How to resolve the algorithm Bulls and cows/Player step by step in the Fortran programming language

Published on 12 May 2024 09:40 PM

How to resolve the algorithm Bulls and cows/Player step by step in the Fortran programming language

Table of Contents

Problem Statement

Write a player of the Bulls and Cows game, rather than a scorer. The player should give intermediate answers that respect the scores to previous attempts. One method is to generate a list of all possible numbers that could be the answer, then to prune the list by keeping only those numbers that would give an equivalent score to how your last guess was scored. Your next guess can be any number from the pruned list. Either you guess correctly or run out of numbers to guess, which indicates a problem with the scoring.

Let's start with the solution:

Step by Step solution about How to resolve the algorithm Bulls and cows/Player step by step in the Fortran programming language

Source code in the fortran programming language

module Player
  implicit none

contains

subroutine Init(candidates)
  integer, intent(in out) :: candidates(:)
  integer :: a, b, c, d, n
    
           n = 0
thousands: do a = 1, 9
hundreds:    do b = 1, 9
tens:          do c = 1, 9
units:           do d = 1, 9
                   if (b == a) cycle hundreds
                   if (c == b .or. c == a) cycle tens
                   if (d == c .or. d == b .or. d == a) cycle units
                   n = n + 1
                   candidates(n) = a*1000 + b*100 + c*10 + d
                 end do units
               end do tens
             end do hundreds
           end do thousands

end subroutine init

subroutine Evaluate(bulls, cows, guess, candidates) 
  integer, intent(in) :: bulls, cows, guess
  integer, intent(in out) :: candidates(:)
  integer :: b, c, s, i, j
  character(4) :: n1, n2
   
  write(n1, "(i4)") guess
  do i = 1, size(candidates)
    if (candidates(i) == 0) cycle
    b = 0
    c = 0
    write(n2, "(i4)") candidates(i)
    do j = 1, 4
      s = index(n1, n2(j:j)) 
      if(s /= 0) then
        if(s == j) then
          b = b + 1
        else
          c = c + 1
        end if
      end if
    end do
    if(.not.(b == bulls .and. c == cows)) candidates(i) = 0
  end do
end subroutine Evaluate

function Nextguess(candidates)
  integer :: Nextguess
  integer, intent(in out) :: candidates(:)
  integer :: i

  nextguess = 0
  do i = 1, size(candidates)
    if(candidates(i) /= 0) then
      nextguess = candidates(i)
      candidates(i) = 0
      return
     end if
  end do
end function
end module Player

program Bulls_Cows
  use Player
  implicit none

  integer :: bulls, cows, initial, guess
  integer :: candidates(3024) = 0
  real :: rnum

! Fill candidates array with all possible number combinations
  call Init(candidates)

! Random initial guess
  call random_seed
  call random_number(rnum)
  initial = 3024 * rnum + 1
  guess = candidates(initial)
  candidates(initial) = 0
  
  do 
    write(*, "(a, i4)") "My guess is ", guess
    write(*, "(a)", advance = "no") "Please score number of Bulls and Cows: "
    read*, bulls, cows
    write(*,*)
    if (bulls == 4) then
      write(*, "(a)") "Solved!"
      exit
    end if

! We haven't found the solution yet so evaluate the remaining candidates
! and eliminate those that do not match the previous score given    
    call Evaluate(bulls, cows, guess, candidates)

! Get the next guess from the candidates that are left
    guess = Nextguess(candidates)
    if(guess == 0) then
! If we get here then no solution is achievable from the scores given or the program is bugged     
      write(*, "(a)") "Sorry! I can't find a solution. Possible mistake in the scoring"
      exit
    end if
  end do
end program


  

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