Fix numer.bf.
Chris Pressey
6 years ago
| 61 | 61 | | [mandel.bf](mandel.bf) | | Chris Lahey | 4/11/97 | A Mandelbrot fractal generator. |
| 62 | 62 | | [maze.bf](maze.bf) | CC0 | Chris Pressey | 9/5/93 | A conversion of a Commodore-64 graphical pastime: a dead-simple random maze generator. |
| 63 | 63 | | [namegame.bf](namegame.bf) | CC0 | Dmitry M Litvinov | 2/1/96 | "First, example easy writed stupid prog." Befunge bypasses cultural and lingual backgrounds. Try this "easily written" program and see what it does. |
| 64 | | [numer.bf](numer.bf) | CC0 | Chris Pressey | 9/5/93 | Produces single-digit numerological equivalents of words you type in. (Users should be warned that the significance of the output of this program is of extremely questionable practical value. But it is consistant.) (This algorithm is also known as the "digital root".) | |
| 64 | | [numer.bf](numer.bf) | CC0 | Chris Pressey | 9/5/93 | Produces single-digit numerological equivalents of words you type in. Words should consist of lowercase letters and be terminated by a linefeed character. (Users should be warned that the significance of the output of this program is of extremely questionable practical value. But it is consistant.) (This algorithm could be known as taking the "digital root of the word".) | |
| 65 | 65 | | [pairing.bf](pairing.bf) | | Aaron Dale | 3/20/97 | A program to implement the "pairing function" (\<x1,x2\> = (2\^(x1) \* (2\*(x2) + 1)) - 1), which maps any two natural numbers onto the set of natural numbers, without repetition. |
| 66 | 66 | | [pangram.bf](pangram.bf) | CC0 | Chris Pressey | 8/25/112 | Checks if the first line of input is a pangram -- a sentence which contains all the letters of the alphabet, such as "The quick brown fox jumps over the lazy dog" or "Pack my lunch box with five dozen liquor jugs." Case-insensitive, and ignores most punctuation, but "high" punctuation (above ASCII character 90) will likely confuse it. |
| 67 | 67 | | [pascserp.bf](pascserp.bf) | CC0 | Chris Pressey | 7/12/97 | Generates a gasket (Serpinsky triangle) using Pascal's Triangle. |