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	<title>COEL &#187; Dragonia-kazino.com</title>
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	<description>PPHU COEL Waldemar Płochocki</description>
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		<title>Παίξτε online ρουλέτα στην Ελλάδα</title>
		<link>http://www.coel.com.pl/coel-wp/?p=13737</link>
		<comments>http://www.coel.com.pl/coel-wp/?p=13737#comments</comments>
		<pubDate>Tue, 30 Jan 2024 17:21:58 +0000</pubDate>
		<dc:creator><![CDATA[Waldemar Plochocki]]></dc:creator>
				<category><![CDATA[Dragonia-kazino.com]]></category>

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		<description><![CDATA[Απλώς κάντε κλικ στο σχετικό κουμπί για να περιστρέψετε ή περιμένετε να το κάνει ο ζωντανός κρουπιέρης. Το ποσοστό υπέρ του καζίνο ή αλλιώς γκανιότα στην Ευρωπαϊκή Ρουλέτα είναι 2.70% και αυξάνεται στην Αμερικανική ρουλέτα στο 5.25%. Λειτουργεί υπό την άδεια της Diamond Link Limited, μια εταιρεία που λειτουργεί σύμφωνα με το δίκαιο της Μάλτας,&#8230;]]></description>
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"/></p>
</p>
<p>Απλώς κάντε κλικ στο σχετικό κουμπί για να περιστρέψετε ή περιμένετε να το κάνει ο ζωντανός κρουπιέρης. Το ποσοστό υπέρ του καζίνο ή αλλιώς γκανιότα στην Ευρωπαϊκή Ρουλέτα είναι 2.70% και αυξάνεται στην Αμερικανική ρουλέτα στο 5.25%. Λειτουργεί υπό την άδεια της Diamond Link Limited, μια εταιρεία που λειτουργεί σύμφωνα με το δίκαιο της Μάλτας, με αριθμό μητρώου C53883 και καταχωρημένη διεύθυνση Spinola Park, Level 2, Triq Mikiel Ang Borg, St Julians SPK 1000, Μάλτα. Η διεπαφή στοιχημάτων εμφανίζει συνήθως όλες τις επιλογές σε ελληνική γλώσσα με σαφείς οπτικούς δείκτες που δείχνουν τα όρια στοιχημάτων, τα προηγούμενα αποτελέσματα και στατιστικές πληροφορίες. Προσθέτετε 1 μονάδα στο στοίχημα μετά από ήττα και αφαιρείτε 1 μετά από νίκη, για πιο ισορροπημένο ρίσκο.</p>
<p>
<h2>Υπεύθυνο παιχνίδι στο ελληνικό πλαίσιο</h2>
</p>
<p>Το gameplay, η ζωντανή ατμόσφαιρα και η εύκολη πρόσβαση στους όρους και η εφαρμογή τους στο παιχνίδι, είναι στα υπέρ. Αυτή η επιλογή προσφέρει κάτι για σχεδόν όλους και περιλαμβάνει παραλλαγές μπλάκτζακ, μπορείτε εύκολα να βρείτε τα παιχνίδια που είναι πιο κατάλληλα για εσάς. Η παρτίδα πόκερ online προσφέρει πολλά πλεονεκτήματα στους παίκτες, οι νεοεισερχόμενοι πρέπει να συνδεθούν στο χώρο στο κινητό τους για να συνδεθούν με μια πληθώρα ευκαιριών ψυχαγωγίας. Όπως κάθε παιχνίδι καζίνο live, έτσι και στη ρουλέτα, υπάρχουν στρατηγικές, συμβουλές, ακόμα και συστήματα ή κόλπα&nbsp;προκειμένου να αυξήσετε τις πιθανότητες κέρδους.</p>
</p>
<p>Οπότε επιλέγετε δύο από τις τρεις δωδεκάδες και&nbsp;ποντάρετε ίσο ποσό σε κάθε μία&nbsp;(πχ 1€ στη 1η&nbsp;12αδα και 1€ στη 2η). Η πιθανότητα να κερδίσετε είναι 64% η οποία αντικειμενικά&nbsp;είναι αρκετά μεγάλη για ζωντανό τυχερό παιχνίδι. Η πιθανότητα να χάσετε 4 διαδοχικές περιστροφές είναι ελάχιστη και αυτός είναι ο λόγος που η στρατηγική ρουλετας του 64% είναι πολύ αποτελεσματική.</p>
</p>
<p>Αυτό προσφέρει μια πιο αυθεντική αίσθηση και επιτρέπει στους παίκτες να αλληλεπιδρούν με τον dealer και άλλους παίκτες σε πραγματικό χρόνο, δημιουργώντας μια ζωντανή και κοινωνική εμπειρία. Η Multi-Wheel Ρουλέτα επιτρέπει στους παίκτες να παίζουν σε έως και 8 τροχούς ταυτόχρονα. Αυτό επιταχύνει το παιχνίδι, αλλά αυξάνει και τον κίνδυνο λόγω των πολλαπλών στοιχημάτων που απαιτούνται.</p>
<p><img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="605px" alt="online ρουλετα" 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"/></p>
<p>
<h3>Ελάχιστα πονταρίσματα στα ελληνικά online καζίνο</h3>
</p>
<p>
<ul>
<li>Άλλαξαν ελαφρώς τους κανόνες του, προτιμώντας την έκδοση με τα διπλά μηδέν, γι ‚αυτό το λόγο η εκδοχή αυτή είναι τώρα γνωστή ως Αμερικανική Roulette.</li>
<li>Έχει πάρει το όνομα του από έναν διάσημο Γάλλο μαθηματικό και είναι μια παραλλαγή του Martingale.</li>
<li>Παρά το πιο αργό σύστημα αύξησης, μακροχρόνιες ήττες μπορούν να συσσωρεύσουν απώλειες.</li>
<li>Η Multi-Wheel Ρουλέτα επιτρέπει στους παίκτες να παίζουν σε έως και 8 τροχούς ταυτόχρονα.</li>
</ul>
</p>
<p>Η πρώτη roulette χρονολογείται από την αρχαία Κίνα, όπου οι στρατιώτες χρησιμοποιούσαν το παιχνίδι ως μέθοδο βασανιστηρίου, δένοντας τους αιχμαλώτους τους και περιστρέφοντάς τους ανάμεσα σε δύο τροχούς με αιχμηρά ξύλινα αγκάθια. Ευτυχώς, το παιχνίδι έχει προχωρήσει σημαντικά από το σημείο αυτό και η ονλάιν roulette δεν είναι πια καθόλου βασανιστική! Το παιχνίδι είναι βαθιά ριζωμένο στην καρδιά του καζίνο και είναι γνωστό ως &quot;Βασιλιάς των Παιχνιδιών&quot;. Η roulette απαγορεύθηκε προσωρινά στο Ηνωμένο Βασίλειο και την Ευρώπη, ωστόσο αναβίωσε στο Μονακό και πολύ γρήγορα επέστρεψε στη γαλλική κληρονομιά της. Ήταν πάντα εξαιρετικά δημοφιλής στην Ευρώπη, αλλά η δημοτικότητά της αυξήθηκε όταν έφτασε στις ΗΠΑ, πρώτα στη Λουιζιάνα.</p>
</p>
<p>Παρ&#8217;όλα αυτά υπάρχουν στρατηγικές και κόλπα ρουλέτας που μπορούν να βοηθήσουν τους παίκτες να παίξουν σωστά. Πρόκειται για μία στρατηγική ρουλέτας που χρειάζεται σχετικά μεγάλο μπάτζετ, αλλά είναι πολύ απλή και αποτελεσματική, ειδικά αν παίζετε στο pame stoixima casino . Ποντάρετε 50€ στη 1η 12αδα, 50€ στη 2η 12αδα και 5€ σε 10 τυχαίους αριθμούς από την 3η 12αδα. Με αυτόν τον τρόπο καλύπτετε όλους τους αριθμούς της ρουλέτας εκτός από τρεις.</p>
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<p>Ο κρουπιέρης θέτει σε κίνηση τον τροχό, το μόνο που χρειάζεται να κάνεις είναι να επιλέξεις τα πονταρίσματά σου. Ποιος θα είναι ο τυχερός αριθμός σου; Μάθε και τοποθέτησε τα στοιχήματά σου, υπάρχει μια ποικιλία από stake και στυλ για να διαλέξεις. Βεβαιωθείτε ότι ο πάροχος διαθέτει τις κατάλληλες άδειες τυχερών παιχνιδιών και συμμορφώνεται με τους κανονισμούς που προστατεύουν τους Έλληνες παίκτες. Ελέγξτε τις πιστοποιήσεις από αναγνωρισμένες αρχές και τρίτους οργανισμούς ελέγχου. Τα ζωντανά παιχνίδια ρουλέτας με Έλληνες παίκτες αντικατοπτρίζουν συχνά την κοινωνική κουλτούρα του τζόγου της χώρας, δίνοντας έμφαση στον σεβασμό, τη συναδελφικότητα και τον κοινό ενθουσιασμό. Η έκδοση για κινητά διατηρεί όλα τα χαρακτηριστικά της ελληνικής γλώσσας, ενώ βελτιστοποιεί τα στοιχεία της διεπαφής για αλληλεπίδραση με οθόνη αφής.</p>
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<p>Οι πιθανότητες στο κόκκινο/μαύρο είναι περίπου 50%, ενώ μοιρασμένες είναι και οι ρουλετα αποδοσεις στο μονό ή ζυγό αριθμό. Λέμε περίπου 50%, καθώς υπάρχει και το 0, που σε πολλές περιπτώσεις κάνει τη διαφορά. Καθώς παίζετε ρουλέτα στο ίντερνετ, θα παρατηρήσετε επίσης ότι ο τροχός μπορεί να είναι εντελώς ακίνητος στην αρχή.</p>
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<p>Θέλουν να έχετε γρήγορη πρόσβαση στις αγορές και να έχετε μια καλή εικόνα για το τι συμβαίνει, όταν έχετε 4 καταρράκτες σε μία περιστροφή. Έχει «χυθεί» τόνος μελανιού και έχουν γραφτεί πολλά βιβλία για στρατηγικές στην&nbsp;ρουλέτα. Και ναι, υπάρχουν στρατηγικές που μπορούν να αποφέρουν κέρδος και θα τις αναλύσουμε παρακάτω, ωστόσο ακόμη και αυτές οι στρατηγικές δεν θα σας βοηθήσουν να αποφύγετε <a href="http://dragonia-kazino.com">Dragonia Casino</a> την αποτυχία αν δεν κάνετε μερικά βασικά βήματα. Και κάπου εδώ αφότου μάθαμε, πως μπορούμε να ποντάρουμε, ήρθε η ώρα να μάθουμε και το πώς να αυξήσουμε τις πιθανότητες μας για ΚΕΡΔΗ στην καζινο ρουλέτα. Είναι μία εκδοχή της αμερικάνικης, με τη διαφορά ότι αντί για νούμερα, περιλαμβάνει χαρτιά της τράπουλας. Αυτά είναι τα Voisins du Zero, Orphelins, Tier du Cylindre, Finales en Plein και Finales a Cheval.</p>
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<p>Παρακολούθησε τη δράση σε πραγματικό χρόνο και συνομίλησε με τον κρουπιέρη σου ή λάβε μέρος στα παιχνίδια Roulette για γρήγορη δράση με live τροχό και τις καλύτερες προσφορές καζίνο. Απλά επιλέγετε στη σελίδα αυτή να παίξετε δίχως ρίσκο και όχι με πραγματικά χρήματα. <a href="https://paidis.com/2024/12/18/%CE%BF%CE%B9-%CE%B1%CE%BB%CE%BB%CE%B1%CE%B3%CE%AD%CF%82-%CF%80%CE%BF%CF%85-%CE%B8%CE%B1-%CE%B4%CE%BF%CF%8D%CE%BC%CE%B5-%CF%83%CF%84%CE%B1-online-casino-%CE%BB%CF%8C%CE%B3%CF%89-%CF%84%CE%B5%CF%87/">paidis.com</a> Πολλοί κορυφαίοι πάροχοι ζωντανής ρουλέτας παρέχουν διεπαφές στην ελληνική γλώσσα, υποστήριξη πελατών, ενώ ορισμένοι διαθέτουν ακόμη και ντόπιους έμπορους που μιλούν ελληνικά για μια πιο άνετη εμπειρία παιχνιδιού.</p>
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<p>Ορισμένοι πάροχοι προσφέρουν ειδικά VIP τραπέζια ειδικά για Έλληνες παίκτες που στοιχηματίζουν μεγάλα ποσά, με υψηλότερα όρια στοιχημάτων, προσωπικούς διαχειριστές λογαριασμών και αποκλειστικά μπόνους προσαρμοσμένα σε σημαντικούς παίκτες. Αυτό το σύστημα απευθύνεται σε Έλληνες παίκτες που αποφεύγουν τον κίνδυνο και προτιμούν τη σταδιακή αύξηση του κεφαλαίου τους. Αυξάνοντας τα στοιχήματα κατά μία μονάδα μετά από απώλειες και μειώνοντάς τα κατά μία μονάδα μετά από νίκες, οι παίκτες διατηρούν καλύτερο έλεγχο του κεφαλαίου τους.</p>
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