Some stuff about the ODI at the MCG, a neurodiversity quote, a mathematical puzzle and some photographs
After the horrors of the Ashes test series it makes a change to write about a winning performance from an England cricket team in Australia. I also have a few other things to share of course, including more of my photos.
RECORDS GALORE AT THE MCG
The pitch at the MCG for the first of five One Day Internationals (50 overs per side) was a vast improvement of the strip they had produced for the test match, and the players produced a match worthy of the occasion. England won the toss and chose to field. England;s improvement in this form of the game since their horror show at the 2015 World Cup has been such that even before they started batting an Australia tally of 304 seemed inadequate.
England got away to a quick start, although Jonny Bairstow did a ‘Vince’ – looking very impressive for 20-odd and then giving it away. Alex Hales also fell cheaply, but Joe Root came out and played excellently, while Jason Roy produced the major innings that England needed from one of their top order. When his score reached 124 Roy had an England ODI record for the MCG, and that soon became an all-comers MCG record, to match Cook’s all-comers test record score for the MCG. When he went from 171 to 175 Roy establish a new England ODI individual scoring record. His dismissal for 180, with 200 just a possibility was a disappointment but by then the result was not in doubt, and even the loss of a couple more wickets in the dying overs served only to reduce the final margin. England won by five wickets with seven deliveries to spare, and it was a much more conclusive victory than those figures suggest because three of the wickets came with the outcome already settled courtesy of Roy. Joe Root also deserves credit for his support role to Roy’s pyrotechnics, a selfless display that saw him finish just short of his own hundred when the winning runs were scored. The Test squad has a lengthy shopping list of new players needed (two openers given Cook’s age, at least one new batsman for the middle order, a couple of genuine quicks and a serious spinner at minimum), but the ODI squad is in splendid fettle.
A CLASSIC NEURODIVERSITY COMMENT
This comes courtesy of twitter:
Those of you who have read Alison’s response to my nominating her for a Blogger Recognition Award will have noticed that she specifically mentioned enjoying the puzzles that sometimes feature here. Here courtesy of the mathematical website brilliantis another:
The colony of muscovy ducks that I first saw in late 2017 are still in residence along a section of the Gaywood River that is close to where it enters The Walks en route to becoming the Millfleet, in which guise it flows into the Great Ouse…
A Boxing Day post composed of pictures and puzzles – enjoy!
I have five puzzles to share (all via the mathematical website Brilliant– I am approaching a double century, my current solving streak now extending to 199 days) and photos that I have categorized in four groups. Therefore I will be interleaving puzzles and pictures.
PUZZLE 1: LOGIC
This is an easy one – Lestrade would probably solve it without amateur assistance!
PHOTOGRAPHS 1 – CAIRINA MOSCHATA
In preparation for the Christmas Day festivities I went for a walk yesterday morning, and many of the photos you will see were taken during that walk – others were taken at other times of the day. I first came across these birds when they were in a group near Kettlewell Lane, and since then I have seen a single specimen, in The Walks, on three separate occasions, most recently yesterday:
PUZZLES 2: AN AREA CHALLENGE
This one should not be too difficult either:
PHOTOGRAPHS 2: BUILDINGS
When everything is closed the opportunity is there to get unimpeded pictures of buildings that are usually busy.
PUZZLE 3: EVEN AND ODD
This is one is tricky rather than difficult per se – and only 37% of solvers on Brilliant managed to crack it:
PHOTOGRAPHS 3: LOCAL HISTORY
Recent renovations in the building that my aunt’s house is part of have revealed some very interesting little details, and I also got some interesting shots from the house of the person with whom we had Christmas lunch.
PUZZLE 4: A DIVISABILITY TEST
Not at all difficult, but very enjoyable to tackle:
PHOTOGRAPHS 4: WILDLIFE
We finish our photographs as we started, with a nod to nature:
PUZZLE 5: THE INVESTMENT EXPERT
We end with a fairly tough problem to which I have added an even tougher subsidiary question.
My follow up, adapted from a question raised by someone named Anne on Brilliant is this: What is the minimum initial deposit required to ensure that Fred’s money grows at a sufficient rate for him to become a trillionaire if he lives for as long as Earth remains an inhabitable planet (the increasing size and temperature of the sun will cause this in 1 billion years, assuming that some stupid species has not already done so,
Some solutions and some new problems/ questions. Also details a thank you card for TFL and some photos.
I have solutions/ answers to some problems and a few new problems for you. I was going to be blogging about my activities on Monday, Tuesday and Wednesday but that will have to wait until tomorrow now.
Each of the three filled in columns contains one large number and several smaller numbers. In each case the big number is the sum of all the smaller numbers – 6 = 3+2+1, 28 = 14 + 7 + 4 + 2 + 1 and 496 = 248 + 124 + 62 + 31 + 16 +8 + 4 + 2 + 1. In each case the smaller numbers listed below the large number turn out to be all of that number’s factors. A number that is equal to the sum of all its factors is called a perfect number. Looking closer still we that 6 = 3 x 2, 28 = 7 x 4 and 496 = 31 x 16. In each case these multiplications consist of a larger number that can be expressed in the form (2 ^ n)-1 and the smaller number is equal to 2 ^ (n-1). Further, the larger multiplier is in each case a prime number. Investigation reveals that the next prime number of the form (2 ^ n)-1 is 127, and the other multiplier must therefore by 64. Multiplying these two numbers gives 8,128. Thus the final panel will consist of 8128, with vertically below it the numbers 4064, 2032, 1016, 508, 254, 127, 64, 32, 16, 8, 4, 2 and 1. This was a tough puzzle but it would have been downright vicious had I made the door’s mechanism consist of five panels, these four and the fifth for you to work out – for a bonus can you explain why?
I also asked if anyone could identify to the real life door that I had used as the basis for the “Door of Death”. It is one of the doors to King’s Lynn Town Hall and in reality of course it is not remotely deadly (indeed barring dying of boredom during a council meeting there I can think of no risk of death anywhere in that building).
SOLUTIONS 2: GAYWOOD RIVER QUIZ
This one appeared in my post “The Gaywood River”. The answers are below:
I have three problems for you. The first comes from Trivia Hive. Unfortunately I cannot present it to you in their format without giving away the answer, so instead I present in plain text:
In which country is Europe’s only desert located?
a)Italy b)Greece c)Poland d)Spain
Puzzle number two comes by way of the twitter feed of estate agents AbbotFox:
Can you reveal the street name?
My third and final problem comes courtesy of the mathematical website brilliant and sends you on a treasure hunt:
A THANK YOU CARD FOR TFL
I was delighted to receive an email from campaigning organisation sumofus inviting me to sign a thank you card to TFL for having given Uber the boot. I have already shared this invitation on facebook and twitter and ‘pressed’ it to my London transport themed website. I now invite my followers here to add their names to this thank you card:
Jimmy Anderon’s 500th test wicket, some links, some puzzles and some photographs.
As well as the title piece this post will feature links, pictures (items that will be going under the hammer at the end of September principally) and puzzles – including answers to a couple.
ANDERSON JOINS 500 CLUB
As predicted by me in a previous post the third and final test match of the England v West Indies series has featured a moment of cricket history as James Anderson duly collected his 500th wicket in this form of the game. Among bowlers of anything other than spin Glenn McGrath leads the way overall with 563 (off-spinner Muralitharan’s 800 for Sri Lanka is the record, followed by leg-spinner Warne’s 709 for Australia). The two spinners have set marks that are not realistically within Anderson’s grasp but the 563 of McGrath is well and truly catchable.
The historic moment came near the end of play yesterday, in the West Indies second innings (btw as I write this Anderson has increased his tally to 504) and it was a dismissal worthy of the occasion. He was denied in the West Indies first innings not by their batting (they managed a meagre 123 all out) but by a remarkable spell from Ben Stokes who finished that innings with figures of 6-22 – a test best for him. England led by 71, which looks like being decisive – the top score coming from Stokes (60). This combination of circumstances leads to me to finish this section with a raft of predictions/ hostages to fortune:
The Brian Johnston champagne moment – James Anderson’s 500th test wick – 100% certain whatever happens in what is left of this match!
Player of the match – Ben Stokes barring miracles.
Player of the series – Ben Stokes – 100% nailed on.
Match and series results: England win and take the series 2-1 – West Indies have just been dismissed for 177 in their second dig leaving England 107 to win – Anderson a career best 7-42 taking him to 506 test wickets.
I am grouping my links in categories, starting with…
With the unprecedented sight on weather maps of America and the Caribbean of three hurricanes poised to make landfall simultaneously (by now one of those, Irma, is already battering Cuba), A C Stark has prodcued a very timely piece whose title “Climate Change: The Elephant in the Room” is sufficient introduction.
This subsection closes with links to two posts from Anna. First we have Part 7 of her series about Butterflies in Trosa.
The other post features a link to a video of a swimming sea eagle (only viewable on youtube) and a picture taken by Anna in which 11 sea eagles are visible.
My remaining four pieces concern a single individual who is widely tipped to be the next leader of the Conservative Party. It is this latter fact which has exposed him to intense scrutiny, resulting in the following collection about…
To set the scene we start with Richard Murphy of Tax Research UK’s piece simply titled “Jacob Rees-Mogg“.
The second and third pieces in this sub-subsection both come courtesy of the Guardian:
Harriet Harman, referring to comments of his about how even though he is the father of six children he has never changed a nappy labels him as a “Dead-beat dad“.
My final piece comes courtesy of the Skwawkbox. It is titled “MOGG: “DENY ABORTION TO RAPE VICTIMS”. PHILLIPS: “LET’S DO CHELTENHAM!”” referring simultaneously to one of the more odious statements to have emerged from the ‘honourable member for the 18th century’, and Jess Phillips’ friendship with him. The body of the piece fleshes out the difference between the Phillips approach and the more forthright approach of new MP Laura Pidcock.
A SEGUE LINK – A QUIZ
With apologies to those of my readers whose first language is not English, and who therefore cannot take on this quiz, I offer you courtesy of quizly a test on one of the biggest sources of grammatical mistakes in English, safe in the knowledge that my own score in said quiz can be equalled but not beaten:
I appended a question to a link that featured the year 1729 in a recent post. This was the question:
The puzzle I am attaching to this is: which two famous mathematicians are linked by the number 1,729 and how did that link come about?
The two famous mathematicians linked by the number 1,729 are G H Hardy and Srinivasa Ramanujan. The link came about when Hardy visited Ramanujan in hospital during the latter’s final illness and mentioned the number of the cab in which he had travelled – 1,729 and went on to suggest that this was a very dull number. Ramanujan said in response “No Hardy, it is a very interesting number, the smallest that can be expressed as the sum of two cubes in two different ways”.
The other puzzle I set in that post was this one from brilliant:
If the statement on door 1 is true, then the treasure is behind door 2, which makes the statements on doors 2 and 3 both false = not acceptable.
If the statement on door 2 is true then the treasure is behind door 3, which makes both the other statements false = not acceptable.
If the statement on door 3 is true, then the statement on door 1 could also be true, making the statement on door 2 false – this scenario is acceptable.
Thus we open door 2 and collect the loot.
I finish by setting you another puzzle, again from brilliant, the 100th and last problem in their 100 DayChallenge, and a cracker:
Don’t be intimidated by that maximum difficulty rating – it is not as difficult as the creators thought. Incidentally you still have a couple of days to answer the problems properly on that website should you choose to sign up – although it would be tough to them all in that time!
A puzzle based on a blog post, a solution to an old puzzle, another puzzle from brilliant and some photographs
Earlier today I put up a post titled “About Autism“, and because that post contained so much stuff this post is going to be much smaller – and with only a few links, all in one way or another puzzle connected.
DERIVING A PUZZLE FROM A BLOG POST
Esterput up a post titled “Year 1729“, which featured the image below:
The puzzle I am attaching to this is: which two famous mathematicians are linked by the number 1,729 and how did that link come about?