\hypertarget{namespacemodule__radlw__kgb03}{}\doxysubsection{module\+\_\+radlw\+\_\+kgb03 Module Reference}
\label{namespacemodule__radlw__kgb03}\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}}


This module sets up absorption coefficients for band 03\+: 500-\/630 cm-\/1 (low -\/ h2o, co2; high -\/ h2o, co2)  


\doxysubsubsection*{Variables}
\begin{DoxyCompactItemize}
\item 
integer, public \mbox{\hyperlink{namespacemodule__radlw__kgb03_a78658032153f7a4cbeaa198cbe661244_a78658032153f7a4cbeaa198cbe661244}{msa03}}
\begin{DoxyCompactList}\small\item\em msa03=585 \end{DoxyCompactList}\item 
integer, public \mbox{\hyperlink{namespacemodule__radlw__kgb03_ac57ba9584cbc3a5e4e2e0a6b548d21e9_ac57ba9584cbc3a5e4e2e0a6b548d21e9}{msb03}}
\begin{DoxyCompactList}\small\item\em msb03=1175 \end{DoxyCompactList}\item 
integer, public \mbox{\hyperlink{namespacemodule__radlw__kgb03_af553bb46aa3ea6bcbb945cb2c2778955_af553bb46aa3ea6bcbb945cb2c2778955}{msf03}}
\begin{DoxyCompactList}\small\item\em msf03=10 \end{DoxyCompactList}\item 
integer, public \mbox{\hyperlink{namespacemodule__radlw__kgb03_a4ea1e58a39585adc087718b92a16b529_a4ea1e58a39585adc087718b92a16b529}{mfr03}}
\begin{DoxyCompactList}\small\item\em mfr03=4 \end{DoxyCompactList}\item 
integer, public \mbox{\hyperlink{namespacemodule__radlw__kgb03_a90d1081db011f0682cb4a83c40c5bb23_a90d1081db011f0682cb4a83c40c5bb23}{maf03}}
\begin{DoxyCompactList}\small\item\em maf03=9 \end{DoxyCompactList}\item 
integer, public \mbox{\hyperlink{namespacemodule__radlw__kgb03_a655fff8711d78d62ae9d4fa27d02621a_a655fff8711d78d62ae9d4fa27d02621a}{mbf03}}
\begin{DoxyCompactList}\small\item\em mbf03=5 \end{DoxyCompactList}\item 
integer, public \mbox{\hyperlink{namespacemodule__radlw__kgb03_ab4e84b10460930267256c0e5a1fe7a55_ab4e84b10460930267256c0e5a1fe7a55}{mmn03}}
\begin{DoxyCompactList}\small\item\em mmn03=19 \end{DoxyCompactList}\item 
real(kind=kind\+\_\+phys), dimension(ng03, \mbox{\hyperlink{namespacemodule__radlw__kgb03_a4ea1e58a39585adc087718b92a16b529_a4ea1e58a39585adc087718b92a16b529}{mfr03}}), public \mbox{\hyperlink{namespacemodule__radlw__kgb03_afcc55fa81ba6369b56d29db2342c2e6a_afcc55fa81ba6369b56d29db2342c2e6a}{forref}}
\begin{DoxyCompactList}\small\item\em the array forref contains the coefficient of the water vapor foreign-\/continuum (including the energy term). the first index refers to reference temperature (296,260,224,260) and pressure (970,475,219,3 mbar) levels. the second index runs over the g-\/channel (1 to NG03=16). \end{DoxyCompactList}\item 
real(kind=kind\+\_\+phys), dimension(ng03, \mbox{\hyperlink{namespacemodule__radlw__kgb03_a78658032153f7a4cbeaa198cbe661244_a78658032153f7a4cbeaa198cbe661244}{msa03}}), public \mbox{\hyperlink{namespacemodule__radlw__kgb03_ac65fd4afedbd4bfa2c87c5e4f060a1d4_ac65fd4afedbd4bfa2c87c5e4f060a1d4}{absa}}
\begin{DoxyCompactList}\small\item\em the array absa(\+NG03,585) = ka(\+NG03,9,5,13) contains absorption coefs at the NG03=16 g-\/intervals for a range of pressure levels \texorpdfstring{$>$}{>} $\sim$100mb, temperatures, and ratios of water vapor to co2. the first index in the array, js, runs from 1 to 9, and corresponds to different water vapor to co2 ratios, as expressed through the binary species parameter eta, defined as eta = gas1/(gas1+(rat)$\ast$gas2), where rat is the ratio of the reference mls column amount value of gas1 to that of gas2. the 2nd index in the array, jt, which runs from 1 to 5, corresponds to different temperatures. more specifically, jt = 1-\/5 means that the data are for the corresponding temperature of tref-\/30, tref-\/15, tref, tref+15, and tref+30, respectively. the third index, jp, runs from 1 to 13 and refers to the reference pressure level (e.\+g. jp = 1 is for a pressure of 1053.\+63 mb). the fourth index, ig, goes from 1 to NG03=16, and tells us which g-\/interval the absorption coefficients are for. \end{DoxyCompactList}\item 
real(kind=kind\+\_\+phys), dimension(ng03, \mbox{\hyperlink{namespacemodule__radlw__kgb03_ac57ba9584cbc3a5e4e2e0a6b548d21e9_ac57ba9584cbc3a5e4e2e0a6b548d21e9}{msb03}}), public \mbox{\hyperlink{namespacemodule__radlw__kgb03_aa84ba66e0a3cc018b03bd13c9c21e133_aa84ba66e0a3cc018b03bd13c9c21e133}{absb}}
\begin{DoxyCompactList}\small\item\em the array absb(\+NG03,1175) = kb(\+NG03,5,5,13\+:59) contains absorption coefs at the NG03=16 g-\/intervals for a range of pressure levels \texorpdfstring{$<$}{<} $\sim$100mb, temperatures, and ratios of h2o to co2. the first index in the array, js, runs from 1 to 5, and corresponds to different gas amount ratios, as expressed through the binary species parameter eta, defined as eta = gas1/(gas1+rat$\ast$gas2), where rat is the ratio of the reference mls column amount value of gas1 to that of gas2. the second index, jt, which runs from 1 to 5, corresponds to different temperatures. more specifically, jt = 1-\/5 means that the data are for the corresponding temperature of tref-\/30, tref-\/15, tref, tref+15, and tref+30, respectively. the third index, jp, runs from 13 to 59 and refers to the reference pressure level (e.\+g. jp = 13 is for a pressure of 95.\+5835 mb). the fourth index, ig, goes from 1 to NG03=16, and tells us which g-\/interval the absorption coefficients are for. \end{DoxyCompactList}\item 
real(kind=kind\+\_\+phys), dimension(ng03, \mbox{\hyperlink{namespacemodule__radlw__kgb03_af553bb46aa3ea6bcbb945cb2c2778955_af553bb46aa3ea6bcbb945cb2c2778955}{msf03}}), public \mbox{\hyperlink{namespacemodule__radlw__kgb03_a6bb40d898660e6dfc056d3efe1d0c544_a6bb40d898660e6dfc056d3efe1d0c544}{selfref}}
\begin{DoxyCompactList}\small\item\em the array selfref contains the coefficient of the water vapor self-\/continuum (including the energy term). the first index refers to temperature in 7.\+2 degree increments. for instance, jt = 1 refers to a temperature of 245.\+6, jt = 2 refers to 252.\+8, etc. the second index runs over the g-\/channel (1 to NG03=16). \end{DoxyCompactList}\item 
real(kind=kind\+\_\+phys), dimension(ng03, \mbox{\hyperlink{namespacemodule__radlw__kgb03_a90d1081db011f0682cb4a83c40c5bb23_a90d1081db011f0682cb4a83c40c5bb23}{maf03}}), public \mbox{\hyperlink{namespacemodule__radlw__kgb03_a26e901a002e789933c5c9b622f3a0932_a26e901a002e789933c5c9b622f3a0932}{fracrefa}}
\begin{DoxyCompactList}\small\item\em planck fraction mapping level\+: p=212.\+7250 mbar, t = 223.\+06 k \end{DoxyCompactList}\item 
real(kind=kind\+\_\+phys), dimension(ng03, \mbox{\hyperlink{namespacemodule__radlw__kgb03_a655fff8711d78d62ae9d4fa27d02621a_a655fff8711d78d62ae9d4fa27d02621a}{mbf03}}), public \mbox{\hyperlink{namespacemodule__radlw__kgb03_af1d33a7362e73bf40ef592bc9863b612_af1d33a7362e73bf40ef592bc9863b612}{fracrefb}}
\begin{DoxyCompactList}\small\item\em planck fraction mapping level\+: p = 95.\+8 mbar, t = 215.\+7 k \end{DoxyCompactList}\item 
real(kind=kind\+\_\+phys), dimension(ng03, \mbox{\hyperlink{namespacemodule__radlw__kgb03_a90d1081db011f0682cb4a83c40c5bb23_a90d1081db011f0682cb4a83c40c5bb23}{maf03}}, \mbox{\hyperlink{namespacemodule__radlw__kgb03_ab4e84b10460930267256c0e5a1fe7a55_ab4e84b10460930267256c0e5a1fe7a55}{mmn03}}), public \mbox{\hyperlink{namespacemodule__radlw__kgb03_aeeba4e0a8fc97c557e1127b4d5d1bd94_aeeba4e0a8fc97c557e1127b4d5d1bd94}{ka\+\_\+mn2o}}
\begin{DoxyCompactList}\small\item\em the array ka\+\_\+mxxx(\+NG03,9,19) contains the absorption coefficient for a minor species at the NG03=16 chosen g-\/values for a reference pressure level below 100$\sim$ mb. the first index in the array, js, runs from 1 to 9, and corresponds to different gas column amount ratios, as expressed through the binary species parameter eta, defined as eta = gas1/(gas1 + (rat) $\ast$ gas2), where rat is the ratio of the reference mls column amount value of gas1 to that of gas2. the second index refers to temperature in 7.\+2 degree increments. for instance, jt = 1 refers to a temperature of 188.\+0, jt = 2 refers to 195.\+2, etc. the third index runs over the g-\/channel (1 to NG03=16). \end{DoxyCompactList}\item 
real(kind=kind\+\_\+phys), dimension(ng03, \mbox{\hyperlink{namespacemodule__radlw__kgb03_a655fff8711d78d62ae9d4fa27d02621a_a655fff8711d78d62ae9d4fa27d02621a}{mbf03}}, \mbox{\hyperlink{namespacemodule__radlw__kgb03_ab4e84b10460930267256c0e5a1fe7a55_ab4e84b10460930267256c0e5a1fe7a55}{mmn03}}), public \mbox{\hyperlink{namespacemodule__radlw__kgb03_aa2442e663e83b222648a86a34cd6631c_aa2442e663e83b222648a86a34cd6631c}{kb\+\_\+mn2o}}
\begin{DoxyCompactList}\small\item\em the array kb\+\_\+mxxx contains the absorption coefficient for a minor species at the NG03=16 chosen g-\/values for a reference pressure level above 100$\sim$ mb. the first index in the array, js, runs from 1 to 10, and corresponds to different gas column amounts ratios, as expressed through the binary species parameter eta, defined as eta = gas1/(gas1 + (rat) $\ast$ gas2), where rat is the ratio of the reference mls column amount value of gas1 to that of gas2. the second index refers to temperature in 7.\+2 degree increments. for instance, jt = 1 refers to a temperature of 188.\+0, jt = 2 refers to 195.\+2, etc. the third index runs over the g-\/channel (1 to NG03=16). \end{DoxyCompactList}\end{DoxyCompactItemize}


\doxysubsubsection{Variable Documentation}
\mbox{\Hypertarget{namespacemodule__radlw__kgb03_a78658032153f7a4cbeaa198cbe661244_a78658032153f7a4cbeaa198cbe661244}\label{namespacemodule__radlw__kgb03_a78658032153f7a4cbeaa198cbe661244_a78658032153f7a4cbeaa198cbe661244}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!msa03@{msa03}}
\index{msa03@{msa03}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{msa03}{msa03}}
{\footnotesize\ttfamily integer, public module\+\_\+radlw\+\_\+kgb03\+::msa03}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_ac57ba9584cbc3a5e4e2e0a6b548d21e9_ac57ba9584cbc3a5e4e2e0a6b548d21e9}\label{namespacemodule__radlw__kgb03_ac57ba9584cbc3a5e4e2e0a6b548d21e9_ac57ba9584cbc3a5e4e2e0a6b548d21e9}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!msb03@{msb03}}
\index{msb03@{msb03}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{msb03}{msb03}}
{\footnotesize\ttfamily integer, public module\+\_\+radlw\+\_\+kgb03\+::msb03}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_af553bb46aa3ea6bcbb945cb2c2778955_af553bb46aa3ea6bcbb945cb2c2778955}\label{namespacemodule__radlw__kgb03_af553bb46aa3ea6bcbb945cb2c2778955_af553bb46aa3ea6bcbb945cb2c2778955}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!msf03@{msf03}}
\index{msf03@{msf03}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{msf03}{msf03}}
{\footnotesize\ttfamily integer, public module\+\_\+radlw\+\_\+kgb03\+::msf03}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_a4ea1e58a39585adc087718b92a16b529_a4ea1e58a39585adc087718b92a16b529}\label{namespacemodule__radlw__kgb03_a4ea1e58a39585adc087718b92a16b529_a4ea1e58a39585adc087718b92a16b529}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!mfr03@{mfr03}}
\index{mfr03@{mfr03}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{mfr03}{mfr03}}
{\footnotesize\ttfamily integer, public module\+\_\+radlw\+\_\+kgb03\+::mfr03}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_a90d1081db011f0682cb4a83c40c5bb23_a90d1081db011f0682cb4a83c40c5bb23}\label{namespacemodule__radlw__kgb03_a90d1081db011f0682cb4a83c40c5bb23_a90d1081db011f0682cb4a83c40c5bb23}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!maf03@{maf03}}
\index{maf03@{maf03}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{maf03}{maf03}}
{\footnotesize\ttfamily integer, public module\+\_\+radlw\+\_\+kgb03\+::maf03}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_a655fff8711d78d62ae9d4fa27d02621a_a655fff8711d78d62ae9d4fa27d02621a}\label{namespacemodule__radlw__kgb03_a655fff8711d78d62ae9d4fa27d02621a_a655fff8711d78d62ae9d4fa27d02621a}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!mbf03@{mbf03}}
\index{mbf03@{mbf03}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{mbf03}{mbf03}}
{\footnotesize\ttfamily integer, public module\+\_\+radlw\+\_\+kgb03\+::mbf03}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_ab4e84b10460930267256c0e5a1fe7a55_ab4e84b10460930267256c0e5a1fe7a55}\label{namespacemodule__radlw__kgb03_ab4e84b10460930267256c0e5a1fe7a55_ab4e84b10460930267256c0e5a1fe7a55}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!mmn03@{mmn03}}
\index{mmn03@{mmn03}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{mmn03}{mmn03}}
{\footnotesize\ttfamily integer, public module\+\_\+radlw\+\_\+kgb03\+::mmn03}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_afcc55fa81ba6369b56d29db2342c2e6a_afcc55fa81ba6369b56d29db2342c2e6a}\label{namespacemodule__radlw__kgb03_afcc55fa81ba6369b56d29db2342c2e6a_afcc55fa81ba6369b56d29db2342c2e6a}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!forref@{forref}}
\index{forref@{forref}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{forref}{forref}}
{\footnotesize\ttfamily real (kind=kind\+\_\+phys), dimension(ng03,\mbox{\hyperlink{namespacemodule__radlw__kgb03_a4ea1e58a39585adc087718b92a16b529_a4ea1e58a39585adc087718b92a16b529}{mfr03}}), public module\+\_\+radlw\+\_\+kgb03\+::forref}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_ac65fd4afedbd4bfa2c87c5e4f060a1d4_ac65fd4afedbd4bfa2c87c5e4f060a1d4}\label{namespacemodule__radlw__kgb03_ac65fd4afedbd4bfa2c87c5e4f060a1d4_ac65fd4afedbd4bfa2c87c5e4f060a1d4}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!absa@{absa}}
\index{absa@{absa}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{absa}{absa}}
{\footnotesize\ttfamily real (kind=kind\+\_\+phys), dimension(ng03,\mbox{\hyperlink{namespacemodule__radlw__kgb03_a78658032153f7a4cbeaa198cbe661244_a78658032153f7a4cbeaa198cbe661244}{msa03}}), public module\+\_\+radlw\+\_\+kgb03\+::absa}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_aa84ba66e0a3cc018b03bd13c9c21e133_aa84ba66e0a3cc018b03bd13c9c21e133}\label{namespacemodule__radlw__kgb03_aa84ba66e0a3cc018b03bd13c9c21e133_aa84ba66e0a3cc018b03bd13c9c21e133}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!absb@{absb}}
\index{absb@{absb}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{absb}{absb}}
{\footnotesize\ttfamily real (kind=kind\+\_\+phys), dimension(ng03,\mbox{\hyperlink{namespacemodule__radlw__kgb03_ac57ba9584cbc3a5e4e2e0a6b548d21e9_ac57ba9584cbc3a5e4e2e0a6b548d21e9}{msb03}}), public module\+\_\+radlw\+\_\+kgb03\+::absb}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_a6bb40d898660e6dfc056d3efe1d0c544_a6bb40d898660e6dfc056d3efe1d0c544}\label{namespacemodule__radlw__kgb03_a6bb40d898660e6dfc056d3efe1d0c544_a6bb40d898660e6dfc056d3efe1d0c544}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!selfref@{selfref}}
\index{selfref@{selfref}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{selfref}{selfref}}
{\footnotesize\ttfamily real (kind=kind\+\_\+phys), dimension(ng03,\mbox{\hyperlink{namespacemodule__radlw__kgb03_af553bb46aa3ea6bcbb945cb2c2778955_af553bb46aa3ea6bcbb945cb2c2778955}{msf03}}), public module\+\_\+radlw\+\_\+kgb03\+::selfref}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_a26e901a002e789933c5c9b622f3a0932_a26e901a002e789933c5c9b622f3a0932}\label{namespacemodule__radlw__kgb03_a26e901a002e789933c5c9b622f3a0932_a26e901a002e789933c5c9b622f3a0932}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!fracrefa@{fracrefa}}
\index{fracrefa@{fracrefa}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{fracrefa}{fracrefa}}
{\footnotesize\ttfamily real (kind=kind\+\_\+phys), dimension(ng03,\mbox{\hyperlink{namespacemodule__radlw__kgb03_a90d1081db011f0682cb4a83c40c5bb23_a90d1081db011f0682cb4a83c40c5bb23}{maf03}}), public module\+\_\+radlw\+\_\+kgb03\+::fracrefa}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_af1d33a7362e73bf40ef592bc9863b612_af1d33a7362e73bf40ef592bc9863b612}\label{namespacemodule__radlw__kgb03_af1d33a7362e73bf40ef592bc9863b612_af1d33a7362e73bf40ef592bc9863b612}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!fracrefb@{fracrefb}}
\index{fracrefb@{fracrefb}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{fracrefb}{fracrefb}}
{\footnotesize\ttfamily real (kind=kind\+\_\+phys), dimension(ng03,\mbox{\hyperlink{namespacemodule__radlw__kgb03_a655fff8711d78d62ae9d4fa27d02621a_a655fff8711d78d62ae9d4fa27d02621a}{mbf03}}), public module\+\_\+radlw\+\_\+kgb03\+::fracrefb}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_aeeba4e0a8fc97c557e1127b4d5d1bd94_aeeba4e0a8fc97c557e1127b4d5d1bd94}\label{namespacemodule__radlw__kgb03_aeeba4e0a8fc97c557e1127b4d5d1bd94_aeeba4e0a8fc97c557e1127b4d5d1bd94}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!ka\_mn2o@{ka\_mn2o}}
\index{ka\_mn2o@{ka\_mn2o}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{ka\_mn2o}{ka\_mn2o}}
{\footnotesize\ttfamily real (kind=kind\+\_\+phys), dimension(ng03,\mbox{\hyperlink{namespacemodule__radlw__kgb03_a90d1081db011f0682cb4a83c40c5bb23_a90d1081db011f0682cb4a83c40c5bb23}{maf03}},\mbox{\hyperlink{namespacemodule__radlw__kgb03_ab4e84b10460930267256c0e5a1fe7a55_ab4e84b10460930267256c0e5a1fe7a55}{mmn03}}), public module\+\_\+radlw\+\_\+kgb03\+::ka\+\_\+mn2o}

\mbox{\Hypertarget{namespacemodule__radlw__kgb03_aa2442e663e83b222648a86a34cd6631c_aa2442e663e83b222648a86a34cd6631c}\label{namespacemodule__radlw__kgb03_aa2442e663e83b222648a86a34cd6631c_aa2442e663e83b222648a86a34cd6631c}} 
\index{module\_radlw\_kgb03@{module\_radlw\_kgb03}!kb\_mn2o@{kb\_mn2o}}
\index{kb\_mn2o@{kb\_mn2o}!module\_radlw\_kgb03@{module\_radlw\_kgb03}}
\doxyparagraph{\texorpdfstring{kb\_mn2o}{kb\_mn2o}}
{\footnotesize\ttfamily real (kind=kind\+\_\+phys), dimension(ng03,\mbox{\hyperlink{namespacemodule__radlw__kgb03_a655fff8711d78d62ae9d4fa27d02621a_a655fff8711d78d62ae9d4fa27d02621a}{mbf03}},\mbox{\hyperlink{namespacemodule__radlw__kgb03_ab4e84b10460930267256c0e5a1fe7a55_ab4e84b10460930267256c0e5a1fe7a55}{mmn03}}), public module\+\_\+radlw\+\_\+kgb03\+::kb\+\_\+mn2o}

