update: auto commit
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@@ -690,9 +690,9 @@
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\pt \Theta ={} & \frac{1}{2} \lapse \left[ \Rscalar - \Ktf*{_i_j}
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\pt \Theta ={} & \frac{1}{2} \lapse \left[ \Rscalar - \Ktf*{_i_j}
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\Ktf*{^i^j} + \frac{2}{3} \left( \hat{K} + 2 \Theta \right)^2
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\Ktf*{^i^j} + \frac{2}{3} \left( \hat{K} + 2 \Theta \right)^2
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\right] - \lapse \left[ 8 \pi \rho + \kappa_1 (2+\kappa_2) \Theta
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\right] - \lapse \left[ 8 \pi \rho + \kappa_1 (2+\kappa_2) \Theta
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\right] + \shift{^i} \Partial{_i} \Theta,
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\right] + \shift{^i} \Partial{_i} \Theta,\\
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\pt \lapse &= - \mu_L \lapse^2 \hat{K} + \Ld{\beta} \lapse,\\
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\pt \lapse ={} & - \mu_L \lapse^2 \hat{K} + \Ld{\beta} \lapse,\\
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\pt \shift{^i} &= \mu_S \lapse^2 \Gam*{^i} - \eta \shift{^i} +
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\pt \shift{^i} ={} & \mu_S \lapse^2 \Gam*{^i} - \eta \shift{^i} +
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\shift{^j} \Partial{_j} \shift{^i}.
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\shift{^j} \Partial{_j} \shift{^i}.
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\end{aligned}
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\end{aligned}
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$}
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$}
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