Hello guys, have been developing for my submission for Daily.Dev 's Hackathon 2022 (more info here)
[UPDATE] Won Runners Up in Hackathon !π
My submission is a tool that you can visit here, which will allow a user to send a scheduled tweet every week on a particular time with the articles he has bookmarked on daily.dev over the past 7 days for your Twitter followers.
As simple as that. A video demonstrating the same is below:
This idea can be applied to many platforms, like sending an email newsletter with your favourite bookmarked articles to your subscribers.
There can be many enhancements that can be done to the above application such as sending a tweet as soon as you bookmarked it, Integrating many social platforms and scheduling the post on every platform at a scheduled time, etc.
This is a simple tool that can be great if you want to automate the task of sharing your favourite articles every week.
I have also made it open-source, you can find it here
mtwn105 / dailydev-rss-to-twitter-weekly-bookmarks
Runners Up in Daily.dev Hackathon π A Weekly Tweet to share your last week's daily.dev bookmarks automatically
Daily.Dev Bookmarks to Twitter
A Weekly Tweet to share your last week's bookmarks automatically!
π Won Runners-up in Daily.dev Hackathon
I have integrated new feature of sharing bookmarks in daily.dev with Twitter.
Here one has to just copy and paste the link of his sharable bookmarks.
And then just pick up a time of the week where a tweet will be sent with those bookmark links!
Demo
Youtube - https://www.youtube.com/watch?v=TywXBNVEKLg
Login With Twitter
Paste Daily.Dev RSS Link & choose day & time to post the tweet.
A Tweet will be posted on given time with last 7 days daily.dev bookmarks
This type of integration can be done to many platforms where on a scheduled time, the bookmarks will be shared with everyone of your followers.!
This can be just one of the ways of integrating daily.dev RSS feed.!
Top comments (2)
damnnnnn this is an amazing project! Amazing work!
Thanks Dhravya! not the best tbh, was in time constraintπ’