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Copy pathDLL.java
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199 lines (171 loc) · 5.21 KB
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//За дадена двојно поврзана листа од N цели броеви, треба да се најде бројот на елементи такви што просекот на елементите од пред него во листата е поголем од просекот на елементи после него во листата.
//
// Влез: Првиот број од влезот е бројот на елементи во листата N, а потоа во следниот ред се дадени самите елементи одделени со празно место.
//
// Излез: Бројот на елементи што го задоволуваат условот.
//
// /
//
// For a given doubly-linked list with N integers, you need to find the number of elements such that the average of all elements before it is bigger than the average of all elements after it in the list.
//
// Input: The first number in the input is the number of integers in the list N, then in the next line the elements are given, separated by spaces.
//
// Output: The number of elements that satisfy the condition.
//
// For example:
//
// Input Result
// 5
// 1 2 3 4 5
// 0
// 4
// 5 4 3 2
// 2
import java.util.*;
class DLLNode<E> {
protected E element;
protected DLLNode<E> pred, succ;
public DLLNode(E elem, DLLNode<E> pred, DLLNode<E> succ) {
this.element = elem;
this.pred = pred;
this.succ = succ;
}
@Override
public String toString() {
return element.toString();
}
}
class DLL<E> {
private DLLNode<E> first, last;
public DLL() {
this.first = null;
this.last = null;
}
public void insertFirst(E o) {
DLLNode<E> ins = new DLLNode<>(o, null, first);
if (first == null)
last = ins;
else
first.pred = ins;
first = ins;
}
public void insertLast(E o) {
if (first == null)
insertFirst(o);
else {
DLLNode<E> ins = new DLLNode<>(o, last, null);
last.succ = ins;
last = ins;
}
}
public void insertBefore(E o, DLLNode<E> before) {
if (before == first) {
insertFirst(o);
return;
}
DLLNode<E> ins = new DLLNode<>(o, before.pred, before);
before.pred.succ = ins;
before.pred = ins;
}
public E delete(DLLNode<E> node) {
if (node == first)
return deleteFirst();
if (node == last)
return deleteLast();
node.pred.succ = node.succ;
node.succ.pred = node.pred;
return node.element;
}
public E deleteFirst() {
if (first != null) {
DLLNode<E> tmp = first;
first = first.succ;
if (first != null) first.pred = null;
if (first == null) last = null;
return tmp.element;
}
return null;
}
public E deleteLast() {
if (first != null) {
if (first.succ == null)
return deleteFirst();
else {
DLLNode<E> tmp = last;
last = last.pred;
last.succ = null;
return tmp.element;
}
}
return null;
}
public DLLNode<E> find(E o) {
DLLNode<E> tmp = first;
while (tmp != null) {
if (tmp.element.equals(o))
return tmp;
tmp = tmp.succ;
}
return null;
}
public int getSize() {
int size = 0;
DLLNode<E> tmp = first;
while (tmp != null) {
size++;
tmp = tmp.succ;
}
return size;
}
public DLLNode<E> getFirst() {
return first;
}
public DLLNode<E> getLast() {
return last;
}
@Override
public String toString() {
StringBuilder ret = new StringBuilder();
DLLNode<E> tmp = first;
while (tmp != null) {
ret.append(tmp.toString());
if (tmp.succ != null)
ret.append("<->");
tmp = tmp.succ;
}
return ret.toString();
}
}
public class Main {
public static void main(String[] args) {
Scanner sc=new Scanner(System.in);
int N=sc.nextInt();
int sum=0;
DLL<Integer>list=new DLL<>();
for (int i=0;i<N;i++){
int element = sc.nextInt();
list.insertLast(element);
sum+=element;
}
int size= list.getSize();
int count=0;
DLLNode<Integer>curr=list.getFirst();
int sumbef=0;
int sizebef=0;
while (curr!=null){
int sumafter=sum-sumbef- curr.element;
int sizeafter=size-sizebef-1;
if(sizebef>0 && sizeafter>0){
double avgbef=(double) sumbef/sizebef;
double avgafter=(double) sumafter/sizeafter;
if(avgbef>avgafter){
count++;
}
}
sumbef+=curr.element;
sizebef++;
curr=curr.succ;
}
System.out.println(count);
}
}