
The Snake Cube puzzle is a chain of 27 cubes (3x3x3) that are interconnected by an elastic string running through the middle of each cube. The aim of the puzzle is to fold it into the shape of a 3x3x3 cube. The puzzle comes in various versions, including wooden and plastic, with different levels of difficulty. The difficulty level depends on the arrangement of 'straight' and 'bend' cubes on the string. To solve the puzzle, one must look for cube sections with three cubes and align them alongside each other. These sections form the starting point for successfully completing the puzzle.
| Characteristics | Values |
|---|---|
| Number of cubes | 27 |
| Cube arrangement | 17 groups of 2 or 3 cubes |
| Cube dimensions | 3x3x3 |
| Cube material | Plastic or wood |
| Cube colours | Alternating; one colour has one extra cube |
| Cube connection | Elastic string |
| Cube faces | Holes in opposite or adjacent faces |
| Solution steps | Identify sections with 3 cubes, align them, stand them upright, follow patterns |
| Solution methods | Pictures, videos, 3D models, computer programs |
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What You'll Learn
- Identify the starting point: Look for sections with three cubes
- Align the sections: Place two sections with three cubes next to each other
- Stand up the sections: Position the two sections upright
- Flip the interior: Rotate the cubes to form a 'U' shape
- Finalise the structure: Twist and turn the remaining pieces into a cube

Identify the starting point: Look for sections with three cubes
To solve a Snake Cube puzzle, the first step is to identify the starting point. The puzzle consists of 27 cubes, with each section containing two or three cubes. The goal is to arrange these cubes to form a 3x3x3 cube. The key to finding the starting point is to look for sections with three cubes. These triple sections will be the foundation for building the rest of the cube.
Once you've identified the sections with three cubes, the next step is to align them so that they are side by side. This initial positioning is crucial for successfully completing the puzzle. After aligning the triple sections, you'll want to stand them upright. Ensure that the ends of the strands adjacent to the upright portion are on the table, preventing them from dangling in the air.
In some variations of the Snake Cube puzzle, the cubes may alternate in colour. If this is the case, it's important to note that one colour will typically have one extra cube. This extra cube will often form the centre or corners of the finished 3x3x3 cube. By identifying the colour distribution, you can gain insights into which sections should be placed in specific positions.
Additionally, if your Snake Cube puzzle has several straight strips close to each other, consider starting with those sections first. Straight sections can provide a stable base for further manipulations. If a straight section is the same colour as the ends of the snake, it should ideally be positioned at the centre of the finished cube.
Identifying the starting point by locating the sections with three cubes and considering colour distributions and straight strips will set you on the right path to solving the Snake Cube puzzle. Remember to take your time, as this puzzle requires patience and attention to detail.
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Align the sections: Place two sections with three cubes next to each other
To solve the Snake Cube puzzle, you must arrange the chain of 27 cubes into a perfect 3x3x3 cube. The puzzle consists of 27 cubes connected by an elastic string running through the middle of each cube. Each section contains two or three cubes.
The first step to solving the puzzle is to identify the cube sections with three cubes each. These sections will form the starting point for successfully solving the puzzle. Once you have identified these sections, place two of them next to each other. This will involve flipping the interior triple section so that it is aligned with the other three-cube section.
Now, stand these two sections upright, ensuring that each end of the strands adjacent to the upright portion is on the table and not dangling in the air. At this point, you should have two upright sections composed of three cubes each, positioned next to each other.
From here, you can continue building the cube by following the subsequent steps of the puzzle.
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Stand up the sections: Position the two sections upright
To solve the Snake Cube Puzzle, you must first understand its structure. The puzzle consists of 27 small cubes, each connected in a sequence by an elastic cord. The challenge is to twist and fold these cubes to form a 3x3x3 cube. The puzzle is divided into three main sections: the Head, the Body, and the Tail, each comprising nine cubes. The Head forms the top layer of the final cube, the Body is the middle layer, and the Tail makes up the bottom layer.
To begin solving the puzzle, lay it flat on a table, ensuring the cubes are arranged in a single line. Mentally divide the chain into the three sections mentioned above. The first move is to identify the cube sections with three cubes each, as they form the starting point for successfully solving the puzzle. Align these two "3" cube sections so that they are alongside each other. Now, stand up these two "3" cube sections so that they are upright. Ensure that each end of the strands adjacent to the upright portion is on the table and not dangling in the air.
At this stage, you should have the two "3" cube sections standing upright on the table, with the strands connected to them lying flat on the table as well. This forms the base of the cube, and you can proceed to the next steps of wrapping the remaining strands around this core and filling in the layers to complete the cube.
Remember, solving the Snake Cube Puzzle requires patience and attention to detail. Don't rush through the steps, and take your time to ensure each fold and twist is correct. If you're struggling, consider using a video tutorial or diagram to guide you through the process.
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Flip the interior: Rotate the cubes to form a 'U' shape
To solve the Snake Cube puzzle, you must arrange a chain of 27 cubes (3x3x3) into a large cube. The cubes are connected by an elastic string and each section contains two or three cubes. The first step is to align the two '3' cube sections so that they are side by side. Then, stand them upright.
Now, you need to flip the interior. This is done by flipping the interior triple section so that the cubes are alongside each other. Stand them upright, ensuring that each end of the strands adjacent to the upright portion is on the table and not dangling in the air.
From here, it's a matter of wrapping the remaining strand around the core and filling it in as you go. This involves a lot of twisting and rotating.
The final moves for the top of the cube will form a "U" shape. The last leg just rotates in place, and you're done!
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Finalise the structure: Twist and turn the remaining pieces into a cube
Finalising the structure of the plastic snake cube involves twisting and turning the remaining pieces into a cube. This is a crucial step in completing the puzzle, as it gives shape to the final layers of the cube and brings you closer to the desired 3x3x3 structure. Here's a detailed guide to help you through this process:
Step 1: Identify the Starting Point
Locate the cube sections with three cubes each. These sections form the starting point for successfully solving the puzzle. By identifying these sections, you can begin to manipulate the pieces to create the desired shape.
Step 2: Align and Position the "3" Cube Sections
Take two of the "3" cube sections and align them side by side so that they are adjacent to each other. This step is crucial as it creates a foundation for the upcoming twists and turns.
Step 3: Stand the Sections Upright
Now, stand the two "3" cube sections upright. This step adds stability and provides a base for the next series of moves. Ensure that the strands adjacent to the upright portion are resting on the table, preventing them from dangling in the air.
Step 4: Twist and Turn for the Base Layer
With the "3" cube sections upright, it's time to twist and turn the remaining pieces to form the base layer of the cube. Rotate the cubes in an "L" shape a total of three times. This rotation completes the base structure, providing a foundation for the final cube shape.
Step 5: Wrap and Fill
At this stage, you should have a stable base. The next step is to wrap the remaining strand around this base and fill in the gaps. This process involves carefully rotating, twisting, and positioning the remaining pieces to fit snugly around the core. Think of it as wrapping a thread around a spool, ensuring each layer builds upon the previous one.
Step 6: Final Moves for the Top
As you approach the final stages, the remaining moves for the top of the cube will form a "'U'" shape. This "U" shape is the key to completing the puzzle. Rotate the last leg in place, and you've solved the plastic snake cube!
Remember, the plastic snake cube is a challenging puzzle, and it may take some time to master. Don't be afraid to make mistakes and experiment with different twists and turns. With patience and practice, you'll be able to finalise the structure and transform those remaining pieces into a perfect cube.
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Frequently asked questions
The snake cube puzzle is a chain of 27 cubes (3x3x3) that are interconnected by an elastic string running through the middle of each cube. The goal of the puzzle is to arrange the chain in such a way that there will be a 3x3x3 cube.
First, look for cube sections that have the number "3" as they form the starting point for you to solve the puzzle successfully. Then, align two "3" cube sections so that they are alongside one another. Stand up the two "3" cube sections so that they are now upright.
If the snake cube puzzle has several straight strips close to each other, try starting with these sections first. If the puzzle has a straight part that is the same colour, it follows that this part should lie at the centre. It would be ideal to start solving it from there.
The final moves for the top of the cube are going to make the shape of a "U". The last leg just rotates in place and you are done.











































