\[\large i(t) = \sqrt{2} \cos(\omega t) + \sqrt{2} \cos(2\omega t) + \sqrt{2} \cos(3\omega t)\]

A fuse must continuously carry a current (in amps) described by the formula above.

If fuses are rated in integer multiples of 1 amp RMS, what is the minimum allowable fuse rating?

**Note:** In order for the fuse not to blow, its rating must exceed the RMS magnitude of the current it carries.

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