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in Python
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I was simply messing with the python order line and the ** administrator, which to the extent I know plays out a power function. So 2 ** 3 ought to be (and is) 8 since 2 * 2 * 2 = 8.

Would someone be able to clarify the conduct I found? I don't perceive any approach to bunch the tasks with enclosures to really get an aftereffect of 65536 like was achieved here.

>>> 2 ** 2 ** 2

16

>>> 2 ** 2 ** 2 ** 2

65536

>>> (2 ** 2 ** 2) ** 2

256

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by (25.7k points)

In Python, the associativity of the ** operator is right-associative. It means that when there are multiple ** operators in an expression, the calculation proceeds from right to left. This is important when using multiple exponentiation operators in a single expression. Here's an example to illustrate the associativity of the ** operator:

result = 2 ** 3 ** 2 print(result)

In this case, the calculation will be performed as 2 ** (3 ** 2), resulting in 2 ** 9, which equals 512. If the operator were left-associative, the calculation would have been performed as (2 ** 3) ** 2, resulting in 8 ** 2, which equals 64. However, in Python, the ** operator is right-associative, and hence the first calculation is performed.
by (26.4k points)

Check the below code:

2** (2**(2**2))

From this Documentation:

Operators in the same box group left to right (except for comparisons, including tests, which all have the same precedence and chain from left to right — see section Comparisons — and exponentiation, which groups from right to left).

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by (15.4k points)
The ** operator in Python has right associativity, meaning that when there are multiple ** operators in an expression, the evaluation proceeds from right to left. This differs from left associativity, where the evaluation would proceed from left to right.
by (19k points)

In Python, the ** operator exhibits right associativity, indicating that when there are multiple ** operators within an expression, the evaluation takes place from right to left. This contrasts with left associativity, where the evaluation would occur from left to right.