@kruj
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noise dept.
𓃗
Color Me Curious
PUT YOUR BEARD IN MY MOUTH

#extradirty

Origami Around
Not today Justin
NASA
🩵 avery cochrane 🩵

shark vs the universe
occasionally subtle

Love Begins
d e v o n

Discoholic 🪩

❣ Chile in a Photography ❣
Monterey Bay Aquarium
Lint Roller? I Barely Know Her
The Stonewall Inn
Doug Jones

seen from Malaysia
seen from United States

seen from United States

seen from Malaysia

seen from Canada
seen from Austria
seen from Brazil
seen from United Kingdom

seen from Malaysia
seen from Germany

seen from United States

seen from Germany

seen from Bangladesh

seen from Nigeria
seen from Vietnam

seen from Pakistan

seen from Bangladesh

seen from Malaysia
seen from Bangladesh

seen from United States
@road-to-antares
@kruj
Michael Carini | Behind The Paint
Sometimes I post images that show a painting at several phases and it will prompt someone to comment that they prefer the painting at an earlier stage than the stage of completion. What they may fail to realize is that my goal is not to paint a pretty picture. My goal is to tell a story. Not every story is clean and pretty. Some stories are muddy and stormy. Of course many would prefer a clean story…a pretty story that is simple and without chaos. Sometimes the stories life paints aren’t quite as we hope or plan though. They just are what they are. Whatever those stories are and whatever form they take, if those stories are honest, they are beautiful. These are my stories and I make no apologies.
Stuck, Wes Bell
Mayday Parade, Milano 2008
Sketchbook XIII, 2014 Ink on paper
Michael Carini | Beautiful Accidents
Michael Carini | Wandering Wonderer | Acrylic on Canvas | 72in x 45in
Viscosis
No Reason To Believe
Untitled, 2017 Ink on paper 5 in x 10 in
Emil Nolde
“Meer im Abendlicht”
Tumbling regular polygons.
I started drawing math based pictures in primary school after one of my teachers gave me a book that explained the basics of ruler and compass constructions. This pattern was one of the examples.
Interestingly not all regular polygons can be constructed with ruler and compass. The smallest that is not possible is the heptagon. For these polygons the book explained how to draw them approximately. Since there are small mistakes in a drawing anyway, the approximation is not visible.
If you want to know more about constructible polygons this is a good place to start: https://en.wikipedia.org/wiki/Constructible_polygon
I love how the triangle looks like its marching.
There could / should be a line rotating inside the triangle & a point oscillating inside the line. It’s actually stressing me out they didn’t include that
Yeah, the problem is that the side of the triangle is bigger then the height of it. So the end of rotating line would go outside the triangle and it would look strange.
otto freundlich
many tiny houses