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describe fluency scoring

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@@ -27,8 +27,8 @@ which applies a downward adjustment to the loss for rare words where $\alpha$ is
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  $$\mathcal J_{\text{adj}} = \frac {1} {\mathbb W} \sum_{w \in \mathbb W} \mathcal L_w.$$
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- We then generate a fluenct score $\textbf{FS}$ from $0$ to $100$ using the logistic function
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- $$\textbf{FS}_{\mathbb W} = \frac{100}{1+\exp(s \times \mathcal J_{\text{adj}} - m)}$$
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  where $s$ is some steepness factor and $m$ is the midpoint (where the score should be $50$).
 
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  $$\mathcal J_{\text{adj}} = \frac {1} {\mathbb W} \sum_{w \in \mathbb W} \mathcal L_w.$$
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+ We then generate a fluency score $\text{FS}$ from $0$ to $100$ using the logistic function
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+ $$\text{FS}_{\mathbb W} = \frac{100}{1+\exp(s \times \mathcal J_{\text{adj}} - m)}$$
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  where $s$ is some steepness factor and $m$ is the midpoint (where the score should be $50$).