CubeTailor

by Hui Wan


Education

free



Features:This is a minimalist solid tailoring and multi-view projection drawing ( 3-view drawing or Isometric drawing ) app.It will help with the understanding and learning of primary solid geometry. It also meets some of the interest of CAD enthusiasts and solid geometry enthusiasts.Except for work,we dont usually use large, complex, and time-consuming CAD to learn stereo and projection-view .CubeTailor can get some kind of three-dimensional shape quickly and easily.It can also be used to simulate similar multi-view projection problems encountered during your study.Drawing solid projection views and restoring solid in multiple views is like a puzzle game full of intellectual challenges.The author carefully designed some interesting projection tasks based on the CubeTailor operation characteristics and the relationship between the shape of the solid and the projected lines.Complete the previous task before unlocking the next task;Complete the previous level to unlock the next level.Test your three-dimensional imagination.Sometimes there are only a few simple lines in the projected image, but reducing the solid is not necessarily simple.Simple operation and centralized functions. You can choose the projection angle, transparency, projection method, and zoom.More ...Multilingual text.More features ...How to play:Select 3 points in the dot grid and choose Delete or Hide. Note the direction of choice: clockwise or counterclockwise, will operate different part.If there is a hidden part, you can choose to Display or Exchange .Can cancel all or one selection point. Can also take a step back.Main screen: The resolution is greater than 450 × 450, the size is greater than 3.8 inches.About:CubeTailor is simplified version of our application ProjectionSolid(Projection&Solid).ProjectionSolid ha Lattice 1-6. CubeTailor only open Lattice 1.ProjectionSolid has 120 levels. CubeTailor only 12 levels.CubeTailor does not record "steps". ProjectionSolid record "steps". Completing a task with fewer steps is another challenge. In some cases, the clever arrangement of Hiding and Exchange can reduce the number of steps.