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</html><description>You even have an advantage because if the green zero does come in, you don&#x2019;t lose your 50/50 bet. Instead, relying on the native rule that's being played, the wager may count in course of La Partage. This signifies that if a zero does present up, you will get half of your dropping wager again.</description><thumbnail_url>data:image/jpeg;base64,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</thumbnail_url></oembed>
