deletions | additions       diff --git a/textbf_EDITOR_S_NOTE_the__1.tex b/textbf_EDITOR_S_NOTE_the__1.tex  index b1d0253..b6c8ee1 100644  --- a/textbf_EDITOR_S_NOTE_the__1.tex  +++ b/textbf_EDITOR_S_NOTE_the__1.tex 
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\item $\sqrt{<(V_{signal})^2>} = \sqrt{<(V_J)^2> + <(V_{amplifiers})^2>}$ is the average RMS ac voltage from the resistor $R_in$ and measurement circuit (before correcting for noise from the circuit)  \end{enumerate}  Finally, and equally importantly, the equation you have given can't be what was used to calculate the values in Table 1 if the values in Table 1 are in Volts squared! MIGHT THE VALUES IN TABLE 1 REALLY BE $(<(V_J)^2> + <(V_{amplifiers})^2>)( G_1 G_2)$ for $R_{in} = 10 \textrm{ k}\Omega$?  MIGHT THE VALUES IN TABLES 1 and 2 REALLY BE $(<(V_J)^2> + <(V_{amplifiers})^2>)( G_1 G_2)$ ?