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<math>30\times4^{2+2}\approx 11600</math>
<math>30\times4^{2+2}\approx 11600</math>
<math>30\times4^{2+2}\approx 11600</math>
<math>\vec{F}=m \frac{d \vec{v}}{dt} + \vec{v}\frac{dm}{dt}</math>
<math>P=\dfrac{3\times\dfrac{14!}{3!^4\times2!}\times\dfrac{122!}{4!^{29}\times2!\times1!^4}}{\dfrac{136!}{4!^{34}}}=\dfrac{8}{7379001786750375}=\dfrac{1}{922375223343796.875}\approx1.084157\times10^{-15}</math>
<math>P=\dfrac{3\times\dfrac{14!}{3!^4\times2!}\times\dfrac{122!}{4!^{29}\times2!\times1!^4}}{\dfrac{136!}{4!^{34}}}=\dfrac{8}{7379001786750375}=\dfrac{1}{922375223343796.875}\approx1.084157\times10^{-15}</math>