2 December
2019
2 December
2019
First cold run this season
26 November
2019
Ready for a puzzle?
26 November
2019
Visit to the local distillery and liqueur manufacturing
What I was not aware of is how many different liqueurs are made in Sao Miguel island. Tiago Mela in Mulher de Capote took me thru the whole list and showed us around the manufacturing process.
An interesting anis liqueur (which is not Licor Beirao – from mainland and is Sharmila and my absolute favorite anis based drink) caught my eye. The bottle has a anis plant inside and covered with sugar crystal. Think sweet and think anis. And if you are a Bengali, think yummy!
While I finished up my deep dive into gins over a year back, decided to pick up a bottle of Goshawk gin, nonetheless. The previous day, Arsenio had me try the local gin at the hotel bar.
25 November
2019
Great evening with our bartender
Sharmila and I spent a great time with Arsenio – our bartender at the hotel. He has an amazing knowledge of all alcohols and their stories. Of course, it is the local stories that intrigued me the most.
I never realized the amount of local liqueurs, rum and gin that is made in the island! Or that aguardente (aguardiente in the Spanish world) is so popular in the Portuguese world.
Took a lot of notes… and tried a few local beverages…
17 November
2019
Smoked mango mezcal cocktail
15 November
2019
Puzzle: Of wine and water…
There is a wine glass filled with 1000 spoonful of wine. There is a water beaker with 2000 spoonful of water.
You take a spoon of water from the beaker and put it in the wine glass and mix it thoroughly. Then you take one spoon of the stuff (mostly wine with a little water) from the wine glass and put it in the water beaker and mix it thoroughly.
You do the whole thing over again. And one more time (so total of three times).
Of course increasingly the water beaker is getting more wine and vice versa.
Question is at the end of the third full round, do you have more wine (by volume) in the water beaker or more water (by volume) in the wine glass and by how much?
Here is a tougher version… what if after the above three cycles, you did the water beaker to wine glass one more time and stopped? (You did not do the wine glass to water beaker to complete the cycle; essentially three and a half cycles). Now, do you have more wine (by volume) in the water beaker or more water (by volume) in the wine glass and by how much?
Instead of putting your answer (and how you arrived at it) in the Comments section, write to me directly in messenger.
12 November
2019
Brevity being the soul of wit…
Over the last two decades, about twice a week, I have sent two sets of text messages to my wife, Sharmila. They have been invariably: “Boarded plane” and “Landed”.
With that one exception two years back when I was so frustrated with my flight delays that I had vented “Emplaned” and “Deplaned”. But otherwise, I have stuck to typing those few words consistently.
My wife, on the other hand, no doubt driven by the realization of the futility of spending more time conversing with me has had an interesting progression in the length of her responses. If progression was the word I was looking for. I reckon regression might have been more apt.
From full sentences of late 90s to this morning’s response, you can see … whatever “gression” it is.
…
Safe flight. Text me when you reach. Love you.
Safe flight. Love you.
Safe flight.
Great.
Gr8.
Ok.
kk.
K.
👍
…
It is like I have gone from “Max 80 characters in SMS” to “No more letters for you” faster than my flights could decide how late they wanted to be!!
🙂 🙂
3 November
2019
A hard puzzle from India!
Tuesday afternoon, I was all by myself. Both dad and mom were sleeping. Not knowing anything better, I went around going thru the books that still adorn the book shelves in my parents’ house. These are books from my school days. They have kept them still. Most of them are disintegrating – but they are still there. After going thru some of the books that I had studied in high school, I chanced upon this book I still remember for very hard math/physics problems. Written by Irodov, it was a book I had bought from Kolkata Book Fair in 1984.
I glanced thru a few pages. Sure enough, they are as hard as I remember them. There was one that caught my attention as a very interesting one. You can see the one in the picture that I have circled with the red line.
This is a very tough problem until you hit the solution and realize how elegant the solution is.
Here is a version of the problem:
There is an equilateral triangle – each of side length “a”. There are three ants at the three corners. Let’s call the ants A,B and C. At the same moment the three ants start moving at exactly the same speed. Ant A keeps moving towards wherever Ant B is. Ant B keeps moving towards wherever Ant C is. And Ant C keeping moving towards wherever Ant A is. The question is : eventually when they meet, how much distance would each ant have traveled?
Now realize that for every ant, the target ant is moving continuously. So, every ant is continually changing its direction. It is not as simple as an ant goes from one vertex to the other. That is what makes the problem hard.
After thinking about the problem for some time – and not getting anywhere – I posed it to my brother when I met him two days later. Together we spent about an hour in our drive to Kalyani from Kolkata discussing the problem. Eventually, we reached Kalyani and asked mom for some paper and pen. Another half an hour later, we did manage to solve the problem. Excitedly, we pulled out the Irodov book again from the shelf to see if the answer it had given matched ours. It did!!!
This was only Chapter 1 of the book and the 12th problem in it!! That chapter alone had another hundred plus problems. And then there were many more chapters!!
Man, I am way past my prime when it comes to ability to solve these kind of problems.
Anyways, see if this excites you to give it a crack.
If you get it, try the same problem with a square of side “a” instead of an equilateral triangle.
3 November
2019
