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Binary, Exponents & Computing

Binary, bits, bytes, and computing with 2^n.

Cryptography and Powers of Two: Block Sizes and Keys

October 7, 2026October 4, 2026 by Power of Two Editorial

Why AES, SHA, and RNG designs standardize on power-of-two bit and byte widths.

Categories Binary, Exponents & Computing

Floating Point and Powers of Two in Computing

October 7, 2026October 4, 2026 by Power of Two Editorial

How IEEE 754 floats encode values with binary exponents and where exact 2^n integers diverge.

Categories Binary, Exponents & Computing

Bitwise Left Shift as 2^n: Programming 1<

October 7, 2026October 3, 2026 by Power of Two Editorial

Use 1<

Categories Binary, Exponents & Computing

KiB, MiB, GiB vs KB, MB, GB: IEC vs SI Units

October 7, 2026October 3, 2026 by Power of Two Editorial

Decode binary IEC prefixes versus decimal SI labels and fix storage size confusion.

Categories Binary, Exponents & Computing

From Bits to Bytes: Powers of 2 in Memory Sizes

October 7, 2026October 2, 2026 by Power of Two Editorial

Connect bits, bytes, word sizes, and address space using powers-of-two math with worked intuition.

Categories Binary, Exponents & Computing

Why Computers Love Powers of Two: Binary Basics

October 7, 2026October 2, 2026 by Power of Two Editorial

How binary hardware, address buses, and bit shifts make powers of two the native language of computing.

Categories Binary, Exponents & Computing

Recent Posts

  • When 2^n Approximations Break Down: Rounding and Precision
  • Debugging Off-by-One Errors in Bit Shift Code
  • Confusing KB with KiB: File Size Discrepancies Explained
  • Why Your Calculator Shows Wrong Results for 2^64
  • Integer Overflow and Large Powers of Two

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