Keep Prime Numbers

📝 Special Statement

🔢 The Prime Predator: A High-Stakes Numerical Scramble! 🎯

Hark, Logic Master! Prepare your mind for a blistering, brain-teasing puzzle that demands both lightning speed and absolute numerical precision! This is The Number Purge, a high-intensity, focused challenge where your mission is to surgically dismantle a chaotic structure, separating the fundamental building blocks of math! You must become the predator of the composite and the protector of the prime! 💥

🧱 The Arena: A Tense Grid of Digits

The playing field is a dynamic, tightly packed structure composed entirely of numbered blocks, creating a sense of urgent, contained chaos. The atmosphere is one of tense, focused calculation—every move you make reverberates through the structure.

• The Goal: Your objective is to achieve Numerical Isolation! You must remove all the blocks that represent a Composite Number (a positive integer that has at least one divisor other than one and itself), while keeping every block that represents a Prime Number (a positive integer greater than 1 that has no positive divisors other than 1 and itself) suspended and intact!
• The Action: The control is simple but requires strategy: Click or tap the unused block—the composite numbers you wish to eliminate—to drop it out of the structure! This will initiate a physics-based chain reaction!

💣 The Challenge: Surgical Precision and Structural Integrity

The puzzle's brilliance lies in the dual challenge you face:

1. Composite Identification: You must instantly identify which numbers are composite (e.g., 4, 6, 8, 9, 10, 12...) and which are prime (e.g., 2, 3, 5, 7, 11, 13...). Numerical knowledge is your weapon! 🧠
2. Structural Tactics: Removing a composite block destabilizes the entire structure! You must anticipate how the remaining blocks—especially the precious prime numbers—will shift, settle, or fall. One wrong click, and a crucial prime block tumbles out, ending the level!

• Protect the Primes: The composite blocks often serve as the necessary scaffolding supporting the prime blocks. Your task is to strategically remove the scaffolding while maintaining the overall integrity of the structure's core (the primes).
• Sequential Destruction: You must plan the sequence of your removals meticulously. Removing block 'A' might allow block 'B' to slide safely onto a new foundation, but removing 'C' first might send everything crashing down!

Can you demonstrate the necessary speed, strategy, and mathematical mastery to purge the composite and preserve the prime? The blocks are set—your challenge to achieve perfect numerical distinction starts now! Get ready to tap and conquer! 🔢

📋 Instructions