The 83 monochrome series app Cabamap supports calculation with arbitrary precision integers (the only limit is the memory of your calculator). So I figured, why not make a series of keypresses that, when typed in the app, outputs the digits of the circle constant?
First, start Cabamap with an entirely clear stack.
To initialize the algorithm, do these keypresses:
Code:
(Replace the first keypress with a 6, if you want the conventional choice
)
Repeat this series of keypresses until you get tired of it (must be repeated exactly and all the way through each time):
Code:
After you're done, do these keypresses:
Code:
XTON is the graph-variable key, and x^2 is the key that says x² on it. All other keys should be self explanatory.
If everything is correct, this should give, from the bottom of the stack to the top, the digits of the circle constant. Hopefully I didn't screw up, I'd need this to be tested by a really patient person
First, start Cabamap with an entirely clear stack.
To initialize the algorithm, do these keypresses:
Code:
3 0 ENTER 1 8 0 ENTER 1 ENTER 2 ENTER(Replace the first keypress with a 6, if you want the conventional choice
)
Repeat this series of keypresses until you get tired of it (must be repeated exactly and all the way through each time):
Code:
ENTER ENTER x^2 + 2 7 * 6 +
DOWN ENTER 2 7 * 1 2 - XTON DOWN DOWN ENTER UP *
XTON DOWN XTON ENTER DOWN 5 * +
XTON ENTER DOWN 5 * / ENTER
UP ENTER DOWN * UP XTON UP XTON -
UP UP ENTER DOWN 5 * 2 - XTON ENTER DOWN * +
UP XTON UP XTON UP ENTER DOWN 1 0 * *
UP XTON DOWN XTON DOWN XTON DOWN *
UP 1 0 * UP ENTER ENTER x^2 2 * XTON - XTON DOWN *
UP 1 + UP XTON DOWN XTON UPAfter you're done, do these keypresses:
Code:
CLEAR CLEAR CLEAR CLEARXTON is the graph-variable key, and x^2 is the key that says x² on it. All other keys should be self explanatory.
If everything is correct, this should give, from the bottom of the stack to the top, the digits of the circle constant. Hopefully I didn't screw up, I'd need this to be tested by a really patient person
