The aim of this experiment is to apply the Pumping Lemma for Regular Languages to analyze formal languages and determine whether they are regular or not.
Using the lemma, we will examine strings of sufficient length in a language, decompose them into parts according to the lemma’s conditions, and attempt to "pump" specific substrings.

If the pumped strings do not remain within the language, it serves as proof that the language is not regular.
This experiment highlights the theoretical limitations of regular languages and the practical application of the Pumping Lemma in proving non-regularity.