<image> Xiao Ming installed a computer software on the clock at his home. He set it so that after the bell rings at $$n$$ o'clock, the next ringing will occur $$(3n-1)$$ hours later. For example, if the bell rings for the first time at $$3$$ o'clock, then the second ring will happen $$(3×3-1=8)$$ hours later, which is at $$11$$ o'clock. The third ring will occur $$(3×11-1=32)$$ hours later, which is at $$7$$ o'clock, and so on. Now, if the bell rings for the first time at $$2$$ o'clock, then the bell will ring for the third time at ______ o'clock, and for the $$2017$$th time at ______ o'clock ($$as shown in the clock, the time follows the $$12$$-hour format$$).