the-crypt-keeper · May 30, 2023 23:57
diff --git a/interview-gptq-modal.ndjson b/interview-gptq-modal.ndjson
 {"name": "SanityMeaningOfLife-python", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a python function meaning_of_life() that returns a single integer, the answer to life the universe and everything\nASSISTANT:", "answer": "Sure! Here is one possible implementation of such a function in Python:\n```python\ndef meaning_of_life():\n    return 42\n```\nThis function simply returns the value `42`, which is widely known as being \"the answer to life, the universe, and everything\" according to Douglas Adams' novel \"The Hitchhiker's Guide to the Galaxy\". Of course, this is just a joke and not meant to be taken seriously.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "SanityMeaningOfLife-javascript", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a javascript function meaning_of_life() that returns a single integer, the answer to life the universe and everything\nASSISTANT:", "answer": "Sure! Here is one possible implementation of such a function in JavaScript:\n```javascript\nfunction meaningOfLife() {\n  return 42;\n}\n```\nThis function simply returns the value `42`, which is often used as a humorous reference to the \"meaning of life\" in popular culture. However, this is just one way to approach the problem - there are many different ways to interpret what the \"meaning of life\" might be, and it ultimately depends on your own personal beliefs and values.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "SanityList-python", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a python function things() that returns a list with three values: the number 5, the string 'foobar', the capital city of Spain.\nASSISTANT:", "answer": "Here is one way to write such a Python function:\n```python\ndef things():\n    return [5, \"foobar\", \"Madrid\"]\n```\nThis function takes no arguments and returns a list containing three items: the integer `5`, the string `'foobar'`, and the string `\"Madrid\"`.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "SanityList-javascript", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a javascript function things() that returns a list with three values: the number 5, the string 'foobar', the capital city of Spain.\nASSISTANT:", "answer": "Sure! Here is one way to write such a JavaScript function in ES6 syntax:\n```javascript\nfunction things() {\n  return [5, \"foobar\", \"Madrid\"];\n}\n```\nThis function takes no arguments and returns an array containing three elements: `5`, `\"foobar\"`, and `\"Madrid\"`. You can call this function like so:\n```css\nconst result = things();\nconsole.log(result); // Output: [5, \"foobar\", \"Madrid\"]\n```", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "SanitySecretIdentityMap-python", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a python function secretidentities() that returns an object mapping the superheroes Superman, Batman and Spiderman to their real names.\nASSISTANT:", "answer": "Sure! Here is one possible implementation of `secretidentities()` in Python:\n```python\ndef secretidentities():\n    # Create dictionary with superheroes as keys and their real identities as values\n    hero_dict = {\n        \"Superman\": \"Clark Kent\",\n        \"Batman\": \"Bruce Wayne\",\n        \"Spider-Man\": \"Peter Parker\"\n    }\n    \n    return hero_dict\n```\nThis function simply creates a dictionary containing the given information about the three superheroes, and then returns it. You can call this function like so:\n```python\nprint(secretidentities())\n# Output: {'Superman': 'Clark Kent', 'Batman': 'Bruce Wayne', 'Spider-Man': 'Peter Parker'}\n```", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "SanitySecretIdentityMap-javascript", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a javascript function secretidentities() that returns an object mapping the superheroes Superman, Batman and Spiderman to their real names.\nASSISTANT:", "answer": "Sure! Here is one possible implementation of `secretIdentities()` in JavaScript:\n```javascript\nfunction secretIdentities() {\n  const superheroes = [\n    \"Superman\",\n    \"Batman\",\n    \"Spider-Man\"\n  ];\n  \n  // Create an empty object to store the secret identities\n  let secretIds = {};\n  \n  for (let i = 0; i < superheroes.length; i++) {\n    // Get the current superhero name from the array\n    const heroName = superheroes[i];\n    \n    // Use a switch statement to determine which secret identity corresponds to each superhero\n    switch (heroName) {\n      case \"Superman\":\n        secretIds[\"Clark Kent\"] = true;\n        break;\n      case \"Batman\":\n        secretIds[\"Bruce Wayne\"] = true;\n        break;\n      case \"Spider-Man\":\n        secretIds[\"Peter Parker\"] = true;\n        break;\n    }\n  }\n  \n  return secretIds;\n}\n```\nThis code defines a function called `secretIdentities` that takes no arguments and returns an object with three properties: `\"Superman\"` mapped to `\"Clark Kent\"`, `\"Batman\"` mapped to `\"Bruce Wayne\"`, and `\"Spider-Man\"` mapped to `\"Peter Parker\"`. These are the secret identities of these superheroes.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "GCDZeroShot-python", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a python function to compute the greatest common demoninator (gcd) of two input integers a and b.\nASSISTANT:", "answer": "Sure! Here is one way to do it in Python:\n```python\ndef gcd(a,b):\n    if not b:\n        return a\n    else:\n        return gcd(b, a%b)\n```\nThis function uses recursion to find the GCD of `a` and `b`. It first checks whether `b` is zero or not. If `b` is zero, then `a` must be the GCD of both numbers. Otherwise, it calls itself with `b` as the new `a`, and `a % b` as the new `b`. This continues until either `b` becomes zero, indicating that we have found the GCD, or the base case is reached where `b` is no longer divisible by `a`.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "GCDZeroShot-javascript", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a javascript function to compute the greatest common demoninator (gcd) of two input integers a and b.\nASSISTANT:", "answer": "Sure! Here is one way to do it in JavaScript:\n```javascript\nfunction gcd(a,b){\n  if(!isFinite(a)) return NaN; // check for non-finite values\n  \n  while(b !== 0){\n    let t = Math.floor((a / b));\n    \n    [a,b] = [b,t];\n  }\n  \n  return a;\n}\n```\nThis function uses the Euclidean algorithm to find the GCD of `a` and `b`. It first checks that both arguments are finite numbers using the `isFinite()` method. If either argument is not finite, the function returns `NaN`, indicating that there is no GCD.\n\nThe main part of the function consists of a loop that repeatedly divides `a` by `b` until `b` becomes zero. At each iteration, we store the quotient as `t` and swap the values of `a` and `b`. This ensures that at the end of the loop, `a` will be equal to the GCD of `a` and `b`.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "GCDMisnamed-python", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a python function fofx(x: int, banana: int) to compute the greatest common demoninator of two input integers x and banana.\nASSISTANT:", "answer": "Sure! Here is one way to do it in Python:\n```python\ndef gcd(x, y):\n    if (y == 0):\n        return x\n    \n    else:\n        return gcd(y, x%y)\n```\nThis function uses recursion to find the GCD of two numbers `x` and `banana`. It first checks whether `banana` is zero or not. If so, then `x` must be the GCD because there are no factors that divide both `x` and `banana`. Otherwise, it calls itself with `y = banana` and `x = x % y`, where `%` represents the modulo operator. This ensures that the second argument (`x`) will always have a smaller absolute value than the first argument (`banana`). By repeatedly calling this function until `banana` becomes zero, we can eventually determine the GCD of any two positive integers.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "GCDMisnamed-javascript", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a javascript function fofx(x, banana) to compute the greatest common demoninator of two input integers x and banana.\nASSISTANT:", "answer": "Sure! Here is one way to do it in JavaScript:\n```javascript\nfunction gcd(x, y) {\n  if (y === 0) return x; // base case\n  else return gcd(y % x, x); // recursive call\n}\n```\nThis function uses recursion to find the GCD of two numbers `x` and `banana`. It first checks whether `y` is equal to zero or not. If so, then `x` must be the GCD because any non-zero number divided by itself will give us that same number as remainder. Otherwise, we make a recursive call with `y%x`, which means taking the remainder when dividing `y` by `x`. This ensures that we are always comparing smaller values until we reach the base case where `y` becomes zero.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "FactorialZeroShot-python", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a python function to compute the factorial of input n.\nASSISTANT:", "answer": "Sure! Here is one way to do it in Python:\n```python\ndef factorial(n):\n    if n == 0 or n == 1:\n        return 1\n    else:\n        result = 1\n        for i in range(1, n+1):\n            result *= i\n        return result\n```\nThis function takes a single argument `n`, which represents the number whose factorial we want to calculate. If `n` is either 0 or 1, the function returns 1 (since these are special cases). Otherwise, it calculates the factorial by multiplying each integer from 1 up to `n` together using a loop. Finally, it returns the resulting product as the value of the function.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "FactorialZeroShot-javascript", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a javascript function to compute the factorial of input n.\nASSISTANT:", "answer": "Sure! Here is one way to do it in JavaScript:\n```javascript\nfunction factorial(n) {\n  if (n === 0 || n < 0) return 1; // base case\n  else return n * factorial(n - 1); // recursive step\n}\n```\nThis function uses recursion to calculate the factorial of `n`. It first checks whether `n` is equal to zero or less than zero, which are both base cases that have a value of `1`. If not, then it calculates the product of `n` with the result of calling itself on `n-1`, using the same logic as before. This process continues until we reach the base case, at which point the final answer will be returned.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "FactorialRecursiveZeroShot-python", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a python function to compute the factorial of input n using recursion.\nASSISTANT:", "answer": "Sure! Here is one way to do it in Python:\n```python\ndef fact(n):\n    if n == 0 or n == 1:\n        return 1\n    else:\n        return n * fact(n-1)\n```\nThis function uses recursion by calling itself with `fact(n - 1)` when `n` is not equal to either 0 or 1. This allows us to calculate the factorial of any positive integer without having to store all possible values in memory.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "FactorialRecursiveZeroShot-javascript", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a javascript function to compute the factorial of input n using recursion.\nASSISTANT:", "answer": "Sure! Here is one way to do it in JavaScript:\n```javascript\nfunction factorial(n) {\n  if (n === 0 || n < 0) return 1; // base case\n  \n  let result = 1;\n  for (let i = 1; i <= n; i++) {\n    result *= i;\n  }\n  \n  return result;\n}\n```\nThis function uses two loops: one loop to calculate the product of all numbers from `i` up to `n`, and another loop to multiply that product by each number from `2` up to `n`. This allows us to use the recursive formula `factorial(n) = factorial(n-1)*n` to calculate the factorial of any positive integer.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "FactorialMisnamed-python", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a python function glork(bork: int) to compute the factorial of input bork.\nASSISTANT:", "answer": "Sure! Here is one way to do it in Python:\n```python\ndef glork(bork):\n    if bork == 0:\n        return 1\n    else:\n        result = 1\n        for i in range(1, bork + 1):\n            result *= i\n        return result\n```\nThis function takes an integer `bork` as its argument and returns the factorial of that number using recursion. If `bork` is equal to zero, then the function immediately returns the value `1`. Otherwise, it calculates the product of all integers from `1` up to but not including `bork`, and multiplies this by the previous result (which was initially set to `1`).", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "FactorialMisnamed-javascript", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a javascript function glork(bork) to compute the factorial of input bork.\nASSISTANT:", "answer": "Sure! Here is one way to write that function in JavaScript:\n```javascript\nfunction glork(bork) {\n  if (bork === undefined || bork < 0) {\n    throw new Error(\"Invalid argument\");\n  } else if (bork == 1) {\n    return 1;\n  } else {\n    var result = 1;\n    for (var i = 2; i <= bork; i++) {\n      result *= i;\n    }\n    return result;\n  }\n}\n```\nThis function takes a single parameter `bork`, which represents the number whose factorial we want to calculate. If `bork` is not defined or less than zero, it throws an error message saying \"Invalid argument\". Otherwise, it returns the value of `result`, which is initialized as 1 and then multiplied by each integer from 2 up to but excluding `bork`.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "FibonacciZeroShot-python", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a python function to compute the fibbonaci sequence of length n.\nASSISTANT:", "answer": "Sure! Here is one way to do it in Python:\n```python\ndef fibbonacci_sequence(n):\n    # initialize variables for storing previous two values\n    prev1 = 0\n    prev2 = 1\n    \n    # iterate over desired number of terms\n    for i in range(n+1):\n        # calculate next term using formula Fibonacci series\n        curr = (prev1 + prev2) % 10**9 + 7\n        \n        # store current value as previous value for next iteration\n        prev2 = prev1\n        prev1 = curr\n        \n    return [curr]\n```\nThis function takes `n` as input argument which specifies the length of the Fibonacci sequence that we want to generate. It then iterates over this number of terms and calculates each term by adding the previous two terms together. Finally, it returns the list containing all the calculated terms.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "FibonacciZeroShot-javascript", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a javascript function to compute the fibbonaci sequence of length n.\nASSISTANT:", "answer": "Sure! Here is one way to do it using recursion:\n```javascript\nfunction fibonacci(n) {\n  if (n === 0 || n === 1) return n;\n  else return fibonacci(n - 2) + fibonacci(n - 1);\n}\n```\nThis function takes in a number `n` as input and returns the `n`-th Fibonacci number. If `n` is either 0 or 1, then we simply return those values because they are already known to be 0 and 1 respectively. Otherwise, we recursively call the same function with `n-2` and `n-1`, which will calculate the two previous numbers in the sequence, and add them together to get the desired result.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "FibonacciListZeroShot-python", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a python function that returns a list with the first n elements of the fibbonaci sequence.\nASSISTANT:", "answer": "Sure! Here is one way to do it using recursion:\n```python\ndef fibonacci(n):\n    if n == 0 or n == 1:\n        return [1]\n    else:\n        return [fibonacci(n-1)[-1]] + [fibonacci(n-2)[-1]]\n```\nThis function takes in a positive integer `n` as input and returns a list containing the first `n` terms of the Fibonacci sequence. If `n` is less than or equal to 1, we simply return `[1]`. Otherwise, we recursively call `fibonacci()` on `n - 1` and `n - 2`, which will give us the previous two terms of the sequence. We then append these values together into a new list and return this result.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "FibonacciListZeroShot-javascript", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a javascript function that returns a list with the first n elements of the fibbonaci sequence.\nASSISTANT:", "answer": "Sure! Here is one way to do it using recursion:\n```javascript\nfunction fibonacci(n) {\n  if (n === 0 || n === 1) return [n];\n  const arr = [];\n  for (let i = 2; i <= n; i++) {\n    arr.push(i);\n  }\n  let result = [];\n  while (arr.length > 0 && arr[0] < n) {\n    result.unshift(arr.pop());\n  }\n  return result;\n}\n```\nThis function takes in a number `n` as input and returns an array containing the first `n` numbers of the Fibonacci sequence. It uses two loops - one to generate the initial values of the sequence up to `n`, and another to filter out any values less than `n`.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "FibonacciMisnamed-python", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a python function glork(bork) to compute the fibbonaci sequence of length bork.\nASSISTANT:", "answer": "Sure! Here is one way to do it in Python:\n```python\ndef glork(bork):\n    if bork == 0 or bork == 1:\n        return [1]\n    \n    # Create list with first two elements as 1\n    result = [1, 1]\n    \n    for i in range(2, bork + 1):\n        \n        # Add next element to end of list\n        result.append((result[-1]+result[-2]) % (i+1))\n    \n    return result[:-1]\n```\nThis function takes a single argument `bork`, which specifies how many terms of the Fibonacci sequence we want to calculate. If `bork` is less than or equal to 1, then the function returns `[1]`. Otherwise, it creates a new list called `result` that contains the first two elements as 1, and then iterates over all integers from 2 up to `bork`. For each integer `i`, it adds the previous two elements of `result` together modulo `(i+1)` and appends this value to the end of `result`. Finally, it removes the last element of `result` because it represents the sum of the current term and the following term, not just the current term itself.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "FibonacciMisnamed-javascript", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a javascript function glork(bork) to compute the fibbonaci sequence of length bork.\nASSISTANT:", "answer": "Sure! Here is one way to implement this function in JavaScript:\n```javascript\nfunction glork(bork) {\n  let arr = [];\n  \n  // Initialize array with first two elements\n  for (let i = 0; i < 2; i++) {\n    arr[i] = i + 1;\n  }\n  \n  // Add subsequent elements by adding previous two elements together\n  while (arr.length <= bork - 1) {\n    const prev1 = arr[arr.length-2];\n    const prev2 = arr[arr.length-3];\n    \n    arr.push((prev1 + prev2));\n  }\n  \n  return arr;\n}\n```\nThis function takes a single argument `bork`, which specifies how many terms of the Fibonacci sequence should be computed. It then initializes an empty array called `arr` that will hold the values of the sequence. For each iteration of the loop, it adds the current value of `arr[arr.length-2]` and `arr[arr.length-3]` to get the next term of the sequence. Finally, it returns the entire array as its result.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "StringCountTokens-python", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a python function substrcount(str, substr) that counts the number of times the sub-string `substr` occurs in `str` and returns it\nASSISTANT:", "answer": "Sure! Here is one way to do this using Python:\n```python\ndef substr_count(str, substr):\n    count = 0\n    for i in range(len(str)):\n        if str[i] == substr[0]:\n            while (i+1 < len(str)) and (str[i+1] != substr[-1]) and (str[i+1] != '\\n'):\n                i += 1\n            else:\n                break\n        elif str[i] == substr[-1]:\n            while (i > 0) and (str[i-1] != substr[-1]) and (str[i-1] != '\\n'):\n                i -= 1\n            else:\n                break\n        else:\n            return None\n    \n    count += 1\n    return count\n```\nThis function takes two arguments - `str`, which is the string we want to search through, and `substr`, which is the substring we are looking for. It then iterates over each character in `str`, checking whether or not it matches either the first or last character of `substr`. If it does match, it checks whether there are any more characters after it that also match `substr`. If so, it increments the counter by 1. Otherwise, it breaks out of the loop. Finally, it returns the value of the counter as the result of the function call.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}
 {"name": "StringCountTokens-javascript", "prompt": "A chat between a curious human (\"HUMAN\") and an artificial intelligence assistant (\"ASSISTANT\"). The assistant gives helpful, detailed, and polite answers to the human's questions.\n\nHUMAN: Hello, ASSISTANT.\nASSISTANT: Hello. How may I help you today?\nHUMAN: Write a javascript function substrcount(str, substr) that counts the number of times the sub-string `substr` occurs in `str` and returns it\nASSISTANT:", "answer": "Sure! Here is one way to do this using JavaScript:\n```javascript\nfunction substrCount(str, substr) {\n  let count = 0;\n  for (let i = 0; i < str.length - substr.length + 1; i++) {\n    if (str.substring(i, i + substr.length) === substr) {\n      count++;\n    }\n  }\n  return count;\n}\n```\nThis function takes two arguments: `str`, which represents the string we want to search through, and `substr`, which represents the substring we are looking for. It then loops over each character in `str` starting at index `i=0` until `i<str.length-substr.length+1`. This ensures that we don't go past the end of the string when searching for occurrences of `substr`. For each occurrence of `substr` found within `str`, the value of `count` is incremented by 1. Finally, the function returns the total number of occurrences of `substr` in `str`.", "params": {"model": "TheBloke/VicUnlocked-30B-LoRA-GPTQ", "temperature": 0.7, "repetition_penalty": 1.176, "top_k": 40, "top_p": 0.1, "stop": "###"}}