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Consider an ideal full-bridge single-phase $\text{DC-AC}$ inverter with a $\text{DC}$ bus voltage magnitude of $1000$ $\text{V}$. The inverter output voltage $v\left ( t \right )$ shown below, is obtained when diagonal switches of the inverter are switched with $50\%$ duty cycle. The inverter feeds a load with a sinusoidal current given by, $i\left ( t \right ) = 10 \sin\left ( \omega t - \dfrac{\pi}{3} \right )A$, where $\omega =\dfrac{2\pi}{T}$. The active power, in watts, delivered to the load is _____________. *(round off to nearest integer)*