A library written in F# for generating and traversing 2D matrices in a spiral pattern.
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Updated
Feb 21, 2026 - F#
A library written in F# for generating and traversing 2D matrices in a spiral pattern.
This program implements a function to traverse and return all elements of a given m x n matrix in spiral order. It includes test cases to demonstrate its correctness across various matrix configurations.
A Python Script which generates a grid of images in a spiral or snake pattern
Generate a square 2-d matrix with an outward-spiraling series of elements
The following program generates matrices in a clockwise spiral pattern based on user input for the size and corner values.
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SpiralKey is a cutting-edge cryptographic method that combines the robustness of symmetric key encryption with the captivating properties of spiral matrices.
DSA Interview Prep: A comprehensive collection of Data Structures and Algorithms (DSA) interview problems and their solutions, designed to help candidates prepare effectively for technical interviews. This repository includes a variety of problems and solutions in multiple programming languages, making it a valuable resource for software engineers.
A C algorithm that generates an NxN matrix filling integers spirally inwards, starting from the bottom-right corner and moving counter-clockwise (Up -> Left -> Down -> Right).
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Welcome to the Spiral Print Pattern project! This mini-project demonstrates the dynamic creation and visualization of a spiral matrix.
SpiralKey is a cutting-edge cryptographic method that combines the robustness of symmetric key encryption with the captivating properties of spiral matrices
Tool for spiral walking in a 2D matrix or a plain in a 3D matrix. Works as a iterator on a list with coordinates starting at centre.
Magic Spiral solution in javascript, Rust
Spiral Matrix – clockwise and counter-clockwise
A C algorithm that generates an NxN matrix starting from the center element (1) and filling integers spirally outwards in a counter-clockwise direction (Down -> Left -> Up -> Right).
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