Old London in Paintings and Photographs
WW Burgess; Chelsea, Cheyne Walk

Image © Royal Borough of Kensington & Chelsea
Here’s this month’s instalment of links to items of interest, or amusement, you may have missed he first time round.
Science & Medicine
Who thought leprosy was only a biblical and medieval affliction? Well it ain’t, ‘cos it seems British red squirrels carry leprosy — only the third known species after humans and nine-banded armadillos.


OK, so here’s another nasty, not so little, piece of legislation from the UK government.
The new digital economy bill, which is currently going through parliament, intends to block websites hosting “unconventional” sexual content. So who decides what is conventional, and who will implement and police such a ban?
There’s a piece in yesterday’s Guardian (yes, again!) which tries to explain the What, how and why?
Now whether you like so-called pornography or not, this is worrying. The legislation is ill-conceived and appears to be not just draconian but also potentially arbitrary and ill-defined.
Worse, my personal belief is that it infringes freedom of speech (and belief) and I would agree with critics of the bill who say it is not the government’s place to police what kinds of consenting sex (or indeed anything else) can be watched by adults.
I continue to believe that pornography (unless violent, coercive or involving minors) has a valuable place, just as does the rest of the sex industry. You, personally, may find it distasteful — just as I find the idea of male-male sex distasteful — but that doesn’t mean either should be banned and I would always defend your right to indulge should you choose.
The whole of the English-speaking world has a history of drawing its rules of censorship much more tightly than continental Europe. But that changed with the internet allowing information to be streamed direct to our homes without restriction. And the English-speaking, puritan, nanny state doesn’t like it.
It’s time we started treating people like adults and allowing them to make up their own minds. But to do that requires us to invest in sensible education of our children, and isn’t it easier to keep them in ignorance and subjugated?
So-called pornography is not being forced down people’s throats. It is complete myth that the internet is awash with porn at every turn and it’s being gratuitously feed to every child in the land. Yes, it is there, but you (whatever your age) have to look for it. My systems have every available filter turned OFF and still I do not get a continual stream of emails offering me penis enlargement (surely fairly tame?) nor does every Google search bring up 27,000 pages sex videos and bestiality.
It is worrying enough to have the state control our sexual predilections but the fear is that this will go way beyond pornography; it is the first example of any liberal democratic country creating an internet censor. The fear is what such a framework could go on to be used for.
Yes, this is censorship and as such must be resisted.
Wake up, the coffee pot is bubbling on the stove.
There was a very depressing piece in yesterday’s Guardian from George Monbiot under a headline: The 13 impossible crises that humanity now faces.
Surprising as it may seem, given the frequency with which I refer to Monbiot, I don’t agree with everything he writes. And I don’t agree with all of this.
For instance I don’t buy his item 7: Job-eating automation. Automation never has reduced the demand for people and the number of jobs available. This was said about the industrial revolution and about computerisation. And in my view it has not turned out to be the case. What has happened is that the jobs have changed.
Notwithstanding the article is a worthwhile but sobering read, especially if you feel like you want to be depressed — or feel in need of a paradigm shift.
Another in our very occasional series “Thinking Thursday” …
The number 6174 is known as Kaprekar’s constant after the Indian mathematician DR Kaprekar. This number is notable for the following property:
The above process, known as Kaprekar’s routine, will always reach 6174 in at most 7 iterations. Once 6174 is reached, the process will continue yielding 7641 – 1467 = 6174. For example, choose 3524:
5432 – 2345 = 3087 8730 – 0378 = 8352 8532 – 2358 = 6174
The only four-digit numbers for which Kaprekar’s routine does not reach 6174 are repeated digits such as 1111, which give the result 0 after a single iteration. All other four-digit numbers eventually reach 6174 if leading zeros are used to keep the number of digits at 4.
In each iteration of Kaprekar’s routine, the two numbers being subtracted one from the other have the same digit sum and hence the same remainder modulo 9. Therefore the result of each iteration of Kaprekar’s routine is a multiple of 9.
the equivalent constant for three-digit numbers is 495.
For five-digit numbers and above, there is no single equivalent constant; for each digit length the routine may terminate at one of several fixed values or may enter one of several loops instead.