Algorithms

int start = 1;
int divisor = 10;
while (divisor >= 2)
{
    if (start % divisor == divisor - 1)
    {
        divisor--;
    }
    else
    {
        start++;
        divisor = 10;
    }
}

Judah Himango wrote:

I kind of cheated.

Tech, life, family, faith: Give me a visit.
I'm currently blogging about: Messianic Instrumentals (with audio)
The apostle Paul, modernly speaking: Epistles of Paul

Judah Himango

#include <iostream>
using namespace std;

int main()
{
  int start = 1;
  int divisor = 10;
  while ( start <1000000 )  // Or whatevery you want in signed 32-bit range
  {
          while (divisor >= 2)
          {
                  if (start % divisor == divisor - 1)
                  {
                        divisor--;
                  }
                  else
                  {
                        start++;
                        divisor = 10;
                  }
           }

        cout<<start<<endl;
        divisor=10;
        start++;
  }

  return 0;
}

leppie wrote:

I wonder if its some kind of series...

Tech, life, family, faith: Give me a visit.
I'm currently blogging about: Messianic Instrumentals (with audio)
The apostle Paul, modernly speaking: Epistles of Paul

Judah Himango

Judah Himango wrote:

It appears to be every 2520.

leppie wrote:

So there are more than one of these. I wonder if its some kind of series...

Judah Himango wrote:

I kind of cheated though

Quartz... wrote:

It's the journey, not the destination

Tech, life, family, faith: Give me a visit.
I'm currently blogging about: Messianic Instrumentals (with audio)
The apostle Paul, modernly speaking: Epistles of Paul

Judah Himango

Judah Himango wrote:

Voila, cool little WinForms program that solves it.

Jon Sagara wrote:

N(n) = 2519 + (n - 1)*(2520)

1*2*3*4*5*6*7*8*9 is divisible by 2520 = 144
2520 is divisible by 2 * 3 * 5 * 7     = 12 (product of prime  1 - 9)
4 * 6 * 8 * 9 is divisible by 144      = 12 (product of 'non' prime 1 - 9)

Quartz... wrote:

these kinds of work are normally handled by mexicans in america