Happy Valentine's Day! Feel the love with this polyomino puzzle created in #WolframLanguage: https://wolfr.am/1bcyvNKDC

Watching Shark Tank and wondering what terms like "growth rate" or "market size" say about a company's performance? See how to model a business in Wolfram System Modeler and analyze different business strategies: https://wolfr.am/1b8kAiV1g

Import data from curated external services and analyze trends intuitively using #WolframLanguage! Get unique insights from data by doing #datascience the Wolfram Way. https://wolfr.am/1aVSCzWjo

Grow or shrink? This #Wolfram Demonstration explores how temperature change and grain size impact homogeneous nucleation: https://wolfr.am/1aTcqpNXY

From nuisance to art! Create #computationalart by re-creating the visual effect of video feedback: https://wolfr.am/1aRzvzjuM

If you've taken a picture of a fast object with your phone, you may have encountered the rolling shutter effect. Read how this distortion is caused, and model it using a propeller: https://wolfr.am/1aMX9K7rE

What can you do with the networks in the Wolfram Neural Net Repository? Breakdown the repository over the years by task type and net construction: https://wolfr.am/1aRzfLyy4

Sentiment analysis for finance? Read how one user trained the FinBERT and FinRoBERTa models with #WolframLanguage: https://wolfr.am/1aH2EzD4E

Polyominoes with more sides? Explore "polyforms", polygons connected along their edges, in this #Wolfram Demonstration: https://wolfr.am/1aIub9Kxl

A real impossible cube? Inspired by M.C. Escher and a video from Pierpaolo Andraghetti, see how to construct a 3D model that creates the illusion of an impossible cube: https://wolfr.am/1aH2AqMkj