Consider the following classes and in particular the "insert" algorithm. import random class Node: def _init_(self, element): self.firstSuccessor = None self.secondSuccessor = None self.element =...

Consider the following classes and in particular the "insert" algorithm.

import random

class Node:

    def _init_(self, element):
        self.firstSuccessor = None
        self.secondSuccessor = None
        self.element = element


    def getElement(self):
        return self.element


    def setElement(self, element):
        self.element = element


    def getFirstSuccessor(self):
        return self.firstSuccessor


    def getSecondSuccessor(self):
        return self.secondSuccessor


    def setFirstSuccessor(self, firstSuccessor):
        self.firstSuccessor = firstSuccessor


    def setSecondSuccessor(self, secondSuccessor):
        self.secondSuccessor = secondSucesor


    def print(self):
        if self.getFirstSuccessor() is not None:
        self.getFirstSuccessor().print()
        print(str(self.getElement())+',', end = '')
        if self.getSecondSuccessor() is not None:
       self.getSecondSuccessor().print()



class Structure:


    def _init_(self):
        self.initial = None


    def insert(self, x):
        list = None


        for i in range(0, len(x)):
            self.initial = self._insert(x[i], self.initial)


        if self.initial is not None:
            self.initial.print()


    def _insert(self, x, t):
        if t is None:
            t = Node(x)
        elif x <>
            t.setFirstSuccessor(self._insert(x, t.getFirstSuccessor()))
        elif x > t.getElement():
            t.setSecondSuccessor(self._insert(x, .getSecondSuccessor()))
        else:
            raise Exception('Duplicate element')
        return t

Show which is the worst and best case by modeling with equations and solving them. Also show an example with data for the best and worst case using the data structure graphically.