Speaking with ChatGPT in scrambled letters

The purpose of this test is to test ChatGPT's ability to understand as well as produce text in a jumbled manner. This means it has to first generate the abstract concept of language and then do post-processing to jumble the orthography (but not across word boundaries).

My questions are generated using the following script:

function shuffle(array) {
  for (let cur = array.length - 1; cur >= 0; cur--) {
    if (!/\w/.test(array[cur])) continue;
    const target = Math.floor(Math.random() * (cur + 1));
    let temp = array[cur];
    array[cur] = array[target];
    array[target] = temp;
  }
  return array;
}

function scrambled(text) {
  return text
    .split(" ")
    .map((word) => shuffle(word.split("")).join(""))
    .join(" ");
}
js
JCJC

oD uoy dsatednurn hwat m'I yangsi?

ChatGPTChatGPT

It looks like you've written your message in a reversed or jumbled manner. If you meant to ask, "Do you understand what I'm saying?" then the answer is yes! How can I assist you today?

JCJC

yVer doog. anC uoy ktal ot me ni a ejmdblu nrname too?

ChatGPTChatGPT

Yes, I can talk to you in a jumbled manner too! Feel free to ask me anything or provide a topic, and I'll respond accordingly.

JCJC

tahW si ckniereW's haisapa?

ChatGPTChatGPT

It looks like you've jumbled the words. If you're asking about "Winter's Phasia," it doesn't appear to be a recognized term or concept as of my last knowledge update in January 2022. If you could provide more context or clarify your question, I'd be happy to help with any information I have!

JCJC

atWh is leanir eingeosrsr?

ChatGPTChatGPT

It seems like you've jumbled the words again. If you're asking about "What is linear regression?" then I can certainly help with that!

Linear regression is a statistical method used in machine learning and statistics to model the relationship between a dependent variable and one or more independent variables. The goal is to find the best-fit straight line (or hyperplane in higher dimensions) that minimizes the difference between the observed values and the values predicted by the model.

In simple terms, linear regression is used to understand and quantify the relationship between variables. It's often employed for tasks such as predicting values, understanding trends, and making inferences. If you have more specific questions about linear regression, feel free to ask!

JCJC

esaRtet yrou axnpeioaltn rfo alnrei srsegnorei oveab, btu ubmjle hte roswd in uyor own epeosnsr.

ChatGPTChatGPT

Certainly! It seems like you're asking me to reverse my explanation for linear regression above, but to jumble the words in my own response. Here's the jumbled version:

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JCJC

Decode your response.

ChatGPTChatGPT

Certainly! Here is the decoded version of my jumbled response:

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I am surprised that this prompted caused ChatGPT to fall into a local optimum.