Not continuous; having breaks, gaps, or interruptions rather than being smooth and unbroken.
From Latin 'discontinuus': 'dis-' (not) plus 'continuus' (continuous, from 'continere' meaning to hold together). The prefix creates the opposite meaning.
In mathematics, a discontinuous function can literally jump around—imagine a graph that suddenly teleports from one place to another instead of smoothly flowing. This weird concept is actually crucial for understanding everything from stock market crashes to how nerve signals work.
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