Chat GPT for Abaku

How to set up GPT to work with Abaku

If you use Chat GPT without preparation, it is very likely that a common prompt will not work correctly.

Abaku mathematics is a fairly complex task for GPT — it involves powers, roots, various member lengths, multiple operations, and a specific way of reading numbers. Therefore, it cannot decipher Abaku numbers (even fairly simple ones) after a prompt. The prompt that is sufficient for a human to solve successfully is simply not enough for GPT. That's why we offer you a tested robust prompt that will make GPT start working with Abaku numbers, combos, and sequences exactly the way you need it to. It works so that in a given number combination, regardless of its length, it can find all Abaku numbers. It takes it a while, but you will get a result.

PROMPT (instruction for Chat GPT)

👉 You just need to paste the prompt below into GPT once (without a number combination), save it to memory, and have it create a one-line version of the prompt for future use.
👉 Copy the entire prompt text (in the box). Paste it into the GPT chat command line. Into the square brackets at the beginning of the prompt, instead of the current text "Enter number combination here", paste your number intended for Abaku analysis. Done? Send it. Did it find everything?

[Enter number combination here] – Perform a complete systematic Abaku analysis:

Go through all consecutive segments of length 2 and 3, without omitting any segmentation.
Verify two-member segments for:
- a² = b (second power)
- √a = b (second root)
- a³ = b (third power)
- ∛a = b (third root)
Create three-member segments by:
- systematically going through all possible lengths of A, B, and C (i.e., all cuts i<j<k<l, without limiting segment length),
- for each triple, evaluate all four operations:
  - A + B = C - A - B = C - A x B = C - A ÷ B = C
Do not stop searching after the first match and record all valid equations — even if there are many.
Write the result in Abaku notation without signs with a brief comment in parentheses.
Sort: first two-member, then three-member.

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