Want to take control of your online presence? Check out our latest blog post on using Circles, Boundaries, and Roles in Bonfire! Learn how to create custom #circles, grant specific #roles, and share content with the right people. 🎯
Turn your online interactions into meaningful connections.
Since it's the last day of 2023, I'm going to share my Mastodon circles. These are the circles of people that interact most with myself and my posts here on the platform, so THANK YOU to all of you amazing people that I'll tag below!
Those that have been following me for awhile are aware of my love of all things circular. Mandalas, ensos and polka dots! So I took my Pretty Paws and made it into a circle. That's it!
:fdroid: Happy #FDroidFriday! What apps have you found useful this week?
📸 A lot of people like to take #photos and share them with specific family or friends over time. If you want to do this without Big Tech in the way, check out #Circles.
It's still technically in Beta, but works great. It runs entirely over the #Matrix protocol and uses encrypted rooms to manage your sharing and commenting. You can use their homeserver, or your own existing one.
🔥🔥 Managing your circles on #bonfire is now a breeze. 🌟 Create new #circles effortlessly and organize your users directly from any feed or user profile. Check out the video or experience it firsthand on our campground! 🏕️ https://campground.bonfire.cafe
Clip "3in1" - Es ist wirklich abgefahren, was mit ein bisschen Code möglich ist. Hier ist er:
from turtle import *
bgcolor("color0")
colorexplosion = ("color1", "color2", "color3", "color4", "color5", "color6", "color7")
for i in range(x):
for gaudy in colorexplosion:
color(gaudy)
circle(xx)
pu()
fd(1 + i)
lt(xx)
pd()
...ein ganz klein bisschen mehr gab's noch ;), aber das " Herzstück" war immer s.o. Der Unterrichtsstil von @piko regt einfach zum Experimentieren an.
Circles in the metric of the 3-adics:
The distance between 2 numbers is 3 to the negative power of k, where k is the place of the lowest digit differing.
In second n we see concentric circles around n. #math#adic#circles#sierpinskistriangle