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-rwxr-xr-xchallenge-287/ulrich-rieke/cpp/ch-1.cpp71
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diff --git a/challenge-287/ulrich-rieke/cpp/ch-1.cpp b/challenge-287/ulrich-rieke/cpp/ch-1.cpp
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+#include <iostream>
+#include <string>
+#include <regex>
+#include <vector>
+#include <numeric>
+
+int main( ) {
+ std::cout << "Enter a password!\n" ;
+ std::string word ;
+ std::cin >> word ;
+ int totalsteps = 0 ;
+ const std::regex rgx1("[a-z]") ;
+ const std::regex rgx2("[A-Z]") ;
+ const std::regex rgx3("\\d") ;
+ int len = word.length( ) ;
+ if ( len < 6 ) {
+ totalsteps += 6 - len ;
+ }
+ //beware : it took me quite some time to find out that
+ //std::regex_match does not return the right result!!
+ //if you want to check whether a given regular expression
+ //such as \d matches I had to use std::regex_search!!!
+ if ( ! std::regex_search( word , rgx1 )) {
+ if ( len >= 6 ) {
+ totalsteps++ ;
+ }
+ }
+ if ( ! std::regex_search( word , rgx2 )) {
+ if ( len >= 6 ) {
+ totalsteps++ ;
+ }
+ }
+ if ( ! std::regex_search( word , rgx3 )) {
+ if ( len >= 6 ) {
+ totalsteps++ ;
+ }
+ }
+ //std::regex appears not to allow backreferences...?
+ //so, to prevent too many identical neighbouring letters
+ //I group the letters , divide their lengths by 3 and sum the
+ //quotients up ( inspired by Haskell where this operation is so easy
+ //to perform!!!
+ std::vector<std::string> neighbouring_letters ;
+ std::string currentWord ;
+ //imitate Haskell's group function!
+ for ( auto it = word.begin( ) ; it != word.end( ) ; ++it ) {
+ if ( currentWord.empty( ) )
+ currentWord.push_back( *it ) ;
+ else {
+ char last_char = currentWord.back( ) ;
+ if ( last_char == *it ) {
+ currentWord.push_back( *it ) ;
+ }
+ else {
+ neighbouring_letters.push_back( currentWord ) ;
+ currentWord.clear( ) ;
+ currentWord.push_back( *it ) ;
+ }
+ }
+ }
+ neighbouring_letters.push_back( currentWord ) ;
+ std::vector<int> grouplengths ;
+ for ( auto v : neighbouring_letters ) {
+ grouplengths.push_back( v.length( ) / 3 ) ;
+ }
+ int replacements = std::accumulate( grouplengths.begin( ) ,
+ grouplengths.end( ) , 0 ) ;
+ totalsteps += replacements ;
+ std::cout << totalsteps << '\n' ;
+ return 0 ;
+}