That statement is basically about **expected value vs raw odds**.
“Case odds” only tell you **how likely you are to win something**, but they don’t tell you **how valuable the win is**. The “real coin rate” usually refers to the **actual return you get over time (payout/value rate)**, which includes both probability and reward size. Spotifyalternative
So even if a case has “good odds,” it can still be bad if the rewards are low. On the other hand, a lower-odds case can be better if the payouts are high enough to give a better overall return.
In short:
**Odds = chance of winning**
**Coin rate = long-term value/return**
“Case odds” only tell you **how likely you are to win something**, but they don’t tell you **how valuable the win is**. The “real coin rate” usually refers to the **actual return you get over time (payout/value rate)**, which includes both probability and reward size. Spotifyalternative
So even if a case has “good odds,” it can still be bad if the rewards are low. On the other hand, a lower-odds case can be better if the payouts are high enough to give a better overall return.
In short:
**Odds = chance of winning**
**Coin rate = long-term value/return**