Solutions for Codeforces Round 899 Division 2 Problems

Problem A: Minimum Non-Conflicting Value Sequence Given a sequence of intgeers, find the smallest positive integer that can be added to make all elements distinct while maintaining increasing order. #include<iostream> #include<vector> using namespace std; int find_min_increment(vector<int>& nums) { int current = 1; ...

Posted on Sat, 01 Aug 2026 16:13:35 +0000 by chaffinator

Algorithmic Breakdown of AtCoder Beginner Contest 063 Problems

Problem A: Threshold Validation Statement: Evaluate the summation of two integer inputs. Return the calculated value if it remains within or below ten; otherwise, flag an invalid state. Approach: Direct arithmetic comparison eliminates the need for complex graph algorithms. Computing the aggregate and applying a single conditional branch yields ...

Posted on Sat, 25 Jul 2026 16:40:08 +0000 by TeamTJ

Dynamic Programming Solutions for Competitive Programming Problems

Potion-making Solution This problem requires solving the equation i/(i+j) = k/100 to find the minimal total ingredients. The solution involves iterating through possiblle values of i and j. #include <iostream> #include <cmath> using namespace std; void solvePotion() { int target_percentage; cin >> target_percentage; ...

Posted on Mon, 20 Jul 2026 17:27:42 +0000 by pod2oo5

Fundamental Algorithmic Patterns and Code Templates for Competitive Programming

Binary Search Methodologies Integer binary search typically relies on partitioning a range [left, right] based on a predicate function. Two common partitions are used depending on whether the midpoint belongs to the left or right sub-interval. // Partition: [left, pivot] | [pivot + 1, right] int find_first_valid(int left, int right) { while ...

Posted on Sat, 18 Jul 2026 16:57:35 +0000 by kmutz22

Efficient Solution for Two-Interval Sum Problem Using Two-Pointer Technique

Problem AnalysisThe problem requires finding, for each position i in an array, the maximum value k such that the sum of elements in the left interval [i, i+k-1] and the sum of elements in the right interval [i+k, i+2*k-1] are both less than or equal to a given value s.Why Binary Search FailsAt first glance, one might consider using binary searc ...

Posted on Thu, 16 Jul 2026 17:10:43 +0000 by flattened

AtCoder Beginner Contest 352 Solutions

Problem A - AtCoder Line Straightforward check: determine whether point z lies between x and y on the number line. Simply swap if necessary to ansure x ≤ y, then verify the condition. Click to view code #include <cstdio> #include <algorithm> using namespace std; int main() { int n, p, q, r; scanf("%d%d%d%d", & ...

Posted on Thu, 16 Jul 2026 17:03:34 +0000 by craigbabe

AtCoder Beginner Contest 014 - Problem Solutions

Problem A Given a snacks to distribute equally among b people. Snacks cannot be divided. Find the minimum number of additional snacks that need to be purchased. Solution Each person requires ceil(a/b) snacks. Therefore, the total snacks needed is ceil(a/b) * b. The additional snacks required is ceil(a/b) * b - a. int snacks, people; std::cin &g ...

Posted on Tue, 14 Jul 2026 17:33:54 +0000 by ypkumar

Algorithm Solutions for Competitive Programming Problems

Modular Division of Large Numbers This solution demonstrates how to perform division operations with large numbers under a specific modulus using Fermat's Little Theorem. The approach converts string representations of numbers into numerical arrays and applies modular arithmetic properties. #include <iostream> #include <cstdio> #inc ...

Posted on Tue, 14 Jul 2026 17:29:01 +0000 by modcar

Algorithmic Problem-Solving Techniques for Educational Codeforces Round 159

Strategic Approach: A highly effective methodology for competitive programming is to first implement a straightforward, correct solution and subsequently refine it for efficiency. This iterative process minimizes logical errors and simplifies debugging, particularly when dealing with complex mathematical derivations or intricate data structure ...

Posted on Mon, 13 Jul 2026 16:34:40 +0000 by sameveritt

Optimizing Laser Path and Diagonal Grid Separation Problems

When solving this problem, precision errors in floating-point comparisons led to multiple failed submissions despite correct algorithmic logic. The challenge lies in grouping monsters by their directional vectors and efficiently computing the number of targets hit by a laser fired in a specific direction. Monsters are represented as coordinate ...

Posted on Sat, 11 Jul 2026 17:06:05 +0000 by taha