\begin{table*}[t]
\centering
\caption{Fidelities extracted from several experimental error characterization runs. FBT results are from one of the IRB runs indicated by italics. Mean and standard deviation (std) are calculated from all IRB runs for a given device. The error bars for IRB come from the error bars of the fit and for FBT we report the average fidelity over the experiment with error bars being the 2$\sigma$ variation over the experiment. Clifford fidelity is the average fidelity of a uniformly random 2-qubit Clifford operation. Two-qubit Clifford operations are compiled into native gates, and each one includes, on average, 1.5 CZ/DCZ gates and 1.8 single-qubit  $X_\frac{\pi}{2}$ gates on each of the two qubits. For GST, the error bars are given by the error of the log-likelihood fit. Some of these are also plotted in the main text Figure~\ref{fig:Fidelity}.}
\label{extTable:Fidelity}
\begin{tabular}{|c|c|c|c|c|}
\cline{1-5}
Run/Gate  & Clifford (\%) & \color{violet}CZ\color{black}/\color{darkgray}DCZ\color{black} (\%) & X$^{\pi/2}_1$ (\%) & X$^{\pi/2}_2$ (\%) \cr  \cline{1-5}
IRB$_{1}$ \color{blue} \textbf{A} \color{black} & $90.90\pm 0.10$ & \color{violet}$98.47\pm 0.22$\color{black} & - & - \cr  \cline{1-5} %
\emph{IRB}$_{2}$ \color{blue} \textbf{A} \color{black} & $90.85\pm 0.06$ & \color{violet}$98.44\pm 0.13$\color{black} & - & - \cr  \cline{1-5} %
mean,std\color{blue} \textbf{A} \color{black} & $90.87, 0.04$ & \color{violet}$98.45, 0.01$\color{black} & - & - \cr  \cline{1-5} %
IRB$_{3}$ \color{red}\textbf{B} \color{black}  & $86.95\pm 0.19$ & \color{darkgray}$99.00\pm 0.28$\color{black} & - & - \cr  \cline{1-5} % 24317
IRB$_{4}$ \color{red}\textbf{B}  \color{black}  & $89.65\pm 0.06$ & \color{darkgray}$99.39\pm 0.11$\color{black} & - & - \cr  \cline{1-5} % 24164
IRB$_{5}$ \color{red}\textbf{B}  \color{black}  & $85.06\pm 0.10$ & \color{darkgray}$99.33\pm 0.20$\color{black} & - & - \cr  \cline{1-5} % 25986
\emph{IRB}$_{6}$ \color{red}\textbf{B}  \color{black}  & $84.96\pm 0.09$ & \color{darkgray}$100.03\pm 0.17$\color{black} & - & - \cr  \cline{1-5} %26008
IRB$_{7}$ \color{red}\textbf{B}  \color{black}  & $86.13\pm 0.07$ & \color{darkgray}$99.32\pm 0.14$\color{black} & - & - \cr  \cline{1-5} %26667
IRB$_{8}$ \color{red}\textbf{B}  \color{black}  & $87.52\pm 0.07$ & \color{darkgray}$99.28\pm 0.14$\color{black} & - & - \cr  \cline{1-5} %26826
IRB$_{9}$ \color{red}\textbf{B}  \color{black}  & $87.29\pm 0.08$ & \color{darkgray}$99.20\pm 0.15$\color{black} & - & - \cr  \cline{1-5} %26843
IRB$_{10}$ \color{red}\textbf{B}  \color{black}  & $86.90\pm 0.11$ & \color{darkgray}$99.68\pm 0.26$\color{black} & - & - \cr  \cline{1-5} %27883
IRB$_{11}$ \color{red}\textbf{B}  \color{black}  & $87.19\pm 0.07$ & \color{darkgray}$99.14\pm 0.12$\color{black} & - & - \cr  \cline{1-5} %27884
mean,std \color{red}\textbf{B}  \color{black}  & $86.85, 1.51$ & \color{darkgray}$99.37, 0.29$\color{black} & - & - \cr  \cline{1-5} %
IRB$_{12}$ \color{black}\textbf{C} \color{black}  & $88.18\pm 0.12$ & \color{darkgray}$99.82\pm 0.29$\color{black} & - & - \cr  \cline{1-5} %1906
IRB$_{13}$ \color{black}\textbf{C}  \color{black}  & $85.94\pm 0.09$ & \color{darkgray}$99.51\pm 0.28$\color{black} & - & - \cr  \cline{1-5} % 1911
IRB$_{14}$ \color{black}\textbf{C} \color{black}  & $90.52\pm 0.11$ & \color{darkgray}$99.70\pm 0.23$\color{black} & - & - \cr  \cline{1-5} % 1936
\emph{IRB}$_{15}$ \color{black}\textbf{C}  \color{black}  & $89.04\pm 0.11$ & \color{darkgray}$100.01\pm 0.24$\color{black} & - & - \cr  \cline{1-5} %2467
mean,std \color{black}\textbf{C} \color{black}  & $88.42, 1.92$ & \color{darkgray}$99.76, 0.21$\color{black} & - & - \cr  \cline{1-5} 
FBT \color{blue} \textbf{A}  \color{black}  & - & \color{violet}$98.35\pm 0.54$\color{black} & $98.41\pm 0.89$&$99.09\pm 0.78$ \cr  \cline{1-5}
FBT \color{red}\textbf{B}  \color{black}  & - & \color{darkgray}$99.03\pm 0.91$\color{black} & $95.92\pm 0.78$&$96.58\pm 0.66$ \cr  \cline{1-5}
FBT \color{black} \textbf{C}  \color{black}  & - & \color{darkgray}$99.04\pm 0.54$\color{black} & $97.00\pm 1.16$&$97.72\pm 0.87$ \cr  \cline{1-5}
GST \color{blue} \textbf{A} \color{black}  & - & \color{violet}$96.8\pm 0.2$\color{black} & $96.5\pm 0.2$&$97.5\pm 0.2$ \cr  \cline{1-5}
GST \color{red}\textbf{B}  \color{black}  & - & \color{darkgray}$98.0\pm 0.1$\color{black} & $97.9\pm 0.2$&$95.7\pm 0.2$ \cr  \cline{1-5}
\end{tabular}
\end{table*}