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Tag: python-3.x

stderr output from native app classifier: ModuleNotFoundError: No module named ‘nltk’

While trying to send/receive data using native messaging between javascript and python for a firefox extension I keep running into the following error in the browser console- stderr output from native app classifier: ModuleNotFoundError: No module named ‘nltk’ I have installed nltk in my pycharm virtual environment. I want to use nltk for some text processing in the python file

Playwright auto-scroll to bottom of infinite-scroll page

I am trying to automate the scraping of a site with “infinite scroll” with Python and Playwright. The issue is that Playwright doesn’t include, as of yet, a scroll functionnality let alone an infinite auto-scroll functionnality. From what I found on the net and my personnal testing, I can automate an infinite or finite scroll using the page.evaluate() function and

Why does howSum solution work in Javascript but not in Python? (Dynamic programming)

This is a follow-up to this question asked on Stack Overflow. Write a function ‘howSum(targetSum, numbers)’ that takes in a targetSum and an array of numbers as arguments. The function should return an array containing any combination of elements that add up to exactly the targetSum. If there is no combination that adds up to the targetSum, then return None.

Trouble converting Javascript source to Python

I’m trying to convert a Javascript function to Python. Most of it was no problem but there’s one statement I’m not sure how to convert: The Python so far is: idk what +() or /./g are for. The complete JS function is: Answer The /./g is a regular expression and the +() coerces a string into a number (and the

Why does this solution work in Javascript but not in Python? (Dynamic programming)

I’m following this tutorial about dynamic programming and I’m struggling to implement memoization in the following problem: *Write a function called canSum(targetSum, numbers) that returns True only if the numbers in the array can sum to the target sum. All the numbers in the array are positive integers and you can use them more than once for the solution. Example:

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