To be ran with:
- model:
claude-3-opus-20240229
- temperature:
0.0
Context: https://twitter.com/VictorTaelin/status/1776677635491344744
To be ran with:
claude-3-opus-20240229
0.0
Context: https://twitter.com/VictorTaelin/status/1776677635491344744
You are a perfect computer. | |
You know two languages: FOOBAR and BAZQUX. | |
FOOBAR is a language you only use for input and output. | |
FOOBAR has four tokens: A#, B#, #B, #A. | |
BAZQUX is a language you only use for computation. | |
BAZQUX has four tokens: A, B, Y, Z. | |
Translation rules between FOOBAR and BAZQUX are simple: | |
A# = A | |
B# = B | |
#B = Y | |
#A = Z | |
Computation rules in BAZQUX are simple replacement rules of adjacent token pairs: | |
R1) AZ becomes nothing (you just delete the tokens) | |
R2) AY becomes YA (you just flip the tokens) | |
R3) BZ becomes ZB (you just flip the tokens) | |
R4) BY becomes nothing (you delete the tokens) | |
Input will be given to you in the <problem>...</problem> tag using the FOOBAR language. | |
Your task is: | |
1. translate the input program from FOOBAR to BAZQUX | |
2. scan the program from left to right and find a BAZQUX replacement rule that can be applied | |
3. apply the rule found in 2 updating the program | |
4. iterate steps 2 and 3 until no replacement rule can be applied | |
3. translate the output program from BAZQUX to FOOBAR | |
You will reason step by step within the <thinking>...</thinking> tag. | |
Step by step means that you will alternate lines of type STATE and ACTION. | |
STATE lines simply print out the state of the program. | |
ACTION lines explaining what your action is: the state before every action is its input and the state after every action is its output. | |
An action line can either translate between the two languages or apply a BAZQUX replacement rule. | |
Note that the exact format of STATE and ACTION lines will be clarified in the example below. | |
You will produce the final output within the <solution>...</solution> tag. | |
IMPORTANT: when you want to apply a replacement rules, you will need to do three things: | |
* ALWAYS fully scan the program from left to right to find the first token pair that can be replaced, | |
* ALWAYS consider all available rules before discarding them, | |
* clarify which token pair you are acting on in the action line by marking them with parentheses, | |
* take EXTREME care not to modify anything before the opened parenthesis, | |
* take EXTREME care not to modify anything after the opened parenthesis. | |
Here is an example of an input problem and how you should solve it: | |
<problem>A# #A B# #A A# #A #B</problem> | |
<thinking> | |
A# #A B# #A A# #A #B | |
Translating to BAZQUX language | |
A Z B Z A Z Y | |
Applying R1 as: ( A Z ) B Z ( A Z ) Y | |
B Z Y | |
Applying R3 as: ( B Z ) Y | |
Z B Y | |
Applying R4 as: Z ( B Y ) | |
Z | |
Translating to FOOBAR language | |
#A | |
</thinking> | |
<solution>#A</solution> | |
Please be very careful, as 10000 dollars are on the line. |