I would like to begin by offering, with most sincere sympathy, kind thoughts and prayers for Rooney, a friend whose sister, Gina, passed on a couple of days ago. I know (from similar personal experiences involving loved ones) that God can grant us gentle comfort through positive, happy memories of the precious times shared with people so close to us. I also believe that we will meet again later in a perfect place that God has prepared for us.
Knowing the lovely tradition of dedicating the month of May to Our Lady, Mary, this is a perfect time to recall the following prayer:
My family and I would like to wish everyone a very happy Easter and, particularly for young Super Sigurd, a really happy birthday today, too ♥
Vilja, Ask-Johannes and Sigurd all love puzzles, and today we’ve got a full feast for them ♥
SUPER Word Puzzle!
‘SUPER’ is quite a special word because if we repeat any one of its five letters, we can, in each case, rearrange the resulting letters to make proper six-letter English words.
For example, SUPERR can be rearranged to make PURSER.
Your fun word puzzle is to rearrange each of
to make proper six-letter English words.
SUPER Number Puzzles!!
The number puzzles will involve a special focus on the decimal number 14.4, in honour of Super Sigurd’s birthday on 14 April today ♥
Let’s also quickly check, here in Blog Post #125, that everyone is comfortable with the mathematical meanings of ‘cube root’ and ‘square root’.
The square root of 25 is 5 because 5 x 5 = 25.
The cube root of 125 is 5 because 5 x 5 x 5 = 125.
I am now thinking of a specific whole number, N. It’s the day number in November of Vilja’s birthday. It’s also the age that Ask-Johannes will be on his birthday this year. Remarkably, the cube root of (14.4 x N) is a whole number. Exactly what number is N ?
2. I am now thinking of another specific whole number, S. It’s the last two digits of the year in which Super Sigurd was born. Remarkably, the square root of (14.4 x S) is the new age that Sigurd is on his birthday today! Exactly what number is S ?
SUPER Chess Puzzle!
As Sigurd’s favourite number is 4, enjoy solving the following chess puzzle in which it’s White to play and force checkmate in 4 moves.
I will round off by again wishing everyone a very happy Easter ♥♥♥
With kindest wishes as always,
Paul Motwani xxx
P.S. = Puzzle Solutions!
SUPERP→SUPPER or UPPERS
SUPERE→PERUSE, PUREES or RUPEES
N = 15. Then 14.4 x N = 14.4 x 15 = 216, and the cube root is the whole number 6 because 6 x 6 x 6 = 216.
S = 10. Then 14.4 x S = 14.4 x 10 = 144, and the square root is the whole number 12 because 12 x 12 = 144. Super Sigurd was born on 14.4.2010 and is now 12 today. Happy birthday again, dear Sigurd ♥
In the chess puzzle, White forces mate with 1 Rxe8+ Kh7 2 h5! gxh5 3 g6+ Kh6 4 Rh8#.
If Black instead promotes either the c-pawn or the d-pawn at move 2 in the line given above, then White responds with 3 hxg6#, checkmate!
I wanted to share a couple of Bible verses which are short yet remain always extremely important and helpful.
During her life on Earth, my mother’s many very precious gifts to me included two books about Mother Teresa of Calcutta (1910-1997), who was canonised as St. Teresa of Calcutta in 2016. The following image is one of my absolute favourites.
For me, the peacefulness and beauty that I also find in puzzles featuring Chess, Mathematics or gentle words, for example, make them all interesting and appealing, too.
A GOOD WORD PUZZLE
From the word GENTLE, remove two letters which are a standard abbreviation for ‘for example’. Use the remaining four letters to make a proper 4-letter English word which is timely now.
A BEAUTIFUL NUMBERS PUZZLE
To celebrate the birthday today of Natasha, a friend of mine, I offer this puzzle here in Blog Post #124: If I calculate the sum of Natasha’s new age now and her age n years ago, then multiply by n, the final result is 124.
What is Natasha’s age now, and what is the value of the whole number n?
A WONDERFUL CHESS PUZZLE FROM AUSTRIA ♥
A FUN MIND-READING PUZZLE!!
I am imagining five Queen Anne’s…
Which particular one holds the key to where the Musica Mundi School leaders and students have gone on a 4-day school trip?
Wishing everyone more peace and love,
Paul Motwani xxx
P.S. = Puzzle Solutions!
Remove e.g. from ‘gentle’ and rearrange the remaining letters to make LENT.
n=2. Two years ago, Natasha was 30; today she’s 32. The unique solution is (32 + 30) x 2 = 124.
The main line of the chess puzzle goes 1 Re3 b2 2 Bf5 gxf5 3 Rb5 Rxb5 4 Re6!! fxe6 5 g6 e1=Q 6 g7+ Kh7 7 g8=Q+Kh6 8 Qg7#, checkmate!
If Anne IV turns around, we see that she’s in VIENNA! ♥
As a nice, wee warm-up challenge, rearrange the letters of the plural word ‘LAMPS’ to make a singular word. Congratulations for getting ‘PSALM’, and you may like to know that that little puzzle–and indeed this article–was inspired by the beautiful Bible Psalm 119:105 “Your Word is a lamp to guide my feet and a light for my path.” No matter what answers I might be looking for, they are always to be found in God’s perfect Word within The Bible.
I am due to turn 60 later this year, while one of my sisters has her birthday today. What total should we get if we add her new age now to the two-digit number located at the end of the (four-digit) year when she was born?
You could rightly assume that my sister was born in a 20th century year and then, no matter which year I mean, its two-digit end part + my sister’s age now will always give 122, perfect for today’s blog post 😊.
Have fun solving it…before checking answers…
just down below!
Black wins with 1…Qxf2+ 2 Kh1 Qg1# or
White wins with 1 Rf7+ Kg8 2 Re7+! K moves 3 Rcxe8#, checkmate!
I would like to round off now by wishing everyone a very happy weekend.
Many years ago, during a show within the theatre of my previous school, the delightful song ‘Three is a Magic Number’ started playing, and suddenly hundreds of smiling people looked directly at me because practically everyone there knew that 3 is my absolute favourite number! (A new version of the song plays near the end of ‘Spiderman: No Way Home’.)
I might have been thinking about it less often when I was a child…
…but now there are honestly lots of reasons for my love of three, and the following lovely pictures do show some of them:-
Another favourite photo is the following stunning view of the French Alps that people shared via Facebook recently.
My current house number is 11. Three fun facts involving it are:-
11 squared = 121, the palindromic number of this particular blog post
121 is the smallest 3-digit number which has exactly three factors: 1, 11 and 121; that happens because it’s the square of a prime number
11 cubed (or 11 raised to the power of 3) equals 1331,
another pretty palindrome 😊😊😊
It’s time for a quick, wee word puzzle… Rearrange the letters of TURN THE KEY to make THEN + the six-letter name of a beautiful country.
The beautiful Musica Mundi School (where I work as the Mathematics Teacher) is currently blessed with 7 lovely Turkish students. One of them is Cansu, who easily solved a little Christmas puzzle that kind friends first shared with me before I shared it with others, too.
My youngest, 15-year-old niece (in England) and my cousin Anne (in Scotland) both thought of moving number 9 to the first tree, after which the sum of the numbers on each tree will be exactly 15.
Cansu no less creatively thought of just moving 8 to the first tree, after which the individual tree sums would come to 14, 15 and 16, forming a nice sequence of consecutive numbers.
Now imagine that we wanted to have more than three trees. We’ll still be using the numbers 1, 2, 3, 4, 5, 6, 7, 8 and 9 just once each.
How can the numbers be distributed such that the total on each tree is equal, using as many trees as possible?
Still thinking about my colleagues and my students, I would like to wish very bright ☼ happy birthdays to Norea (for this past Thursday), Mila (yesterday), Andrea (today) and Headmaster Herman for tomorrow ♥.
I know lots of people who love a good chess puzzle, and so let’s enjoy the following…
I would like to conclude now by wishing everyone a very blessed, joyful Christmas and a happy new year coming soon, too.
With kindest wishes as always,
Paul M😊twani xxx
P.S. In the chess puzzle, White’s invisible pawn is on f3, and Black forces checkmate with 1…Rf4+! 2 gxf4 Qh4+ 3 Kf5 Qxf4#, a beautiful finish!
In the ‘maximum number of trees’ puzzle, the answer is to have five trees with these numbers on them: 1 & 8; 2 & 7; 3 & 6; 4 & 5; 9. In that way, the total sum on each tree equals nine.
Have you ever loved someone so much that you could feel your heart overflowing, and have you wished for someone special to love you as much as that? The joyful truth is that we are all loved infinitely more than any of us can really imagine fully.
We are loved completely, totally and perfectly by God. That is by far the most happy and important thing that I know, for sure. Indeed, I am glad to declare honestly that I am more sure about God’s love for us than I am about anything else, including everything regarding Chess, Mathematics and other subjects that I have studied practically every day for decades.
My biggest Christmas wish is for as many people as possible–everyone, really–to live the rest of their lives joyfully knowing that God loves them, and that He has prepared a magnificent home for us in His Kingdom.
I could have stopped just above, for the most important things have been said…
…but I would like to also offer some personal thoughts for several dear friends.
Firstly, for two distinguished gentlemen who are brothers and whose father is ill, I am thinking of your whole family with kindest thoughts and prayers. I would also still like to most sincerely wish the older brother a happy birthday coming in five days from now, five days before Christmas.
A super-bright ray of sunshine comes to mind as I think of some other lovely friends who are now back living in a country for which the six-letter name can be made using all the letters of RAY NOW 😊.
Congratulations for getting NORWAY 😊.
In Norway, they of course have lots of SNOW even when it’s not Christmas!!
OK, you’re quite possibly asking, “What do you mean by A*(100-A)?”
Well, Ask-Johannes (the boy beside his sister in the photo below) sent me a note of his favourite whole number (let’s call it A), and A*(100-A) gives a year as early as possible in the 20th century (but not 1900 or 1901, for example, because we couldn’t get those results from A*(100-A)…
Really well done if you have already figured out Ask-Johannes’ favourite whole number, A.
In case you might be pondering the matter a little more, you can see that smiling Sigurd August wants to offer a helping hand! So, let’s now introduce his own favourite whole number, S…
Given what has already been told, if I also tell you that S*(A+1) = 300, then you could now know the precise values of A and of S.
OK, let’s bring ourselves right up to date by revealing that A=74 and S=4.
Check: 74*(100-74)=1924, quite early in the 20th century, and 4*(74+1)=300, as required.
Princess Vilja is so kind that she’ll surely forgive me for keeping her waiting a wee bit by not using the good rule of ‘ladies before gentlemen’ on this occasion. I do use it almost every day when queueing for lunch at the beautiful Musica Mundi School; I like for ladies and girls to go before me in the line, even if the ‘queue’ is mostly pretty short.
Today, though, already knowing Vilja’s brothers’ favourite numbers (4 and 74) will enable you to easily figure out Princess Vilja’s favourite number in a moment…That’s because not only does Vilja’s favourite whole number, V, equal the total of her mum’s two favourite whole numbers, Y1 and Y2, but also A + S + V + Y1 + Y2 = 100 exactly!
Now we also know that the sum of Y1 and Y2 is 11 because V=11, but what exactly are Yngvild’s favourite two numbers, Y1 and Y2?
I will simply announce directly that Y1=3 and Y2=8, because we still have a special, quite remarkable, surprise in store for the lovely Norwegian friends…
As this is Blog Post #120, let’s make a set of four numbers 1, 3, 8 and 120 for my 1st friends in Kolbotn. I’m going to say, “Pick any two different numbers from 1, 3, 8 and 120. Multiply the two numbers together. Now add 1, because you’re all #1 in God’s eyes.”
The above sequence of steps could have given you any of these six possible results:
1 x 3 + 1 = 4
1 x 8 + 1 = 9
1 x 120 + 1 = 121
3 x 8 + 1 = 25
3 x 120 + 1 = 361
8 x 120 + 1 = 961.
The remarkable thing is that every single one of those results is a perfect square number!
A friend of mine once asked me if I had an absolute favourite word. Though I was not expecting her question, I could answer almost immediately with “Love” because God is Love and, when people are kind and loving to each other, God’s love spreads in infinitely many good ways to touch more hearts.
Two of my favourite short Bible passages are:
“Be imitators of God, as beloved children.”—Ephesians 5:1
“Train up a child in the way he should go; even when he is old he will not depart from it.”—Proverbs 22:6.
Of the many thousands of people whom I know, and billions whom I don’t yet know, everyone should matter to everyone. They should all be SP_ _ _ _ _ .
Please know that YOU ARE SP; y😊u’re truly SPECIAL.
Early this morning via Facebook, I wished very happy birthdays to Danielle and to Stevie, two of my friends there. Today is of course also the birthday of lots and lots of other people, including World Chess Champion Magnus Carlsen. Everyone is wished a wonderful day, and for Magnus a great game #4 in his current World Championship match with Ian Nepomniachtchi in Dubai.
Maybe your birthday is coming during the month of December…and if so, let’s say that your Big Birthday is on day number B (e.g. B=either 1, 2, 3,…, 30 or 31) in December…then TODAY is the only day in the whole year when I or anyone can actually wish you a super-happy birthday exactly B days early before December B 😊.
Whenever your birthday is, I want right now to wish a lovely HAPPY BIRTHDAY FOR YOU. Good reasons for doing it today, without delay, are that I’m here and able to do it now, and also (I couldn’t resist this one…) HAPPY BIRTHDAY (13 letters) x FOR (3 letters) x YOU (3 letters) is nice because 13 x 3 x 3 = 117 here in Blog Post #117 😊.
I will round off with a wee selection of beautiful ‘happy memory’ photos. Each one is, in its own way, a good reminder to me of ‘Love Like A Child’.
Once in the theatre within my last school, I asked the audience jokingly, “Does anyone here, anyone at all, know Mr. Mo’s favourite number?” Something like 300 hands shot up instantly as every student knew that 3 had long been my absolute favourite number 😊😊😊.
In my current school, the beautiful Musica Mundi School, I am agent 003 to some colleagues who bear bravely with my sense of humour!
Early this morning, I sent a double dose of birthday fun jokes and puzzles to a dear friend who turns 67 today, but of course it had to become a triple…and so here we are in ‘003 Birthday Fun for a Great Friend’!
Remove the digit 6 from 67.
Replace it with 93. My joke/reasoning is: “What’s the difference? 9-3 is still 6.” 😊!
Now my weary 937-year-old friend is invited to figure out 0.03 x 937.
In reality, it’s a piece of cake that should light up his eyes because the result of 28.11 is to wish him a most happy birthday today (28 November), and is definitely to wish all of you a lovely Sunday now, t😊😊.
As my friend is a keen and good chess player, let’s round off with a freshly- baked homemade puzzle in which it’s either White to move and force checkmate in 003 moves OR Black to move and force checkmate in 007-003=004 moves!!
Congratulations, dear friends, for finding 1 Qd8+ Kh7 (or 1…Bf8 2 Qxf8+ Kh7 3 Bd3#) 2 Bd3+ Kh6 3 Qh4# for White or 1…Qb2+ 2 Kd3 Qd4+ 3 Kc2 Qc3+ 4 Kb1 Qb2#, checkmate for Black!
With kindest wishes as always,
Paul M😊twani xxx
What happy message can you get if you start with the word EVOLUTION, remove a TON of letters, and rearrange the remaining ones?
My favourite true answer is: I LOVE U 😊
In a joke that a friend posted a few days ago, a man tells his wife not to worry about her mistakes, but rather to embrace them. So, she immediately gives him a really big hug!
This is the perfect day to post nice surprises for Timothée (a brilliant young pianist at Musica Mundi School) because it’s his birthday, he’s a keen chess fan, and today marks the start of the World Chess Championship between Norway’s Magnus Carlsen, the reigning champion, and his Russian challenger, Ian Nepomniachtchi. I can confirm that the first game (in progress right now) is already very exciting!
Where is the championship being held? I’ll answer that in the form of a wee puzzle/joke ! 😊
_ _ _ _ _ YOUR TICKETS TO _ _ _ _ _ !
The five ‘blanks’ at the end are for the name of the place, while the two + three ‘blanks’ at the start together sound practically the same as the place name, and we’ll get a proper six-word sentence!
Knowing where the Carlsen-Nepomniachtchi really is being held, my answer is: DO BUY YOUR TICKETS TO DUBAI ! 😊