Leetcode 2337 | Move Pieces to Obtain a String | Two Pointers | Simulation | DSA

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🎯 **Code Implementation**:
**Title:** Can Transform `Start` to `Target` String? | Detailed C++ Solution Explained!

**Description:**

🚀 **Welcome to this comprehensive video solution for the problem involving transforming the `start` string into the `target` string!** In this video, I'll guide you step-by-step on how to solve this challenging yet interesting problem using an efficient C++ approach.

**Problem Statement:**
Given two strings, `start` and `target`, containing the characters `'L'`, `'R'`, and underscores (`'_'`), you need to determine if it's possible to transform `start` into `target` by following specific movement constraints:
- `'L'` can only move left.
- `'R'` can only move right.
- Underscores (`'_'`) can be used as empty spaces.

In this video, you'll learn:
1. 💡 **Intuition Behind the Problem**: We'll break down the problem to understand the transformation rules intuitively.
2. 🔍 **Approach & Algorithm**: Learn how to implement a two-pointer approach to handle character movement and match transformations between `start` and `target`.
3. 📈 **Complexity Analysis**: Understand the time and space complexity of our solution, so you know why it works efficiently even for larger strings.
4. ✍️ **Code Walkthrough**: Step-by-step explanation of each line of code in C++ to ensure every detail is covered.

**Key Highlights**:
- ✔️ Efficient use of two pointers to skip underscores (`'_'`) and match `L` and `R` with the constraints.
- ✔️ Detailed explanation of **why** each condition is necessary for a valid transformation.
- ✔️ Coverage of common pitfalls and edge cases that could lead to incorrect results if overlooked.

### **Learning Outcomes**:
By the end of this video, you'll understand how to solve problems involving transformations with movement constraints efficiently. This will help you tackle similar **two-pointer** and **string manipulation** problems in future coding interviews or competitive programming contests.

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### **Stay Connected**:
- 💬 Drop your questions in the comments. I'll be happy to help!
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