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Akshara Rajaram was born on August 23rd 2008. As every dutiful father would do, I have started a website exclusively for her at akshararajaram.com.

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Friday, October 03, 2008

Lot of puzzles to puzzle you

We recently had an innovation week celebration in our company and as a part of it, there was a daily puzzle contest. I had prepared around 4-5 puzzles every day and sent them across by mail. Given below are all the puzzles. Mail the answers to me through my contact email (top leftof the page). Answers will be given when replies stop coming in.

PUZZLE 1: Head of the Pack
Let me tell you a thing or two about solving puzzles. It is much easier than you think it is. Maybe, all the big puzzle competitions happen only in the capitals of the various countries, but this doesn’t mean you can’t capitalize on the other opportunities. Actually, the capitalism existing in our country is preventing us from spending more time on solving puzzles. Sometimes, this lack of time to solve puzzles results in lesser innovation in organizations. So, it is time to throw out the bureaucracy and come together to solve all the puzzles. One always wonders whether such techniques do yield results, but believe me, they do. Last, but never the least, we hope that you were able to find the name of the city.

PUZZLE 2: Piled up in Egypt
The boxes are arranged such that the number inside a box is equal to the sum of the numbers of the two boxes supporting it (i.e. the two boxes below it). No number is repeated and all numbers are greater than zero. What is the number in the topmost box?



PUZZLE 3: A puzzle on my table!
After seeing this puzzle kept on the table, even Dr.Watson would have been tempted to say, “It’s elementary, my dear!”
99, 15, 53, 8, 11, 32

PUZZLE 4: STR-ANG-E OR-GANI-SMS
Given below is an empty crossword. You have to fit the following words into the grid. Then the letters in the colored cells will give you the answer.
Words: 282, 2253***, 28669, 78779, 5262



PUZZLE 5: Counting the Extras
Corfu
Either
Viefi
Nerves
Open
Sexi
Wort

Look at the words above. All of them have something extra. Once you identify the “extra” bit, do the most logical thing and you will get the seven letter answer.

PUZZLE 6: TOUR OF LIMASSOL
Amdocs Social Club has organized a tour of Limassol. You are here, sharp at 8 AM on a nice Saturday morning. As you try to board the bus, the driver asks you for a password. You say to the driver that you were not given any password when you registered in the survey. The driver says that the survey system had crashed on Friday night and the only way they could allow people to get on the bus was through this password system. You try to argue, but to no avail. As you turn back, the driver says “Sorry, my friend. Maybe, you can have a look at some of the photographs taken by your friends during the previous tour”. You grab the paper thinking that the driver was just making fun of you. But, soon you realize otherwise. The paper seems to be a collage of 9 photographs with people gesturing through some strange signs. You immediately start decoding the message and realize that it indeed has the password. Can you find the password from the collage below? You can download a higher resolution picture here. Thanks to Harish and Anith for modeling for this puzzle. Btw, both are right-handed and hence, their right hands take priority over their left.





PUZZLE 7: MILITARY TALK
Do you know the NATO phonetic alphabet? If not, search it up on the net. In the passage below, the NATO phonetic code words of all letters of the alphabet (A to Z) but one have been encoded. Find the one alphabet which has been omitted. To get you started, I shall give an example: Alpha (for letter A) has been encoded as one of the “Two Greeks”.

(Repeat Twice): Tyson and his father (in a radiation outfit) went to a country, a Canadian province and a capital city. There they met Frankenstein, two Greeks, an African, an American and his angels. They danced twice (to critical acclaim), had a drink in the local Mariott, played a sport, watched a play by William and before December they founded a software company, for which they won an award.

PUZZLE 8: PRIME-TIME PUZZLE
All the numbers in the table below can be expressed as a product of some primes. Do the prime factorization for each of them and then look for some pattern to find the 8-letter word!

9699690

510510

4849845

248710

39

2926

248710

285285

14630

49742

39

2090

746130

6630

53295


PUZZLE 9: Just another day in Cyprus
I have Cypriot neighbors. They are a small family with the husband, wife and their three kids – Andreas, Nicos and Nicolas. Mr. Christos, 42 years old, works in the LAPD (Limmasol Area Police Department) and Mrs. Christos is a housewife. Mr. Christos is former national backgammon champion. Mrs. Christos is highly educated and it seems that she chose to give up her good job to take care of her family. Mr. Christos works 6 days a week and starts at 7 AM in the morning. So, it was yet another boring Saturday when I was lazing around on my balcony. I noticed a guy walk over to the front door of our neighbor’s and this is the conversation I heard (translated to English for your convenience).
Guy (G): Good morning, I am from the PENTAGON (People EstimatioN Team And Government Organization Nicosia) and I wish to know the details of your family.
Mrs. Christos (MC): Yes, what details do you want?
G: Do you have kids?
MC: Yes
G: How many?
MC: Three
G: What are their ages?
I saw a smile on MC’s face. Then she said, “So, are you in a mood to do some math?”
G (with a smile on his face): Of course Ma’am, tell me.
MC: If you multiply the ages of my three kids, you will get three dozens.
MC: If you add the ages of my three kids, the number is the same as my door number.
G (Thinks for a while): Nope, I need more clues!
MC: You know, my eldest is a spoilt kid who spends the entire day playing backgammon in that coffee shop.
G: Thanks you Ma’am, I know their ages now.
Now, all you have to do is to find the ages of the three kids.

PUZZLE 10: BILINGUALLY SPEAKING!
Nowadays, more security personnel are required at football matches compared to international borders, as the probability of trouble seems to be higher in the former. So, it was no surprise that BBC were taking extreme precautions before reporting on an upcoming Russia-England football match. Any partisan report by the BBC could spell trouble for its loyal supporters and would enable its competitors like CNN get the international edge. So, they went looking for a person knowledgeable in football, but also impartial to both Russia and England. They found one Mr. Edvard Garringue Gotwald, a former footballer of the Czech Republic, who knew a lot about the Russian and the English sides and was also well conversant in both Russian and English.
So, the match happened on 18th July 2001. It was a closely fought encounter and the cops managed to keep off the hooligans and ensured that the match went on well. The editor of BBC received the match report from Mr. Edvard. He was shocked! It looked like Mr. Edvard, in the excitement of the match, mixed both Russian and English while writing the report. So, what does the report say? Btw, the final score in the match was Russia-1, England-0.



PUZZLE 11: STUCK IN JAIL
Samuel is stuck inside a jail in Libya. He is full of remorse and has sent you the secret note below. What does it say?



PUZZLE 12: WATCH THE CHANGE!
See the gif file below. You should see different images in the gif are played one after another. Imagine a 5*5 grid of LEDs. Only few LEDs are switched on at a time. The switched-on LEDs appear as white circles in the image. There is a 7-letter word encoded in these blinking LEDs. Better switch your brain to mode X OR you will never find the answer!



PUZZLE 13: A Visit to Kykkos Monastery
A team in DVCC wanted to go for a project event. They decided to go for a walk on a forest trail leading to a monastery. Only few members of the team knew about the trail and it was up to them to guide the rest of the group.
They started off going northwards. Then they turned east. Then a superstitious person suggested that they rather go south. After walking for some time, they realize that they had reached a dead-end. So, they cursed the superstitious guy and then retrace their way north. Once they reached the point from where they turned south, they continued in the original direction. A little later, they reached a dead-end. Then the superstitious person laughs and suggests again walking southwards. After some time, they take a well deserved break.
After a 15 minute break, they continue walking south. Once they reach the fountain marked on the map, they turned eastward as suggested. After what seemed like a long time, they came across a signpost on the road pointing towards the north. So, they turn north and walk for another half an hour and then rest for lunch.
After lunch, people were not in a mood to continue. But, they had to reach their destination before nightfall. So, the group leader urged the group to start walking westwards. After some time, the path turned to the south. Just after a short distance, there was a sign pointing towards east. So, they turned east. Now that the sun was behind them, they didn’t feel the heat of the sun. So, they didn’t realize that they had walked quite a distance when the map suggested that they turn south again. So, they dutifully followed. Then, almost immediately, the path turned west again. Then, after walking west for around 30 mins, they stopped for a tea-break.
After the rejuvenating tea, they started walking eastwards. After what seemed like a long walk, they came to a dead-end. Then one person casually said; ”Ah, maybe we should have taken the path to the south which came some time earlier!”. They all cursed him and retraced their path due-west. When they came to the turning mentioned by this person, they turned south and marched on. After 1 hour, they saw their destination before them, the grand monastery of Kykkos. At the gate of the monastery, the guard asked them for the password. The group leader who had been taking notes all the time during the trek realized the password and told it to the guard. It was the correct password and they all happily retired to the guest rooms at the monastery. So, do you know the password?

PUZZLE 14: The search for Cypriot villages
Find the following village names in the grid below. The remaining letters would tell you how to get the answer. The words can be oriented horizontally, vertically or diagonally. The letters in the grid below can be reused for more than one word, but not in more than 2 words.



PUZZLE 15: GRAFFITTI OR GRAPH?
The Cyprus government has long suspected the British of monitoring all email communications passing through Cyprus. But, they have never been able to prove it. They ask for your help in uncovering the secrets of the big white dome on top of the Troodos Mountains. But, this task is easier said than done. It is a well known fact that the dome is patrolled by less than a dozen soldiers, but the hi-tech security around the dome is almost impenetrable. In the guise of a regular tourist looking for a good spot to ski, you reach the side-doors of the dome. You see lot of graffiti on the wall and think aloud; “These football fans haven’t left alone even this place!” You see a monitor on the door asking for a password. Then you realize that the graffiti might actually be the key to this. You start plotting points assuming that each pair of letters connects the vertices labeled by the alphabets. Slowly, letters start to appear and finally, you get the password. What is the password?



PUZZLE 16: A TIGHT FIT
The eight tiles below must be fitted into the pattern so as to form 4 words reading across and 5 words reading down. The tiles cannot be rotated or modified in any form. Find the 9 words.




PUZZLE 17: FORM YOUR OWN QUESTION
_ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ _ ?
Fit in the letters below to form the question above and then find the answer. No need to change the orders of the letters in each group of three. Just find the right position to place the group as such.

APO

BEA

BUM?

NWA

SAL

SAL

SOA

TLE

TWE

WHA



PUZZLE 18: READING BETWEEN THE WORDS
Each sentence below contains a country’s name within it. Find each of the countries.
a. My landlords went to a spa in Latvia for this year’s holidays.
b. To find the Great Wall, search in an Asian country.

c. It is normal in this country to walk to work.
d. This country has a fine palace where horses live.
e. You have to visit this city to enjoy such adventures.
f. While attending the innovation session i germinate ideas for the next big thing.
g. The crowd consists of thousands of people so those leaving cannot be monitored individually.
h. The rough analysis proved that this machine does not work.

PUZZLE 19: GOING TO THE MOVIES
For all you movie buffs out there, these puzzles should be a piece of cake! Each of these rebuses solve to a movie name. (14 movies)




Enjoy!!!!!!!!

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Wednesday, September 24, 2008

Why do we dream what we dream?

I am a normal person who dreams regularly (thankfully, no nightmares!). Sometimes, i do remember the dreams the next day and most of the times, they are even more outlandish than a typical Bollywood movie. But, one thing which has always been the case is that some aspect of the dream would always be something which i had done or been involved with in the near past.
For example, if i were preparing for a dumb-c event, then i would not only stop at dreaming about codes, but also wake up (actually asleep) , then awaken Vidhya and ask her to decode something which i mime! Similarly, for puzzle events, i have actually got some good ideas for puzzles from the dreams.
But, a few days earlier, i had a dream which went something like this. I was traveling in a bus and got a ticket from the conductor. There was a guy next to me who suddenly dropped some coins into my hand and then asked me to hold on to them for few minutes. I, of course, wasn't interested and tried to put back the coins in his hand. But, he was avoiding this and saying "one minute, please" and so on. Then, i noticed some movement behind me and felt a hand on my pant's back pocket. I realized that someone was trying to take the wallet out of my pocket. I quickly turned around and punched the guy in his face. At this time, i came out of the dream.
No, i didn't wake up, but i went into "Analysis of the dream" mode while i was asleep. i started wondering as to why i had this dream. I had never been part of such an experience. No one had ever picked my pocket nor had i seen someone do it. i was surprised, as this ploy seemed perfect for a pickpocket gang with one member working to distract the person while another takes the wallet. Is it a sign of things to come? I dunno!

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Tuesday, December 18, 2007

War of the Words: The Queen's Challenge!

english puzzle words

Until a few decades ago, the English ruled the world. But now, English rules the world !
Are you better at English than the English ?
This is your best chance to find out.

Presenting an English Quiz that will redefine the meaning of knowing English!
It’s all about words: Anagrams, word chains, word links, crosswords, pictograms, word puzzles, word origins and much more…

COMING SOON!

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Tuesday, July 03, 2007

Three puzzles to puzzle you

Time to take a break from going through all the blogging related (I assume they will all be so) entries for "Number Three" posting contest at Daily Blog tips.

I have always been fascinated by puzzles based on logic rather than pure mathematics. How these puzzles are different from the usual mathematical ones is that at some point in time of solving the puzzle, you have to use your logical part of the brain and eliminate some answers and not just keep doing some calculations to reach the answer. Below are three such puzzles which are extremely interesting to solve (in my opinion). The answers are written in white just after the puzzle. So , to see the answer, highlight the empty area after the puzzle. Enjoy!


Puzzle 1:

A census-taker(CT) (one who counts the population) goes to a house and knocks on the door. A woman(W) opens the door. Given below is the conversation they have:

CT: Ma'am, how many children do you have ?
W: Three
CT: Can you please tell me their ages ?
W: I won't tell you their ages, but i can give you clues.
CT: wow, a puzzle! Ok, give me the clues.
W: Clue No 1: The product of my kid's ages is 36.
W: Clue No 2: The sum of their ages is equal to my door number.
CT looks at the door number, thinks for a while and says "i need more clues".
W: Okay, one more clue. My eldest plays baseball.
CT: Thank you Ma'am. I know their ages now.

Now, all you have to do is to find their ages with the above information.

Solution:

The woman has three children. The product of their ages is 36.
First, write down the possible combinations. They are 36/1/1, 18/2/1, 9/2/2, 9/4/1, 6/6/1, 6/3/2 and 4/3/3. Now, try to do what CT would have done i.e. take the totals of the ages which respectively are 38, 21, 13, 14, 13, 11 and 10.
The CT knew the door number (he can see it). If one of the totals matched the door number, he would have solved the puzzle. But, he asked for more clues. That means that the door number appeared as the total of more than one combination, which in our case is 9/2/2 and 6/6/1 whose total is 13.
The next clue was "My eldest plays baseball". This clue may seem weird, but it is actually a very intelligent clue. When the woman refers to "my eldest", it means that her eldest kid is unique which is not the case with the twins of 6/6/1. So, the answer is 9/2/2.

Puzzle 2:

There are 37 students in a classroom. What is the probability that at least 4 of them would have their birthday in the same month? Though this looks like a mathematical question, it is actually to be solved logically.

Solution:
Assume the worst case of the students' birthdays being split right across all the months. If there were 36 students in the class, then 3 of them would have their birthdays in each month(36/12 months = 3 in each month). If a 37th student appears, this his/her birthday could be in any of the 12 months. What that means is that, for sure he would be at least the 4th person to have a birthday in any month. So, the probability is 1 (one) i.e. surely in a class of 37 students, at least 4 would have their birthday in the same month.

Puzzle 3:

Form a meaningful sentence starting with “the” from the grid below. The only condition is that a move from one word to another can only be like a knight/horse used in Chess. i.e. a ‘L’ shaped move.

e.g. if you are on “solve” (1st row, 2nd column), the next word can be either “this” (3rd row, 3rd column) or “to” (3rd row, 1st column) or “only” (2nd row, 4th column)


Solution:

The only way to solve this puzzle is to move like the horse that moves around on a chess board.

Hope you enjoyed the puzzles. If you liked them , you can check out more puzzles from the Logic Puzzle quiz which i conducted some time back.

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