Digital Sum

L e t a 1 = 9999 8888 7777... . . 1111 + 3333 2222 1111 L e t a n + 1 b e t h e d i g i t a l s u m o f a n i n b a s e 10. F i n d a a 1 . Let\quad { a }_{ 1 }={ 9999 }^{ { 8888 }^{ { 7777... }^{ ..1111 } } }+{ 3333 }^{ { 2222 }^{ 1111 } }\\ Let\quad { a }_{ n+1 }\quad be\quad the\quad digital\quad sum\quad of\quad { a }_{ n }\quad in\quad base\quad 10.\\ Find\quad { a }_{ { a }_{ 1 } }.


The answer is 9.

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