Hosted on MSN
Blender tutorial - Make cartoon cupcake using geometry nodes and procedural materials #oe287
#OctopusEffects, #Blender Here is a tutorial for making a cartoon cupcake for Blender 3.2. Use basic operations to create cups and cakes. The part about the star using the procedure in Geometry Nodes.
IITs now offer various programs that do not require JEE scores, such as executive robotics (IIT Delhi), genetic engineering (IIT Guwahati), engineering mathematics (IIT Kharagpur), thermodynamics (IIT ...
HumanitZ 1.0 is here, with a wealth of upgrades including a total map overhaul, improvements to zombie infections, and an endgame zone.
Creative Bloq on MSN
Free tools are helping 2D artists push their work into exciting new realms
Three artists reveal how they're exploring 3D tools and game engines.
The Punch on MSN
Firm unveils App to boost students grades
An Anambra-based education entrepreneur, Emeka Ejeziem, has shared how he discovered an exam-preparation app, which he said is helping Nigerian students improve their performance in JAMB, WAEC, and ...
I love creating things on my 3D printer, but I’ve always hit a wall because I’m not an engineer and traditional 3D design software can be really tricky. In ...
8don MSN
IIT courses that do not need a JEE score: Online, executive programmes that open doors for all
While JEE Main and Advanced remain mandatory for core undergraduate engineering degrees, IITs are steadily opening their ...
DW: I like to refer to Rift Wizard as a ‘traditional roguelike wizard combat simulator’. Meaning, it’s a turn-based grid game ...
While quantum computing has vast potential, it could also threaten cybersecurity. “Current encryption methods are less secure in the face of the superior computation power of quantum computing” says ...
Plenty of our childhoods had at least one math teacher who made the (ultimately erroneous) claim that we needed to learn to do math because we wouldn’t always have a calculator in our ...
One ball on a Plinko board is unpredictable. Drop a thousand and they form a near-perfect bell curve—one of math’s most powerful ideas for 150+ years.
Some results have been hidden because they may be inaccessible to you
Show inaccessible results