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How should I apply 2SLS in order to find estimates of the model of a system of simultaneous equations, provided that the lag values of the variables are used?

For example, there is the following system of structural simultaneous equations: $y_{(1,t)} =a_{12}*y_{(2,t)}+b_{10} + b_{11}*x_{(1,t)} + b_{12}*x_{(2,t)}+b_{13}*x_{(3,t)} + u_1$ $y_{(2,t)} =a_{21}*y_{(1,t-4)}+b_{20} + b_{21}*x_{(1,t-1)} + b_{22}*x_{(2,t-4)}+b_{23}*x_{(4,t)} + u_2$

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