Speedsolving rubiks cube timer
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Track & improve 3x3 algorithms,CFOP & Roux speedsolving with Rubiks cube timer.
- Downloads
- 1K+
- on Google Play
- Price
- Free
- No in-app purchases
- Updated
- Mar 1
- 2023 · v1.0.0
Screenshots
About Speedsolving rubiks cube timer
Introducing Speedsolving Rubik's Cube Timer - the ultimate app for tracking and improving your Rubik's Cube solving skills! Whether you're a beginner or an advanced solver, this app has everything you need to become a master of the Rubik's Cube.
Speedsolving Rubik's Cube Timer includes a collection of the following resolution methods of the Rubik's Cube 3x3 in one place:
The beginner's method, is a simple and intuitive method that is suitable for those who are just starting out with the puzzle. This method involves solving the cube by first dividing it into two separate layers - the first two layers (F2L) and the last two layers (LL) - and then solving each layer independently. This method is relatively straightforward and can be learned quickly, but it may not be as efficient as some of the other methods discussed below.
The Petrus method is a more advanced method for solving a Rubik's Cube that improves upon the beginner's method by introducing the concept of block building. This involves solving the cube in small groups of blocks, rather than attempting to solve the entire cube at once. This can help to improve the speed and efficiency of the solve, as well as develop more advanced block building skills.
The Roux method is another advanced method for solving a Rubik's Cube that is based on the concept of block building. This method introduces the use of algorithms for CMLL (Corners-Middle-Edges Last Layer) and LSE (Last Slot Edge) in order to solve the cube more efficiently. The Roux method can help to improve block building skills and is considered to be a fast and efficient method for solving the Rubik's Cube.
The Fridrich CFOP reduced method is a variation of the Fridrich CFOP method that uses a reduced set of algorithms for OLL (Orient Last Layer) and PLL (Permute Last Layer) in order to simplify the solve and make it more efficient. This method is suitable for intermediate and advanced solvers who are familiar with the Fridrich CFOP method and are looking to improve their speed and efficiency.
The Fridrich CFOP method is a widely used and highly efficient method for solving a Rubik's Cube. This method involves dividing the cube into four steps: F2L (First Two Layers), OLL (Orient Last Layer), PLL (Permute Last Layer), and CMLL (Corners-Middle-Edges Last Layer). The Fridrich CFOP method is considered to be one of the fastest and most efficient methods for solving a Rubik's Cube and is commonly used by top speedcubers in competitions.
The ZZ method is another advanced method for solving a Rubik's Cube that is based on the concept of block building. This method introduces the use of algorithms for F2L (First Two Layers), OLL (Orient Last Layer), and PLL (Permute Last Layer) in order to solve the cube more efficiently. The ZZ method is considered to be a fast and efficient method for solving the Rubik's Cube, and can help to improve block building skills.
In addition to tracking and improving your Rubik's Cube solving skills for the 3x3 cube using various resolution methods, Speedsolving Rubik's Cube Timer also allows you to track your speedsolving times for other popular cube sizes including the 2x2, 4x4, 5x5, and 6x6 cubes, as well as ghost cube, mirror cube, and pyraminx. With this app, you can easily monitor your progress and compete with other cubers in a variety of cube sizes and shapes.
Speedsolving Rubik's Cube Timer allows you to track and improve your resolution times for each method, with a graph for each method.
So what are you waiting for? Download Speedsolving Rubik's Cube Timer now and start unpacking the magic of the Rubik's Cube!
Speedsolving Rubik's Cube Timer includes a collection of the following resolution methods of the Rubik's Cube 3x3 in one place:
The beginner's method, is a simple and intuitive method that is suitable for those who are just starting out with the puzzle. This method involves solving the cube by first dividing it into two separate layers - the first two layers (F2L) and the last two layers (LL) - and then solving each layer independently. This method is relatively straightforward and can be learned quickly, but it may not be as efficient as some of the other methods discussed below.
The Petrus method is a more advanced method for solving a Rubik's Cube that improves upon the beginner's method by introducing the concept of block building. This involves solving the cube in small groups of blocks, rather than attempting to solve the entire cube at once. This can help to improve the speed and efficiency of the solve, as well as develop more advanced block building skills.
The Roux method is another advanced method for solving a Rubik's Cube that is based on the concept of block building. This method introduces the use of algorithms for CMLL (Corners-Middle-Edges Last Layer) and LSE (Last Slot Edge) in order to solve the cube more efficiently. The Roux method can help to improve block building skills and is considered to be a fast and efficient method for solving the Rubik's Cube.
The Fridrich CFOP reduced method is a variation of the Fridrich CFOP method that uses a reduced set of algorithms for OLL (Orient Last Layer) and PLL (Permute Last Layer) in order to simplify the solve and make it more efficient. This method is suitable for intermediate and advanced solvers who are familiar with the Fridrich CFOP method and are looking to improve their speed and efficiency.
The Fridrich CFOP method is a widely used and highly efficient method for solving a Rubik's Cube. This method involves dividing the cube into four steps: F2L (First Two Layers), OLL (Orient Last Layer), PLL (Permute Last Layer), and CMLL (Corners-Middle-Edges Last Layer). The Fridrich CFOP method is considered to be one of the fastest and most efficient methods for solving a Rubik's Cube and is commonly used by top speedcubers in competitions.
The ZZ method is another advanced method for solving a Rubik's Cube that is based on the concept of block building. This method introduces the use of algorithms for F2L (First Two Layers), OLL (Orient Last Layer), and PLL (Permute Last Layer) in order to solve the cube more efficiently. The ZZ method is considered to be a fast and efficient method for solving the Rubik's Cube, and can help to improve block building skills.
In addition to tracking and improving your Rubik's Cube solving skills for the 3x3 cube using various resolution methods, Speedsolving Rubik's Cube Timer also allows you to track your speedsolving times for other popular cube sizes including the 2x2, 4x4, 5x5, and 6x6 cubes, as well as ghost cube, mirror cube, and pyraminx. With this app, you can easily monitor your progress and compete with other cubers in a variety of cube sizes and shapes.
Speedsolving Rubik's Cube Timer allows you to track and improve your resolution times for each method, with a graph for each method.
So what are you waiting for? Download Speedsolving Rubik's Cube Timer now and start unpacking the magic of the Rubik's Cube!
Alternatives to Speedsolving rubiks cube timer
Looking for apps like Speedsolving rubiks cube timer? Here are 6 similar Android apps on Google Play. The highest rated is Rubix Cube Solver: Roux method (3.0/5), and all 6 are free to download.
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2x2 Rubix Cube Solver: Ortega 2.1
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Rubix Cube Solver: Roux method 3.0
| App | Rating | Price | Installs | Last updated | Compare |
|---|---|---|---|---|---|
| Speedsolving rubiks cube timer | – | Free | 1,000+ | Mar 1, 2023 | |
| 2x2 Rubix Cube Solver: Ortega | 2.1 / 5 | Free | 100+ | May 15, 2021 | Compare |
| Psicologia Oscura Manipulación | – | Free | 1,000+ | May 4, 2023 | Compare |
| Curso seducción y atracción | – | Free | 1,000+ | Apr 11, 2023 | Compare |
| Atraccion: Arte de seduccion | – | Free | 10+ | Dec 28, 2022 | Compare |
| 2x2 Rubiks Cube Algorithms | – | Free | 5,000+ | Apr 26, 2021 | Compare |
| Rubix Cube Solver: Roux method | 3.0 / 5 | Free | 5,000+ | Sep 4, 2020 | Compare |
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