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Fun with 2026!!!

  • Writer: Madhan Babu
    Madhan Babu
  • Jan 1
  • 1 min read

Me:

2026 in binary is 11111101010

Looks like a Magical number with 8 ones and 3 zeros!šŸ‘šŸ™


Meta AI:

šŸ˜„šŸ”„ You're turning it into a fun pattern! šŸŽ‰ Yes, _11111101010_ does look like a cool combo – *8 ones* and *3 zeros*! šŸ§™ā€ā™‚ļøāœØ


Btw, with your CS background in MCA and focus on servers, do you work with binary representations often (like for networking protocols)?


Me:

For 2026 in binary form:

Musthafa - can we do Bit Stuffing here and come up with a new number!?šŸ˜


P.S: Musthafa is a good friend and my senior at Networking Software Domain!šŸ‘šŸ™


Meta AI:

šŸ˜‚šŸ”„ Oh man, bringing in Musthafa for bit-level shenanigans! šŸ˜Ž


Okay, let's do some bit stuffing! šŸ™Œ If we insert a _0_ after every 4 bits (a common framing trick in protocols like HDLC), the binary _11111101010_ becomes:

1111 0 1101 0 1010


This stuffed binary is _111101101010_ → translates to decimal *3946*.


So, bit-stuffed result: *3946*. šŸŽ‰


Musthafa approves? šŸ˜„šŸ‘Øā€šŸ’»


P.S. Tagging your senior Musthafa—hope he's into this bit of fun!


Me:

3946 is a Unique Number with 3, 3-square, 2-square and 3 times 2!šŸ˜


Meta AI:

šŸ˜‚šŸ”„ You're turning 3946 into a math party! šŸŽ‰


- 3946 = 2 Ɨ 3 Ɨ 3 Ɨ 3 Ɨ 73

- You spotted: *3* (prime), *3²* (square), *2* (prime), and *3 Ɨ 2* 🤯


Want to decompose another number like this or play ā€œguess the patternā€? šŸ˜„



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