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 A262222 #48 Sep 29 2023 10:19:55 %S A262222 480,481,482,483,484,485,486,487,488,489,736,737,738,739,740,741,742, %T A262222 743,744,745,992,993,994,995,996,997,998,999,1000,1001,1248,1249,1250, %U A262222 1251,1252,1253,1254,1255,1256,1257,1504,1505,1506,1507,1508,1509,1510,1511 %N A262222 Decimal representations of hexadecimal numbers that can be misinterpreted as decimal numbers in scientific E notation. %C A262222 Hexadecimal numbers containing no alpha digits other than a single "e", where the "e" is not the first or last digit (e.g., 3e12), may be misinterpreted as numbers in scientific E notation. %C A262222 These numbers are especially troublesome when importing hexadecimal numbers from CSV files into Microsoft Excel. %C A262222 These numbers can be written as 16^(i+1)a + 14*16^i + b where a and b are members of A102489 with a>0, b<16^i and i>0. %C A262222 Numbers whose hexadecimal representation matches the regular expression [1-9][0-9]*e[0-9]+. - _Eric M. Schmidt_, Sep 28 2023 %H A262222 Christian Perfect, <a href="/A262222/b262222.txt">Table of n, a(n) for n = 1..99999</a> %H A262222 Microsoft Community, <a href="http://answers.microsoft.com/en-us/office/forum/office_2007-excel/disabling-scientific-notation/943b8103-8c50-451d-8037-c697422e2307">Unable to disable scientific notation in Microsoft Excel</a>. %H A262222 Wikipedia, <a href="https://en.wikipedia.org/wiki/Scientific_notation#E_notation">Scientific E notation</a>. %e A262222 480_10 = 1e0_16 and 1e0 = 1 in E notation. %e A262222 739_10 = 2e3_16 and 2e3 = 2000_10 in E notation. %o A262222 (C++) %o A262222 #include <iostream> %o A262222 #include <string> %o A262222 using namespace std; %o A262222 int main() %o A262222 { %o A262222 int n = 0; //integer to check %o A262222 char hexRepresentation[12]; %o A262222 for (int i = 0; i < 100;) //integers found (first 100) %o A262222 { %o A262222 sprintf(hexRepresentation, "%x", n); //get hex representation %o A262222 char* foundE = strchr(hexRepresentation, 'e'); //look for letter e %o A262222 if (foundE != NULL && //at least one e %o A262222 hexRepresentation != foundE && //not the first digit %o A262222 strpbrk(hexRepresentation, "abcdef") == foundE && //e is not first alpha %o A262222 strlen(foundE) != 1 && //something after the e %o A262222 strpbrk(foundE + sizeof(char), "abcdef") == NULL) //no alpha after the e %o A262222 { %o A262222 cout << n << "\n"; //output n %o A262222 i++; //discovered an integer %o A262222 } %o A262222 n++; //check next value %o A262222 } %o A262222 } %o A262222 (Python) %o A262222 from itertools import count,product %o A262222 # every string of d characters with exactly one 'e' in it, and all the other characters digits 0-9, in ascending lexicographic order %o A262222 def mids(d): %o A262222 if d<1: %o A262222 raise Exception("d<1") %o A262222 if d==1: %o A262222 yield 'e' %o A262222 return %o A262222 for i in range(0,10): %o A262222 for m in mids(d-1): %o A262222 yield str(i)+m %o A262222 for i in range(10**(d-1)): %o A262222 yield 'e'+str(i).zfill(d-1) %o A262222 def a_generator(): %o A262222 for d in count(1): %o A262222 for start in range(1,10): # for each leading digit 1-9 %o A262222 for mid in mids(d): # for all possible middles made of d characters, containing exactly one 'e' %o A262222 for end in range(10): #for each possible final digit, 0-9 %o A262222 s = '{}{}{}'.format(start,''.join(mid),end) %o A262222 i = int(s,16) %o A262222 yield i %o A262222 a262222 = a_generator() %o A262222 [next(a262222) for _ in range(48)] # _Christian Perfect_, Oct 20 2015 %o A262222 (C) %o A262222 #include <stdbool.h> %o A262222 #define DIGIT_E 14 %o A262222 bool isA262222(int k) %o A262222 { %o A262222 if (k <= 0 || k % 16 == DIGIT_E) return false; %o A262222 bool foundE = false; %o A262222 int digit; %o A262222 while (k > 0) { %o A262222 digit = k % 16; %o A262222 if (digit == DIGIT_E) { %o A262222 if (foundE) return false; %o A262222 foundE = true; %o A262222 } %o A262222 else if (digit > 9) return false; %o A262222 k /= 16; %o A262222 } %o A262222 return foundE && digit != DIGIT_E; %o A262222 } // _Eric M. Schmidt_, Sep 28 2023 %Y A262222 A subset of A102490. %K A262222 nonn,base %O A262222 1,1 %A A262222 _Adam J.T. Partridge_, Sep 16 2015