diff --git a/Manuscript/rsdft-cipsi-qmc.tex b/Manuscript/rsdft-cipsi-qmc.tex
index 668ceff..c45b08a 100644
--- a/Manuscript/rsdft-cipsi-qmc.tex
+++ b/Manuscript/rsdft-cipsi-qmc.tex
@@ -586,32 +586,34 @@ are computed analytically and the computational cost of the
 pseudo-potential is dramatically reduced (for more detail, see
 Ref.~\onlinecite{Scemama_2015}).
 
-In this section, we make a numerical verification that the produced
-wave functions are size-consistent. We have computed the energy of the
-dissocited fluorine dimer, where the two atoms are at a distance of 50~\AA.
-We expect that the energy of this system is equal to twice the energy
-of the fluorine atom.
-
 %\begin{squeezetable}
 \begin{table}
   \caption{FN-DMC Energies of the fluorine atom and the dissociated fluorine
     dimer, and size-consistency error.}
   \label{tab:size-cons}
   \begin{ruledtabular}
-    \begin{tabular}{clll}
+    \begin{tabular}{cccc}
       $\mu$ &  F                &  Dissociated F$_2$  & Size-consistency error \\
       \hline
-      0.00  &  $-24.188\,7(3)$  & $-48.377\,7(3)$     & $0.000\,3(4)$ \\
-      0.25  &  $-24.188\,7(3)$  & $-48.377\,2(4)$     & $0.000\,2(5)$ \\
-      0.50  &  $-24.188\,8(1)$  & $-48.376\,8(4)$     & $0.000\,2(4)$ \\
-%     1.00  &  $-24.189\,7(1)$  & $-48.37 \, ( )$     & $0.00 \, (9)$ \\
-      2.00  &  $-24.194\,1(3)$  & $-48.388\,4(4)$     & $0.000\,2(5)$ \\
-      5.00  &  $-24.194\,7(4)$  & $-48.388\,5(7)$     & $0.000\,9(8)$ \\
-   $\infty$ &  $-24.193\,5(2)$  & $-48.386\,9(4)$     & $0.000\,1(5)$ \\
+      0.00  &  $-24.188\,7(3)$  & $-48.377\,7(3)$     & $-0.000\,3(4)$ \\
+      0.25  &  $-24.188\,7(3)$  & $-48.377\,2(4)$     & $+0.000\,2(5)$ \\
+      0.50  &  $-24.188\,8(1)$  & $-48.376\,9(4)$     & $+0.000\,7(4)$ \\
+      1.00  &  $-24.189\,7(1)$  & $-48.380\,2(4)$     & $-0.000\,8(4)$ \\
+      2.00  &  $-24.194\,1(3)$  & $-48.388\,4(4)$     & $-0.000\,2(5)$ \\
+      5.00  &  $-24.194\,7(4)$  & $-48.388\,5(7)$     & $+0.000\,9(8)$ \\
+   $\infty$ &  $-24.193\,5(2)$  & $-48.386\,9(4)$     & $+0.000\,1(5)$ \\
     \end{tabular}
   \end{ruledtabular}
 \end{table}
 
+In this section, we make a numerical verification that the produced
+wave functions are size-consistent. We have computed the energy of the
+dissocited fluorine dimer, where the two atoms are at a distance of 50~\AA.
+We expect that the energy of this system is equal to twice the energy
+of the fluorine atom.
+The data in table~\ref{tab:size-cons} shows that the proposed scheme
+provides size-consistent FN-DMC energies for all values of $\mu$.
+
 
 \subsection{Spin-invariance}