England v Pakistan ODI Interestingly Poised

A look at today’s cricket action and a lot of photographs.

INTRODUCTION

Today’s ODI between England and Pakistan is just past the half way stage. There are also fixtures under way in the county championship. This post looks at all the action.

AROUND THE GROUNDS

First the ODI:

England v Pakistan at Bristol – Pakistan 358-9 from 50 overs, Eng 46-0 after 7 overs.
Pakistan have put up a good total, but not one that is by any means out of England’s reach. Imam-ul-Haq with 151 was the principal contributor. Chris Woakes took 4-67, a superb performance in the circumstances. I reckon England will chase these down. 

With the close of play approaching on day 1 this is what is happening in the County Championship:

PHOTOGRAPHS

My usual sign off…

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P1230797 (5)
There are apparently three Koi Carp in this pond – and according to my informant various people have been trying to catch and keep them. I managed to photograph two of them during this visit.

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100 Cricketers – Third XI Nos 3,4 and 5

Continuing my “100 cricketers” series with nos 3,4 and 5 in my third XI. Also features some of my photographs.

INTRODUCTION

Welcome to the latest installment in my “100 cricketers” series. Today we look at numbers 3, 4 and 5 in the third XI. For those who are new to the series, the introductory post can be seen here, the post introducing the third XI is here and the most recent post in the series is here.

JONATHAN TROTT

With an all attacking opening pair, a player of a different nature was indicated for the number The slot. Jonathan Trott’s adhesive qualities at number three were seen at their finest in the 2010-11 Ashes series, when he helped Alastair Cook to save the opening game in Brisbane, shared a partnership with Cook at Adelaide that set the stage for Kevin Pietersen to deliver a mighty slaughtering and was the rock around which England’s innings in Melbourne was built after Australia had slumped to 98 all out in their first innings. A double century in the series against India in 2011 that saw England claim the world number one test ranking was also noteworthy. Trott’s international career ended up being terminated by mental health issues, but before that happened he had done comfortably enough to prove himself a top test match batsman.

KOLPAK CONTROVERSY

The Kolpak ruling, named in ‘honour’ of the Slovenian handball player responsible for its creation enables players born in foreign parts but having home qualifications through one or both parents. Jonathan Trott benefitted from this ruling to come to England in the first place, but he was clear from the outset that he intended to qualify by residence to represent England, did so and did very well. My real objections are to players who do not intend to make their skills available to the national side but do intend to come and play anyway. I refer both to players who are signed as easy space fillers but who have no real international pretensions and to players such as Jacques Rudolph, Kyle Abbott and Duanne Olivier who had already played for their native land at full international level. Please note that I am not remotely bothered by birthplace or ancestry – I am concerned with who the players intend to make their skills available to.

A B DE VILLIERS

A middle-order stroke player who averaged over 50 in test cricket, kept wicket regularly and occasionally had moments with his medium pace bowling, this man forms a neat counterpoint to those who immediately proceed and follow him. Shrewd observers will note that my numbers three and four are both right handed batters, which means that we need a second front-line left hander to go with Chamari Atapattu who is one half of an explosive opening pair, which brings us to…

GRAHAM THORPE

With three of the top four  very attacking in nature, someone who was a bit more of a sticker is called for at number 5. Hailing from one of cricket’s historic cradles, the area round Farnham where Hampshire and Surrey meet, the nuggety left hander averaged in the middle 40s for England at a time when dependable players of any description were at a huge premium for England. He started his international career with a debut century against Australia (had Graham Gooch been more aggressive with his declaration England may well have won that match) and made runs all around the world thereafter. Eventually he made way for Pietersen, a middle-order batter of very different but just as successful type.

PHOTOGRAPHS

I finish with some of my recent photographs:

England’s Impressive Start To ODI Series

An account of the 1st ODI between England and the West Indies.

INTRODUCTION

After a test match series most of which is best forgotten England last night started the ODI series against the West Indies in emphatic style. I followed the action on cricinfo, since there was no live commentary.

A RUN FEAST

Chris Gayle, playing his last international series at the age of 39, clubbed a spectacular century for the West Indies. The problem was that although he was smashing sixes like the Gayle of old he was no longer able to run at any sort of speed, and as a result his overall scoring rate was not actually that quick by modern standards as there were too many scoreless deliveries there.

The early lead in England’s response to the West Indies 360 was taken by Jason Roy who pretty much matched Gayle for freedom of stroke play and was also able to run properly, with the result that his strike rate was colossally impressive. Joe Root and Eoin Morgan then took over once he was out, and just before the end Root reached the third inidvidual hundred of the day, while Ben Stokes made an unbeaten 20 at the end to ensure that there would be no final wobble. Root was out at the death, caught of a dreadful full toss that was only just a legal delivery, but England’s margin was six wickets, with eight balls to spare, and at no point during the England innings did the West Indies look other than second favourites.

Although Gayle had a higher score the player of the match award went quite rightly to Jason Roy whose innings put England firmly in the driving seat, a position they never subsequently relinquished. In a match in which 724 runs were scored in 98.4 overs Ben Stokes’ bowling figures (3-37 from 8 overs) were noteworthy. Chris Gayle’s 135 came off 129 balls, so just above 100 runs per 100 balls, while Jason Roy’s 123 occupied just 85 balls – a strike rate of over 140 runs per 100 balls. A full scorecard can be viewed here.

In the early hours of tomorrow morning UK time, the England women take on India in an ODI, while the second match of the series in the West Indies gets underway later the same day.

PHOTOGRAPHS

The First Ducklings of 2018

Pictures of ducklings exploring the Gaywood River.

INTRODUCTION

I saw two broods of ducklings while on my way to a Musical Keys session on Saturday. 

THE PICTURES

I was delighted to see the ducklings, particularly in that location, on the Gaywood River, where they are far enough from the Great Ouse that they should not fall victim to large and aggressive gulls (yes, gulls do target ducklings).

Duck family outingDucklingspale ducklingducklingduck and ducklingFemale mallard with ducklingssix ducklings

Monday Medley

Links to some of the best pieces from today, includign several about autism, a solution, a problem and some photographs.

INTRODUCTION

This post is divided into three main sections – a sharing section, because there has been some truly outstanding stuff come to my attention today, a problems and solutions section and some photographs. 

THOMAS’ PICKS

To clear the deck for the rest of my shares, which are all around the same theme I start with this little gem from Atheist Republic titled “5 Major Reasons Why Creationists are Dead Wrong

For the rest of this section we will be using shades of #RedInstead because all these pieces relate to…

AUTISM

I start this section with an old post from Autism Mom titled “10 WAYS YOU CAN DEMONSTRATE AUTISM ACCEPTANCE

I have already reblogged stimtheline’s magnificent Autistic Bill of Rights, but I take the opportunity to point you all in that direction once again, complete with a jpg of the suggested Bill of Rights…

ABR

My remaining shares in this section are all from a new find…

TO ASPIE OR NOT TO ASPIE

Not many people have produced three full-length posts in the space of a day that I am eager to share, but this blogger has managed it with the following:

  • Think Different, on of the best pieces I have ever seen on the theme of embracing one’s diversity, in this case neurodiversity.
  • The Nuances of Discrimination, which deals with protecting autistic people from discrimination, and is an absolute must-read.
  • Is Autism a Disability? A wonderful post which tackles head on some of the ways in which the conversation about autism is currently cooked against us from the start. I quote the closing lines of the post as an appetiser:

    It’s a label that holds me down and pushes me into a box I can’t escape from.
    Give me some new words to define me.
    Or better yet, let me define myself.

A SOLUTION AND A PROBLEM

First, a solution to the problem I posed on Saturday in “Failing to Convert“:

Logic Solution

Here is Hamz George’s explanation of why this is so:

Hamz Jeorge 
Jan 6, 2018

Relevant wiki: Truth-Tellers and Liars

Since every statement is false, let us convert them into true statements, and number each statement:

Ann: 1) One of us took the painting. 2) The painting was gone when I left.

Bob: 3) I arrived first, third, or fourth. 4) The painting was still here.

Chuck: 5) I arrived first, second, or fourth. 6) The painting was gone when I arrived.

Tom: 7) Whoever stole the painting arrived after me. 8) The painting was still here.

According to statement #7, Tom is not the thief. #8: Since the painting was there when Tom arrived, he could not have been the last to arrive. Tom must have gone there first, second, or third. #6: The painting was gone when Chuck was there, so he didn’t arrive first. #5: So Chuck got there second or fourth. #4 and #8: As two other members (Bob and Tom) arrived to see the painting, Chuck didn’t get there second, either. So Chuck arrived fourth. #3: This means Bob arrived first or third. #2: Since the painting was gone when Ann left, she didn’t arrive first. Otherwise, no member after her would have seen the painting. So Ann went there second or third and Chuck arrived fourth. But since two other members (Bob and Tom) saw the painting when they arrived, Ann didn’t go there second, either. So Ann arrived third. #3: Therefore, Bob arrived first, and Tom arrived second.

In summary, Bob arrived first. Tom got there next and the painting was still there, so Bob was not the thief, and neither was Tom. When Ann arrived, the painting was still there, but it was gone when she left. So Ann was the one who stole the painting. Chuck arrived last and discovered that the painting was gone.

Yes, Charlotte, you were right.

A NEW PROBLEM FOR YOU TO TACKLE

Another one from brilliant

GCDs

PHOTOGRAPHS

Although not as dramatic as a few weeks back, The Walks, King’s Lynn’s best known park, is still somewhat lacustrine, which has led to it receiving a most unusual visitor – an Oystercatcher, a wading bird which would normally visit a park and for which King’s Lynn would be the extreme South of its possible living area…

gull and oysercatcher
The oystercatcher in shot with a gull.
Oystercatcher
A close-up of the oystercatcher
Oystercatcher - vignetted
a second close-up of the oystercatcher
Oystercatcher BB
What my bird book has to say about the oystercatcher
Oystercatcher range
The Oystrecatcher’s range

As you will see there were a few other fine birds on show today…

Library display
Close examination of this display of local publicity materials just inside King’s Lynn Library, will make my contribution to it obvious – it has looked like that for some time.

lacustrine walksmudlump Imudlump IImudlump IIIBlack muscovyGullsMixed muscoviesMoorhenMoorhensmuscovies x 3Muscovy ducks x 4Muscovy ducksMusocyv ducks x 2Swan 1Swan abd drakeSwans and muscoviesSwans IISwans IIISwans IVSwans VSwanstwo muscovy ducksWater birds

 

MCG, Photographs and Solutions

Some thoughts on the recent test match at the Melbourne Cricket Ground, solutions to my lest set of puzzles and some photographs.

INTRODUCTION

This is a two part post – first of all a bit about the test match that finally ended in a draw at about 6AM UK time, and then the companion to piece to “Puzzles and Pictures“, answering the puzzles posed there. 

5-0 AVERTED

England had the better of Australia in the fourth test match of this Ashes series, but neither team stood a chance against the real winner of this drab affair – the MCG pitch which offered no assistance to any kind of bowler and was also so slow that batsmen could not play their strokes. Alastair Cook ended his poor run of form emphatically, with an innings demonstrating once again his astonishing powers of concentration. Australia without Mitchell Starc and on a pitch that was utterly lifeless looked an ordinary bowling unit.

At lunch on day 1 Australia were 102-0 with Warner going well and Bancroft surviving, but that was the only session of the game that Australia unequivocally won. Although wickets were in short supply on that opening day Australia reached the close at 244-3 – a definite failure to build on that fast start. The second day belonged to England – Australia were all out 327, losing their last five wickets for 13 runs and England in response reached 192-2, Cook 104 not out, Root 49 not out. The third day was also England’s – 491-9 at the end of it, with Cook 244 not out. On the fourth day rain intervened. Anderson lost his wicket to the first ball of the day, giving Alastair Cook yet another place in the record books – highest score by anyone carrying their bat through a complete test innngs, beating Glenn Turner’s 223 not out v West Indies. Bancroft and Khawaja were both out fairly cheaply, but when the rain finally halted proceedings for the day Australia were 103-2 with Warner and Smith in occupation. On the final day Warner fell 14 short of his second hundred of the game. Smith did reach his own hundred, after seven and a quarter hours, and then declared which officially ended the game as there was no time left for England to chase to 100 they would have needed to win. 

The Melbourne Cricket Ground has a huge seating capacity, and the Boxing Day test is for that reason the best attended of all test matches. In particular, the Boxing Day Ashes test is habitually hugely attended. Because of the failure to produce a proper pitch the biggest crowds test cricket ever sees got a game that was not worthy of the occasion, and that is not acceptable. The MCG need to sort this out – on proper pitches test cricket can be the most fascinating of the three forms of the game, but on lifeless rubbish such as the MCG groundsman produced for this match it is a poor spectacle. The ICC (cricket’s global governing body) should come down on the MCG like the proverbial ton of bricks.

Alastair Cook’s epic innings deservedly gained him the player of the match award. A full scorecard and links to further detail about this match can be found on cricinfo. The final match of this series is in Sydney, starting on January 4th, and I sincerely hope that they produce a better pitch (they cannot produce a worse one – such a thing does not exist).

PHOTOGRAPHIC INTERLUDE

As we switch focus the the puzzles I presented a couple of days ago, here are some bird pictures from yesterday:

RookLapwing Ilapwing and waderFlying gullsMH1MH2MH3white duckblackbirdsMH4

PUZZLE 1: LOGIC

jester

As I said when I set it, this one is very straightforward. The key is that person B has said “I am the Knave”. The Knight cannot say this as it would be a lie, and the Knave cannot say it as it would be true, so the only person who can say “I am the Knave” is the Jester. Therefore the Jester is person B (note that both Knight and Knave can say “I am not the Knave”, so we cannot say which of A and C is which).

PHOTOGRAPHS – THE GREAT OUSE

Great OuseGreat Ouse 2

PUZZLE 2: AREA CHALLENGE

area test

The red sgements in the four corners of the shape are each half the size of the red segments along the sides of the shape, which in turn are each half the size of the blue shapes in the middle of the pattern. Thus counting the smallest segments as 1 there are (4 x 1) + (8 x 2) red segments = 20 red segments. Each blue shape in the middle comprises four segments and the are four of them = 16 blue segments. Thus the ratio of red area to blue is 20:16 = 5:4

PHOTOGRAPHS: THE WALKS

The Walks was still flooded yesterday, although less than it had been when I took my last set of pictures there two days previously.

TW1TW2TW3TW4TW5TW6TW7TW8TW9TW10TW11

PUZZLE 3: EVEN AND ODD

Odd and Even

Instinct suggests that the answer should be no, but this is one of those occasions when one should mistrust one’s instinct. To demonstrate a solution (one of many along these lines), I choose as my three even numbers 6, 8 and 4 in that order. Six divided by eight is 0.75, and 0.75 x 4 = 3 = an odd number.

PHOTOGRAPHS: MUSCOVY DUCKS 1

The Muscovy duck that I had seen in The Walks recently was not there yesterday, so I finished my walk by heading towards the place where I had first seen the species. I waqs rewarded when just on across Littleport Street from that location I saw the entire flock. Here are some of the pictures.

white muscovygrey patched muscovyBlack and white muscovyFive muscoviesFive muscovies IIthree muscoviesdark muscovyblack and borwn bodied muscoviesblack muscovyfour muscoviesblakc muscovy IIMuscovies and gullsthree dark muscovieslight muscovieslight muscovybrown muscovybrown muscovy IIMuscovy and mallardsmottled muscovymainly white muscovyside by side

PUZZLE 4: DIVISIBILITY

divisability

And here is my own solution posted on brilliant:

Thomas Sutcliffe 
Dec 26, 2017
 Upvote0

We have to use the numbers 1,2,3,4 and 5 to make a five digit number. The first requirement is that the first three digits form a number dvisible by four, which can only be achieved from these numbers by using 124 (= 31 x 4), then digits 2,3 and 4 must form a number divisible by five, so the fourth digit has to be 5 as numbers divisible by five end either in five ior zero and zero is not available to us. That leaves us the fifth digit to fill, and the only number we have not used is 3, hence the number is 12,453, and back checking using the last limitation, that the final three digits be divisible by three confirms this (453 = 151 x 3).

PHOTOGRAPHS – OTHERS

These were taken near the end of my walk:

Corn ExchangeMoon IMoon IIMoon III

PUZZLE 5: INVESTMENT EXPERT

Investment

The minimum starting amount he needs to ensure that it stays growing on these terms is $4. On my subsidiary question, although this starting point only yields a fortune of two billion and four dollars after one billiSuch is the power of exponential growth that if you increase this starting amount by even a small amount it will suffice. According to Denis Husudvac on brillaint even a stgarting point $4.01 will be enough.

PHOTOGRAPHS: MUSCOVY DUCKS 2

dark muscovy IIdark muscovy IIImottled muscovy IIGrey muscovyGrey muscovy IIImuscovy and mallard drakemuscovies and mallardsMottled muscovy IVMuscovy Headfour muscovies IIbrown muscovy IIImottled muscovy Vblack muscovy IIImuscovy head IItwo muscoviesbrown muscovy Vtwo brown muscoviesblack muscovy IVIn convoymuscovy ducklight muscovy II

 

Puzzles and Pictures

A Boxing Day post composed of pictures and puzzles – enjoy!

INTRODUCTION

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!

jester

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 Laneand since then I have seen a single specimen, in The Walks, on three separate occasions, most recently yesterday:

Mallard drake and Muscovy duckCairina moschataCm2Mjuscovy Duck and two mallard drakesCm3Cm and mallard drakesCm and mallard drakes 2Cm and mallard drakeCm and mallard drakes 3

PUZZLES 2: AN AREA CHALLENGE

This one should not be too difficult either:

area test

PHOTOGRAPHS 2: BUILDINGS

When everything is closed the opportunity is there to get unimpeded pictures of buildings that are usually busy.

Town Hall and Old Gaol HouseSt NicksLibraryLibrary frontGreyfriars tower

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:

Odd and Even

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.

HCIV
The first 13 pictures are from Hampton Court (no superstitions and no truck with triskaidekaphobia here!)

HCVIHCIHCIIHCIIIHCVHCVIIHCVIIIHCIXHCXHCXIHCXIIHCXIII

beams 1
Two shots of the wooden beams at the house where we had Christmas lunch

Beams 2

Paintings
An artwork display at that same house that caught my eye…
train pic
…one picture in particular!

PUZZLE 4: A DIVISABILITY TEST

Not at all difficult, but very enjoyable to tackle:

divisability

PHOTOGRAPHS 4: WILDLIFE

We finish our photographs as we started, with a nod to nature:

MoorhenGull on crossMagpie 1Magpie 2Magpie 3Squirrel and birdSquirrel and bird 2Gathering of gullsFlying gullsFlying gulls 2GullsGulls and squirrelGullSquirrel 1Squirrel 2Squirrel 3blackbirdsblackbirds 3Blackbird

PUZZLE 5: THE INVESTMENT EXPERT

We end with a fairly tough problem to which I have added an even tougher subsidiary question.

Investment

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,