This is a front-end for the Online Encyclopedia of Integer Sequences, made by Christian Perfect. The idea is to provide OEIS entries in non-ancient HTML, and then to think about how they're presented visually. The source code is on GitHub.
%I A256639 #74 Jun 29 2019 03:54:01 %S A256639 -1,19,199,219,399,419,599,619,799,819,999,19019,21199,39219,41399, %T A256639 59419,61599,79619,81799,99819,1901999,2118019,3922199,4138219, %U A256639 5942399,6158419,7962599,8178619,9982799,190198819,211802999,392217019,413823199,594237219,615843399,796257419,817863599,998277619,19019883799 %N A256639 a(n) is the base-(-10) representation of a(n-1) read in base 10, starting from -1. %C A256639 Decimal -1 in negadecimal is 19, decimal 19 in negadecimal is 199, decimal 199 in negadecimal is 219, .... %t A256639 negaDecimal[n_] := Mod[NestWhileList[Function[k, (Mod[k, 10]-k)/10], n, # != 0&], 10] // Reverse // Rest // FromDigits; a[1] = -1; a[n_] := a[n] = negaDecimal[a[n-1]]; Array[a, 40] (* _Jean-François Alcover_, Nov 23 2016 *) %o A256639 (HP 49G calculator) Given a(n) the program produces a(n+1). %o A256639 :: %o A256639 CK1&Dispatch %o A256639 # FF %o A256639 :: %o A256639 Z10_ %o A256639 ZINT -10 %o A256639 FPTR2 ^2LAMBIND %o A256639 NULL$SWAP %o A256639 BEGIN %o A256639 1GETLAM %o A256639 FPTR2 ^IDIV2 %o A256639 FPTR2 ^DupQIsZero? %o A256639 ?SKIP %o A256639 :: %o A256639 2GETLAM %o A256639 FPTR2 ^RADDext %o A256639 SWAP %o A256639 Z1_ %o A256639 FPTR2 ^RADDext %o A256639 SWAP %o A256639 ; %o A256639 FPTR2 ^Z>S %o A256639 ROT %o A256639 &$SWAP %o A256639 FPTR2 ^DupQIsZero? %o A256639 UNTIL %o A256639 ABND %o A256639 DROP %o A256639 FPTR2 ^S>Z %o A256639 ; %o A256639 ; %Y A256639 Cf. A039723. %K A256639 sign,base %O A256639 1,2 %A A256639 _Gerald Hillier_, Apr 23 2015