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README  view on Meta::CPAN

    computation on one spot. There are two conditions that can trigger that.
    Either you run out of iterations (exceeded the maximal interation
    *count*). Please note, that the actual number is the displayed number
    squared. This gives you a wider range eof options and a little more
    comfort while changing the value. When the computation runs out of
    iterations, the current pixel will get the background color. The second
    stop criterion is fulfilled when the value exceeds the bailout limit
    (*Value*), which is also the displayed number squared. In the right
    corner you got ten different ways how to compute the amount of z.
    Mathematicians call them merics. They mostly influence the shape around
    the main shape (the crwon - corona).

  Monomials
    The second tab contains 4 identical sections which also work the same
    way. Each of them stand in for a monomial of the iteration equation, but
    only if the checkbox *On* is marked. A second checkbox decides if this
    monomial gets added or subtracted. The third allows you discard the
    complex factor below the checkboxes. The fourth checkbox allows you to
    use the current pixel coordinates as second factor in the monomial.
    Please be aware this option can only be chosen if fractal type "Any" is
    active and the *Monomial* checkbox in the upper right corner is on. Both

lib/App/GUI/Juliagraph.pm  view on Meta::CPAN

The fifth section holds all values that determine the end of the computation
on one spot. There are two conditions that can trigger that. Either you run
out of iterations (exceeded the maximal interation I<count>). Please note,
that the actual number is the displayed number squared. This gives you a
wider range eof options and a little more comfort while changing the value.
When the computation runs out of iterations, the current pixel will get
the background  color. The second stop criterion is fulfilled when
the value exceeds the bailout limit (I<Value>), which is also the displayed
number squared. In the right corner you got ten different ways how to compute
the amount of z. Mathematicians call them merics. They mostly influence
the shape around the main shape (the crwon - corona).

=head2 Monomials

=for HTML <p>
<img src="https://raw.githubusercontent.com/lichtkind/App-GUI-Juliagraph/master/img/POD/Tab_Polynomials.png"    alt=""  width="630" height="410">
</p>

The second tab contains 4 identical sections which also work the same way.
Each of them stand in for a monomial of the iteration equation, but only
if the checkbox I<On> is marked. A second checkbox decides if this monomial