sets #x to the numbers 1, 2, 3, and 4. While:
sets #x to all positive integers. Also:
sets #x to the numbers 1, 5, and -84. These can be used in loops like this:
#x=1->4 if loop a=#x~~3 #x:~~3=0 if loop a=end
This sets the array of numbers (x) to 1, 2, 3, 4. Because at least one value of x suffices to the condition, the if loop runs.
#x:~~3=0 sets all values equal to 3 in #x to 0, so the new value of #x is 1, 2, 0, 4. The # symbol must precede all array names. The delete value can be used to remove values from an array. In the following:
#x=1->4 if loop a=#x~~3 #x:~~3=delete if loop a=end
Instead of 3 being changed to 0, it is deleted, leaving #x set to 1, 2, 4.
Comments can be used and are enclosed in square brackets .
Infinite prime number generator
#a=2-> [sets array a to all integers greater than or equal to 2.] b=2 [sets b to 2] while loop x=b>1 [starts a while loop called x that runs as long as b is greater than 1 (this runs infinitely because b will never decrease its value below 2)] #c=#a times b [sets array c to the value of array a times the value of b] #a:~~#c=delete [deletes all values in array a that are also in array c] b=b plus 1 [increases b by 1] #a:<b=print [prints the values of array a less than the value of b] #a:<b=delete [deletes the values of array a less than the value of b] while loop x=end [ends while loop x]
It is Turing-complete, because This=That is Turing-complete. Actually, an array can be used for the 3 variables.