Can someone give a source of the following program/game:
Long long ago, in a galaxy far far away, in the old QUANTA library, the 50(0?)M 
creature on some dozens of diskettes, I found a version of "Tower of Hanoi" 
(aka "Tower of Buddha" I believe): Move five (or however many disks--yes, the 
hard type, but not confusers' :-) disks from one of three pegs to another, one 
disk at a time, but without ever allowing a larger on top of a smaller.

Note this is not the one that goes up to a dozen or more disks, all viewed from 
the side and showing as rectangles and all in black. This was fixed at five, no 
more, no less, and as well drew on the display round disks of a discernable 
thickness, using ellipses, hidden line erasure, and I don't remember what else. 
The disks were light green.

The programming was not as difficult as it (may) sound. It would not be 
entirely difficult to generalize it to a variable number of disks esp if going 
up to seven disks (the variation we have in wood at home) or eight or ... I had 
everything worked out years ago except--how to vary the thickness of the disks 
as necessary while still using the ellipses. I did not figure out that last 
bit. I have lost the annotated copy of the BASIC I made and that I can still 
partly visualize. It would, however, take eons to reprogram it myself.

Yet another added feature would be the simple hint which allows you to readily 
solve any number of disks ... but which not all will grasp :-) .

As I remember, the program was credited to someone named Kennedy, but I could 
be wrong.

This is what I am trying to get for the QLer to work on who is "confined" to a 
skilled nursing facility, as mentioned in a separate post.

As for anyone complaining about my asking about such old material: any 
complaints will indeed be handled when I ... take out my cane and whack the 
complainer :-) .

Thanks much,
Doug LaVerne 37830 USA
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