Binary to Decimal and Base-62 Converter

How it Works

The binary to decimal conversion is performed using the built-in parseInt function in JavaScript, which takes two arguments: the binary number as a string and the base of the number (2 for binary). The result is the decimal equivalent of the binary number.

The binary to base-62 conversion is performed using a custom function that takes the binary number as input and returns the base-62 equivalent. The function works by first converting the binary number to a decimal number, then using a while loop to divide the decimal number by 62 and append the remainder to the base-62 number.

Common Use Cases

• Converting binary data from a database or file to decimal or base-62 for easier analysis or processing.
• Generating base-62 URLs or identifiers for web applications or APIs.
• Converting binary numbers to decimal or base-62 for use in mathematical or scientific calculations.
• Creating binary-based data storage or encryption systems that require conversion to decimal or base-62.
• Developing applications that work with binary data, such as image or audio processing software.
• Converting binary numbers to decimal or base-62 for use in educational or training materials.
• Creating binary-based games or puzzles that require conversion to decimal or base-62.
• Converting binary data from embedded systems or microcontrollers to decimal or base-62 for analysis or debugging.
• Developing applications that work with base-62 encoded data, such as URL shorteners or data compression algorithms.
• Converting binary numbers to decimal or base-62 for use in research or academic papers.