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许多新手误以为马丁格尔“稳赚不赔”,但真实的破产概率远比你想象得高。本文将用数学模型揭示你每一次下注时面临的潜在爆仓风险The

一、基本模型回顾

  • 假设初始下注 $10

  • 每次翻倍,连续输 n 次后第 n+1 次下注为 $10 × 2ⁿ

  • 总投入 = $10 × (2ⁿ – 1)

二、爆仓的临界点

资金账户 = $资金总额
每一轮翻倍要求指数级增长,假设你有 $1000:

连输次数 本轮下注 累计投入
1 20 30
3 80 150
6 640 1270 ❌

6连败就已经破产。

三、概率计算示例

连续 n 次输钱的概率 = 0.5ⁿ

  • 连输6次概率 = 1.56%

  • 连输8次概率 ≈ 0.39%

  • 连输10次 ≈ 0.098%

不要低估这些数字:只要你下注次数足够多,它一定会发生。

四、风险评估工具推荐

  • 盈亏模拟表

  • 资金管理器

  • 在线爆仓计算器

V. Conclusion

马丁格尔的真正问题不是“会不会破产”,而是“什么时候破产”。只要你还在玩,就一定会遇到无法翻倍的那一局The

 

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