Changes

You can actually see the 75% cap at work in the table above, if indirectly: notice that the probability of a silver crop actually goes down once the probability of a gold crop crosses the 37.5% threshold.

You can actually see the 75% cap at work in the table above, if indirectly: notice that the probability of a silver crop actually goes down once the probability of a gold crop crosses the 37.5% threshold.

Finally, the probability that a crop is normal quality is the same as the probability that the crop is neither silver nor gold quality. Since it can't be both silver or gold, the formula simplifies to:

Finally, the probability that a crop is normal quality is the probability that the crop is neither silver nor gold quality. Because silver probability is first determined by gold, the formula is:

<code>

<code>

P(normal) = 1 - P(silver) - P(gold)

P(not silver | not gold) = P(not silver) * P(not gold)

</code>

</code>

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