uses math to select wallpapers from Reddit
Project description
Redrum is a Reddit wallpaper downloader which scores wallpapers and selects the best based on resolution, aspect ratio, and number of views. It remembers which wallpapers were selected previously so you never see the same image twice.
Install the systemd units to run the script every two hours.
Installation
Install through pip
pip3 install redrum(optional) Install service for automatic wallpaper changing
# copy service files cp -u systemd/* ~/.config/systemd/user/ # enable and start systemd timer systemctl --user enable redrum.timer systemctl --user start redrum.timer # the service can be triggered manually as well systemctl --user start redrumnote: If using a python3 virtualenv, change ExecStart in redrum.service to /path/to/venv/bin/redrum
Usage
Redrum creates a config at ~/.config/redrum.ini automatically. You should update this file with your screen resolution and preferred subreddits before executing.
>>> redrum No previous score cache found at /home/evan/.cache/redrum_cache.json. Indexing page #0 from subreddit winterporn Indexing page #1 from subreddit winterporn Indexing page #2 from subreddit winterporn ... Selected http://i.imgur.com/3UWbcYG.jpg (EarthPorn) with score 5.21729920261845e-05 out of 5971 images The probability of selecting this image was 0.009851421028579594 Applying wallpaper
Scoring algorithm
Images are scored in three steps as follows:
Three input scores are calculated for each image in the cache
\begin{equation*} pixel_score = [total image pixels] / [total screen pixels] \end{equation*}\begin{equation*} ratio_score = [image x-y ratio] / [screen x-y ratio] or [screen x-y ratio] / [image x-y ratio] (whichever is less than 1) \end{equation*}\begin{equation*} views_score = [# views of this image] / [highest # views of all images] \end{equation*}Each input score is run through a sigmoid function, in this case, the logistic function. This helps to provide stronger differentiation between a good and a bad image than could be afforded with a linear method. The logistic function is defined by its midpoint and the slope at the midpoint, k.
Logistic function with midpoint=0, k=1
In redrum the logistic function has been normalized such that f(0) = 1.
\begin{equation*} ratio_logistic_score = (1 + pow(math.e, -ratio_k * (1 - ratio_off)))/(1 + pow(math.e, -ratio_k * (ratio_score - ratio_cutoff))) views_logistic_score = (1 + pow(math.e, -ratio_k * (1 - ratio_off)))/(1 + pow(math.e, -views_k * (views_score - views_cutoff))) pixel_logistic_score = (1 + pow(math.e, -ratio_k * (1 - ratio_off)))/(1 + pow(math.e, -pixel_k * (pixel_score - pixel_cutoff))) \end{equation*}pixel_score, ratio_score, and views_score each have their own midpoint and k, which can be set in ~/.config/redrum.ini
The three logistic scores are then multiplied to calculate an image’s final_score. This score is used to do a random weighted select of all images in the cache. An image with a final_score that is twice the score of another image is twice as likely to be selected during the random selection.
Tuning the scoring algorithm
You can adjust the scoring algorithm if you aren’t satisfied with the images being selected. redrum_tune allows you to quickly adjust the midpoint and k of the logarithmic function and view its effects on the final_score. You need to run pip install redrum[tune] to install the extra dependencies (matplotlib, numpy).
Project details
Download files
Download the file for your platform. If you're not sure which to choose, learn more about installing packages.
Source Distribution
File details
Details for the file redrum-1.5.3.tar.gz.
File metadata
- Download URL: redrum-1.5.3.tar.gz
- Upload date:
- Size: 658.1 kB
- Tags: Source
- Uploaded using Trusted Publishing? No
- Uploaded via: twine/6.1.0 CPython/3.11.8
File hashes
| Algorithm | Hash digest | |
|---|---|---|
| SHA256 |
a11a8a38682e6f08f79871d2f2b554822f15d092f8b4bf5e189d9873d29a2728
|
|
| MD5 |
b53ceb81ff30744f2f9bb2e022b38318
|
|
| BLAKE2b-256 |
89912fec208ea0cdf7f161cfdaa78959b809bd3469d51500d307a75f3cd6d688
|