#       

## Overview
The elements of a sequence are arranged in a particular order. But these elements/members of a sequence can be rearranged and given new indexes, using the `shuffle` method.

## `shuffle()` method
The **`shuffle()` method** is an in-built Euphoria method which is accessed from the `sequence.e` standard library. This method takes in a sequence and randomly rearranges its elements in no particular order.

The diagram below is a simple illustration of how this method works:


#   

## Syntax
The syntax of the `shuffle()` method is given below:

```
shuffle(my_seq)
```
## Parameters
**`my_seq`**: This is the sequence whose elements will be shuffled or rearranged.

> We should remember to add the `sequence.e` file to our program file, like so:
```
std/sequence.e
```
## Code example
Here is a demonstration code, which shows us how this function can be used:



include std/sequence.e

printf(1,"%s \n",{shuffle("this wordShuffling  will give insight us a clearer")})

sequence seq1 = {1,2,3}, seq2 = {4,5,6}, output

output = shuffle({seq1,seq2})

print(1,{output})


#  

## Code explanation
* **Line 1**: We include the `sequence.e` file.
* **Line 3**: We print the output of the `suffle()` method operation to the console.
* **Line 5**: We declare and assign values to the variables `seq1`, `seq2`, and `seq3`.

* **Line 7**: We shuffle the members of the sequence, that is, variables `seq1` and `seq2` and save the output in the variable `output`.
* **Line 9**: We display the content of the `output`.

> **Note**: In the second output, the members of the sub-sequences that were passed to the `shuffle()` function were shuffled individually and so were the sub-sequences themselves.

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What is shuffle() in Euphoria?

 Overview The elements of a sequence are arranged in a particular order. But these elements/members of a sequence can be rearranged and given new indexes, using the shuffle method. shuffle() method The shuffle() method is an in-built Euphoria method which is accessed from the sequence.e standard library. This method takes in a sequence and randomly rearranges its elements in no particular order. The diagram below is a simple illustration of how this method works: 