SuperRare

GN | 36864 Square | 1/1 Edition
Collected by the only king ~

GN | 36864 Square | 1/1 Edition
Collected by the only king ~ https://x.com/punk6529

https://x.com/thecompez/status/1718283783550464341

1/ In this image, you'll find conceptual numbers, 0 and 1 at the center, which can change from light to dark through random color generation. Close inspection reveals eight surrounding particles, each with its unique concept.

2/ The secret of transaction on the blockchain
First 64 blocks with smaller size, represents a transaction on the blockchain. The real value, 64 characters after '0x,' signifies the address of the first buyer's transaction, verified by Punk 6529.

2/ The secret of transaction on the blockchain
First 64 blocks with smaller size, represents a transaction on the blockchain. The real value, 64 characters after '0x,' signifies the address of the first buyer's transaction, verified by Punk 6529. 

https://etherscan.io/tx/0x832a3c9cf593eaf26c6a87011b66e371ae89fd4d8da0b8d5bab4ad1dfc3b9cca

3/ Uniqueness of the piece
This piece is unique because every time it's produced, all the generated blocks are different from each other. This means that each time it's produced, their states (0/1) are changing, and it can be produced a certain number of times.

4/ Features of piece 36864
36,864 is an even composite number composed of two prime numbers multiplied together.

5/ The next generation of this part will be 65536!
65,536 is a natural number, and it is important for several reasons in various fields, especially in the context of computer science and mathematics.

6/ Power of 2: 65,536 is 2^16, which means it can be expressed as 2 multiplied by itself 16 times. This makes it a significant number in binary representation, memory addressing, and other areas where powers of 2 are essential.

7/ Binary Representation: In binary notation, 65,536 is represented as 10000000000000000. It has 16 consecutive zeros after the leading 1, which is significant because it allows for efficient memory addressing and bitwise operations in computer systems.

8/ Memory: In computing, memory and storage sizes are often measured in binary units, such as bytes, kilobytes, megabytes, gigabytes, etc., which are all powers of 2. 65,536 bytes is equivalent to 64 kilobytes, making it a convenient unit for discussing memory sizes.

9/ Internet Protocol: The Internet Protocol version 4 (IPv4) uses a 32-bit address space. 65,536 (2^16) is the number of available ports in the TCP/IP protocol suite, and it plays a crucial role in network communication.

10/ Mathematics: 65,536 has mathematical significance as a power of 2 and in various mathematical calculations and concepts. It is often used as an example when discussing exponential growth or the properties of powers of 2.

11/ Computer Science: Many computer systems and software applications are designed with 16-bit architecture or multiples of 2, making 65,536 a relevant number for addressing and managing data.

12/ In Bitcoin's Compact Blocks, a 16-bit index limitation restricted transactions to 65536 per block. Larger blocks, over 4 MB, could cause issues, especially beyond 8 MB. Bitcoin ABC and Bitcoin XT resolved this by adopting 32-bit indexes, allowing more transactions per block.

13/ In summary, 65,536 is a natural number that holds particular importance in computer science, mathematics, and related fields due to its binary representation, power-of-2 nature, and its role in memory addressing, networking, and other computational applications.

14/ Therefore, I will create the next generation of this piece based on 65536 for /superrare. I sincerely thank you for reading this thread. ❤️🙏🤍

A Photographer & Multidisciplinary Artist | Physicist | Crypto Enthusiast | https://linktr.ee/nimaleophotos

Builder /booster Community Growth | Bullish on crypto | Abstract Art Lover
| linktr.ee/nickyboost

amazing, enjoyed reading it, well done mate

Wow,@compez.eth! Truly a masterpiece, perfectly fit for a king’s collection. Love the intricate details and the vibes it gives off🔥

Good night amazing Man 💎💎💎
Sweet dreamss 🌌🌠