The Living Root Bridges of Meghalaya, India are a fascinating wonder to behold! Grown naturally and yet carefully cultivated by the trained Khasi and Jaintia tribes who live there, these bridges can withstand the monsoon season. Of course they also avoid rot! Most bridges built from traditional materials would deteriorate swiftly in such a wet locale.
The eleven Living Root Bridges in place today are nearly 180 years old, though the roots are known to last up to 500 years once fully established. As some roots in the bridge age and weaken, the trees are constantly growing others, which can take their place and keep the bridges strong enough to support around 50 people at one time.
Another daily screensaver image led me to this beautiful discovery. There is even a double-decker bridge over one stretch of water!
Update: there may be many more of these beautiful, growing structures in place. A three-year study from 2015-2017 apparently examined dozens of them (and their history), considering applications in modern cities around the world. More ecosystems than simple structures, these Living Root Bridges demonstrate harmony and care that could provide even more obvious benefits to urban areas than the greenery alone, if such a concept could thrive elsewhere.
Something fascinating happened to me today, and for once, I had the awareness to document the journey.
Older readers might remember actually browsing a dictionary or even reading an encyclopedia. Younger readers might never have held such a heavy hardback volume in their hands. But now, everyone with internet access can share in the joy of serendipitous discovery!
I explored every one of those links in a single reading session, diving further into each until I either came to something that was so specific that I could not follow it at all, or until it made sense and left me without further inspiration (i.e. it closed the loop of my curiosity). This is one way that I love to learn, and I make clips of subjects that inspire me to return to them for writing or research later on.
Now, if you’ll excuse me, I need to start a new reading tree with Gödel’s incompleteness theorems (a subset of the fascinating strange loop overview above). There are some terrific references to follow in the third paragraph alone!