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\subsection{Norm-Residue Homomorphism (Merkurjev-Suslin theorem)}  The goal of this section is understand the proof of the Merkurjev-Suslin theorem   \begin{theo}  For %\begin{theo}  %For  any field $F$ and any $n$ prime to the $char(F)$ $R_n:K_2(F)/n\rightarrow H^2(F,\mu^{\otimes2)$ is an isomorphism. \end{theo} %\end{theo}  %%Adeel