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Combining Banker-Player Beads with ED Triple Beads Explanation

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Post time 14-9-2023 09:05:01 | Show all posts |Read mode
The article provides a comprehensive explanation of the specific operational methods that combine the  (consecutive double beads) and  (ED triple beads) techniques, along with the betting approach based on observing two-bead and three-bead patterns. For the sake of clarity, this approach is referred to as the "ED Two-Three Method." Is the "ED Two-Three Method" worth introducing? The answer is a definite yes.

To understand this article, it is essential to first believe in the presence of card trends, which is an important premise. If you believe that each card in baccarat is independent and has no relation to the previous outcomes, and if you do not believe in the concept of "trends," then this approach may not be suitable for you.

The term "trends," as defined in this article, refers to the fact that, in most cases, any card game composed of banker and player hands exhibits certain objective "patterns." These "patterns" can sometimes be short-lived and, at other times, extend throughout the entire game. These patterns are defined and discovered through human thought processes. Therefore, whether they objectively exist is not the most crucial factor; they can be established conceptually. What matters most is identifying "tracks" and "trends" based on these patterns and utilizing them to achieve profits.

The "ED Two-Three Method" employs bead road patterns as a strategic tool. However, not all combinations of two-bead and three-bead patterns can be considered part of the "Two-Three Method." What distinguishes this method is its focus on patterns that revolve around changes in the game's "trend." Bead road strategies serve as a means to an end, with the primary focus being on wagering based on card trends. There are two main avenues for bead road strategies: the first involves utilizing "arrangements" to create "patterns" and "tracks," and then employing the principles of probability theory to make strategic bets. The term "tracks" here refers to "short-term phenomena with patterns." It should be noted that these patterned short-term phenomena, i.e., the arrangements of banker and player outcomes, may exhibit their own randomness and regularity based on the characteristics of the bead road. They may not necessarily align with the short-term phenomena resulting from shifts in the banker-player relationship in the game. The second avenue focuses on card trends, specifically the shifts in the relationship between banker and player hands, which can be more clearly reflected through bead road patterns. In essence, the changes in the banker-player relationship in the bead road mirror the changes in the banker-player relationship in the game. The bead road betting patterns used in the "Two-Three Method" fall into this latter category. Any bead road betting pattern that prioritizes changes in game trends can be integrated into this "Two-Three Method." If you develop a four-bead road betting pattern that reflects game changes, combined with the two and three-bead roads, you can also refer to it as the "XX234 Method." The effectiveness of such an approach hinges on a deep understanding of its underlying principles.

In summary, the "ED Two-Three Method" necessitates consideration of three key aspects: firstly, the observation of trends in the big road; secondly, the examination of trends reflected in the two-bead road; and thirdly, the scrutiny of trends manifested in the three-bead road. What is being observed can be distilled into two main categories: first, the short-term patterns arising from "quantity changes" in banker and player outcomes, and second, the short-term patterns stemming from "relationship changes" between banker and player hands. By grasping the trends in these two types of changes, one can utilize them as a strategic approach to the game. This encapsulates the betting rationale behind the "ED Two-Three Method."
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Post time 14-9-2023 13:04:35 | Show all posts
Sharing is also quite detailed.
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Post time 14-9-2023 17:17:26 | Show all posts
It's also worth taking a look and learning from various methods.
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