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<H2><A NAME="SECTION00062000000000000000">
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psb_ovrl -- Overlap Update</A>
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</H2>
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<P>
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These subroutines applies an overlap operator to the input vector:
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<P>
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<BR><P></P>
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<DIV ALIGN="CENTER" CLASS="mathdisplay">
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<!-- MATH
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\begin{displaymath}
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x \leftarrow Q x
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\end{displaymath}
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-->
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<IMG
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WIDTH="55" HEIGHT="27" BORDER="0"
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SRC="img59.png"
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ALT="\begin{displaymath}x \leftarrow Q x \end{displaymath}">
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</DIV>
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<BR CLEAR="ALL">
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<P></P>
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where:
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<DL>
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<DT><STRONG><SPAN CLASS="MATH"><IMG
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WIDTH="13" HEIGHT="14" ALIGN="BOTTOM" BORDER="0"
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SRC="img20.png"
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ALT="$x$"></SPAN></STRONG></DT>
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<DD>is the global dense submatrix <SPAN CLASS="MATH"><IMG
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WIDTH="13" HEIGHT="14" ALIGN="BOTTOM" BORDER="0"
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SRC="img20.png"
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ALT="$x$"></SPAN>
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</DD>
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<DT><STRONG><SPAN CLASS="MATH"><IMG
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WIDTH="16" HEIGHT="30" ALIGN="MIDDLE" BORDER="0"
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SRC="img60.png"
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ALT="$Q$"></SPAN></STRONG></DT>
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<DD>is the overlap operator; it is the composition of two
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operators <SPAN CLASS="MATH"><IMG
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WIDTH="22" HEIGHT="30" ALIGN="MIDDLE" BORDER="0"
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SRC="img61.png"
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ALT="$ P_a$"></SPAN> and <SPAN CLASS="MATH"><IMG
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WIDTH="26" HEIGHT="20" ALIGN="BOTTOM" BORDER="0"
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SRC="img62.png"
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ALT="$ P^{T}$"></SPAN>.
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</DD>
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</DL>
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<P>
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<BR><P></P>
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<DIV ALIGN="CENTER"><A NAME="3368"></A>
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<TABLE>
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<CAPTION><STRONG>Table 15:</STRONG>
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Data types</CAPTION>
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<TR><TD>
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<DIV ALIGN="CENTER">
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<TABLE CELLPADDING=3 BORDER="1" ALIGN="CENTER">
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<TR><TD ALIGN="LEFT"><SPAN CLASS="MATH"><IMG
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WIDTH="13" HEIGHT="14" ALIGN="BOTTOM" BORDER="0"
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SRC="img20.png"
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ALT="$x$"></SPAN></TD>
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<TD ALIGN="LEFT"><B>Subroutine</B></TD>
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</TR>
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<TR><TD ALIGN="LEFT">Short Precision Real</TD>
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<TD ALIGN="LEFT">psb_ovrl</TD>
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</TR>
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<TR><TD ALIGN="LEFT">Long Precision Real</TD>
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<TD ALIGN="LEFT">psb_ovrl</TD>
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</TR>
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<TR><TD ALIGN="LEFT">Short Precision Complex</TD>
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<TD ALIGN="LEFT">psb_ovrl</TD>
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</TR>
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<TR><TD ALIGN="LEFT">Long Precision Complex</TD>
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<TD ALIGN="LEFT">psb_ovrl</TD>
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</TR>
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</TABLE>
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</DIV>
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</TD></TR>
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</TABLE>
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</DIV><P></P>
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<BR>
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<P>
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<BR>
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<IMG
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WIDTH="577" HEIGHT="35" ALIGN="BOTTOM" BORDER="0"
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SRC="img63.png"
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ALT="\begin{lstlisting}
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call psb_ovrl(x, desc_a, info)
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call psb_ovrl(x, desc_a, info, update=update_type, work=work)
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\end{lstlisting}">
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<BR>
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<P>
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<DL>
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<DT><STRONG>Type:</STRONG></DT>
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<DD>Synchronous.
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</DD>
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<DT><STRONG><B>On Entry</B></STRONG></DT>
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<DD>
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</DD>
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<DT><STRONG>x</STRONG></DT>
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<DD>global dense matrix <SPAN CLASS="MATH"><IMG
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WIDTH="13" HEIGHT="14" ALIGN="BOTTOM" BORDER="0"
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SRC="img20.png"
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ALT="$x$"></SPAN>.
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<BR>
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Scope: <B>local</B>
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<BR>
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Type: <B>required</B>
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<BR>
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Intent: <B>inout</B>.
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<BR>
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Specified as: a rank one or two array or an object of type vdata<TT>psb_T_vect_type</TT>
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containing numbers of type specified in
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Table <A HREF="#tab:f90ovrl">15</A>.
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</DD>
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<DT><STRONG>desc_a</STRONG></DT>
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<DD>contains data structures for communications.
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<BR>
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Scope: <B>local</B>
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<BR>
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Type: <B>required</B>
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<BR>
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Intent: <B>in</B>.
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<BR>
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Specified as: a structured data of type descdata<TT>psb_desc_type</TT>.
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</DD>
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<DT><STRONG>update</STRONG></DT>
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<DD>Update operator.
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<BR><DL>
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<DT><STRONG>update = psb_none_</STRONG></DT>
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<DD>Do nothing;
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</DD>
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<DT><STRONG>update = psb_add_</STRONG></DT>
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<DD>Sum overlap entries, i.e. apply <SPAN CLASS="MATH"><IMG
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WIDTH="26" HEIGHT="20" ALIGN="BOTTOM" BORDER="0"
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SRC="img64.png"
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ALT="$P^T$"></SPAN>;
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</DD>
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<DT><STRONG>update = psb_avg_</STRONG></DT>
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<DD>Average overlap entries, i.e. apply <SPAN CLASS="MATH"><IMG
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WIDTH="45" HEIGHT="35" ALIGN="MIDDLE" BORDER="0"
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SRC="img65.png"
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ALT="$P_aP^T$"></SPAN>;
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</DD>
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</DL>
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Scope: <B>global</B>
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<BR>
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Intent: <B>in</B>.
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<BR>
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Default: <!-- MATH
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$update\_type = psb\_avg\_$
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-->
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<SPAN CLASS="MATH"><IMG
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WIDTH="166" HEIGHT="30" ALIGN="MIDDLE" BORDER="0"
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SRC="img66.png"
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ALT="$update\_type = psb\_avg\_ $"></SPAN>
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<BR>
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Scope: <B>global</B>
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<BR>
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Specified as: a integer variable.
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</DD>
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<DT><STRONG>work</STRONG></DT>
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<DD>the work array.
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<BR>
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Scope: <B>local</B>
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<BR>
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Type: <B>optional</B>
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<BR>
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Intent: <B>inout</B>.
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<BR>
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Specified as: a one dimensional array of the same type of <SPAN CLASS="MATH"><IMG
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WIDTH="13" HEIGHT="14" ALIGN="BOTTOM" BORDER="0"
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SRC="img20.png"
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ALT="$x$"></SPAN>.
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<P>
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</DD>
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<DT><STRONG><B>On Return</B></STRONG></DT>
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<DD>
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</DD>
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<DT><STRONG>x</STRONG></DT>
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<DD>global dense result matrix <SPAN CLASS="MATH"><IMG
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WIDTH="13" HEIGHT="14" ALIGN="BOTTOM" BORDER="0"
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SRC="img20.png"
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ALT="$x$"></SPAN>.
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<BR>
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Scope: <B>local</B>
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<BR>
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Type: <B>required</B>
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<BR>
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Intent: <B>inout</B>.
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<BR>
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Specified as: an array of rank one or two
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containing numbers of type specified in
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Table <A HREF="#tab:f90ovrl">15</A>.
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</DD>
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<DT><STRONG>info</STRONG></DT>
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<DD>Error code.
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<BR>
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Scope: <B>local</B>
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<BR>
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Type: <B>required</B>
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<BR>
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Intent: <B>out</B>.
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<BR>
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An integer value; 0 means no error has been detected.
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</DD>
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</DL>
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<P>
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<BIG CLASS="LARGE"><B>Notes</B></BIG>
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<OL>
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<LI>If there is no overlap in the data distribution associated with
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the descriptor, no operations are performed;
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</LI>
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<LI>The operator <SPAN CLASS="MATH"><IMG
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WIDTH="26" HEIGHT="20" ALIGN="BOTTOM" BORDER="0"
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SRC="img62.png"
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ALT="$ P^{T}$"></SPAN> performs the reduction sum of overlap
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elements; it is a “prolongation” operator <SPAN CLASS="MATH"><IMG
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WIDTH="26" HEIGHT="20" ALIGN="BOTTOM" BORDER="0"
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SRC="img64.png"
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ALT="$P^T$"></SPAN> that
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replicates overlap elements, accounting for the physical replication
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of data;
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</LI>
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<LI>The operator <SPAN CLASS="MATH"><IMG
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WIDTH="22" HEIGHT="30" ALIGN="MIDDLE" BORDER="0"
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SRC="img61.png"
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ALT="$ P_a$"></SPAN> performs a scaling on the overlap elements by
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the amount of replication; thus, when combined with the reduction
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operator, it implements the average of replicated elements over all of
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their instances.
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</LI>
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</OL>
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<P>
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<DIV ALIGN="CENTER"><A NAME="fig:try8x8_ov"></A><A NAME="3370"></A>
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<TABLE>
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<CAPTION ALIGN="BOTTOM"><STRONG>Figure 8:</STRONG>
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Sample discretization mesh.</CAPTION>
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<TR><TD>
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<DIV ALIGN="CENTER">
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<IMG
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WIDTH="534" HEIGHT="454" ALIGN="BOTTOM" BORDER="0"
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SRC="img68.png"
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ALT="\includegraphics[scale=0.65]{figures/try8x8_ov.eps}">
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<IMG
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WIDTH="534" HEIGHT="454" ALIGN="BOTTOM" BORDER="0"
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SRC="img67.png"
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ALT="\includegraphics[scale=0.65]{figures/try8x8_ov}">
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</DIV></TD></TR>
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</TABLE>
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</DIV>
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<BIG CLASS="LARGE"><B>Example of use</B></BIG>
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Consider the discretization mesh depicted in fig. <A HREF="#fig:try8x8_ov">8</A>,
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partitioned among two processes as shown by the dashed lines, with an
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overlap of 1 extra layer with respect to the partition of
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fig. <A HREF="node67.html#fig:try8x8">7</A>; the data
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distribution is such that each process will own 40 entries in the
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index space, with an overlap of 16 entries placed at local indices 25
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through 40; the halo will run from local index 41 through local index 48.. If process 0 assigns an initial value of 1 to its entries
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in the <SPAN CLASS="MATH"><IMG
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WIDTH="13" HEIGHT="14" ALIGN="BOTTOM" BORDER="0"
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SRC="img20.png"
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ALT="$x$"></SPAN> vector, and process 1 assigns a value of 2, then after a
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call to <code>psb_ovrl</code> with <code>psb_avg_</code> and a call to
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<code>psb_halo_</code> the contents of the local vectors will be the
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following (showing a transition among the two subdomains)
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<P>
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<BR>
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<DIV ALIGN="CENTER">
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<TABLE CELLPADDING=3 ALIGN="CENTER">
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<TR><TD ALIGN="CENTER" COLSPAN=3><SMALL CLASS="FOOTNOTESIZE">
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<SPAN>Process 0</SPAN></SMALL></TD>
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<TD ALIGN="LEFT"> </TD><TD ALIGN="CENTER" COLSPAN=3><SMALL CLASS="FOOTNOTESIZE">
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<SPAN>Process 1</SPAN></SMALL></TD>
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</TR>
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<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
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I </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> GLOB(I) </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> X(I) </SMALL></TD>
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<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> I </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> GLOB(I) </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> X(I) </SMALL></TD>
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</TR>
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<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
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1 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
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<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 33 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
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</TR>
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<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
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2 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
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<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 34 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
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</TR>
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<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
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3 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 3 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
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<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 3 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 35 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
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</TR>
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<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
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4 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 4 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
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<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 4 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 36 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
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</TR>
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<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
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5 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 5 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
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<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 5 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 37 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
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</TR>
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<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
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6 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 6 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
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<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 6 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 38 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
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</TR>
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<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
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7 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 7 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
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<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 7 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 39 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
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</TR>
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<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
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8 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 8 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
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<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 8 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 40 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
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</TR>
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<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
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9 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 9 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 9 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 41 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
10 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 10 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 10 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 42 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
11 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 11 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 11 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 43 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
12 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 12 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 12 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 44 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
13 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 13 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 13 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 45 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
14 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 14 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 14 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 46 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
15 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 15 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 15 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 47 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
16 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 16 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 16 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 48 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
17 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 17 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 17 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 49 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
18 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 18 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 18 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 50 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
19 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 19 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 19 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 51 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
20 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 20 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 20 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 52 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
21 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 21 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 21 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 53 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
22 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 22 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 22 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 54 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
23 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 23 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 23 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 55 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
24 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 24 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 24 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 56 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
25 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 25 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 25 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 57 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
26 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 26 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 26 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 58 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
27 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 27 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 27 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 59 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
28 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 28 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 28 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 60 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
29 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 29 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 29 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 61 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
30 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 30 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 30 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 62 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
31 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 31 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 31 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 63 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
32 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 32 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 32 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 64 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
33 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 33 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 33 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 25 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
34 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 34 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 34 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 26 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
35 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 35 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 35 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 27 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
36 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 36 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 36 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 28 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
37 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 37 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 37 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 29 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
38 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 38 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 38 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 30 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
39 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 39 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 39 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 31 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
40 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 40 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 40 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 32 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.5 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
41 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 41 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 41 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 17 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
42 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 42 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 42 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 18 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
43 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 43 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 43 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 19 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
44 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 44 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 44 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 20 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
45 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 45 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 45 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 21 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
|
|
</TR>
|
|
<TR><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE">
|
|
46 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 46 </SMALL></TD>
|
|
<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
|
|
<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 46 </SMALL></TD>
|
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 22 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
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47 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 47 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
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<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 47 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 23 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
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48 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 48 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 2.0 </SMALL></TD>
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<TD ALIGN="LEFT"> </TD><TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 48 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 24 </SMALL></TD>
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<TD ALIGN="RIGHT"><SMALL CLASS="FOOTNOTESIZE"> 1.0 </SMALL></TD>
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