• Overturned polygons: shapes with less than two sides http://chalkdustmagazine.com/blog/overturned-polygons/ 22 comments 15/11/2018
• Parable of the Polygons – a playable post on the shape of society http://ncase.me/polygons/ 2 comments 13/5/2017
• Parable of the polygons – A playable post on the shape of the society http://ncase.me/polygons/ 3 comments 17/3/2016
• Parable of the Polygons – a playable post on the shape of society http://ncase.me/polygons/ 86 comments 8/12/2014

• creating polygon-shaped holes in water http://dcwww.camp.dtu.dk/~tbohr/rotatingpolygon/ 3 comments 22/5/2006 reddit.com
• Check out my module for calculating area, center of mass and other geometrical properties for arbitrary 2D shapes: polygon-math https://gerritnowald.wordpress.com/2022/05/17/polygon-module-object-oriented/ 2 comments 18/5/2022 python
• Shapes Within Polygons https://www.reddit.com/r/math/comments/ac10qv/shapes_within_polygons/ 6 comments 3/1/2019 math
• Overturned polygons: shapes with less than two sides http://chalkdustmagazine.com/blog/overturned-polygons/ 4 comments 22/11/2018 math
• Criteria for Polygonal Shape To Be Tileable On Contiguous 2D Grid? https://www.reddit.com/r/math/comments/9kj1hg/criteria_for_polygonal_shape_to_be_tileable_on/ 7 comments 1/10/2018 math
• Parable of the Polygons - a playable post on the shape of society http://ncase.me/polygons/ 3 comments 8/12/2014 politics
• Is there a quick way to reduce polygon count while keeping the shape? None 6 comments 12/2/2021 blender
• Introducing SwiftUI Polygon: An animatable SwiftUI Polygon Shape with support for mesh rendering https://twitter.com/cypher_poet/status/1240443354271363072 3 comments 19/3/2020 swift
• There are infinite regular 2 dimensional polygons. There are a handful of regular 3 dimensional polyhedrons. Are there regular shapes in 4 dimensions? In higher dimensions? How many? https://www.reddit.com/r/askscience/comments/7b07zb/there_are_infinite_regular_2_dimensional_polygons/ 16 comments 5/11/2017 askscience
• Matic Price Analysis: A V-shaped Recovery In Polygon Is Ready To Challenge The Previous Swing High For A Bullish Breakout https://coinmarketcap.com/headlines/news/matic-price-analysis-a-v-shaped-recovery-in-polygon-is-ready-to-challenge-the-previous-swing-high-for-a-bullish-breakout/ 28 comments 2/12/2021 cryptocurrency