Talk:MIBBLLII
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How the end of input is delimited?
I would like to implement an interpreter but I have some questions:
- How the end of input is delimited? Consider a program that must reverse its input. When should it stop accumulating and start printing?
truesignifies '0' or '1' bit?- Is IO bit-oriented or byte-oriented? In latter case what's the bit order within a byte - big endian or little endian?
--Blashyrkh (talk) 19:58, 25 January 2026 (UTC)
Byte IO is preferrable
It enables a quine challenge (and especially polyglot quine challenge with brainfuck). --Blashyrkh (talk) 00:44, 26 January 2026 (UTC)
Improvement and clarification proposal
I suggest the following changes to the language specification:
- [CHANGE] input is
nil-delimited list of Church booleans. - [CLARIFICATION] '0' bit (both input and output) is denoted as
true = λxy.x - [CLARIFICATION] '1' bit (both input and output) is denoted as
false = λxy.y - [CLARIFICATION] Bit order within 8-bit byte is big-endian: most significant bit goes first.
- [CLARIFICATION] Output list may be infinite (e.g. if the program produces all prime numbers) or delimited with
nil. - [EXTENSION] If the length of the output bit list is not divisible by 8, then the trailing
len mod 8bits define the exit code according to the table:
| Trailing bits | Exit code(s) |
|---|---|
| none | 0 |
| 0-1 | 1-2 |
| 00-11 | 3-6 |
| 000-111 | 7-14 |
| 0000-1111 | 15-30 |
| 00000-11111 | 31-62 |
| 000000-111111 | 63-126 |
| 0000000-1111111 | 127-254 |
- [CLARIFICATION] If reduction result is not a Church list of Church booleans, exit code should be 255.
- [CLARIFICATION] Interpreter command line should accept several programs. The evaluation result is the result of composition:
MIBBLLII prog1.mi prog2.mi prog3.mi output = prog3(prog2(prog1(input)))
Now I ask the original author of the language: do you accept that the language with such changes is still MIBBLLII? Or should it be new language (derived from MIBBLLII and inspired by it, of course) with a different name? --Blashyrkh (talk) 12:47, 5 February 2026 (UTC)