This is the 3*x + 1 Problem => The Collatz Conjecture

3*x + 1 => if the result is odd then calculate 3*x + 1
If the result is even divide by 2
Here is the Three-X-Plus-1 Problem
Enter-01 Enter the 3 here or any other number try 5 or 7
Enter-02 Enter the x here = 7 => Start with any number
Enter-03 Enter the number of cycles you want here = 300

Result-01 04 = Result of the calculation
Result-02 05 = Searching for the first 1 if it exists
Result-03 06 = Saved results from Result-01
Result-04 07 = If the Result-01 value =1 => this is the Cycle # when the value = 1 = first 1
Result-05 08 = Choosing which calculation to perform
Result-06 09 = Counting the cycles here
Result-07 10 = How many times it divided by 2
Result-08 11 = How many times it did not divide by 2
Result-07 is always higher than Result-08 => ??


Find the 1 => Check for the first 1 =>

Check for a repeating pattern
=> if there are matches there is a repeating pattern or loop
Click Here =>

12 = How many cycles = g5 = t10
13 = How many matches = t7 => Repeating Loop
14 = Last Count = t9
15 = i and j => Shows each match

If it does not repeat within 300 cycles, it probably does not repeat
4 - 4 => repeats after 23 cycles then repeats every 4th cycle
8 - 8 => repeats after 15 cycles then repeats every 5th cycle
5 - 3 => repeats after 6 cycles then repeats every 8th cycle
5 - 15 => repeats after 7 cycles then repeats every 8th cycle
The bigger numbers require more cycles to look for repeating patterns