Every Elementary Particle Will Exhibit No Motion, Linear, Rotational and or Vibratory Motion, Singly or in Some Combination a Natural Law and Therefore, The Mass Energy Conservation Law Regarding Particle Creation Must Include Those Factors

Every mass has no motion, linear, rotational and or vibratory motion singly or in some combination. Therefore, every elementary particle will exhibit these characteristics. Therefore, mass-energy equivalence for particle conservation law of elementary particle interaction is $m_1c^2 +1/2m_1v_1v^2 + 1/2I\omega_1^2 + 1/2k_1x_1^2 + m_2c^2 + 1/2m_2v_2^2 +1/2I_2\omega_2^2 + 1/2k_2x_2^2+...= m_3c^2 +1/2m_3v_3^2 +1/2I_3\omega_3^2 + 1/2k_3x_3^2 + m_4c^2 + 1/2m_4v_4^2 + 1/2I_4\omega_4^2 + 1/2k_4x_4^2 +...$