A, B, C, D and E sit around a circular table in that order. A starts by saying "$$100$$", B says "$$101$$", C says~"$$102$$" and so on round the table. Who will eventually say"$$2023$$"? 
Overseas Competition->Knowledge Point->Word Problem Modules->Periodic Problems->Periodic Problems of Circular Operations
After Amit says "$$2015$$", there are $$5102-2015=3087$$ numbers remaining. Thus the counting goes round the table $$3087\div6= 514$$ times with a remainder of $$3$$, so the last to count is Devi. 