config.arm64_v8a

Everyone

Jayanth Gurijala

Marshmallow

Cubes available -

2x2x2 to 10x10x10 Rubik's Cube
Mirror Cubes
Pyraminx
Megaminx
Slice Cubes
Cube with Hole

Magic Cube 3D also helps you learn the beginner's method. Only after mastering this method, one can learn the advanced Fridrich method used by speed cubers. 

This is the only app which teaches beginner method and Fridrich method. 

With Magic Cube 3D, you can even checkpoint the cube and start from any particular state. This is particularly useful if you want to practice specific sequences.

I am constantly improving the app to make it a one stop solution for Magic Cube. 

The context sensitive help follows this method of solving:

Step 1: The White Cross
Get the white cross. This step is intuitive and can be perfected with practice.

Step 2: First Layer
Complete white layer properly by snapping the corners into place

Step 3: Second Layer
Use the F2L Right and F2L Left algorithm to solve the second layer

Step 4: Yellow Cross (F U R U' R' F')
Use this sequence multiple times until you get a yellow cross. At each stage, the cube needs to be oriented properly. At this stage the context sensitive help will guide showing how to hold the cube and the sequence to perform.

Step 5: Proper Yellow Cross (R U R' U R U U R' U)
The cross in the previous step might not match with the centre pieces. Use the above sequence to swap the yellow corners until all the centres are matched. Again, the context sensitive help will guide you.

Step 6: Position Corners (U R U' L' U R' U' L)
In this step, we need to place the corners in the correct position, orientation might be wrong. The context sensitive help and the status indicator will inform how many corners are placed correctly as well as the sequence to perform.

Step 7: Orient Corners (R' D' R D) x 2 or 4
This is the final step. Use the context sensitive help to solve the cube! :)

Credits
------------
Designed and Developed by Jayanth Gurijala
Tested and improved by feedback from people all over the world

Icons made by freepik from www.flaticon.com
可用的多维数据集-

2x2x2至10x10x10魔方
镜立方
金字塔
超级矿物质
切片立方体
带孔立方体

Magic Cube 3D还可以帮助您学习初学者的方法。只有掌握了这种方法，才可以学习速度立方体使用的高级Fridrich方法。

这是教授初学者方法和Fridrich方法的唯一应用程序。

使用Magic Cube 3D，您甚至可以检查立方体并从任何特定状态开始。如果您要练习特定的序列，这特别有用。

我正在不断改进该应用程序，使其成为Magic Cube的一站式解决方案。

上下文相关帮助遵循以下解决方法：

步骤1：白十字
得到白色十字架。此步骤很直观，可以通过实践完善。

步骤2：第一层
将角对齐到位以正确完成白色层

步骤3：第二层
使用F2L Right和F2L Left算法求解第二层

步骤4：黄十字（F U R U'R'F'）
多次使用此序列，直到出现黄色叉形为止。在每个阶段，多维数据集都需要正确定向。在此阶段，上下文相关帮助将指导显示如何保存多维数据集以及要执行的序列。

第5步：正确的黄十字（R U R'U R U U R R U）
上一步中的十字可能与中心部分不匹配。使用以上顺序交换黄色角，直到所有中心都匹配为止。同样，上下文相关帮助将指导您。

步骤6：定位角点（U R U'L'U R'U'L）
在此步骤中，我们需要将拐角放置在正确的位置，方向可能不正确。上下文相关的帮助和状态指示器将通知正确放置了多少个角以及执行的顺序。

步骤7：东方角（R'D'R D）x 2或4
这是最后一步。使用上下文相关帮助来解决多维数据集！ :)

学分
------------
由Jayanth Gurijala设计和开发
经过来自世界各地人们的反馈测试和改进

Freepik从www.flaticon.com制作的图标


Magic Cubes of Rubik

Magic Cubes of Rubik的最新版本

其他版本