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Solve the following problem using Python, implementing the functions described below, one line at a time
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Description:

def write_as_dot(self, f, data=None, max_levels=None):
        "Write the tree in the dot language format to f."
        assert (max_levels is None) or (max_levels >= 0)
        def visit_node(n, levels):
            lbl = "{"
            if data is None:
                if self.k <= max_k_labeled:
                    lbl = repr(n.label()).\
                          replace("{","\{").\
                          replace("}","\}").\
                          replace("|","\|").\
                          replace("<","\<").\
                          replace(">","\>")
                else:
                    lbl = str(n)
            else:
                s = self.bucket_to_block(n.bucket)
                for i in xrange(self.blocks_per_bucket):
                    lbl += "{%s}" % (data[s+i])
                    if i + 1 != self.blocks_per_bucket:
                        lbl += "|"
            lbl += "}"
            f.write("  %s [penwidth=%s,label=\"%s\"];\n"
                    % (n.bucket, 1, lbl))
            levels += 1
            if (max_levels is None) or (levels <= max_levels):
                for i in xrange(self.k):
                    cn = n.child_node(i)
                    if not self.is_nil_node(cn):
                        visit_node(cn, levels)
                        f.write("  %s -> %s ;\n" % (n.bucket, cn.bucket))

        f.write("// Created by SizedVirtualHeap.write_as_dot(...)\n")
        f.write("digraph heaptree {\n")
        f.write("node [shape=record]\n")

        if (max_levels is None) or (max_levels > 0):
            visit_node(self.root_node(), 1)
        f.write("}\n")