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Let {t} \{t\} {t} and ⌊t⌋ \lfloor t \rfloor ⌊t⌋ denote the fractional and integral part of a positive real number ttt respectively.
If 4{t}=t+⌊t⌋ 4\{t\} = t + \lfloor t \rfloor 4{t}=t+⌊t⌋, what is the value of 3t3t3t?
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