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<HTML><BODY><PRE></PRE><H2>NAME</H2><PRE>     mbrot - compute elements of Mandelbrot set</PRE><H2>SYNOPSIS</H2><PRE>     <STRONG>mbrot</STRONG> [ <STRONG>-b</STRONG> <EM>bottom</EM>_<EM>edge</EM> ] [ <STRONG>-t</STRONG> <EM>top</EM>_<EM>edge</EM> ] [ <STRONG>-l</STRONG> <EM>left</EM>_<EM>edge</EM> ] [     <STRONG>-r</STRONG> <EM>right</EM>_<EM>edge</EM> ] [ <STRONG>-c</STRONG> <EM>confidence</EM> ] [ <STRONG>-g</STRONG> <EM>grid</EM>_<EM>pts</EM> ] [ <STRONG>-C</STRONG> ] [ <STRONG>-</STRONG>     <STRONG>x</STRONG> ] <EM>output</EM>_<EM>file</EM></PRE><H2>DESCRIPTION</H2><PRE>     <EM>Mbrot</EM> computes points that are in the Mandelbrot set.   This     is  the set of all points <EM>Z</EM> in the complex plane such that C     = C * C + <EM>Z</EM> stays bounded as it is recursively repeated.     <EM>Mbrot</EM> produces an ESPS feature file, <STRONG><A HREF="../man5.html/FEA.5.html">FEA(5-ESPS)</A></STRONG>, that  con-     tains  two  fields:  <EM>X</EM>_<EM>pos</EM>  (  type  DOUBLE) and <EM>mbrot</EM> (type     SHORT).  <EM>X</EM>_<EM>pos</EM> is a scalar variable and is the x-axis  coor-     dinate  of  the  vertical  data  vector  stored in the <EM>mbrot</EM>     field.  <EM>mbrot</EM> is a vector of size <EM>grid</EM>_<EM>pts</EM> + 1 (see <STRONG>-g</STRONG>); the     zeroth  element  of the <EM>mbrot</EM> field has y-axis coordinate of     <EM>bottom</EM>_<EM>edge</EM> (see <STRONG>-b</STRONG>).  If " - "  is  supplied  in  place  of     <EM>output</EM>_<EM>file</EM>, then standard output is used.</PRE><H2>OPTIONS</H2><PRE>     The following options are supported:     <STRONG>-b</STRONG> <EM>bottom</EM>_<EM>edge</EM> [-1.]          Specifies the lower edge of the region over  which  the          Mandelbrot set is computed.     <STRONG>-t</STRONG> <EM>top</EM>_<EM>edge</EM> [1.]          Specifes the upper edge of the region  over  which  the          Mandelbrot set is computed.     <STRONG>-l</STRONG> <EM>left</EM>_<EM>edge</EM> [-1.9]          Specifies the left edge of the region  over  which  the          Mandelbrot set is computed.     <STRONG>-r</STRONG> <EM>right</EM>_<EM>edge</EM> [.6]          Specifies the right edge of the region over  which  the          Mandelbrot set is computed.     <STRONG>-c</STRONG> <EM>confidence</EM> [342]          Specifies the  number  of  iterations  used  to  decide          whether  the point is in the set.  That is, if after <STRONG>-c</STRONG>          specified iterations of  the  recursion  the  point  is          still  bounded (real and imaginary parts less than 2 in          magnitude), then the point is considered to be  in  the          set.  The larger the <EM>confidence</EM> factor, the sharper the          set boundaries become (and often the  more  interesting          the image looks).     <STRONG>-g</STRONG> <EM>grid</EM>_<EM>pts</EM> [100]          Specifies the number of grid cells to use  in  dividing          the region of interest. Often, the larger the number of          <EM>grid</EM>_<EM>pts</EM>, the more interesting the image looks.     <STRONG>-C</STRONG>    By default, <EM>mbrot</EM> returns 0 if the point is not in the          set  and 1 if the point is in the set.  By specifying <STRONG>-</STRONG>          <STRONG>C</STRONG>, each point is assigned a value between -64  and  50.          Points  in the set get 50.  Proportionally lower values          are given to all other points based on how close  there          are to being in the set. For example, if the <EM>confidence</EM>          factor is 114 and the point falls out of the set  after          90  iterations, the value given this point is 26 ( = 90          - 64 ). To make full use of the <EM>xwaves</EM> colormaps,  make          sure that the <STRONG>-c</STRONG> specified value is an integer multiple          of 114.     <STRONG>-x</STRONG>    If specified, debug information is printed to stderr.</PRE><H2>ESPS PARAMETERS</H2><PRE>     The parameter file is not processed.</PRE><H2>ESPS COMMON</H2><PRE>     ESPS Common is not read by <EM>mbrot</EM>.</PRE><H2>ESPS HEADERS</H2><PRE>     In addition to the usual header values  for  <STRONG><A HREF="../man5.html/FEA.5.html">FEA  (5 - ESPS)</A></STRONG>     files,  <EM>mbrot</EM>  writes  the  following  values:  <EM>num</EM>_<EM>grid</EM>_<EM>pts</EM>     (LONG),   <EM>num</EM>_<EM>iterations</EM>   (LONG),    <EM>left</EM>_<EM>edge</EM>    (DOUBLE),     <EM>right</EM>_<EM>edge</EM>  (DOUBLE),  <EM>bottom</EM>_<EM>edge</EM>  (DOUBLE), <EM>top</EM>_<EM>edge</EM> (DOU-     BLE), <EM>X</EM>_<EM>inc</EM> (DOUBLE), <EM>Y</EM>_<EM>inc</EM> (DOUBLE),</PRE><H2>FUTURE CHANGES</H2><PRE>     Parameter file processing will be added.</PRE><H2>EXAMPLES</H2><PRE>     By default, <STRONG><A HREF="../man1.html/mbrot.1.html">mbrot (1-ESPS)</A></STRONG> produces the classical fuzzy bug.     Try the following:          %mbrot - |  image -embrot -S500:400 -     For a more interesting display, try          %mbrot -C -l-1.254 -r-1.2536 -b.0234 -t.0238  - g800  -          c798 - |          tofspec -fmbrot - mbrot.fspec&amp;     This will take a while to complete, but when it is done  use     <EM>xwaves</EM> to view the <STRONG><A HREF="../man5.html/FEA_SPEC.5.html">FEA_SPEC (5-ESPS)</A></STRONG> file.     In general, the more interesting images  are  found  on  the     edges of the set.</PRE><H2>SEE ALSO</H2><PRE>     <STRONG><A HREF="../man1.html/image.1.html">image (1-ESPS)</A></STRONG>, <STRONG><A HREF="../man1.html/xwaves.1.html">xwaves (1-ESPS)</A></STRONG>, <STRONG><A HREF="../man1.html/tofspec.1.html">tofspec (1-ESPS)</A></STRONG></PRE><H2>WARNINGS AND DIAGNOSTICS</H2><PRE></PRE><H2>BUGS</H2><PRE>     None known.</PRE><H2>REFERENCES</H2><PRE>     James Gleick, <EM>CHAOS</EM>,  New York, PENGUIN BOOKS, 1987</PRE><H2>AUTHOR</H2><PRE>     Program and manual page by David Burton</PRE></BODY></HTML>

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