linting fixes

crates/hyperdrive-math/src/short/open.rs

@@ -152,16 +152,16 @@ impl State {
     /// $$
     /// r_{implied} = \frac{r_{variable} - r_{effective}}{r_{effective}}
     /// $$
-    /// 
+    ///
     /// We can short-cut this calculation using the amount of base the short
     /// will pay and comparing this to the amount of base the short will receive
     /// if the variable rate stays the same. The implied rate is just the ROI
     /// if the variable rate stays the same.
-    /// 
+    ///
     /// To do this, we must adjust the variable rate $r_{adjusted}$ according to
     /// the position duration $t$ and the variable yield source's compounding
     /// frequency $f$. The adjusted rate will be:
-    /// 
+    ///
     /// $$
     /// r_{adjusted} = ((1 + r_{variable})^{1/f})^{t*f}-1
     /// $$
@@ -174,10 +174,9 @@ impl State {
     ) -> Result<I256> {
         let base_paid = self.calculate_open_short(bond_amount, open_vault_share_price)?;
         let base_proceeds = bond_amount
-            * (((fixed!(1e18) + variable_apy)
-            .pow(fixed!(1e18) / compounding_frequency))
-            .pow(self.annualized_position_duration() * compounding_frequency)
-            - fixed!(1e18));
+            * (((fixed!(1e18) + variable_apy).pow(fixed!(1e18) / compounding_frequency))
+                .pow(self.annualized_position_duration() * compounding_frequency)
+                - fixed!(1e18));
         if base_proceeds > base_paid {
             Ok(I256::try_from((base_proceeds - base_paid) / base_paid)?)
         } else {