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B14
,Note, <math> E_2 </math> is complex. If |x| denotes the complex modulus:<br>
<math>
\cosh{\left(\tau_{\textrm{CP}}E_2\right)} = \cos{\left(\tau_{\textrm{CP}}|E_2|\right)} \\\sinh{\left(\tau_{\textrm{CP}}E_2\right)} = \sin{\left(\tau_{\textrm{CP}}|E_2|\right)}
</math>
=== Equation compared to Carver Richards 72 ===
