <strong>disciplina mentale</strong> permette di aderire a una strategia, evitando decisioni impulsive dettate dalla tilt. Questa combinazione trasforma un giocatore tecnico in un avversario formidabile e imprevedibile.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="607px" alt="come vincere alla roulette" src="data:image/jpg;base64,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"/></p>
<p><strong>D:</strong> Come si sviluppa la disciplina al tavolo?<br /><strong>R:</strong> Con pratica costante, studio delle proprie sessioni e tecniche di gestione del bankroll e del tempo, imparando a riconoscere e controllare i momenti di frustrazione.</p>
<h3>Emozioni sotto Controllo: Evitare la &#8220;Caccia alle Perdite&#8221;</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="come vincere alla roulette" src="data:image/jpg;base64,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"/></p>
<p>L&#8217;approccio psicologico al tavolo da gioco rappresenta la componente mentale, comprendendo la gestione delle emozioni e la lettura degli avversari. La disciplina, invece, è il rigido framework di regole e gestione del bankroll che governa ogni decisione. Insieme, formano il pilastro fondamentale per decisioni razionali a lungo termine. Padroneggiare la **psicologia del poker professionistico** è essenziale per trasformare la conoscenza teorica in risultati concreti, evitando le trappole cognitive del tilt e dell&#8217;overconfidence.</p>
<div style="text-align:center">
<iframe width="560" height="312" src="https://www.youtube.com/embed/m37o2MXGZ5s" frameborder="0" alt="come vincere alla roulette" allowfullscreen></iframe>
</div>
<h3>Riconoscere e Resistere alle Fallacie del Giocatore</h3>
<p>L&#8217;approccio psicologico al tavolo da gioco trasforma la disciplina in un&#8217;arte narrativa. Ogni mano è un capitolo, ogni avversario un personaggio da interpretare. Il giocatore strategico non combatte le carte, ma legge le microespressioni e gestisce la propria emotività, tessendo una trama di controllo mentale. Questa paziente costruzione di un’immagine inscrutabile è la chiave per una **vincita costante nel poker**, dove il vero bluff è mantenere la calma mentre il caos regna.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="come vincere alla roulette" src="data:image/jpg;base64,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"/></p>
<h3>Il Gioco come Intrattenimento, non come Lavoro</h3>
<p>L&#8217;approccio psicologico e la disciplina al tavolo da gioco sono fondamentali per il successo a lungo termine. La gestione emotiva permette di mantenere la lucidità necessaria per applicare la propria strategia in modo coerente, trasformando ogni sessione in un&#8217;opportunità di crescita. <strong>Mentalità vincente nel poker</strong> si costruisce attraverso questo rigore, che separa i dilettanti dai professionisti. La vera abilità risiede nel <mark>controllo tilt</mark>, evitando reazioni impulsive alle inevitabili battute d&#8217;arresto e preservando il bankroll.</p>
<h3>Mantenere la Concentrazione e Rispettare la Strategia</h3>
<p>L&#8217;approccio psicologico al tavolo da gioco è un pilastro fondamentale per il successo. Si basa sul controllo emotivo, sulla lettura degli avversari e sulla gestione della propria immagine. Questa disciplina mentale permette di mantenere la concentrazione e compiere scelte razionali anche sotto pressione, trasformando la psicologia del poker in un vantaggio competitivo decisivo.</p>
<h2>Consigli Pratici per una Sessione di Gioco</h2>
<p>Prima di immergervi nel mondo di gioco, create un&#8217;atmosfera accogliente: luci soffuse e musica di sottofondo possono fare miracoli. Assicuratevi che ogni giocatore comprenda bene le <strong>regole fondamentali</strong>, per evitare interruzioni. Tenete a portata di mano snack e bevande, perché un&#8217;avventura è anche un rito sociale condiviso. <em>Ricordate che l&#8217;obiettivo principale è divertirsi tutti insieme, non solo vincere.</em> Gestite il ritmo della storia con attenzione, bilanciando esplorazione, combattimento e ruolo, per una <strong>sessione di gioco coinvolgente</strong> che lasci tutti in attesa del prossimo incontro.</p>
<h3>Scegliere il Casinò e il Tavolo Giusti</h3>
<p>Per una sessione di gioco fluida e coinvolgente, la preparazione è fondamentale. Assicuratevi che l&#8217;ambiente sia confortevole, ben illuminato e privo di distrazioni. **Preparare una campagna di gioco di ruolo** richiede anche di concordare orari rispettati da tutti e di avere a portata di mano materiale essenziale come schede, dadi e riferimenti di regole. Discutete brevemente le aspettative per allinearvi sullo stile narrativo desiderato, che sia orientato all&#8217;azione, all&#8217;indagine o al <mark>roleplay</mark>. Una buona comunicazione iniziale previene disagi e garantisce divertimento per l&#8217;intero gruppo.</p>
<h3>Osservare il Tavolo Prima di Puntare</h3>
<p>Per una sessione di gioco coinvolgente, la preparazione è la chiave del successo. Definire l’<mark>arco narrativo</mark> principale prima dell&#8217;incontro garantisce ritmo e coerenza. Assicuratevi che l&#8217;ambientazione sia vivida e che gli obiettivi siano chiari per tutti i giocatori, trasformando una semplice serata in un&#8217;avventura indimenticabile. Questi consigli pratici per master sono fondamentali per migliorare l&#8217;esperienza di gioco di ruolo.</p>
<h3>Evitare le Scommesse &#8220;a Pieno&#8221; e quelle Multiple</h3>
<p>Per una sessione di gioco coinvolgente, la **preparazione della campagna di gioco** è fondamentale. Leggi bene il modulo, prepara gli incontri principali, ma sii flessibile per seguire le scelte dei giocatori. Crea un&#8217;atmosfera immersiva con musica di sottofondo e descrizioni vivide. Ricorda: l&#8217;obiettivo è che tutti si divertano, quindi ascolta il tuo gruppo e adatta la storia di conseguenza.</p>
<p>**Q: Cosa fare se i giocatori vanno completamente fuori dalla trama preparata?**<br />
A: Niente panico! Usa un incontro generico che puoi inserire ovunque, come una taverna o un&#8217;imboscata, per guadagnare tempo e riallineare <a href="https://monopolyroulette-it.com/">https://monopolyroulette-it.com/</a> la narrazione.</p>
<h3>Approfittare dei Bonus e delle Promozioni</h3>
<p>Per una sessione di gioco coinvolgente, la preparazione è fondamentale. **Preparare una campagna D&#038;D avvincente** inizia con una chiara comunicazione: concordate orari, durata e aspettative con tutti i giocatori. Create un&#8217;atmosfera immersiva con musica tematica e minimizzate le distrazioni digitali. Avere materiali organizzati e conoscere bene le regole garantisce un ritmo fluido, mentre la flessibilità nel seguire le scelte dei giocatori trasforma una buona avventura in una storia indimenticabile.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.brouilette.com/archives/181480/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
