tag:blogger.com,1999:blog-61474382450957983142024-03-19T07:55:26.902+00:00Glyn's StuffPhilosophy, engineering, nature, food, society and inexpensive wine.Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.comBlogger28125tag:blogger.com,1999:blog-6147438245095798314.post-36078725847837787332019-05-05T22:13:00.001+01:002019-11-05T10:24:43.238+00:00How I discovered Fascism<div style="text-align: left;">
The 1960s were all about 'THE WAR'. All our parents had been 'In The War', and our teachers, and uncles, and grandparents. And they never stopped telling us about it.<br />
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<tr><td class="tr-caption" style="text-align: center;">The 'Toy Spitfire Generation'</td></tr>
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Which was all very puzzling to an eleven-year-old, just beginning to try to make sense of the world. I was told that The War was a very bad thing indeed, but also a very glorious thing indeed. The Good People (that's us) had been attacked by the Bad People with their Bad Army, but we had fought them off with our Good Army and won. We had won because we are the Good People, and they are the Bad People, fated by nature to be Bad forever. Which sort of made sense.<br />
<br />
Or rather, it made sense until I discovered that some of Our People supported the Bad Army and the Bad People. Which did not make sense<br />
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<tr><td class="tr-caption" style="text-align: center;">British Union of Fascists, "Rally for Peace", London 1939</td></tr>
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So I went to Horwich library and tried to find out what had happened, which led me to Oswald Mosley and the British Union of Fascists.<br />
<br />
Sir Oswald Ernald Mosley, 6th Baronet, of Ancoats, (1896–1980), sometime Tory, sometime Labour, sometime European Unionist, founded what became the 'British Party' in 1932, inspired by the Italian fascist ideals of Benito Mussolini. He got the fascists some 60,000 members, half the size of today's Conservative Party, and the vociferous support of leading newspapers and intellectuals. What on earth did he have to say to inspire so many to Go Wrong? It must have been powerful and ingenious stuff. We are, after all the clever and intelligent people, not like the stupid 'Them', his arguments must have been brilliant. So I got out his speeches and read them.<br />
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Which is where it got even more puzzling. Mosley's speeches - and there are a lot, lot, lot of them - tend to go like this:<br />
<blockquote class="tr_bq">
"We count it a privilege to live in an age when England demands that great things shall be done, a privilege to be of this generation which learns to say, 'What can we give?', rather than, 'What can we take?' For thus our generation learns there are greater things than slothful ease, greater things than safety, and more terrible things than death.<br />
This shall be the epic generation which scales again the the heights of time and history to see once more the immortal lights -- the lights of sacrifice and high endeavour summoning through ordeal the soul of humanity to the sublime and the eternal. The alternatives of our age are heroism or oblivion. There are no lesser paths in the history of great nations. Can we, therefore, doubt which path to choose?..." (24 March 1935, Albert Hall)</blockquote>
And so they go on, and on. What does this mean? How do you tease 'this is what we are going to do' out of this stuff? It doesn't mean anything at all, does it? Just a load of glorious sounding phrases with words like 'privileged' and 'sacrifice' and 'endeavour' vaguely strung together into sentences. <br />
<br />
Only now have I come to realise that this is how the politics of Right work. They don't, for the most part, need to actually promise anything at all. It's like what the psychologist Paul Meehl called the "Barnum effect" - statements which look powerful and personal, but are so vague and general that people can read what they want into them. You can 'dog-whistle-hint' at your preferred ideas, of course, but the ruse of promising absolutely nothing means you get your 'marks' to invent their own politic, which, of course, they heartily agree with. <br />
<br />
There are always people whose lives are not going as well as they might have hoped, so you start by telling them how decent and noble they are. Then go on to sympathise with their struggle, how faithful and decent they've been. But, above all, give them the chance to blame their misfortunes on someone else, so give them an enemy. <br />
<br />
Choosing the right enemy is critical. Pick an enemy they don't know, so you can decide what is bad about them. And it mustn't be anyone or anything which might 'come round' to your side, because then followers might waste their time proselytising, or even meet the enemy and see humane matches of themselves there. Then you'd have no enemy, and you'd be screwed. So foreigners and homosexuals are a popular choice, or vague out-groups, or distant barely-understood organisations, or even invented chimera - devils, ghosts or witches. Imaginary enemies work better.<br />
<br />
The Jews, of course, are a popular choice of enemy. That Austrian bloke actually said (it's in <i>Mein Kampf</i>) that "In the Jew I still saw only a man.. I was against the idea that he should be attacked because he had a different faith" but then again, we need to give the people "one common enemy against whom they have to fight... intensifies their belief in the justice of their own cause" because "The masses are not in a position to discern where the enemy's fault ends and where our own begins". Trouble is, of course, you have to carry thorough, and we know where that ends.<br />
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So, if you want to control people, to get them to laud you, praise you, follow you and (let's be honest) give you money, I'll let you have this one for free. You just need to pop your preferred enemy into the 'them' spaces and you'll be well on the way to leading the chants at your mass rallies and making the trains run on time. Any guesses where I got it?<br />
<blockquote class="tr_bq">
We are a patient and long-suffering people. But we have been too generous, too open, too honest for too long.<br />
Our country is in serious trouble. And you don't need to look far to see where the problem lies. Life for many of our long-suffering people is hard. Prices have risen, jobs are hard to find. Funny that certain people and assorted hangers-on always seem to do all right for themselves? This must change.<br />
The globalist political class, and international corporations, have been working hand in glove to stifle the free speech of those who dare to disagree. But they cannot silence us any more. We are the only people in this world who truly respect freedom. The fake 'freedom' they talk about is just another word for doing what you're told to do. We won't fall for that. Do we feel sorry for the ‘bad’ way they say they've been treated? No. Because we know how they lie, cheat and push this silly, false, made-up story of victimhood. We are, and always have been, the peacemakers. The real intimidation and threats of violence come from others. They invented political terrorism. Even when you tell their supporters the truth, they can't understand it. They don't have the capacity to understand real truth.<br />
We are unique in the world in our commitment to peace, despite all their efforts. We are not a warlike people, the world knows that. But when we are forced into war, we can fight like no others, and they should know that too.</blockquote>
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Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com0tag:blogger.com,1999:blog-6147438245095798314.post-76028512450288312242018-09-22T13:08:00.000+01:002019-11-05T10:24:23.249+00:00Respect for GREAT Britain<br />
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<span style="font-size: large;"><b>WHY ARE THE BRITISH BETTER? </b></span></center>
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<i>If you are a European you will probably be puzzled as to why the British are so very much better than you. Listen to the collected words of today's leading British statesmen and you'll learn ...</i></div>
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<span style="font-size: x-small;"><span style="color: #666666;"><b>READING TIME: 12mins</b></span></span><br />
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<b>Britain is not like other countries</b> (1). Britain has always treated Europe with respect. It is time Europe showed the same respect for Britain (23). Britain is the one country which has forever kept alight the torch of Freedom (2). Britain has always supported, sustained and preserved Europe (3), but its neighbour has offered little other than hate in return, so that, sadly, now it is time for Britain to abandon the vast pantomime horse (16) that is the European Union to its fate. We must show them them that we are not their slaves.(38)<br />
<br />
First, know that Britain is a proven friend of Europe, and anyone who suggest otherwise needs only to study history (4). Real history, not those versions of the past designed to belittle Britain (10). Most of Europe's States have shameful histories, but Britain is the only country with no need to apologise for its past (5). It is the oldest, most stable, most successful country on earth (6).<br />
<br />
How is it that a small island, an oasis in the desert of the earth, became the true leader of the entire world (7) ?<br />
<br />
The British are the inheritors of the great philosophical tradition of empiricism. It holds that all knowledge must be based on solid facts. Europeans have followed lesser philosophers like Hegel, Kant and Plato into believing that ideas matter more than experience. The British place value on honesty, decency, accuracy and care for community, unlike the Europeans who are much less worried by rule-breaking. (8) Even the Chinese are sufficiently cultivated as to look with admiration upon the superior intelligence and moral excellence of the English (9)<br />
<br />
The English not only gave Europe its democracy, but the English remain the only true democrats in the world, the only nation of men who are really capable of governing themselves (9). Britain has no common political culture with Europe, no common sense of humour or awareness of each other’s politics, so 'democracy' with Europe is impossible (16). Britain’s history has showed the world what a free people can achieve when they are allowed to govern themselves (10).<br />
<br />
What has England achieved? We have suffered a lot, through jolly little wars against barbarous peoples (34) with their strong aboriginal propensity to kill (34) yet our pure stock has always triumphed and we built an Empire like no other. That was the glorious work which God seems to have laid on the English race - to protect the earth and subdue it (11). British rule has been the purest in intention, and the most beneficent ever known to mankind (12) The British Empire has been the greatest instrument for good that the world has ever seen (13), the widest system of organised human freedom which has ever existed in all history (14). We gave these sullen people "half devil and half child (15) " the benefit of our law, railways, roads, health care and education, so that, in due time, they came to understand for themselves the value of freedom. If, having chosen that freedom, they are nowadays defined by violence, racism and division, the fault, as our Foreign Minister has said, is not that we were once in charge, but that we are not in charge any more (16).<br />
<br />
Europe has little to offer by comparison, a conglomeration of petty and unimportant lands (is 'Slovenia' a real place? Is Belgium a real country? (17) ) As our Prime Minister Neville Chamberlain famously taught us, why should we care about far-away nations like the Czechs, filled with people of whom we know nothing (18)? Look at the only vaguely worthwhile European country - France - and see instantly that the English are a much greater people than these – more like one of the chosen people of history, appointed to do a great work for all mankind (19).<br />
<br />
Why are The English the best breed in the world? The absence of a too enervating climate, too unclouded skies, and a too luxurious nature has rendered us so superior. (20) It has made us the greatest governing race the world has ever seen, so proud, tenacious, self-confident and determined, the race which neither climate nor change can degenerate, which will infallibly be the predominant force of future history and universal civilization. (21)<br />
<br />
England has given Europe everything she has. It was England, alone and unaided, who stood up to the Germans in the 1940s, while the French, Belgians, Dutch and all the other petty powers meekly surrendered to the Nazis. England saved Europe from the Kaiser in the 1900s, from the ludicrous little Corsican corporal in the 1800s and from Russian expansionism. Even now Europe needs the UK as the bulwark of its defence, the rest of the Europe are non-starters in military terms (22). The only other army in Europe is the Nazi Vichy of France (16). No European country has contributed more to the security of the continent than we have, sacrificing some 2 million lives in the past century (3).<br />
<br />
What has Europe given us in return? Instead of thanks, instead of respect (23), Europe has flooded us with low-grade people (24), Spaniards, Greeks, Italians, Romanians - who would want to live next door to them (17) ? Many are of low intelligence and little education so that even our very human stock is threatened with degeneration (25). Europeans have brought ruin to our education system and our hospitals.<br />
<br />
We must remind Europe that its little protectionist racket (26) is barely fifty years old and has not yet learned that Government is servant, and not master, of the people (25). When England was induced to join in 1972 it was on the promise of an 'equal partnership'. But it has proved far from equal. No country pays more money in - nor gets less out (4) Consider European institutions - Britain has been 'granted' just three, and Europe has kept thirty-nine for itself. Three to thirty-nine, is that equality? Britain has offered to share import quotas 50:50 with Europe, but even that offer of equality has been rejected. Britain has become a mere vassal state of the New Germany, a humiliated rules-taker (16 ) in a Soviet-style prison (27). Being forced to come to agreements with foreigners demeans all the traditions of British identity (10)<br />
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Worse, we are not a free-trading nation any more. The easy success and prosperity which Europe has brought has made British companies fat and lazy (7) more fond of the golf-course than of working hard. We need to toughen-up. Outside Europe, Britain holds all the cards (10) because, simply, Europe needs Britain but we don't need them. Getting out can be quick and easy (5), we can have a far better deal with Europe than we have now (32), one of the most easily arranged deals in all human history (7), something done in an afternoon (32).<br />
<br />
Free from European blackmail (22) the British people can have their own passports (28), we can tell Europe to 'go whistle' (4) for the money they are trying to steal from us. We can deal freely with the entire world (24), become a truly global player, with world-beating economic competitiveness and broad horizons (29). We can take back control of our fair share of Europe's art and wine (30). As we enter our new age of greatness (31), there is no 'down side' to leaving Europe, only a huge 'upside' (4). Europe always looks to Britain, we can shape Europe from outside (37)<br />
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Europe is the past, a backward-looking project (13), it is, after all, just the project of the Nazis (32). Europe is merely the latest empire to threaten our shores, and like all the others, it will fail. (33) And fail it must. The European Union needs to be wholly torn down, it is an obstacle to world peace and is incompatible with a free society (34). Any British person who supports Europe and the European ideal is a traitor to his nation and deserves death (35)<br />
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In the end, Europe is weak, and Britain is strong (36). If it means war, so be it. Britain is accustomed to win wars (5)<br />
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<blockquote class="tr_bq">
<i>(I did not write this little essay by myself. It has been constructed entirely out of recent statements by today's mainstream British political leaders including Theresa May (Prime Minister), David Davis (Brexit Secretary), John Redwood, Michael Gove (Justice Minister), Penny Mordaunt, Edward Leigh, Boris Johnson (Foreign Minister), Nigel Farage and Gerard Batten (leaders of the UK in the European Parliament), Liam Fox (Trade Minister), Jeremy Hunt (Foreign Secretary), Jacob Rees Mogg (Trade Minister), Iain Duncan Smith (Work and Pensions Minister), Sir Gerald Howarth (Minister for International Security), Andrea Jenkyns MP, Sir Keith Joseph, Steve Baker, David Campbell Bannerman, and leading commentators like Peter Osborne and Simon Heffer, previous Prime Ministers including Winston Churchill and Neville Chamberlain, plus earlier politicians including Lord Curzon, Jan Smuts, John Stuart Mill, Charles Adderley and Joseph Chamberlain. And some historians and poets including Thomas Williams, Charles Kingsley, Rudyard Kipling and the man behind educating most leading British politicians, Thomas Arnold)</i></blockquote>
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1 David Davis, Brexit Secretary, 2016/17<br />
2 Winston Churchill MP, Prime Minister<br />
3 Sir Gerald Howarth, Minister for International Security Strategy<br />
4 David Davis, MP 2017/18<br />
5 John Redwood, MP 2017/18<br />
6 Penny Mordaunt MP, 2018<br />
7 Liam Fox, MP, Trade Secretary, 2017<br />
8 Peter Osborne, the Daily Telegraph, 2017<br />
9 Thomas Williams, 19th Century historian, from his "The Present Geographical Movement And Future Geographical Distribution Of The Race Of Men", much used in British schools<br />
10 Michael Gove MP, Secretary of State for Justice 2016/17<br />
11 Charles Kingsley, early 20th Century author and historian<br />
12 John Stuart Mill, 19th Century Philosopher, author of 'On Liberty', still a standard textbook in British politics<br />
13 Lord Curzon, Foreign Secretary, 1904<br />
14 Jan Smuts Prime Minister of South Africa 1948<br />
15 Rudyard Kipling 1865-1936 'England's Poet', Nobel laureate<br />
16 Boris Johnson MP, Foreign Secretary, 2018<br />
17 Nigel Farage, leader of the UK in the European Parliament<br />
18 Neville Chamberlain, Prime Minister 1937-1940<br />
19 1839, Thomas Arnold, educationalist, pioneer of the 'Public School' principles which have educated almost all UK prime-ministers<br />
20 Charles Adderley, 1st Baron Norton, MP, President of the Board of Trade, c1815<br />
21 Joseph Chamberlain, MP, Cabinet Minister<br />
22 Jacob Rees Mogg, 2018<br />
23 Theresa May MP, Prime Minister 2018<br />
24 Iain Duncan Smith, MP, Secretary of State for Work and Pensions<br />
25 Sir Keith Joseph, MP, 1977<br />
26 Daniel Kawczynski, MP<br />
27 Jeremy Hunt MP, Foreign Secretary<br />
28 Andrew Rosindell, MP<br />
29 Dominic Raab MP, Brexit Minister<br />
30 Edward Leigh MP<br />
31 Andrea Jenkyns MP<br />
32 Gerard Batten MEP, UK leader in the European Parliament 2018<br />
33 Leave.eu 2016<br />
34 Steve Baker MP, Brexit Minister, 2010/2017<br />
35 David Campbell Bannerman MEP, 24/7/2018<br />
36 Simon Heffer, English historian. Daily Telegraph 1/7/18<br />
37 Rory Stewart MP, 2019<br />
38 Ann Widdecombe MEP 2019 <br />
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<br />Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com0tag:blogger.com,1999:blog-6147438245095798314.post-21088175112340283672018-06-30T16:46:00.000+01:002020-01-15T17:26:50.144+00:00How the NHS does treatments for nothing...<br />
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<tr><td class="tr-caption" style="text-align: center;">Me, or at least someone very like me, in 1974</td></tr>
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Dear American friends,<br />
<br />
You keep asking me how the British National Health Service works. Well, it probably isn't what you think...<br />
<br />
If you live in a country like the USA where you - or your insurance company - pays for health <i>treatments</i>, you'll know that each treatment comes with a price, and that price is high. In the UK there is <b>no cost</b> for treatments. Which sounds impossible - surely good health care is expensive and someone has to pay? So how do we Brits manage to get health care that's drastically better for half the cost? Let me explain...<br />
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I worked for years as an, albeit very junior, nurse in the British NHS. I've also, more recently, been (1) very successfully treated by the NHS for lung and colorectal cancer, and (2) been involved in management-level funding and economics, so I hope I can help explain how we pull of the magical trick of top-class health care for not much money.<br />
<br />
The British public don't pay for health treatments, they pay for a <i><b>health service</b></i>. That is, they, all together, for about £1600.00 per person per year, through taxes, collectively pay for some hospital buildings, and some gardeners, and some surgeons, and nurses, and electricians and pharmacists and everything you need to run a health <b>system</b>. Once they're in place, those experts are all left to provide health services as they think best. They're audited, of course, to check they're doing things right, but, ultimately, every health manager, every General Practitioner, every surgeon and every midwife is free to act as they think best.<br />
<br />
And, left to use their own skills in their own way, and patients free to go to the health professional<i> they</i> think best seems to work rather well. Nobody is going to get paid more by doing unnecessary stuff, and nobody needs bother about 'entitlement'.<br />
<br />
We don't pay for health treatments, we pay for a <i><b>health service</b></i>. <br />
<br />
I remember while working in Accident and Emergency (that's ER to you) I treated a patient - an American visitor - who really was supposed to pay for treatment, and was happy to pay. But the department didn't have either any system for calculating how much the treatment cost, or any system for billing the 'customer', or any system for collecting the money, or for a system to pursue them if they didn't pay. So they didn't get billed. Which, surprisingly, is good thing. Because the cost of all the accountants and insurers and well-paid wotnots to do that billing and pursuing and deciding who must pay actually <b>costs more </b>than the health care. <br />
<br />
Amazingly, it is vastly cheaper to just treat everyone, without limit, for anything, than it is to run a system of complicated checking into who's entitled to what. That's all. And this is the result...<br />
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On the other hand, the USA system does have the advantage, at least in some eyes, of (1) making lots of money for the rich , and (2) killing niggers, so, I suppose that's some sort of win-win for some bits of America.<br />
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<br />Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com1tag:blogger.com,1999:blog-6147438245095798314.post-77273387001198644082017-06-18T19:22:00.000+01:002019-11-07T09:14:53.989+00:00New Deal for Europe<br />
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Over the past few years I've been studying <a href="http://glynsbox.blogspot.co.uk/2015/02/on-human-nature.html" target="_blank">how human's brains make decisions for them</a>. And what have I found out? Well, I've come to the rather depressing conclusion that, even if <i>love does conquer all</i> in the end, it is <i>hate</i> which makes us sit up, take notice and go out with sharpened pichforks to actually do stuff.<br />
<br />
I was staring around wondering how to put my new-found theory to the test, when, suddenly, along came Brexit. There it was laid out in front of me - the power of pure hate and the <a href="http://glynsbox.blogspot.co.uk/2017/01/the-harmsworth-principle.html" target="_blank">Harmsworth Principle</a> directed, not at a person or group, but, ingeniously, at an <i>institution. </i>An institution which won't sue for defamation and about which the devotees know nothing, so of which the would-be commander-of-men can say or claim any absolute made-up crap they like.<br />
<br />
Flushed with an inflated sense of my own ingenuity, I wrote out this plan for what I expect to happen to the UK and the EU. Now, a year on, I think it is time to make it public and see whether I really do know how brains make decisions...<br />
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<a href="https://www.blogger.com/blogger.g?blogID=6147438245095798314" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
<b>THE BRITISH PEOPLE </b>did <i>not </i>vote last week to leave the EU. They voted to leave an imaginary version of the EU invented by a small coterie of profit-hungry men. A bit like the day when the BBC accidentally interviewed the wrong guy called Guy.<br />
<br />
The EU is not something external which 'we' joined forty odd years ago. It is the cumulation and assemblage of seven hundred years of European trade and interchange at least since the Treaty of Windsor in 1373. Leaving, at least without fundamental restructuring over decades, is not possible.<br />
<br />
The continuous uneventful success of EU membership in a world of media devoted to conflict has mean that the EU rarely makes headlines, so few UK voters understand what it is or does, making easy prey for those who would manipulate them for fear of an imagined 'enemy'. They voted to leave an EU of unelected bureaucrats who cost us a fortune and force ruinous laws on long-suffering Britain. But you can't leave that, because it doesn't exist.<br />
<br />
As Nikita Khrushchev (possibly) said, "If the people believe there’s an imaginary river out there, you don’t tell them there’s no river. You build an imaginary bridge over the imaginary river." How?<br />
<br />
This is how I expect it to play out... <br />
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<b>CHANGE OPINIONS</b><br />
There are only three ways - by argument, by authority or by demonstration.<br />
<br />
Argument and facts aren't going to work on Leavers. Opinions not based on facts will not be corrected by facts.<br />
<br />
An appeal from authority by way of an honest and open admission of error would work. But all experience is that the <i>Blonde Beasts </i>are unencumbered by remorse. They aren't going to apologise.<br />
<br />
So, it is going to have to be an ostensive demonstration. People will have to discover for themselves what life on a lone island is like. They will 'come round'.<br />
<br />
It should be understood that it is generally impossible to get people to openly admit a change of opinion once entrenched. But it IS possible to provide a corrective opinion, if it is presented as completely new, not a revision, in different words.<br />
<br />
<b>ESTABLISHMENT OF AN EXIT COMMISSION </b><br />
It will be necessary to set up an 'Exit Commission'. It should be led by the leading Brexit enthusiasts, <i>absolutely irrespective </i>of their competence. Indeed, as it necessarily follows that the most ardent 'exiters' must be the worst informed and laziest thinkers, they must be put in charge of their own.<br />
<br />
<b>PRETEND A 'REAL' BREXIT </b><br />
The pretence must be absolute. All HMG parties will have to present a very vigorous 'leave' agenda. Any suggestion of compromise will be treated as betrayal by the Right and will give them an excuse to stand back from any responsibility for the consequences, it will stoke the fires of division and dissent on both sides. The Leave agenda must be promoted to the point where almost everyone actually believes it to be inevitable. It would be wise if leading Ministers refrain from promising 'Leave', but use less specific language along the lines of 'the British people have spoken' 'we expect success' 'Brexit is it' etc.<br />
<br />
There is good evidence that simply bringing-up ideas they oppose actually strengthens false beliefs .'. discussion of the EU and the method of leaving must be kept to a minimum. Confusion and complexity will abound. The focus must always be on the intended outcome.<br />
<br />
<b>UKIP</b> are an enmity party, they have no interest in leaving the EU. If UKIP were <i>really</i> interested in leaving the EU they'd be helping put together plans, bringing forward <i>their</i> economists, accountants, engineers and lawyers and working hard to help make it happen. But, they won't. They'll just carry on doing what they do - complaining. There are always people dissatisfied with their lot, and those who can offer someone to blame will always get followers. In a sense UKIP were clever to pick the EU as an enemy - pretty much none of their followers know what it is or does, so any set of lies can be told to build up the hate. But with the object of their hate gone they have nothing and will collapse - unless, of course, they discover a new set of people to hate. Jews and Muslims - watch out.<br />
<br />
<b>CONFIDENTIALITY</b><br />
Although this plan risks becoming a self-defeating prophecy if the sham is revealed, it might be necessary to outline the broad principle to, for instance, major industrialists who might otherwise choose a self-protective route which would have severe negative impact on the economy. Highest degree of cooperation / confidentiality needed.<br />
<br />
It is possible that press etc. may note the lack of plans for new customs facilities, extra civil servants, new research institutes and inspectors and suspect that there is no intention to Leave. It may be necessary to (vaguely) propose some such plans.<br />
<br />
<b>THE CORRECTION</b><br />
Those who have been persuaded to vote Leave have largely believed that they are voting for a protectionist, almost Juche, 'keep foreigners out' society, whereas the 'donkeys' running Brexit - UHNW's like Rotheremere, Desmond, Odey, Mercer, Hargreaves, Mellon etc. - want the exact opposite, laissez-faire libertarianism. The two are irreconcilable.<br />
<br />
It should be remembered that for its promoters Brexit presents both a 'carrot' of potentially vast profit from forex and market instability and a 'stick' in an actual existential threat from the EU's egalitarian tendency and its closing-in on tax avoidance and corporate greed. They will not give up easily.<br />
<br />
Nonetheless, the 'decision' was made by the voters, who vastly outnumber the donkeys, whose correction will be final and who must be offered a congenial way out.<br />
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<b>IMMIGRATION</b><br />
The easily-manipulated terror of outsiders, among people with little experience, has caused the problem. Note that, irrespective of the actual level of migration, even during long periods of 0 net inward migration, about 65% of UK voters always believe there are too many immigrants. Actual immigration is well established as making no difference whatever to that opinion. Explaining the value of free movement the absolute necessity of migrant labour or altering <b><i>actual </i></b>immigration levels is .'. pointless, instead, it is necessary to <i><b>alter the view</b></i> of immigration control.<br />
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<b>NO 'REAL' NEGOTIATION IS POSSIBLE</b><br />
Some in the UK seem to think the EU is a sort of <i>government, </i>as if Britain were the Parish Council and if it could just throw off the County Council then all would be lovely in the village. <br />
But the EU isn't a government. It is where the countries of Europe meet to agree the rules necessary for the good running of our continent. They're all fiercely independent and proud of their sovereignty, so they're damn well never going to let any central authority tell them what to do. <br />
<b> </b><br />
So, 'The EU' can't 'negotiate' in the sense of "we'll do <i>this</i>, if you do <i>that</i>". All 'it' can do is reiterate the rules. To change the rules needs the <i>full </i>agreement of <i>every </i>EU country, which is why EU agreements take so long, and why even the most vehement 'leaver' can't find any fault with them.<br />
If an autarkic UK wants different rules, it'll have to answer the question; "what's in it for Slovakia?"<br />
<br />
<b>DEBATE PHASE</b><br />
During the 'debate' phase, the following will become apparent:<br />
<ul>
<li>1. No real negotiation is possible. In any case the UK cannot put forward any meaningful proposals as it has no advantage of substance to offer. The Ministers likely to be involved in exit negotiations will lack skills, they will, by definition, be people who do not understand what the EU is or how trade works. I'll repeat; the EU is not a government, nor a sovereign body nor a body corporate -
it is a body of agreed rules, which will not and cannot be changed to
accommodate just one errant nation. Ministers will be unable to publicly promise anything as they are likely to look foolish when their demands fail. It is vastly too complex. </li>
<li>2. By absenting itself from European decision making, the UK loses influence over the laws which will govern its trade, not only with the Mainland, but substantially worldwide and will have no choice but to acquiesce to a European Parliament to which it has not shown goodwill.</li>
<li>3. For Free Trade, the EU will require the UK give up its independent control of migration. The EEA/Liechtenstein option requires completely open borders and acquiescence to EU rules, it is opposed to both the 'Juche' & 'Libertarian' demands.</li>
<li>4. The cost of Brexit in human and financial terms, is vast and will begin to hit pockets. There may be a quick response caused by £ falling, but the worst effects will take some time to be apparent to ordinary voters</li>
</ul>
<br />
A change in 'Animal Spirits' will occur. 2½ years? Mid-2019? It will have to be a matter for the judgment of the PM when to initiate a corrective referendum. I would suggest that when public opinion reaches about 70:30 pro-EU would suffice. To wait for 90:10 would take three or four years and could, by then, have caused considerable damage.<br />
<br />
<b>THE CORRECTIVE REFERENDUM </b><br />
Bringing about the correction will need great care. It would help if it were to appear to be <i><b> </b></i><br />
<b>1:</b><i><b> (reluctantly) forced </b><b>on the UK</b></i>, possibly by a motion of the EU Parliament, or, more likely, because alteration to nature of the Irish border per the the 1998 Agreement or the CTA would (s19A of the Irish Constitution) require a referendum in Ireland. It would seem odd to UK if RoI had a vote on UK/EU, but UK didn't.<br />
<b>2: <i>Not a re-run of the referendum</i>, </b>but a proper, entirely separate, vote on the next step.<br />
<b>3: <i>Without any option to return to the status of the UK pre-referendum</i></b><i>. </i>Though it might present a 'new dispensation'.<br />
<i></i><br />
<b>THE COMMON TRAVEL AGREEMENT</b><br />
The relationship between the UK and Ireland will be central. <br />
<b> </b><br />
It has been commonly, and falsely, assumed, even by enthusiasts for the EU that membership means that the UK has no control of its borders. This is not the case. The borders of the UK and RoI are jointly preserved, separately from the Mainland, through the Common Travel Agreement CTA), confirmed by international agreement in the Treaty of Amsterdam.<br />
<br />
A revised and formalised CTA, preferably ratified by the EU Parliament, and described as something like 'The Complete Control of Borders Act' can be made central to presenting 'a completely new dispensation in Europe' where the UK is 'with' the EU but 'now' has - at last! - complete control of its own borders. This is likely to satisfy most Leave voters.<br />
<br />
It is essential that the New Dispensation is offered in new words. Voters will be told that there is NO option to remain in the EU on present terms, and that the options - put in full on the ballot paper - are along the lines of:<br />
<ol>
<li><b>British Have-it-All Option: </b>UK to be <i>with </i>the the EU for social, commercial and educational purposes, BUT now with absolute UK veto over all EU security matters and a full part in all EU lawmaking. UK entirely separate from mainland free-travel area, a new Anglo-Irish Travel Treaty gives the UK and Ireland independent control of their borders. </li>
<li><b>Lichtenstein Option:</b> UK not part of the EU, but will accept all existing and all future EU law, but with no veto and no say in the making of them. There will be free trade and full cooperation. The UK will join the Schengen Area - unrestricted free movement.</li>
<li><b> Juche Option:</b> UK to adopt all EU laws into UK law with the option to change them later. The UK government will control all trade, there will be absolute border controls, import and export duties. Government permission will be required to enter, leave or remain in the UK. Hard RoI border </li>
</ol>
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Options (2) and (3) are not attractive. Although option (1) will appear to the less informed voter to be the demanded self-control, the more informed voter will note that it is 'remain' in every detail, apart from a (long overdue anyway) revised and formalised CTA.<br />
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It is extremely unlikely that many 'Leave' enthusiast will observe that the 'new' dispensation is precisely the same one we had all along, because pointing that out <i><b>is </b></i>admitting that they had lied. Those that do are likely to refuse to vote on the grounds that a confirmatory vote is 'betrayal'.<br />
<br />
Option (1) will win, allowing even the most ardent <i>leavers </i>to claim:<br />
<ul>
<li>Look how clever we are! We've finally left the EU of free-and-open borders and <i><b>got back complete control of our borders. </b></i>But we've still got all the advantages of the EU.</li>
<li>"That's what we wanted all along. I haven't changed my opinion. This has
always been what we needed.. a new deal for Britain … this was the only
way to do it". </li>
<li>"There - we've solved it! We can <i>pretend </i>to stay in the EU to keep the silly 'remainers' quiet, but we're out really, with control of our own borders at last"</li>
</ul>
<br />
The happy result of all this could be be the end of any idea of British Exceptionalism and the destruction of the silly right as a political force.<br />
<br />
The phrase 'Empire on which the sun never sets' was first coined of the Spanish Empire. Countries of Europe, from Greece to Portugal, Germany, Macedonia, France and Italy have each had their day in the sun when they believed they ruled the world. One by one they've discovered that they don't, and have settled back to a sounder, simpler and more honest life. Britain, at last, can join them.<br />
<br />
Look what happens if you describe <i>precisely</i> what existing membership of the EU means, but do so in 'new deal', nationalistic, terms... <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjU_fTE5cTnlmTcE33eCYiRU1qBLVyNFgYf_wrnv2b7_4Or92hUij7zOlK5SMvHYm2i-LR95z_gjWW3M1SBifCXtut6VjCpFrcENt-BrJFmGis5SISQV71tvIhTZPGsZe11T2HvNk2Js64/s1600/eu+brexitforbritain.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="709" data-original-width="847" height="331" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjU_fTE5cTnlmTcE33eCYiRU1qBLVyNFgYf_wrnv2b7_4Or92hUij7zOlK5SMvHYm2i-LR95z_gjWW3M1SBifCXtut6VjCpFrcENt-BrJFmGis5SISQV71tvIhTZPGsZe11T2HvNk2Js64/s400/eu+brexitforbritain.JPG" width="400" /></a></div>
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<a href="https://www.blogger.com/blogger.g?blogID=6147438245095798314" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com0tag:blogger.com,1999:blog-6147438245095798314.post-60064185621672521692017-02-05T17:50:00.000+00:002017-05-08T17:33:45.899+01:00The Science of Value<div class="separator" style="clear: both; text-align: center;">
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'Value', it strikes me, is one of the most important things worth trying to understand. How can it be that <i>this</i> thing, or <i>this</i> action, is judged by humans to be worth more than, or less than, or the same as, <i>that</i> other thing? Make sense of that, any I'll make sense of much about how the world works,<br />
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This, I suppose, is the study they call 'economics', and I'd like to understand it. I'd like to understand it for the same reason I like to understand other things - so that I'll end up with a sort-of model in my head which lets me predict what's going to happen next. That way life will have fewer mistakes, more safety and greater comfort. I'll get more out for less in.<br />
<br />
But I'm reluctant to go to Economists for the answers - I'm afraid they've demonstrated rather too often that they're pretty incompetent at prediction.<br />
<br />
So, just as I've tried to do for the <a href="http://glynsbox.blogspot.co.uk/2015/02/on-human-nature.html" target="_blank">science of human understanding broadly called 'philosophy' </a>I'll have a go at doing it all by myself. I might get somewhere, I more probably won't. But I will stand a good chance of finding out some new ways of thinking.<br />
<br />
<b><span style="font-size: large;">VALUE</span></b><br />
Value is an entirely human construct.<br />
Value is a measure of the extent to which one human will go into debt to another to obtain advantage.<br />
<br />
<span style="font-size: large;"><b>MONEY, WEALTH & CASH</b></span> <br />
Value is measured in terms of Wealth, Money and Cash.<br />
Wealth, Money and Cash are different things.<br />
<br />
<span style="font-size: large;"><b>There IS no such thing as a Free Market</b></span><br />
All markets are manipulated. It just depends on - who? Very often "I want a free market" means "I want to manipulate the market my way"<br />
<br />
That's as far as I've got.<br />
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<br />Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com1tag:blogger.com,1999:blog-6147438245095798314.post-58401835753856620902017-01-17T19:48:00.001+00:002020-05-24T17:04:24.395+01:00The Harmsworth Principle<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5At0Ib1NoUonuZFX8d1dbTWzfJwnqucVyHsU13N8RSgyJ1TEtr8_A0tFdgMTvM-7xRMLfzIa8A5TDgyT-nxstlRCCppf1CO4S2FiD3on_I5P3tPgQwnOKjDmVoRLg8gPov3rdTE-ZguM/s1600/Viscount-Rothermere1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5At0Ib1NoUonuZFX8d1dbTWzfJwnqucVyHsU13N8RSgyJ1TEtr8_A0tFdgMTvM-7xRMLfzIa8A5TDgyT-nxstlRCCppf1CO4S2FiD3on_I5P3tPgQwnOKjDmVoRLg8gPov3rdTE-ZguM/s320/Viscount-Rothermere1.jpg" width="237" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>Alfred Harmsworth, Viscount Rothermere</b><br />
Yes, I've deliberately picked a picture of him looking nasty, silly and pompous, as a nice example of just the sort of attack-politic technique he pioneered.</td></tr>
</tbody></table>
<span style="font-size: large;"><b>HOW TO CREATE ENEMIES AND CONTROL PEOPLE...</b></span><br />
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Is your life not going quite as you hoped? Your cleverly-laid plans not quite working out? Don't worry, it isn't your fault. It is the fault of the Enemy People. Join us in the great fight for freedom from The Enemy people, and you can only win, win win!<br />
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The 'Harmwsorth Principle' is the idea, said to have been invented by Alfred Harmsworth, founder of the Daily Mail newspaper, that, if you want to get people to laud and follow you, you must first give them something to hate and fear, "give them something new to hate every day". The principle is probably older than that, but it remains the same - if your constituency are frightened and angry, they'll follow the one who offers to explain or protect them from the supposed evil.<br />
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It works BRILLIANTLY.<br />
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It is broadly the same principle as that explained by the jailed Nazi Hermann Göring; "<i>the people can always be brought to the bidding of the leaders. That is easy. All you have to do is tell them they are being attacked and denounce the pacifists for lack of patriotism and exposing the country to danger. It works the same way in any country</i>."<br />
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The real power of the principle seems to have become apparent after Harmsworth commissioned a series of articles 'The Invasion of 1910' for his <i>Daily Mail</i> outlining a possible German attack on Britain. This, entirely fictional account, was accompanied by fake posters warning the public of the foul Germans and even salesmen dressed as German soldiers parading through central London. At the time there was not the slightest argument between Britain and Germany, but by 1914, they were at war, leading to the accusation that "Other than the Kaiser nothing has done more to bring about the war than the <i>Daily Mail".</i> The 'Invasion' stories, and the subsequent war, were hugely successful for Harmsworth's sales and brought him immense wealth.<br />
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From then on, The Mail has carried on a vigorous and ever-changing campaign against some supposed enemy or other; Jews, Italians and foreigners in general. It has often been characterised as the <i>'Daily Hate'. </i>In the 1920s it turned on supposed communists and in 1924 the <i>Daily Mail</i> produced the entirely fake '<b><a href="https://en.wikipedia.org/wiki/Zinoviev_letter" target="_blank">Zinoviev letter</a></b>', which suggested that British Communists were planning violent revolution. This is generally seen as a significant factor in the defeat of Ramsay MacDonald's mildly socialist Labour Party in the general election, held four days later.<br />
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The Principle seems to work because humans are <b><a href="http://glynsbox.blogspot.co.uk/2015/02/on-human-nature.html#dangerspot" target="_blank">fiercely attuned to spot danger</a></b>, while commonplace safety and security are almost always ignored. Terrors terrify and make us spring to action, while everyday comforts pass by unnoticed. This seems odd, yet the mechanism in the brain which causes it to construct the mind this way seems to be surprisingly easily explained.<br />
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At the same time, many people have aspects of their lives which are not at all satisfactory. So, to offer an explanation for their ills by blaming them on some, almost always imaginary, enemy is highly appealing. In this way, the would-be Harmsworth doesn't actually need any followers to get started – create the hate, and they'll come to you.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3yWugOAH7tziwYzjCG9mD9qWxrF476cAG-QPLhs-2yltReyR-3R4K05zzWbm7hEOg8timtsm0KZb2lb1mNIdbnPi3wk_3U1MkHcxRH-vamM8QdQyfvP8J0b7Wv4OBdCZzij8kYVdXDZY/s1600/dmail+2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="136" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3yWugOAH7tziwYzjCG9mD9qWxrF476cAG-QPLhs-2yltReyR-3R4K05zzWbm7hEOg8timtsm0KZb2lb1mNIdbnPi3wk_3U1MkHcxRH-vamM8QdQyfvP8J0b7Wv4OBdCZzij8kYVdXDZY/s320/dmail+2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The <i>Daily Mail</i> could be pro-Europe when they could make an enemy of the French Government, then anti-Europe when they could make an enemy of the European Union</td></tr>
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You'd think the easiest enemy to set up would be some sort of bad people. Like robbers and murderers. But that won't do, because everyone hates them, so you aren't going to get any special following by adding your name to the list. Anyway, criminals have knives and guns and anger, so are not necessary the best people to get on the wrong side of.<br />
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In fact, the enemy pretty much has to be imaginary.<br />
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A real enemy would be someone your followers could meet, and then discover that they are quite nice, really. Even worse, the enemy might come round to your way of thinking. Either way, then you wouldn't have an enemy at all, and then you'd be screwed. The enemy has to be an outsider, of course. But foreigners, for instance, aren't by any means necessarily enemies, so you need imaginary, nasty, foreigners as enemies. Not, you know, like the nice Mr Chevalier down the road, but those dirty foreigners from, erm, somewhere else. And not the elderly Daisy and Dot, but the Bad homosexuals. The evil Jews, not nice Dr Goldberg.<br />
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Who's next?<br />
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<br />Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com0tag:blogger.com,1999:blog-6147438245095798314.post-89219191950237142052016-07-06T15:18:00.007+01:002021-03-27T16:48:35.644+00:00The Analects ...<p>By Glyn Hughes<br />
<br />
Some aphorisms...</p><p></p><p><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0">It is always the things you don't understand which seem the more important. </span><br />
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Wars are begun all for the same one reason only; for the self-aggrandizement of Princes.<br />
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The best way to get rich, is to make all the people around you rich.<br />
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The function of all Science is to serve Art.<br />
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You'd think that by now God would have worked out how to write a holy book that can't be misinterpreted. After all, He's had enough practice.<br />
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There are only two political positions - the one that says "In the end, we're all in this together" and the one which says "In the end, it's everyone for themselves". The trouble is, they're both right.<br />
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Nobody ever got rich by working hard. You get rich by persuading other people to work hard, and you keep their money.<br />
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All far-right parties are a homage to one person and hate for one other. When either is gone, they're gone.<br />
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</p><div class="western" style="line-height: 100%;">
Europe knows only too
well that when the monsters arrive they arrive as silly boys shouting
about the nasty people in the other playground. They wrap themselves
in the flag and promise heaven on earth. And Europe knows from bitter
experience what happens when they discover they can't bring down
heaven, they bring up hell.
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Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com1tag:blogger.com,1999:blog-6147438245095798314.post-71560184014023194212016-06-15T08:11:00.000+01:002020-07-15T09:23:33.139+01:00Nuts and Bolts of Europe... NUTS AND BOLTS<br />
<b>Why European Rules are fluffy clouds of joy which make your life safer, simpler and better. </b><br />
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<tr><td class="tr-caption" style="text-align: center;">Me in front of a Punch-Press machine made in Finland by a Swedish company and operated by a Lithuanian technician, pressing-out parts to be assembled by a Polish team for low-emissions incinerators developed in the UK and the Netherlands for sale in France and Germany in a factory in Lancashire owned by an Irish family. (OK, the picture is dummied, but every detail of the scenario, including me being in it, is factual.)</td></tr>
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Down the lane by our house is Whitworth Park and the Whitworth Memorial, next to the Whitworth Centre the Whitworth tea-rooms and just over the road from the Whitworth Hospital. Mr Whitworth, clearly, was not a nobody. Indeed, because Mr Whitworth was the bloke who invented European Standards.<br />
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Joseph Whitworth (1803-1887) was an engineer, a 'nuts and bolts man'. In his day, every workshop made their own nuts and their own bolts. If you lost, say, the screw from your Boulton and Watt epicyclic gear, no use going to Stephenson's for a new one, it wouldn't fit.<br />
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<tr><td class="tr-caption" style="text-align: center;">Joseph Whitworth and a screw-cutting lathe</td></tr>
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Whitworth came up with the idea of a simple, printed, set of rules anyone could follow so that their screws fitted to the other bloke's cart. Now, you could have the oh-so-clever Fischer Bearings on your steam engine, and Ransome's blades on your lawnmower. Engineers could pick the best of the best and put them together, not have to make their own. So stuff all got better. And cheaper. Whitworth Screws became B.S.W – British Standard Whitworth, the nuts and bolts on which the sun never set. And Mr. Whitworth became, they say, the richest industrialist, not just in Darley Dale, or even in Matlock, but in the world.<br />
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Wonderful idea! So other countries did the same. Which was fine until people from the other countries started getting together. Like around 1940 when the Polish Air Force had to make that quick exit to Britain, and it became distressingly apparent that British Standard screws couldn't be used to repair Polish Standard aeroplanes. Or American Standard Jeeps either. <br />
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You see, Standards only work if everyone does it together. You can't do 'your own Standards'. Now we've got the EU, and the European 'M' series screws. The nut you buy in Bolton will now fit the washing machine, not just in Krakow, but in Rio or Beijing too. Standardization isn't about making everybody the same. It's about making everybody's stuff work with everyone else's stuff.<br />
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Couldn't we just go back to writing our own rules? Really? So you've forgotten all those toys with spikes in their eyes, the poisoned paint, the electrocuting toasters the watery beer and the Austin Allegro? They've all gone. They've gone because we've got European Standards.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9xk5ii_5DmKAl6mFxAsDY9gZBZ8xBMqJIShs6OJGClisE5zyy14WhFLkFCLfD_vU7_USZ3kc5KsLybNwPEAFVX2tj-hAwwhKmDcWgHsAPqki8ZL3kFFJuw_wqVjNSr-zuoFL_bNTYzrE/s1600/alleg.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9xk5ii_5DmKAl6mFxAsDY9gZBZ8xBMqJIShs6OJGClisE5zyy14WhFLkFCLfD_vU7_USZ3kc5KsLybNwPEAFVX2tj-hAwwhKmDcWgHsAPqki8ZL3kFFJuw_wqVjNSr-zuoFL_bNTYzrE/s320/alleg.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="irc_su" dir="ltr" style="text-align: left;">The Allegro had a magnetic effect on women, especially the bonnet, but real men drove Saabs.</span></td><td class="tr-caption" style="text-align: center;"></td></tr>
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When nations try to set their own Standards, makers want an easy ride and competitive advantage. Our test labs want the most complicated procedures and the highest possible fees. And joy of joys, paying for 'approval' or 'certification' from the lawmaker's and their (ahem) 'consultants', means you can effectively 'sell' responsibility for your product to someone else. When the grieving relatives turn up to point out that your product wasn't so great, you can show them a little plaque. <br />
<br />
But when 27 countries argue - usually for years - about a common Standard, nobody is willing to drop their quality, and nobody is willing to pay for the other bloke's bureaucrats. And ... (ahem) nobody is willing to explain their clever system of corruption. Then, the public and even those elected twits are allowed to have a say. Everybody has to agree. Yes, everyone, it is not a majority-vote thing. So you're forced to devise a way of guaranteeing the best of stuff with the least of trouble. When everyone has to implement better quality, nobody is at a disadvantage. Seems to work every time.<br />
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British BSI Standards were never much, nor for that matter were Norme Francaise or the Russian GOST. The German DIN Rules, though, were much admired. Indeed one or two of them – for instance for paint – have been kept. But then they had the same problem making them - lots of individual States had to come together, and you'll only get Schleswig-Holstein to agree to the same things as Lower Saxony by being very clever indeed. Same with the old Nordic Standards - you have to get ex-Vikings to play nice.<br />
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Remember when we just used to sort-of take it as read that British products were a bit crap? Remember? You might have to put up with an Austin or a Hillman, but really you wanted a Volvo or a Mercedes. And you could possibly play your Tom Petty tapes on a Ferguson, but why would you if could get your hands on a Grundig or a Bang and Olufsen?<br />
<blockquote class="tr_bq"><a name="FUELPOVERTY"></a>
<b>FUEL POVERTY - A national scandal caused by National Standards</b></blockquote>
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UK product Standards used to tell you <i>how </i>to make things. That's why all our gas fires, cookers, irons and wontnot were more-or-less the same. And, of course, they were written by the people with deep pockets and the right connections.</blockquote>
<blockquote class="tr_bq">
Which is why we had Standards for heating equipment with no requirement for efficiency. You could perfectly legally make, say, a gas fire which was designed to deliberately waste 90% of its heat - so it'd cost 10x as much to run - which made oddles of cash for the National fuel suppliers. Who cares if a few pensioners freeze, eh?</blockquote>
<blockquote class="tr_bq">
Freedom to compete across Europe means we need shared Standards. But how to do that when different countries have different ideas about what's best?<br />
So, we've got the Eco Design Directive which doesn't tell you how to make stuff, instead it makes you openly tell the public how well your gas fire, or whatever, <i>performs</i>. Which has led to an explosion of new ideas and a truly giant improvement in heating efficiency. It has also led to a number of UK heating manufacturers, unaccustomed to the idea of innovation or quality, being well and truly fucked. Good.
The reason people complain about the Trans-Atlantic Trade thing (apart from those who just have complaining as a hobby) is largely because they fear having shoddy US Standards forced on us. Go and have a look at American kettles. </blockquote>
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" 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<tr><td class="tr-caption" style="text-align: center;">The thing on the left is called a 'gas explosion with collapse' (Ronan Point, only 7 dead, nobody prosecuted - they had certificates) the middle thing is Watney's Red Barrel (a form of beer substitute) and the thing on the right is a Hillman Imp. All used to be common in Britain. Thanks to EU Regulations, none of these exist any more.</td></tr>
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Unless you're in the habit of reading the very small print at the end of instruction manuals you won't have heard of me, Glyn Hughes. I design products for you to buy. Which means I work all day every day with manufacturers, importers, exporters, distributors, retailers across Europe and the globe. I'm the man who has to implement Euro rules and Standards. I have never, ever, heard anyone involved, anywhere, ever, complain about them. Ever. They are models of clarity and simplicity which even countries like Canada and China, who get no real say in the making of them, are happy to adopt. They've swept away bureaucracy, simplified manufacture, made better things and us safer. I hear that Mr Johnson, the <i>verpus maximus</i>* of International Wisdom, complain, but he can never seem to quite put his finger on any examples, and has, doubtless reluctantly, had to resort to making-things-up about bananas and vacuum cleaners.<br />
<br />
So let me give you a real example. Do you remember how truly awful building Standards were in Britain? Do you remember the gas explosions, 'concrete cancer' and Barratt Houses? They've all gone. The European Construction Products Directive swept away something like 1,200 national rules (No, I haven't actually counted) and buckets of payments and busloads of inspectors and acres of forms and replaced all and everything with one single paragraph of undiluted genius. It says that girders and wotnot have to be strong enough and so on, but it also says that the actual real Big Boss of the firm who supplies them has to sign a public affidavit to tell you how to get in touch with him and that he takes complete personal responsibility for his girders. Complete responsibility. Not only does Mr Girder not have to pay the civil servants' (ahem, again) chums to 'approve' his stuff, he's not allowed to. Down to you, mate.<br />
<br />
Course, for all this to work, Mr Girder (and Mrs Bicycle and Ms Toaster etc) have to be subject, ultimately, to the same courts as you and me who buy the stuff. That's why we have to have EU Courts. OK? And that is why the TV isn't full of "look how this shower tray exploded" consumer programs any more.<br />
<blockquote class="tr_bq">
<i>DID YOU KNOW: You can't buy Chinese manufactured products in Europe. Let me explain... Euro Norms work because the real person who takes responsibility has to be a European, so they're subject to the same law (and the same courts) as the customer and you can get at then if you need to. That means that Chinese products which are subject to critical Standards aren't allowed to be sold in Europe - they can be imported, but they have to be sold, and certified, by a European manufacturer. Not just a man at a desk, not just a boxes-in-boxes-out warehouse, but a real someone who really takes real responsibility. Clever eh?</i></blockquote>
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My goodness does it work! I should know. About seventeen thousand things go out each year with MY signature and my home address next to that European 'CE' mark. Do I make sure there's no problems? Too bloody right I do. Does anyone ring up? Yes, occasionally they do. Someone emailed yesterday about paint peeling off a corner of their Tiger™ woodstove. And I jump on the factory and sort it out, so I can go back to doing what engineering designers do best - sitting in the garden with beer and oh, trying to get inspiration from staring at clouds, or something.<br />
<br />
Anyway, I know you like graphs, so here's a graph. It is based on data from RoSPA. This one is for death and injuries from domestic electrical equipment, but the graph for toys is much the same...<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLBXgpbj1KGCVftHwvyW9EeOad4tkyibXkkgZxyzg5WFPPR9AaAwu8AuNS6gXznUYEAYcGheIflzRtw0Yt01slCG_f6dZGK42SQN9F0vzyKQ35DDz5xlYLU-g31uCRSw6hYeRxb3ul7qw/s1600/cegraph.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLBXgpbj1KGCVftHwvyW9EeOad4tkyibXkkgZxyzg5WFPPR9AaAwu8AuNS6gXznUYEAYcGheIflzRtw0Yt01slCG_f6dZGK42SQN9F0vzyKQ35DDz5xlYLU-g31uCRSw6hYeRxb3ul7qw/s320/cegraph.jpg" width="320" /></a></div>
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<br />
Spotted that? Since the 1920s there have been ever more and more horrible accidents. So British governments invented ever more rules, more inspectors and more payments and more forms to fill in and it just made things worse. In came Euro Standards - stricter quality, simpler enforcement, and bureaucracy eliminated. See?<br />
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There is one teetsy problem here, though. A very British problem. Nice, simple Euro Standards arrive in UK, with an agreement to get rid of the old complexities, and our jolly bureaucrats like to ignore that bit and add the old paid-for (Ahem, again. Sorry, about the cough. Seem to have something stuck in my craw.) 'independent' bureaucracy on top of them. So you've got the likes of British Agrément Board and AEA and HETAS and BSI and The British Electrotechnical Approvals Board, which should long ago have been swept away, still filling forms in and collecting money for absolutely nothing. No other country does this. And if you complain, the Man from the Ministry will tell you that it absolutely isn't their fault. It is Europe. You know, with their complicated European rules. Oh if only we could escape!<br />
<br />
But I'd rather you didn't take my word for any of this. I'd like you to go and have a look at some Euro Standards for yourself. But I'm afraid the British Standards Institute would like £112.00 off you to look at, say, all 8 pages of EN1929 on Methods of Testing Child Safety Seats on Shopping Trolleys. I think you should be able to read it for free, and so does the European Parliament and the European Commission. But someone voted against that. Guess who. Go on, guess.<br />
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(*<i>Verpus maximus</i> could mean 'Great Vital Force' or it could possibly mean 'Giant Dickhead'. I presume you are fluent, and can decide for yourself.)<br />
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<a href="http://www.anec.eu/attachments/Access%20Study%20-%20final%20report.pdf">http://www.anec.eu/attachments/Access%20Study%20-%20final%20report.pdf </a><br />
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<br />Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com19tag:blogger.com,1999:blog-6147438245095798314.post-52601336344737283562016-05-14T21:10:00.000+01:002019-11-07T09:15:49.298+00:00Friedrich Nietzsche and the Large Hadron Collider<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglsBc6mkpuS_0_Zal40rD8kKOqEpsN8fJLIR-QtDOwxaoiO4cZtCAK52LzsS2GhtRGpwsS7uvGqlzqet3XXgZWuHqQeUKhJCrc4xP6oJrz7tQ_fiPlYdXUnoA3s2o9R1l1zadfClPB1sg/s1600/lhc.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglsBc6mkpuS_0_Zal40rD8kKOqEpsN8fJLIR-QtDOwxaoiO4cZtCAK52LzsS2GhtRGpwsS7uvGqlzqet3XXgZWuHqQeUKhJCrc4xP6oJrz7tQ_fiPlYdXUnoA3s2o9R1l1zadfClPB1sg/s320/lhc.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The world's biggest machine</td></tr>
</tbody></table>
<br />
There is, apparently, a large circular tube underneath the edges of Switzerland and France. This houses the Large Hadron Collider. It cost about three thousand million Euros and is the world's biggest machine, by far. This is astonishing. How it came to be built should not be allowed to pass without comment. So, what is it, and how did it get there?<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://sqapo.com/nietzsche.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://sqapo.com/nietzsche.jpg" height="256" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Nietzsche</td></tr>
</tbody></table>
The LHC does science. But behind science is scientists, and just as there is a <i>Realpolitik </i>of personal and practical hopes and needs behind the Politics shown to the people, so there is a <i>Real Science</i> behind the outward show of papers and experiments.<br />
<br />
Enter <a href="http://sqapo.com/nietzsche.htm">Friedrich Nietzsche</a>, the odd-ball <a href="http://sqapo.com/nietzsche.htm">German Philosopher</a> of the 1880s, who reminded us, in the endlessly entertaining <i><a href="http://sqapo.com/nietzsche.htm">Beyond Good and Evil;</a></i><br />
<blockquote class="tr_bq">
"To be sure, among scientific men, you may find something like a drive for knowledge, a clockwork that, once wound, works without any participation from the other drives of the scholar. But the real "interests" of the scholar lie usually somewhere else, say, in his family, in making money, or in politics. </blockquote>
<blockquote class="tr_bq">
There is a point in every philosophy when the philosopher's "conviction" appears on the stage."</blockquote>
So what's the Real "interests" behind the Hadron Collider? Seems to me it came about for three main reasons, in descending order of importance ...<br />
<br />
<b>1. It proves Europeans are Best....</b><br />
...especially, that they're better than Americans. The USA was very busy building the <a href="http://www.scientificamerican.com/article/the-supercollider-that-never-was/">Texas high-energy accelerator</a>, but Europe got there first, and the Texas one lies in ruins. So hurrah for the Old Countries and Yah! Boo! to the uppity colonials. You don't get politicians organizing payments for stuff unless it's going to make them look good. And the LHC provides physical proof positive of European superiority, and a clear demonstration that European politicians are very clever and know about complicated physics and stuff.<br />
<br />
<b>2. It makes money. Lots of Money!</b><br />
Surely you don't make money out of pure research? Oh yes you do. The LHC cost zillions, which goes into the pockets of building contractors, and surveyors and, of course, a certain amount drips off to politicians and civil servants. Without pressure from moneyed would-be builders, stuff like this doesn't get started.<br />
If anyone had really wanted to just do science, it would have been drastically cheaper to simply finish off the <a href="http://www.slavorum.org/soviet-twin-of-swiss-hadron-collider/">Soviet accelerator near Moscow</a>. It was headed to be a tad more capable than the Euro one, and would have come with ready-trained technicians. But the fall of the USSR stopped it, so to speak, in its tracks and, anyway, using it would have made Russia look Best, negating aim No 1.<b><br /></b><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnpghFjrbNoOiP2WWJHFUuMT8cn3p_CTLG32TmmESIssYqrQzZptlHaHj5bmQm7QgP_WW7G0mqaCu5jnfZjhMP8nqDCtc7z-4nMGc7XtOg0nDx_7ew6FhgrxTp3EfdrHZeGwpxeKZDEQM/s1600/77087_CNV00004_122_609lo.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnpghFjrbNoOiP2WWJHFUuMT8cn3p_CTLG32TmmESIssYqrQzZptlHaHj5bmQm7QgP_WW7G0mqaCu5jnfZjhMP8nqDCtc7z-4nMGc7XtOg0nDx_7ew6FhgrxTp3EfdrHZeGwpxeKZDEQM/s320/77087_CNV00004_122_609lo.jpg" width="214" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The rusting tunnels of the abandoned Soviet particle accelerator</td></tr>
</tbody></table>
<b>3. It does discovery.</b><br />
Possibly so. But a poor, and relatively unimportant, third. All the same, 1 and 2 are what you have to do to get No 3. As Herr Nietzsche also said;<br />
<blockquote class="tr_bq">
"The term "good" has no necessary connection with useful and unselfish actions,"</blockquote>
<div class="separator" style="clear: both; text-align: center;">
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<br />Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com1tag:blogger.com,1999:blog-6147438245095798314.post-7832005338656398702016-05-05T15:37:00.000+01:002019-11-07T09:16:16.604+00:00Why Americans can't make tea ...<br />
<span style="font-size: large;">... and why Brits can't make coffee</span><br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<center>
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/SE5IfIkl_oA?rel=0" width="420"></iframe></center>
You can play this. It is perfectly safe.</div>
<br />
You don't need me to tell you this. Tea in North America is pretty universally appalling. Weak, flimsy slop. And anyone from across the Atlantic who has been offered a cup of coffee by a well-meaning English or Irish or Welsh* host will, equally, have had to smile gracefully while wondering how on earth it can be possible to get so trivially, microscopically, laughably simple a task as just putting hot water on coffee so gigantically wrong.<br />
<br />
The problem is not a new one. As early as 1822 the, otherwise generally splendid Mary Eaton in her <i>The Cook and Housekeeper's Dictionary, </i>suggests making coffee in England...<br />
<blockquote class="tr_bq">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8cvAXF9Ox-Fn7x2V1KKHHQLoKDKrZi-rry27ggXRqUvYrCoyDCWFc3Ib_54UqnQoueVZZpHGw3GfTpKElCGWUTP-UKJqFKJtjF_aW9GqtpIUN8dqAXDvH71TM5QrFMeOoeY4F4ZPCcBA/s1600/235a6djm8g9t6aj2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8cvAXF9Ox-Fn7x2V1KKHHQLoKDKrZi-rry27ggXRqUvYrCoyDCWFc3Ib_54UqnQoueVZZpHGw3GfTpKElCGWUTP-UKJqFKJtjF_aW9GqtpIUN8dqAXDvH71TM5QrFMeOoeY4F4ZPCcBA/s320/235a6djm8g9t6aj2.jpg" width="244" /></a>"To an ounce of coffee, add a tea-spoonful of the best flour of mustard,
to correct its acidity, and improve its fragrance; and in order to
render it truly fine and wholesome, it should be made the evening before
it is wanted ... Next morning pour off the clear liquor, add to it a pint of new milk,
warm it over the fire, and sweeten it to taste. Coffee made in this way,
will be found particularly suitable to persons of a weak and delicate
habit" </blockquote>
What? Mustard? Made the evening before? What the ...? Though she does add; "If for foreigners ... make only eight dishes from three ounces." Phew! That sounds all right. But wait, Mrs Eaton isn't going to let even foreigners get away that easily; <br />
<blockquote class="tr_bq">
"If not fresh roasted, lay it before the fire until perfectly hot and dry; or put the smallest bit of fresh butter into a preserving pan, and when hot, throw the coffee into it, and toss it about until it be freshened, but let it be quite cold before it is ground."</blockquote>
Yep, we've been having problems with coffee for a long time. Not surprising an exasperated Alexis Soyer, the Victorian <i>cuisinier célèbre,</i> wrote in 1850;<br />
<blockquote class="tr_bq">
It is a very remarkable fact that but few persons in England know how to make good coffee, although so well supplied with the first quality of that delicious berry; but, by way of contrast, I must say that the middle classes of France are quite as ignorant of the method of making tea.</blockquote>
So what's the problem, and what the solution? It is easy. It is basically TEMPERATURE.<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjnUgYf-iE4L6mX259JzfSbt4uGKvFOcxQGWMHVfRwlwikHKETowT_j7qiOut3Hcoa9f9VYE1w5OjtScHB_IBRXFtbryfF1YbBR8c5zioa8A-6WTTBgpPT6ApWk68UbPnJAPsTYbJRZLw/s1600/tea-mrs-doyle.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjnUgYf-iE4L6mX259JzfSbt4uGKvFOcxQGWMHVfRwlwikHKETowT_j7qiOut3Hcoa9f9VYE1w5OjtScHB_IBRXFtbryfF1YbBR8c5zioa8A-6WTTBgpPT6ApWk68UbPnJAPsTYbJRZLw/s320/tea-mrs-doyle.jpg" width="320" /></a></div>
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Listen carefully... Tea needs <b>boiling </b>water, coffee just needs <b>very hot </b>water.<br />
<br />
So those who are good at tea (which needs <b>boiling</b> water) use it too hot for coffee (which needs just <b>very hot</b> water) and so make bad coffee. Those who are good at coffee (which needs <b>very hot</b> water) use it too cool for tea (which needs <b>boiling</b> water)<br />
<br />
Got it? Pour <b>boiling</b> water on ground coffee and all its volatile flavoring oils will evaporate. Dip a tea-bag in just <b>hot</b> water and you won't extract the flavours.<br />
<br />
Tea = boiling water, Coffee = very hot water.<br />
<br />
Oh for goodness sake.<br />
<br />
<span style="font-size: x-small;">*The Scots, for reasons unknown, seem to be capable of making perfectly good coffee. No, I've no idea why either. True though, isn't it?</span>Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com0tag:blogger.com,1999:blog-6147438245095798314.post-11558457410495519732016-05-02T18:20:00.002+01:002019-11-07T09:19:36.485+00:00In Praise of Bad RepairsAncient buildings. To repair or restore? Tricky. I'd like to suggest an alternative - go back to the original way of doing things, which is to say, do it <i>really </i>badly.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=6147438245095798314" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://pbs.twimg.com/media/ChYySYwWUAUKW30.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://pbs.twimg.com/media/ChYySYwWUAUKW30.jpg" width="320" /></a></div>
<br />
They don't build houses like they used to. Well no, they're not allowed to, because they used to be crap. And most of them have fallen down. So only the good stuff from the past is left, which gives us a false impression of cosy solidity.<br />
<br />
Houses for common people used to be really rubbish. Flick through the ever-fascinating <a href="http://thehundredbooks.com/Mayhews_London.htm">London Labour and the London Poor</a> or just look at the early photographs of lower-class people's homes. They could be comfortable, but they don't ever seem to have been neatly built.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.victorianweb.org/art/architecture/london/56.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://www.victorianweb.org/art/architecture/london/56.jpg" height="276" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Yep, crap.</td></tr>
</tbody></table>
Consider, for a start, re-plastering an ancient property. Doing it 'correctly' means, say, getting a skilled master plasterer to do the walls using original materials, the best tools and the finest traditional lime plaster. You'll be amazed by the beautiful, smooth finish, the neat corners and that ingenious little fillet over the door. Just like it was done in 1850. Except that's <i>not </i>how it was done in 1850, because most houses were originally plastered by the incompetent and the ham-fisted, using the wrong tools and poor-quality materials. The modern expert will do it 'right', which will be wrong.<br />
<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIaw8JT6q-qoEYrS5BRinq3O2e3MKjf2or2xE0yJIzyOAAR8hX5m05Suen5po2gKJMPRRcGgePEI6kTEQ639xPqoIGaM6UK8wAgC4MSEios8WaRJmu3fEPo2EZURXLWs3ZxIDx8O04GR0/s1600/20160502_165455.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIaw8JT6q-qoEYrS5BRinq3O2e3MKjf2or2xE0yJIzyOAAR8hX5m05Suen5po2gKJMPRRcGgePEI6kTEQ639xPqoIGaM6UK8wAgC4MSEios8WaRJmu3fEPo2EZURXLWs3ZxIDx8O04GR0/s320/20160502_165455.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">That was never straight, was it?</td></tr>
</tbody></table>
<br />
<br />
<a href="https://www.blogger.com/blogger.g?blogID=6147438245095798314" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Here, by happy fortune, I have a double advantage. First, by curious circumstance, we've come to own a little house untouched since about 1900. Second, I have the remarkable skill of being able to very accurately imitate centuries old craft incompetence. A skill which is completely self-taught. In fact, I can say with some pride, that the new window frames in our house are, after my attempts at puttying, pointing and painting, now absolutely indistinguishable from the 1700s version.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuV4n2cZBs2cyNuF1FcTvGEUhEvO7cr6zbpZKSGiaC7QxxjaHI5V7e9vC1vB648qD7N3rLCqtjT8VHdA6wbX81f96T2GEW82CJz6_hA4NYIKhZH7MXq9bSoLurMpEAIxAKMX__QbiujWg/s1600/nobel2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuV4n2cZBs2cyNuF1FcTvGEUhEvO7cr6zbpZKSGiaC7QxxjaHI5V7e9vC1vB648qD7N3rLCqtjT8VHdA6wbX81f96T2GEW82CJz6_hA4NYIKhZH7MXq9bSoLurMpEAIxAKMX__QbiujWg/s320/nobel2.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The ceiling had been repaired with bits of old packing cases. A lead miner lived there. Look what he used.</td></tr>
</tbody></table>
<br />
So the 'Back House' at Winster is going to be have its rotten woodwork replaced (just as non-straight as the original) get re-plastered (a bit wobbly) and painted (original colours - green and cream - and original-style blodges and streaks). It is going to have the gloomy gaslights and the sloppy slopstone and leaky windows all repaired. I think you can still buy Reckitts Blue to make your own bedroom distemper. I might just draw the line at retaining the authentic damp, but I have persuaded the carpenter that, no, we don't want draughtproofing in the window frames. No, not even <i>hidden</i> draughtproofing. No! Not even if it <i>looks </i>just like the original.<br />
<br />
When it's finished, you can come round and have a cup of tea. You'll have to light the range first, you'll find the coal in the shed, next to the privvy.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.richardgraftoninteriors.com/blog/wp-content/uploads/53809_LEE050192_IMG_01_0000_max_656x437.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="http://www.richardgraftoninteriors.com/blog/wp-content/uploads/53809_LEE050192_IMG_01_0000_max_656x437.jpg" height="213" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">No, Richard Grafton Interiors Ltd, this is not a restored Victorian kitchen. No. Not.</td></tr>
</tbody></table>
<br />
<br />Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com0tag:blogger.com,1999:blog-6147438245095798314.post-12374633314802184422016-05-01T21:26:00.000+01:002019-11-05T10:30:14.801+00:009/11 - It wasn't Muslims...<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoPK-NiaH31C06PV6jYzhUjuHMQGVEajGL0CyDI2a7-qwCo60aMORctqd8imrkOeeKaW_n8ci7FBuPUuTtMUgtZI_YtU7xZ6K8-QOBq90-UdiIadgtzTackOAjzPpAXviIfWP-kZAsX90/s1600/023_21.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoPK-NiaH31C06PV6jYzhUjuHMQGVEajGL0CyDI2a7-qwCo60aMORctqd8imrkOeeKaW_n8ci7FBuPUuTtMUgtZI_YtU7xZ6K8-QOBq90-UdiIadgtzTackOAjzPpAXviIfWP-kZAsX90/s320/023_21.JPG" width="213" /></a></div>
<br />
No. Don't go away. I haven't got some new weird conspiracy theory - just a rather interesting little note on how we use language.<br />
<br />
After the September 11 attacks on the World Trade Center, somebody had to decide who was responsible. Well, we know <i>who</i> was responsible, it was the group of people who hijacked the 'planes. But we're still pack animals and we need to know who is in what gang, so what gang were the 9/11 attackers? How do we identify them? Which Not-Us group do we say they belong to?<br />
<br />
The current answer seems to be that they were Muslims. The USA was attacked by Muslims. But it didn't have to be that way.<br />
<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVVlKRoOchwRH41ETti201-2dostJM16pEq7CBVvJUREIYJwz23BasINui7X9EoW4HDAADR7zQaeC2IeF9RPFawQikIMoyrg7IOReaRFrMyCz7IdVLugXW0hkM1xHwOnVu8cuVU8tgfaE/s1600/Mormon_NDaCosta_04.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVVlKRoOchwRH41ETti201-2dostJM16pEq7CBVvJUREIYJwz23BasINui7X9EoW4HDAADR7zQaeC2IeF9RPFawQikIMoyrg7IOReaRFrMyCz7IdVLugXW0hkM1xHwOnVu8cuVU8tgfaE/s320/Mormon_NDaCosta_04.jpg" width="231" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Men in white shirts? Nah.</td></tr>
</tbody></table>
It could have been said that the attackers were MEN. Which they were. But that doesn't define them as an out-group, as roughly half of Our Gang are men too. We could even have gone for MEN IN WHITE SHIRTS, or YOUNG MEN but we've got those too.<br />
<br />
A more sensible delimiter might have been to call them SAUDIS. "The USA was attacked today by a group of Saudi fanatics". Which would make sense, as they were all Saudis, or had strong connections with Saudi Arabia. What's more - to the extent that it is possible to identify the supposed reason for the attacks - it was in protest at the USA's involvement and infidel presence in the blessed land of Saudi Arabia. The trouble with that designation is that Saudi Arabia is our Friend, on account of spending lots of money with us, being very nice to our politicians and more-or-less controlling our energy supply.<br />
<br />
So how about saying they were WAHHABIS or SALAFISTS, referring to the unusually strict version of Islam they were connected to? That would have been a pretty fair description, and not really likely to harm any blameless group too much, as there aren't all that many respectable Salafists out in the wider world.<br />
<br />
We could have settled on; "The World Trade Center was attacked by viscous CRIMINALS, or TRAINEE PILOTS, or SOLDIERS, WARRIORS, RELIGIOUS PEOPLE, GOD-BOTHERERS, JIHADIS, MIDDLE-EASTERNERS, FALAFEL-EATERS, PORK-DISDAINERS"<br />
<br />
And so on. But it was us who decided that the enemy people were MUSLIMS (or occasionally ISLAMISTS, which amounts to the same thing). It didn't <i>have</i> to be Muslims who perpetrated 9/11. It could have been someone else. <br />
<br />
This matters to me, <a href="http://glynsbox.blogspot.co.uk/2011/09/day-after.html">because I was there.</a><br />
<br />
(If you <i>do</i> want the nutcase version, try starting with <a href="http://www.911truth.org/">www.911truth.org</a> ) <br />
<br />
<br />Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com0tag:blogger.com,1999:blog-6147438245095798314.post-24123264433741706372016-03-10T14:11:00.001+00:002016-05-01T19:47:03.558+01:00The Queen on Europe ... <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioy7L56sPB7KEoeuIWOeXygweh9PiA60b5QFZlxNfliKSb64K5bJuPynrwNLHFV9Ghcih2_2KJPxxCd2c7LnxbfoDDRtBDwIF2QctH50ItiOzXQOZ01brjCFN3KLU2ttaWOWyRFuUQv_c/s1600/4096.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioy7L56sPB7KEoeuIWOeXygweh9PiA60b5QFZlxNfliKSb64K5bJuPynrwNLHFV9Ghcih2_2KJPxxCd2c7LnxbfoDDRtBDwIF2QctH50ItiOzXQOZ01brjCFN3KLU2ttaWOWyRFuUQv_c/s320/4096.jpg" width="320" /></a></div>
There's lately been a bit of a hoo-ha about the Queen being an avid anti-European. Or at least so claims the 'Sun' newspaper. Which seems rather odd...<br />
<br />
The Queen they're referring to is, I presume, Elizabeth. That's Elizabeth of the House of Saxe-Coburg-Gotha. Who is married to a Greek. And whose family have spent the last 1000 years trying very hard to unify Europe. Not, it is true, necessarily from entirely altruistic motives, but the one defining plan of the Royal Family has, for centuries, been to bring about a unified Europe. For goodness sake, even King Simeon of Bulgaria is her (I think) seventh cousin. So, anti-Europe? I think not. Nor indeed does The Palace, who have taken the quite extraordinary step of lodging a formal complaint against the newspaper.<br />
<br />
Of course, we could always try to find out what HM Queen actually thinks. Now, I knew she made a personal speech a few years ago on exactly the Euro subject. Not a "..my government will..." or " ... my prime minister is ..." speech, but her own. Which speech proved surprisingly difficult to track down on the web, rather suggesting that, despite all the ink spilled on this little argument, no journalist had actually bothered to read the Queen's own opinion. Well, not quite <i>her</i> opinion, because the queen doesn't express <i>her</i> opinions you know - instead, watch out for who she chooses to quote from. Here you go....<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXJ_P7sjryFHeLfMDh1Grbt5E-WOXqVmTbilDxGbBu2qk6WfaMbMuYMP0-hp8UsU4ODFRMeg5COscxqsYqe4EYeyFv0p_WJ1XkMT1DDcJFtDvd0iDquulcetK77cL_iHWsI3o1VKO3OUE/s1600/Queen766a.jpg" imageanchor="1"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXJ_P7sjryFHeLfMDh1Grbt5E-WOXqVmTbilDxGbBu2qk6WfaMbMuYMP0-hp8UsU4ODFRMeg5COscxqsYqe4EYeyFv0p_WJ1XkMT1DDcJFtDvd0iDquulcetK77cL_iHWsI3o1VKO3OUE/s320/Queen766a.jpg" width="320" /></a><br />
<dl>
<dt><br />
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">At a formal sitting of the European
Parliament, a personal address by Her Majesty Queen
Elizabeth II </span></span>
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">IN THE CHAIR: MR KLEPSCH
President </span></span>
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">(12.30 p.m. 12<sup>th</sup> May 1992)</span></span></dt>
<dt>
<br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">PRESIDENT. — Your Majesty,
your Royal Highness, it is a great honour and pleasure for me to
welcome you on behalf of all the Members of the European Parliament.
(Applause) Your Majesty's visit to this House comes at a time when
the European Community is facing major challenges and having to take
decisions on important aspects of its future development.</span></span></dt>
<dt>
<br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">In September this year the
European Parliament will celebrate the fortieth anniversary of its
foundation. However, compared with the Mother of Parliaments, the
British Parliament, it is still in its infancy. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">On 1 July it will be the turn of
the United Kingdom to assume the Presidency of the Council of
Ministers of the European Community for a period of six months. Its
partners and countries outside the Community are looking forward to
the British Presidency with wide-ranging expectations. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">Your Majesty, with great esteem
for your country and for the British people, may I invite you to
address the Members of this House. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">(Applause) </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">HER MAJESTY, QUEEN ELIZABETH II.
— Mr President, in a celebrated speech at Zurich in 1946, Winston
Churchill described 'the tragedy of Europe'. He compared the
richness and vitality of European achievement, in culture, arts and
science, with the succession of self-destructive conflicts which has
beset our Continent. Instead of being a force for civilisation and
tolerance in the world, Europe and its rivalries have been too often
the cause of war, and war on a world scale. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">Churchill drew a deceptively
simple lesson. He sought 'to recreate the European family and
provide it with a structure under which it can dwell in peace, in
safety and in freedom'. As I look around me in this ever more
important Parliament of Europe, I believe that Members of
Parliament, and all Europeans, can be proud of what has been
achieved. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">I am grateful to you, Mr
President, for your warm welcome. I thank your predecessors, Mr
Enrique Baron and Lord Plumb, for asking me to make this visit. I
would like today to consider how the European family is growing, and
to look ahead to the challenges which face us. </span></span>
</dt>
</dl>
<dl>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">I welcome the opportunity to
visit Strasbourg. This great city has long been a centre of learning
and culture, drawing its personality from two of our great European
nations, while also suffering from the rivalries between them. After
years of conflict, Strasbourg emerged as a triumphant symbol of the
reconciliation between France and Germany which the founding fathers
of the Community saw as the precondition for a wider European peace.
</span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">The European family contains
diverse personalities. In this, and in its need for tolerance and
mutual support, it is like any family. The founders of the European
Community wanted to draw strength from that diversity.. They sought
to manage and, channel differences, to bind nations and peoples
together in a common endeavour, as free partners. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">They fully recognized the scale
of the task but their aims were much more ambitious than just a
materialistic vision. For example, they fashioned the first
Community, the European Coal and Steel Community, because they saw
the coal and steel industries as the essential motor of war and
peace, of national destruction or common prosperity. To quote from
the Memoires of Jean Monnet: </span></span>
</dt>
<dt><br />
</dt>
<dd><div lang="fr-FR">
<span style="font-family: "arial";"><span style="font-size: x-small;">'Le charbon et
l'acier étaient a la fois la clé de la puissance économique et
celle de l' arsenal on se forgeaient les armes de la guerre. Les
fusionner pardessus les frontières serait leur ôter leur prestige
magnifique et les tournerait au contraire en gages de paix.' </span></span>
</div>
</dd></dl>
<dl>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">In binding industry together the
founding fathers sought to reconcile the peoples of Europe not just
by sentiment but through solid ties of mutual self-interest. A
European war was to be made not just unlikely but unthinkable. To
quote Monnet again the aim was to 'e<span lang="fr-FR">nraciner des
aujourd'hui un intérêt commun.'</span></span></span></dt>
</dl>
<dl>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">You are part of an effort which
is unique in the world's history. We are all trying to preserve the
rich diversity of European countries because if that diversity is
suppressed, we shall weaken Europe not strengthen it. Decisions need
to be taken as close to the citizen as is compatible with their
success but at the same time we have to strengthen the ability of
Europeans to act on a European basis where the nature of a problem
requires a European response. That was the necessary balance struck
at Maastricht. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">Standing here today I am
conscious of the differences in national parliamentary traditions
across the Community. The British Members will no doubt have brought
to the deliberations of this House the vigorous tone of Westminster
debate: a style which can be confrontational as some of my ancestors
found! </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;"><i>(Laughter and applause)</i></span></span></dt>
<dt>
<br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">The differences of style and
opinion are insignificant against the background of the proven
commitment of Europeans today to reconciliation and democracy. Far
better the tough talking and controversy of a genuine debate for
which this Parliament is a forum than drab uniformity. By your
deliberations and well-contested decisions you reinforce the work of
national parliaments. I welcome your contribution to European
democracy.</span></span></dt>
<dt>
<br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">(Applause)</span></span></dt>
<dt>
<br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">The founders of our Community
did not envisage a comfortable club with closed doors but a
Community of challenge where Members are exposed to different points
of view. We have today a dynamic entity which accepts new members
while holding out ties of friendship and cooperation to a wider
world. It is crucial that the Community continues to fulfil its
international responsibility. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">This Parliament is itself
outward looking and you underline it by your relationships, official
and unofficial, with other countries and regions. The Community has
always welcomed European nations which shared its fundamental aims.
I am delighted that the Presidency of the Council is held today by
Portugal. Further new members are knocking at the door. We should be
confident of opening it to them for with each enlargement the
Community has become stronger. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">Stronger or not, though, we
cannot afford to be complacent. War has not been banished from the
European continent. I think particularly of the war-torn republics
of what used to be Yugoslavia. The healing process, symbolized by
Strasbourg, remains badly needed elsewhere. But there is much to
encourage us. We have shared the joy of the German people at the
unification of their country after nearly forty years of repression
in the East. We have witnessed the triumph of democracy, and the
demise of dictatorship, in Central Europe. With the collapse of the
Berlin Wall, the 'Iron Curtain' has fallen. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">Our task now is to tend and
nurture the green shoots of a democratic spring. The Community is
especially well suited to this task. Its institutions were built for
reconciliation and to reflect common interest. This is an enterprise
which cannot depend upon Europe's efforts alone; it will need the
whole free world. But the Community's experience stands as an
example of what can be achieved. The Community is reinforcing
political and economic change throughout Europe through direct help
and increased trade. I am sure that it must do more: I am confident
that it will.</span></span></dt>
<dt>
<br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">We are building on sound
foundations. The Community offers the message of Churchill and of
Monnet, that </span></span>
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">reconciliation can take the
place of conflict. That diversity can be safeguarded within a
democratic framework. That cooperation can deepen understanding, and
build a real community of interest. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">So the message from the history
of Strasbourg, of this Parliament, of the Community is surely a
simple one, Mr President. We must ensure that the friendship and
mutual respect, which we have built among ourselves, should extend
more widely throughout our continent, and enrich our relations with
the wider world. It is a worthy ambition, true to the conviction and
example of the founding fathers of the Community. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">Others on our continent,
long-established or newly emerged democracies, increasingly look
towards the European Community. We must not let them down. I began
with a quotation from a speech by Winston Churchill. I shall close
by quoting one of Sir Winston's most distinguished predecessors —
Lord Salisbury. In 1888, in a speech in Wales, he said: 'We are a
part of the Community of Europe, and we must do our duty as such.'
One hundred and four years on, I salute the wisdom of those words.
May God grant the same wisdom to us as we build, together, our
European family. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;"><i>(Loud and sustained applause)
</i></span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">PRESIDENT. — Your Majesty, may
I thank you person-ally and on behalf of the Members of this House
for your address. The importance that you attach to European
integration is an encouragement and inspiration to us all. The
European Parliament will endeavour to work closely with the
government and parliament of your country to create the conditions
that will enable us to meet the challenges of the future in the
period up to the year 2000 and beyond. The European Parliament is
determined to fulfil its role as the body exercising genuine
democratic scrutiny in the Community. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">Your Majesty, Your Royal
Highness, you do us a very great honour by your visit. On behalf of
this House, may I express my deepfelt thanks. </span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;"><i>(Loud and sustained applause)
</i></span></span>
</dt>
<dt><br />
</dt>
<dt><span style="font-family: "arial";"><span style="font-size: x-small;">(The formal sitting closed at
12.45 p.m.) </span></span>
</dt>
<dt><br />
</dt>
<dt><br />
</dt>
<dt><br />
</dt>
<dt><br />
</dt>
</dl>
Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com1tag:blogger.com,1999:blog-6147438245095798314.post-22238353377989060252015-05-31T21:15:00.004+01:002015-05-31T21:32:53.210+01:00Which ones are weeds?There is a sad human frailty which must needs split everything into the 'good ones' and the 'bad ones'.<br />
So, please, take joy in the dandelion, which is not a weed, but the the most beautiful of flowers<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGDAJaIPYY6dKvbYPs7XC94-vhD5wxK97NBFJPdfsd9ZBhjiJIRZsW2fz2yoooqj5E37epWdptAlqXkgCgY_IfxFdZNj-M_CRio_6AQSxBvTOfL3dVWfCwtyjVmZ3dkmZ-d4G9UTvyl88/s1600/Dandi2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="368" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGDAJaIPYY6dKvbYPs7XC94-vhD5wxK97NBFJPdfsd9ZBhjiJIRZsW2fz2yoooqj5E37epWdptAlqXkgCgY_IfxFdZNj-M_CRio_6AQSxBvTOfL3dVWfCwtyjVmZ3dkmZ-d4G9UTvyl88/s640/Dandi2.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The Dandelions (<i>Taraxacum officinale)</i></td></tr>
</tbody></table>
<br />
<blockquote class="tr_bq">
<blockquote class="tr_bq">
<b>The First Dandelion</b><br />
Simple and fresh and fair from winter’s close <br />
emerging, <br />
As if no artifice of fashion, business, politics, <br />
had ever been, <br />
Forth from its sunny nook of shelter’d grass— <br />
innocent, golden, calm as the dawn, <br />
The spring’s first dandelion shows its trustful <br />
face <br />
<i>Walt Whitman</i></blockquote>
</blockquote>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL6GnshPtk_wupq5fAhyPK8i7SL_mL5ANwkmL9hT0Erybn0ZADwbSk_luTq83GwwCo6xQgR4MIQee8cXzdNOmPRB7qAD4embf8Sotdjv6-LweqQ4tlFgenuaHBAQJawUU4RlrwnKgbfGM/s1600/Dandi1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL6GnshPtk_wupq5fAhyPK8i7SL_mL5ANwkmL9hT0Erybn0ZADwbSk_luTq83GwwCo6xQgR4MIQee8cXzdNOmPRB7qAD4embf8Sotdjv6-LweqQ4tlFgenuaHBAQJawUU4RlrwnKgbfGM/s320/Dandi1.jpg" width="320" /></a></div>
<br />
<b>To the Dandelion</b><br />
Dear common flower, that grow'st beside the way,<br />
Fringing the dusty road with harmless gold,<br />
First pledge of blithesome May,<br />
Which children pluck, and, full of pride, uphold,<br />
High-hearted buccaneers, o'erjoyed that they<br />
An Eldorado in the grass have found,<br />
Which not the rich earth's ample round<br />
May match in wealth, thou art more dear to me<br />
Than all the prouder summer-blooms may be.<br />
<br />
Gold such as thine ne'er drew the Spanish prow<br />
Through the primeval hush of Indian seas,<br />
Nor wrinkled the lean brow<br />
Of age, to rob the lover's heart of ease;<br />
'Tis the Spring's largess, which she scatters now<br />
To rich and poor alike, with lavish hand,<br />
Though most hearts never understand<br />
To take it at God's value, but pass by<br />
The offered wealth with unrewarded eye.<br />
<br />
Thou art my tropics and mine Italy;<br />
To look at thee unlocks a warmer clime;<br />
The eyes thou givest me<br />
Are in the heart, and heed not space or time:<br />
Not in mid June the golden-cuirassed bee<br />
Feels a more summer-like warm ravishment<br />
In the white lily's breezy tent,<br />
His fragrant Sybaris, than I, when first<br />
From the dark green thy yellow circles burst.<br />
<br />
Then think I of deep shadows on the grass,<br />
Of meadows where in sun the cattle graze,<br />
Where, as the breezes pass,<br />
The gleaming rushes lean a thousand ways,<br />
Of leaves that slumber in a cloudy mass,<br />
Or whiten in the wind, of waters blue<br />
That from the distance sparkle through<br />
Some woodland gap, and of a sky above,<br />
Where one white cloud like a stray lamb doth move.<br />
<br />
My childhood's earliest thoughts are linked with thee;<br />
The sight of thee calls back the robin's song,<br />
Who, from the dark old tree<br />
Beside the door, sang clearly all day long,<br />
And I, secure in childish piety,<br />
Listened as if I heard an angel sing<br />
With news from heaven, which he could bring<br />
Fresh every day to my untainted ears<br />
When birds and flowers and I were happy peers.<br />
<br />
How like a prodigal doth nature seem,<br />
When thou, for all thy gold, so common art!<br />
Thou teachest me to deem<br />
More sacredly of every human heart,<br />
Since each reflects in joy its scanty gleam<br />
Of heaven, and could some wondrous secret show,<br />
Did we but pay the love we owe,<br />
And with a child's undoubting wisdom look<br />
On all these living pages of God's book.<br />
<i> James Russell Lowell [1819-1891]</i><br />
Source: "The Home Book of Verse," by Burton Stevenson<br />
<br />
<br />
<br />
<blockquote class="tr_bq">
<br />
<blockquote class="tr_bq">
<br /></blockquote>
</blockquote>
Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com0tag:blogger.com,1999:blog-6147438245095798314.post-8247596258645021392015-04-12T17:01:00.001+01:002015-05-13T10:28:44.886+01:00A Simplified Explanation of Consciousness<b><span style="font-size: medium;">CONSCIOUSNESS</span></b><br />
<br />
I've been hugely intrigued by <b>Aaron Schurger </b>and colleagues' experiments published as "Cortical activity is more stable
when sensory stimuli are consciously perceived" (<a href="https://drive.google.com/file/d/0B69EMEm0AvRlaFJQVUh4ejFXWEk/view">https://drive.google.com/file/d/0B69EMEm0AvRlaFJQVUh4ejFXWEk/view)</a> These use scans to show show that brain activity related to events which enter consciousness is characterised by a lasting steady-state of local activity, rather than the transient burst of activity where consciousness is not apparent.<br />
<br />
Which is nice for me as it rather neatly fits in with my pet <i>Simplified Theory of Consciousness. </i>The full 30-minute read of which <a href="http://glynsbox.blogspot.co.uk/2015/02/on-human-nature.html" target="_blank">is here</a> or the quick and simplified-simplified version of which is here ...
<br />
<br />
<hr />
<br />
<b>Consciousness</b>. Everybody knows what it is. It is the absolutely easiest
thing to understand, because consciousness is simply we ourselves
understanding that we're understanding things. But it is a Hard Problem
to find any way of explaining OUR consciousness to other people in words
they can understand.<br />
<br />
Actually, not a just a Hard Problem, but an insoluble problem. Why?
Because the essence of consciousness being that it is internal and
personal means that there isn't really anything outside itself to
compare it with. And, if you can't make a comparison, you can't define a
thing. Judgement is the making of comparisons. Everything has to first
be <i>like </i>something to be known. That's the comparison nature of mind, forced on us by <a href="http://glynsbox.blogspot.co.uk/2015/02/on-human-nature.html" target="_blank">the way our neurones work</a><br />
<br />
All the same, consciousness seems to be important, so it deserves some sort of explanation. <br />
<br />
About the only thing you can say of consciousness with any concord is
that it is more than just 'awareness'. A thermostat is aware of the
temperature around it. But our experience of consciousness is set apart
by a certain reverberance - I'm aware that I'm aware, I know that I'm
knowing, I can 'see' that I'm seeing and so on. How does this arise? And
why and when?<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig0N2vga4bLkt8rrWN1kghezP7EfG2Dn7De1MQA1mtKJgCo3Ph2_yIpoRTyT-kWYJb0srArJRJ8af8J6t7yI06PCxUGKpH2ocs49jqTgT97llt0aJHHV7PukIDg7gqRxeJpMFkaNI_SOM/s1600/MorsoDB15Slider.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEig0N2vga4bLkt8rrWN1kghezP7EfG2Dn7De1MQA1mtKJgCo3Ph2_yIpoRTyT-kWYJb0srArJRJ8af8J6t7yI06PCxUGKpH2ocs49jqTgT97llt0aJHHV7PukIDg7gqRxeJpMFkaNI_SOM/s400/MorsoDB15Slider.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>Thermostats </b>seem to be a popular analogy among philosophers these days (Dennert, Churchland, Chalmers <a href="https://www.google.co.uk/search?q=philosopher+philosophy+mind+thermostat&ie=utf-8&oe=utf-8&gws_rd=cr&ei=UwhLVbKYE6q67gbkmIHADg" target="_blank">and more</a>). Here's a Morso DB15, the thermostat unit in which was designed, funnily enough, by me. Please buy one, I need the royalties to pay for all this mind-research stuff..</td></tr>
</tbody></table>
Which brings us up against the BIG Problem of Consciousness, the problem
of trying to explain it when any explanation is likely to be clouded by
the assumptions forced on us by consciousness itself - particularity
the assumption that consciousness is frequent or even particularity
important to the bureaucracy of mind. <br />
<br />
The Big problem is that the resonating back-on-itself nature of
consciousness means that the only thing we're ever conscious of is
always itself an aspect of consciousness. You'll never find yourself
'just conscious', you're only ever conscious of something.<br />
<br />
I'll just have to ask you to suspend judgement for a bit. Sort-of try to
ditch your consciousness of being conscious for a bit. Which isn't
easy.<br />
<br />
<a href="http://glynsbox.blogspot.co.uk/2015/02/on-human-nature.html" target="_blank">You will know</a> that the brain just a grand system of comparison. Stuff comes in and only
gets accepted if it nicely matches stuff which is already there. If it
doesn't match, the search for a match goes on, smoothing-out the route
for the next time.<br />
<br />
So what happens if the
ball-on-a-track doesn't find a match for itself? It just keep going on.
And in going on, it can form a loop where it meets itself. Seeing
itself, so to speak, in its own mirror. This is how consciousness
arises.<br />
<br />
This, oddly simple, explanation solves a number of puzzles about
consciousness, and leads to a number of conclusions which may, at first,
seem rather strange...<br />
<br />
<b><span style="font-size: medium;"> PAUCITY OF CONSCIOUSNESS</span></b><br />
<br />
Consciousness, according to the <a href="http://glynsbox.blogspot.co.uk/2015/02/on-human-nature.html" target="_blank">Theory of Comparison</a>, only arises where there is not a
readily available match. If a new input arrives in the neuronal system
which pretty-much exactly matches a thing found before, then the route
will have already been 'smoothed out' for it and a match is quickly
found. No round-and-round searching is needed, so no consciousness
arises. <br />
<br />
If that seems difficult to comprehend, then try stopping reading for a
moment while you consider precisely how conscious you were about the
shape and size and position of every letter and word. Everyday reading
by an skilled reader gives rose to consciousness only inasmuch ass it
present new stuffs.<br />
<br />
Consider the way you can travel a familiar root, perhaps even carrying
out very complex tasks of walking, cycling or driving, with absolutely
no recollection of having done so. Consider the famous
'cheese-in-the-fridge' problem - the piece of Gouda which has puzzlingly
been invisible for a year, until a foul smell or visible fungus calls
it to consciousness.<br />
<br />
Consider; typing, playing a musical instrument with skill, catching a ball, lying, opening a packet, picking-up a dropped thing.<br />
<br />
Or consider the puzzle of prayer. I don't mean the sort of contemplative
prayer or communal invocation of sympathy or hope which anyone can
rationally join in with. I mean the sort of intercessory prayer where
the supplicant petitions a divine being to alter the course of the
universe. This just doesn't work, so why do so many people think it
does? Especially those who do it a lot, who, you'd have thought, would
have the most experience of it not working. <br />
<br />
Do the same thing over and again with the same result and it will soon
cease to create consciousness, so that the occasional rare instance of,
say, a prayer actually matching what does happen becomes the only
occasion you're ever aware of it.<br />
<br />
Which similar reason is why a person may be entirely oblivious to the
glorious spectacle of our astonishing planet, and the amazing theatre of
its inhabitants right in front of them, while being highly conscious
of, and even distressed, by, a minor change in the bus timetable.<br />
<br />
I like breaking the rules! No you don't. You like breaking just a very
tiny bit of them - enough to make others conscious of your effort.<br />
<br />
Only the unusual creates consciousness. A feature extremely difficult to
test, because as soon as you ask about it then you've introduced an
unusual input. So the answer to the question "are you currently
conscious of..." is pretty much always "yes".<br />
<br />
<br />
<b><span style="font-size: medium;"> THE VALUE OF CONSCIOUSNESS </span></b><br />
<br />
There is no 'conscious mind' and 'unconscious mind'. There is only
'mind', parts of which occasionally flicker with consciousness. But why?<br />
<br />
It is a precious achievement to manage to get yourself into a situation where life is secure.<br />
In
such a happy circumstance things will tend to be much the same every
day, so very little ever rises into consciousness. But any change in the
world around - bringing a new set of inputs to the brain - may likely
represent a danger. Inputs from such possible risks can't find a
straightforward match - they have to do a lot of whizzing around the
brain, and in the process give rise to instances of consciousness. <br />
<br />
We have big brains, each, hopefully, with a lot of the old stuff we
call 'experience' ready and waiting to be found to match new situations.
Consciousness is a bit of the procedure of finding out how to cope with
change.<br />
<br />
It has always seemed obvious that consciousness is something to do
with choosing, but never been quite clear what. By the ToC Model,
consciousness is neither the absolute cause nor the effect of human
decision making. Rather, it is a part of the decision-making process. <br />
<br />
Which is great for human adaptation. But terribly depressing for
news and gossip, where we discover that the things which get attention
do indeed tend to be the dismal and dangerous ones. 'Everything is just
normal' isn't noticed, and doesn't make a headline. "No one" as Lord
Russell put it, "gossips about other people's secret virtues." <br />
<br />
Troublesome, too, for management and administrations where both the
everyday ordinariness of the excellent, and the true crap of 'we've
always done it that way', can both get forgotten alongside the glow of
the new thing.<br />
<br />
Consciousness-free Zombies, were they to exist, would behave normally, but have great difficulty adapting to new situations.<br />
<br />Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com0tag:blogger.com,1999:blog-6147438245095798314.post-72806137935317221082015-02-24T10:23:00.002+00:002021-10-18T10:48:03.902+01:00Human Nature...<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: x-small;"><b>On Human Nature</b></span><br />
<span style="font-size: x-small;">by Glyn Hughes</span><br />
<span style="font-size: x-small;">glynhughes@btinternet.com</span><br />
<span style="font-size: x-small;">Draft No94 of Thu 3 October 2019</span><br />
<span style="font-size: x-small;">Body text: 10,000 words / 35 minutes</span><br />
<h1>
HUMAN NATURE</h1>
This little essay isn't designed to win philosophy competitions. Or book deals. It is about how I've tried to construct a system which lets me make sense of the world around me. And how, at least for me, I've succeeded. <br />
<br />
The human genius for sorting things out seems to be matched only by their ability to screw things up. They can achieve the most wonderful, most glorious, most useful stuff. But they are also capable of breathtaking stupidity, they can even work together to act entirely against their own interests. Which is, to put it mildly, odd.<br />
<br />
What the fuck is going on here? Surely there must be some system to all this? In order to be safe, I need to know what's going to happen next. But what humans are about to do next seems unfathomable. Surely there must be some underlying 'nature' there, some definable system? How do humans work? How do they make decisions?<br />
<br />
Well, I'm not exactly the first to ask that sort of question. So I trudged through Kant and Kuhn and Maslow and Marx and Paine and Piaget and Hulme and Habermas and the rest and (tried) to build a Minsky Machine, and a Turing Engine. And it is all very interesting. Well, sometimes it's interesting, but mostly it is dull, dismal and, at the end, just some bloke's opinion, often decorated with dubious research and obscure reasoning.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "What best distinguishes our species is an ability that scientists are just beginning to appreciate: We contemplate the future.. A more apt name for our species would be Homo prospectus, because we thrive by considering our prospects. The power of prospection is what makes us wise." Martin Seligman, USA psychologist, in a New York Times Op-Ed with John Tierney, 2018</span></i></blockquote>
And it is all too, too, too complicated for me. So I decided to give up, and try and work it out for myself. In my own way.<br />
<br />
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<br />
<div style="text-align: center;">
<i>'Easy to prepare' it says on the label</i></div>
<br />
I made charts and diagrams. I produced lists. I didn't take long to
conclude that the mind is caused by the brain. That seems settled. But
the brain is a complicated place.<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
So I set to work to understand the brain. I got some brains to dissect - calf brains, which are the only sort you can easily buy from the butcher. Which got me nowhere. I tried making cardboard models of parts of the brain and connecting up, with coloured wool, which bits produced and which bits reacted to which chemicals. Which was fun, but just left me with a rather confused tangle.<i> </i><br />
<br />
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<div style="text-align: center;">
<i>A confused tangle</i></div>
<br />
All of which was actually no help at all. Problem was, I was trying to discover how the system worked by looking at it from the outside, a 'top-down' approach, if you like, and it is just too complicated for that. I know from long experience that very complex things often emerge out of very simple ingredients, and you don't really stand much chance of getting the cake back into its ingredients once it is out of the oven.<br />
<br />
And, I wasn't really clear about what it was I wanted to discover, I suppose I was just hoping that, if I poked round in the tangle for long enough, I'd spot something. Some hope!<br />
<br />
I realised I needed a different approach<br />
<br />
Rather than looking at the edifice from outside, could I see how it was built by trying to construct a version of it myself? Could I work like a builder, and start with some sort of simple bricks, and try to create the whole thing from the ground up? Or, at least, a simple model of it? What sort of solution would that lead to? So...<br />
<br />
1. I want a system - a model, or an algorithm if you like - which explains and predicts how humans make decisions. This will make my life safer and better.<br />
2. It has to be so simple that even I can understand it, and apply it to everyday problems.<br />
3. But it doesn't have to be <i>right</i>. It could even be, in itself, wrong. The test will be 'does it work?' 'does it actually predict how humans operate?' After all, the '<i>Almagest</i>', the ancient book of the stars, turned out to be completely wrong in its reasoning, but, for a thousand years it safely guided mariners to new worlds.<br />
4. It may not be too difficult to see why informed humans make wise decisions, but much more useful to understand how and why humans make bad decisions, to be able to predict when those bad decisions will turn up. I will judge the explanation a success when it can explain the inexplicable.<br />
5. I'm absolutely not bothered whether my explanation fits in with the usual ways of sociology or philosophy or whatever. All I'm bothered about is producing an explanation which works.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0"><b>REF: </b>It has been said </span><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">(Wolfgang Pauli?) </span><span class="css-901oao css-16my406 r-1qd0xha r-ad9z0x r-bcqeeo r-qvutc0">that "The ability to predict is often the consequence of understanding, of having the right concepts, but it’s not identical with understanding." - expanded by Frank C. Keil (2011) in <a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3034737/" target="_blank">'Explanation and Understanding'</a></span></span></i> </blockquote>
So, can find some suitable blocks to start building with...<br />
<h1>
THE BRAIN<i> </i></h1>
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<div style="text-align: center;">
<i>My brain, courtesy of the Wolfson Brain Imaging Centre. Thank you.</i></div>
<br />
If it seems obvious to begin with brain, do remember that many people still assert that the mind arises, at least in part, not from the physical brain, but from some non-physical 'spirit'. But three thousand years of people getting hit on the head, and the observation that such-and-such alteration to the brain always matches some particular change in ways of thinking has, I think, pretty much settled the matter.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Theist religion requires that mind not be physical - Brace (2007) "Scientific Evidence Grows that Mind and Brain Are Separate!" <a href="http://www.ukapologetics.net/07/mindandbody.htm">http://www.ukapologetics.net/07/mindandbody.htm</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: ... but there are physicalists, too, who postulate that brain doesn't (quite) cause mind, either by definition, eg - Sacha Bem (2013) "<a href="http://tap.sagepub.com/content/11/6/785.short">The Explanatory Autonomy of Psychology - Why a Mind is Not a Brain</a>" or because the whole body influences the mind, eg - Alva Noë (2009) "<a href="https://www.goodreads.com/book/show/5280047-out-of-our-heads">Out Of Our Heads: Why You Are Not Your Brain</a>" etc. or because some other (unknown) force governs mind, eg; Penrose (1994) "<a href="http://www.ams.org/notices/199602/faris.pdf">Shadows of the Mind</a>"</span></i></blockquote>
You can go back to the Egyptian medical textbook known as the '<a href="https://ceb.nlm.nih.gov/proj/ttp/smith_home.html">Edwin Smith Papyrus</a>' and find that ancient surgeons knew that "If you treat a man for a fracture in his temple … you may call him, but he is dazed and does not speak to you". The bit of brain behind your left temple is now known as 'Broca's Area', after the French physician who discovered that it is usually (if you're right-handed) associated with the formation of speech.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Broca (1863) "Localisations des fonctions cérébrales. Siège de la faculté du langage articulé" <a href="https://psychclassics.yorku.ca/Broca/aphemie.htm">https://psychclassics.yorku.ca/Broca/aphemie.htm</a></span></i></blockquote>
We've come a long way since the 1870s when Camillo Golgi discovered that a silver-based dye would only colour the little nerve fibres which make up the brain, so they could be seen individually for the first time.<br />
<blockquote class="tr_bq">
<span style="font-size: x-small;"><i><b>REF</b>: Golgi (1873) "Sulla struttura della sostanza grigia del cervello" <a href="http://ppp.unipv.it/camillogolgi/pdf/Sullasostanza%20grigia.pdf">http://ppp.unipv.it/camillogolgi/pdf/Sullasostanza%20grigia.pdf</a></i></span></blockquote>
Now there's all those PET and fMRI scans with nicely-coloured images of brains purporting to show where the 'chocolate-desiring nodule' or the 'music appreciation zone' has been discovered, or even that the 'believing in God area' is above your right ear.
But those brain-spot pictures are rarely quite as clear and simple as the Sunday Papers make out. Even where it seems clear which brain zones usually do what, they're still just bits of brain, even while they're doing it. The 'knowing pears' bit doesn't contain a picture of a pear or even glow or throb when pear is present.<i> </i><br />
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<div style="text-align: center;">
<i> That's the very simple version</i></div>
<br />
<br />
At first I though neurotransmitters would hold the key to a simple understanding how the brain constructs the mind. These are the chemicals released when signals cross the boundary from one nerve cell to the next. Dopamaine seems to be associated with pleasure and motivation, serotonin to discernment of significance and oxytocin with trust.<br />
<br />
But, of course, it isn't anything like that simple. Although they're all built out of the same four or five elements, there are actually dozens and dozens of different substances which act as neurotransmitters. And they interact, not just with the brain, but with each other, some excite production, and some inhibit it. It is far from clear precisely when or why, or often where, they're produced, or what effect they have on nerve cells.<br />
<br />
I've learned that neurotransmitters may be where I end up, but they're not the place to start. Though I have learned a few things along the way:<br />
<br />
1. I've found no evidence for the right-brain=artistic v. left-brain=analytic story.<br />
2. "We only use 5% of our brains". Well, I only use 1/8th of the gears in my car at any one time.<br />
3. I can't find any significant male/female brain differences.<br />
4. While certain brain bits commonly seem to do such-and-such, localisation is rarely absolute.<br />
<br />
But, if I'm going to have any chance of making simple sense of it all, clearly a quite different approach is needed. I've spent years going through all this, and I have not been hasty in coming to a conclusion.<br />
<br />
It is tempting to assume that complicated things should match to complicated causes, but it is the history of useful Modelling that simple principles have been found to explain complex phenomena. It is a difficult observation of the world to discover that quarks give rise to nuns.<br />
So, if the general principles of mind are the same everywhere in mind, and if mind is caused by brain, I need to first find that which is the same everywhere in brain. What is the universal building block from which I can try to assemble my model of mind?<br />
<br />
Which is easy. The whole brain system - and nothing else - is made up of little fibre-like neurones, each like a bit of frayed string. They differ in shape and size, but they all work in more-or-less the same way.<br />
<br />
The neurones together form a vastly complicated system with myriads of connections and multitudes of branches. Perhaps 20 thousand million neurones in the wrinkly outer cortex of a human brain and another 60 thousand million or so across the various fiddly little brain-organs on the inside<i> </i><br />
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<br />
<div style="text-align: center;">
<i>Some neurones</i></div>
<div style="text-align: center;">
<i>Drawings by Santiago Ramón y Cajal, 1899</i></div>
<br />
Neurones carry impulses round the brain, so it has been tempting to think of them as being like wires and the whole system as something like a telephone exchange or a computer. But this is a very wrong analogy, which has led to considerable confusion.
<br />
<br />
It is a very wrong analogy because electrical impulses in wires can be strong or weak, they can operate at different frequencies. They can have polarity one way, or the other. The electrical potential in a wire affects the whole wire. It can be tapped-into at any point and directed-off in any number of directions simultaneously. Electrical signals can carry information, even several different informations in the same wire. It can stop and start instantly. Telephone systems send messages. Computers store data, retrieve 'memory', find 'files'. Neurones aren't like <i>any</i> of that.<br />
<br />
Treating the entire system as, at its simplest level, just an assemblage of similar blocks immediately suggests a view that many mental functions - reasoning, decision-making, memory and judgement - can be done anywhere across the brain, for any purpose, rather than there being a special, say, 'reasoning organ' or, in the old meaning of the term, a central 'common sense'. And it seems to be so.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Experiments seem to confirm that judgement is a thing done 'supermodaly; across the brain - Olaf Blanke (2017) '<a href="http://neurosciencenews.com/senses-confidence-neuroscience-7577/amp/%20">A Brain System That Builds Confidence in What We See, Hear and Touch</a>'</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: An interesting pointer to decision-making being possible throughout the brain comes from people suffering an absolute inability to make decisions (akinetic mutism) where "Lesions that disrupt agency occur in many different locations, but fall within a separate network, defined by connectivity to the precuneus" - Darby &.al (2018) 'Lesion network localization of free will' <a href="https://www.pnas.org/content/115/42/10792.short?rss=1">https://www.pnas.org/content/115/42/10792.short?rss=1</a></span></i></blockquote>
There are much better analogies for how the neuronal system works. The one I suggest using is that of the old-fashioned pinball game machine.<br />
<h1>
THE PINBALL BRAIN</h1>
The journey of an impulse along a neuronal track is rather like the journey of a shiny ball along the track of a pinball machine.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: The, now universally-accepted, principle that nerve transmissions involve a something taking time to travel along a track is generally traced to Emil du Bois-Reymond (1866) '<a href="https://books.google.co.uk/books?id=bIZPAAAAYAAJ&pg=PA33&dq=%22Vitesse+de+la+transmission+de+la+volont%C3%A9+ci+de+la+sensation+a+travers+les+nerfs%22&hl=en&sa=X&ei=RFxPVbe3Ou2v7Abm7YDIDg&ved=0CCAQ6AEwAA#v=onepage&q=%22Vitesse%20de%20la%20transmission%20de%20la%20volont%C3%A9%20ci%20de%20la%20sensation%20a%20travers%20les%20nerfs%22&f=false">Vitesse de la transmission de la volonté et de la sensation a travers les nerfs</a>' (who then spoiled it by declaring that thought, language and free-will were unanswerable riddles "Ignoramus et ignorabimus")</span></i></blockquote>
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<br />
<br />
With pinball you can't get the ball rolling directly. You have to bash - or pull - a knob, which puts energy into a spring. It is then, not the initial impulse, but the spring which releases that energy in its own way and shoves the ball along a track to go about its business.<br />
<br />
The impulse which starts the ball rolling along a neuronal 'track' has to be strong enough to energise the start mechanism. If it isn't strong enough, the ball just stays where it is.<br />
<br />
If the impulse is strong enough then it properly energises the starting spring and away the ball goes. If the impulse is very strong or even very, very strong, it makes no whit of difference. It is the spring which does the work. Pulling the knob harder or faster don't not make no difference at all.<i> </i><br />
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<div style="text-align: center;">
<i> A 19th Century schematic of a neuronal circuit</i></div>
<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: The universal 'threshold potential' spring. - Rushton (1927) '<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC1514939/%20">The effect upon the threshold for nervous excitation of the length of nerve exposed...'</a></span></i></blockquote>
One ball at a time, and only one ball in only one direction. Always at the same speed, and the same sort of ball every time, everywhere. And what's more, you have to wait for one ball to go on its way before the next one can be fired off.<br />
<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: The 'one at a time' firing is a consequence of 'afterhyperpolarization' and thus the delay needed for membrane potassium permeability to return to its usual value before the next 'pule' or 'ball'. It is about 3ms, widely established and measured - Curtis & Eccles (1958) '<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC1356959/%20">The time courses of excitatory and inhibitory synaptic actions</a>'</span></i></blockquote>
Neurones really are a bit like trackways, but the 'ball' isn't a steel sphere of course. It is sometimes called an 'action potential' - a sort of bundle of electrical charges - which dashes down the track transferring bits of itself back-and-forth with the track as it goes, keeping up its speed.<br />
<br />
Where it gets interesting is what happens when the 'ball' arrives at a junction. Will it go this way? Or that? This isn't just "the moment of decision" in any abstract sense, it is actually what happens to make decisions one way or the other. It is the process of Reason.<br />
<br />
The connections are actually effected by the transfer of ions across the little gap between the end process of one neuron and the start process of the next. By 'ions' is meant molecules with a + or a – electrical charge, so that. ultimately, the 'decision' about which route to take is dependent on electrical attraction. That is not to say that the system is like the electrical circuits we builds - I will say again that the brain is not like a computer - but rather that all chemical, and most physical, effects occur, at the smallest scale, by virtue of electrical attraction or repulsion, '+' charge teams up with '-', the 'finding of matched pairs' <br />
<blockquote class="tr_bq">
<span style="font-size: x-small;"><i><b>REF</b>: The 'HH' model gives a working electrical description of how neurones operate, by processes of attraction and repulsion along the nerve fibre - Hodgkin & Huxley (1952) '<a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC1392413/pdf/jphysiol01442-0106.pdf%20">A quantitative description of membrane current and its application to conduction and excitation in nerve</a>'</i></span></blockquote>
The 'ball' will it will go towards the thing on the other side which is, in terms of electrical potential, provides a matched pair with itself.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: The 'Synaptic Gap' and the doctrine of independent neurones - Ramón y Cajal (1900?) '<a href="https://archive.org/details/histologiedusyst01ram%20">Histology of the nervous system of humans & vertebrates</a>'</span></i></blockquote>
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And when it gets there, all the ball does is bash the spring of the next neurone and start the whole process over along another little trackway. From spring to spring across many synaptic bridges, the 'ball' can go on forever. Reaching the end of one trackway to energise the next.<i> </i></div>
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<i> 'Complicated', anyone know who this is by?</i></div>
<br />
This too complicated. How can I get just the essence of it in a few words? Well, Dalton summarised atoms in just 5 lines, Newton explained motion in 3, Clausius did thermodynamics in 2 and Bullialdus first explained gravity in 1.
I'll roughly summarise how neurons work, like this:<br />
<blockquote class="tr_bq">
An impulse bashing on the end of a neuron, if, only if, and when sufficiently strong, pushes off a single 'ball' of fizzing potential forwards along the single neuronal 'track', until, at the end, it bashes a way across to the start of that next nearest neuron whose potential does not (by comparison) entirely match its own (is more attracted, than repulsed) (best matches its requirements) (its potential need). So on and on, each successive new ball smoothing out ('habituating') the trackway for the next time as it goes, until the 'ball' eventually meets a place where its own potential compares completely to a matching potential (is wholly attracted), then its journey ends and it, and its energy, is taken up (accepted) into the system..</blockquote>
<blockquote class="tr_bq">
..the whole process can be described as a system of comparison-and-match - does the polarity of this ion form a matched pair with that one. If the match is imperfect but strong - the impulse goes that way and smooths that route for next time. If the match is perfect, the impulse is taken up.</blockquote>
OK, that's a bit wordy yet, and a hugely simplified explanation. I should have also explained how those neurotransmitter chemicals inhibit or encourage the match-process, how one little change can lead to a cascade of events, about averaging and parallel processing and summation and a dozen other things. But I haven't. I'll stick with just this very simple explanation of the basic building-block and see where we can get from there. It's crude, and it has been done with words, and worse, written words, which can never be more than a rough approximation of the world of real things. All the same, as far as it goes, it is quite a good explanation.<br />
<br />
Unfortunately it is also one of those explanations which commits the Philosopher's Sin of 'reductionism' - it reduces the problem to a mechanism, but doesn't really show what it does. A bit like taking an idea apart to see how it works, and then leaving the bits all over the floor of the philosophical workshop.<br />
<br />
Equally, it is leading towards the Scientist's Sin of conflating levels of analysis and the Logician's Sin of Improper Composition, of assuming that what happens at one level is what happens at others.<br />
<br />
However, there is nothing intrinsically wrong with a reductionist explanations, as long as I can put the bits back together and make the edifice tick again. And it is fine to treat different levels of analysis as giving the same results if, on inspection, they do give the same results.<br />
<blockquote class="tr_bq">
<span style="font-size: x-small;"><i><b>NOTE</b>: One day I'd very much like to introduce a set of tests for theories of mind along the lines of the famous Koch’s Postulates used in pathology.</i></span></blockquote>
So, if I want to show how the brain constructs the mind, I need to show that this explanation of what the brain does actually matches our observations of what the mind does. Demonstrate it, as it were, from both directions.<br />
<br />
Which I will now proceed to do.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Sigmund Freud, before he was famous, put a huge amount of work into trying to do the same as I'm doing here - to infer from the polarity of ions in neurons how the whole shebang worked. Unfortunately, rather than just letting the thing grow itself, he tried to skew it towards proving the existence of the 'id' and 'ego', so it didn't work and he withdrew it - (1895) <a href="http://users.clas.ufl.edu/burt/freud%20fleiss%20letters/200711781-013.pdf%20">Project for a scientific psychology</a>'</span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="TWOS">SEEING IN TWOS</a></h1>
To begin... first of all<br />
Remember the ball? The whole system is absolutely all-or-nothing. At each junction, either this one thing matches that one thing and the ball goes. Or it doesn't. There isn't any half-matched or a bit matched. It is all or nothing, one thing or the one other. This is the process of thinking.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: The 'Rulkov Map' is neat way of modelling the distinct 'on'-'off' cycling of neurones - Rulkov (2001) '<a href="https://journals.aps.org/pre/abstract/10.1103/PhysRevE.65.041922">Modeling of spiking-bursting neural behavior using two-dimensional map</a>'</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: "The types of mathematical model which have been used to represent all-or-none behavior in the nerve membrane.." - FitzHugh (1955) '<a href="https://pdfs.semanticscholar.org/eb91/4d4ebe2ff4d6535e699dc03602479fe69056.pdf%20">Mathematical models of threshold phenomena in the nerve membrane</a>'</span></i></blockquote>
Now the world 'out there' isn't like that, black and white. The world is a place of subtle graduations, variation, fuzz, wobble and bits of this and that. But because of the way our neurones work, human Reason puts stuff into pairs - where one 'matches' and the other doesn't - even when the world isn't like that. We pass judgement only in dichotomies.<br />
<br />
Of course, there are occasions where things are actually black and white, for instance if one thing is black and another white. But when there is only a limited data set, which is a way of saying "most-of-the-time", the neuronal system picks one-and-the-other all-or-nothing judgements, which make for easy comprehension, but which usually just aren't there<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "For I assure you that the darkest man is here the most highly esteemed & considered better than others who are not so dark. These people portray & depict their gods and their idols black & their devils white as snow." Rustichello of Pisa, translated by Ronald Latham (1298) '<a href="http://thehundredbooks.com/Marco_Polo.htm">The Description of The World, as told by Marco Polo</a>'</span></i></blockquote>
Consider the commonplace practice of referring to human people as 'black' and 'white' according to their skin colour. Why such a judgement ever happens ought to be a puzzle, because it is entirely ludicrous. Paper is white and ink is black, but not even albino Norwegians have white skin nor do suntanned Namibs have black skin.<br />
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<br />
<div style="text-align: center;">
<i>Yes, it really ought to be that simple.</i></div>
<br />
<br />
Yet this false duality is so pervasive that it may sometimes be necessary to point to a cosmetician's colour chart to show that humans are actually all variegated pinky-brown. Black and white are opposites, and humans do not by skin tone belong in opposing camps.<i> </i><br />
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<br />
<div style="text-align: center;">
<i><a href="http://humanae.tumblr.com/">http://humanae.tumblr.com</a></i></div>
<div style="text-align: center;">
<i>Yep. The <a href="https://en.wikipedia.org/wiki/Von_Luschan's_chromatic_scale">Von Luschan Scale</a> for skin tones doesn't have a black in it. Or a white.</i></div>
<br />
Then there's the whole class of 'boundary problems', where it is thought very important for us to decide where one thing becomes the other thing. Like the ancient 'sorites' question "how many grains of sand do you need to make a heap of sand", or the general 'demarcation' problem of deciding what is 'science' as opposed to 'guesswork'. For the most part these problems can't be solved by observing the world, and the solutions often don't matter much anyway. They arise as 'problems' simply because our mind is not content until it finds a clear match-non-match pair.
<b> </b><br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: The centrality of Demarcation Problems - Popper (1935) '<a href="http://strangebeautiful.com/other-texts/popper-logic-scientific-discovery.pdf%20">The Logic of Scientific Discovery</a>'</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: ...and how explanation of why they arise or seem important is lacking - Laudan (1983) '<a href="https://www.scribd.com/document/223458026/Laudan-The-Demise-of-the-Demarcation-Problem#scribd">The Demise of the Demarcation Problem</a>'</span></i></blockquote><p>
If you're not sure whether or not we really do think in dichotomies, then:<br />
<br />
Yes and No. Good and Bad. Faith and Doubt. Fast and Slow. Forward and Backward. Hard and Soft. Crooked and Straight. Angels and Demons. Beautiful and Ugly. Mind and Body. Blunt and Pointed. Bright and Dark. East and West. Far and Near. Acid and Alkali. Guilty and Innocent. Communists and Capitalists. Fat and Thin. God and The Devil. Happy and Sad. Left and Right. Legal and Illegal. Accepted and Rejected. Light and Dark. Long and Short. Love and Hate. Heaven and Hell. Help and Hindrance. Honesty and Deceit. Fine and Coarse. Old and New. Fact and Fiction. Friends and Enemies. North and South. Gay and Straight. Friend and Foe. Hot and Cold. Common and Rare. Humans and Animals. In and Out. Induction and Deduction. Major and Minor. Heavy and Light. Clean and Dirty. Native and Immigrant. Nature and Nurture. Now and Then. Odd and Even. Open and Shut. Me and You. Here and There. Men and Women. Metal and Non-Metal. True and False. Universal and Particular. Yours and Mine. Natural and Fake. Up and Down. Pass and Fail. Subject and Object. People and Animals. Monism and Pluralism. Order and Chaos. Success and Failure. Tall and Short. Private and Personal. The Reds and The Blues. Them and Us. Top and Bottom. Tough and Weak. Partial and Complete. Past and Present. Positive and Negative. Rationalism and Empiricism. Realism and Idealism. Organic and Inorganic. Rich and Poor. Right and Wrong. Rough and Smooth. Self and Others. Sensible and Stupid. Slow and Fast. Us and Them. Wet and Dry. Positive and Negative. Win and Lose. Smooth and Rough. Spiritual and Material. Wise and Foolish. Yes and No. Yin and Yang. Rulers and Ruled. Off and On. Kind and Cruel. Real and Imaginary. Science and Supposition. Pure and Defiled. Art and Craft. Home and Away.<br />
<br />
And this dichotomous thinking seems equally prevalent among people from the political left or the right, members of the upper and the lower class, natives and foreigners. </p><p style="margin-left: 40px; text-align: left;"><i><span style="font-size: x-small;"><span><b>REF</b>: I</span>n ‘The
Evolution of Manuscript Traditions’ (2015) Michael P. Weitzman
tries to show that the curiosity of two-valued analysis of manuscript
history has a statistical inevitability. Paolo Canettieri et.al in '<a href="http://filologiacognitiva.let.uniroma1.it/ecdotica.html">Ecdotics and Information Theory'</a> (2005) in deciding how to unravel the reasons for the two-branching
form of phylogenetic trees, amongst other things, begin by deciding
that “There are two different approaches…”!</span></i></p>
<p style="margin-left: 40px; text-align: left;"><style type="text/css">p { margin-bottom: 0.1cm; background: transparent }a:visited { color: #800000; so-language: zxx; text-decoration: underline }a:link { color: #000080; so-language: zxx; text-decoration: underline }</style></p><p>
<br />
Administrative politics is a great case. There, the subtle and complex interplays of the world are crushed down to a simple right and wrong. 'Our party' offers absolute improvement and lasting joy in every sphere of life, while 'their party' guarantees only failure and misery. This is rubbish, of course, but we are made of the same flabby brain-matter as the politicians, and we go along with it.<br />
</p><blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: 24,100+ references in published papers to something-or-other being a 'false dichotomy', and that's just since 1950 - Google Scholar "False Dichotomy" <a href="https://scholar.google.com/scholar?q=%22false+dichotomy%22&btnG=&hl=en&as_sdt=0%2C5&as_ylo=1950">https://scholar.google.com/scholar?q=%22false+dichotomy%22&btnG=&hl=en&as_sdt=0%2C5&as_ylo=1950</a></span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="TOC">ToC</a></h1>
This 2-way process of comparison-and-match is the underlying 'first knowledge', an 'a priori' on which everything known is built. It brooks of no exception of any sort. It is the centre of all our decisions and of everything which is human.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: The concept of a basic 'a priory' knowledge 'built-in' to all humans, from which all other understandings arise occurs in Latin translations of Euclid (c300BC) '<a href="http://thehundredbooks.com/Euclids_Elements.htm">Elements of Geometry</a>'</span></i></blockquote>
I'll call this simple Model the 'ToC', the Theory of Comparison.<br />
Do you agree with it? Or disagree? Is that right, or wrong? Is the theory good or bad? Help or hindrance?<br />
<br />
Even where it seems that something is 'a bit right', you find that you have no choice but to determine how many individual bits of it are right or wrong, and do a calculation. Which will need mathematics …<br />
<h1>
<a href="https://www.blogger.com/null" name="MATHS">MATHEMATICS</a></h1>
Indeed our whole process of calculation is a formalising of precisely the comparison-and-match process of the neurone, using an 'equality' sign to show which one set of things is compared to what one other. Maths is, after all, only the art of saying the same thing in different words.<br />
<br />
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<br />
The principles of logic and mathematics are not simply true because we volitionally choose never to allow them to be anything else, they are true because they match the very system on which our brains and our minds operate.<br />
<br />
It is not surprising, therefore, that mathematics is held in such high esteem as an inviolable source of proofs which humans ought to accept.<br />
<br />
Humans can only reason by matching one thing with one other thing, so what do we do when there are several things to compare, or messy graduations? We resort to our structured Logics - mathematical, philosophical, tabular, Bayesian, statistical - which have been invented to allow incomprehensible multi-factored arguments to be re-assembled, one-by-one, in ways which allow one-by-one comparisons. Tellingly, such logics can never determine whether a thing is True or not, just that the form of making-a-match is sound.<br />
<br />
Though it may sometimes seem, as Galileo said, that the universe is written in the language of mathematics, rather, mathematics is the written language of Our universe. <br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: "La filosofia è scritta in questo grandissimo libro, l'universo ... Egli è scritto in lingua matematica," - Galileo Galilei (1623) '<a href="https://it.wikisource.org/wiki/Il_Saggiatore_(Favaro)/6%20">Il Saggiatore (The Assayer) Capitolo VI'</a></span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="TRUTH">TRUTH</a></h1>
Central to the ToC is that when the thing matches, it is accepted, and thereby marked as 'good', 'right', 'proper', 'correct', 'true'.<br />
<br />
According to this theory, Truth is robbed of its independence. Facts are never true. There are no definitive facts, only comparisons. They only become true in comparison with something else. Truth resides in the logical space between two facts. It is the comparison which creates Truth, not the things being compared.<br />
<br />
But what compared to what? One situation is where new information is compared to the natural world, or to a recollection or report of the state of the natural world. This 'Natural Truth' is the perhaps the commonest type of truth-comparison, and is the basis of what we call the Natural Sciences. 'Natural Truth' has the advantage of being largely independent of human systems - so we can always go out there to check again if some assertion does really match the world. But Natural Truth is not the only possible truth.<i> </i><br />
<br />
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<br />
<div style="text-align: center;">
<i>'True' arises from 'it matches' - and, in the absence of any already-established matches, it can be found in absolutely any pair of similarities.</i></div>
<br />
Our experience of making comparisons and so creating truths tends to inform us that there is only one match, and so there can only ever be one truth, making it very puzzling when another person asserts a different truth regarding the same subject-matter.
There is indeed only ever one possible truth, because the truth-making system is of one thing compared to one other thing and either it matches or it doesn't. But it is easy to miss that it is the process of comparison and match which constitutes the truth, not the things compared.<br />
<br />
So, if one person judges the truth of some bit of information by comparing it with the Natural World, but another by comparison with the pronouncements of The Holy Book, or the words of The Great Leader, or simply with 'the way Our Gang usually do it', there is absolutely no point whatever the one declaring the other wrong. There is equally no point in trying to show that any particular comparison-base, say, the Great Founding Document, is itself wrong when compared with some other - even if the other is the Natural World.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Even when presented with clear evidence that they're wrong, people are still biased towards their customary expectations - Kahan &.al (2013) '<a href="http://static1.1.sqspcdn.com/static/f/386437/23982003/1385735927633/wp_draft_1.5_9_14_13.pdf?token=XUfUEbGqchC71VxTN/RGtj/CXOs=">Motivated Numeracy and Enlightened Self-Government</a>'</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: ... and people highly accustomed to their judgements matching the world are even less likely to accept it when it don't - Taber & Lodge (2013) '<a href="http://citeseerx.ist.psu.edu/viewdoc/download?doi=10.1.1.131.6811&rep=rep1&type=pdf%20">Motivated Scepticism in the Evaluation of Political Beliefs</a>'</span></i></blockquote>
In the judicial system, 'justice' - the circumstance where events are matched with equity to their outcomes - may or may not coincide with 'law', where circumstances are compared with the established written records. When Justice v. Law themselves don't match, this is seen as bad and wrong.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: That if the necessary matches of Justice and Law don't themselves match it makes a 'double wrong' is well-established, eg; Martin Luther King, Jr (1963) '<a href="https://web.cn.edu/kwheeler/documents/Letter_Birmingham_Jail.pdf%20">Letter from Birmingham Jail'</a></span></i></blockquote>
To His followers, if new stuff matches the teachings of The Wise Sage, then it is true. And it is quite genuinely and completely True, for them if not for you.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: There may be just one system to find truths, but there can be more than one truth - Gould (1997) '<a href="http://www.stephenjaygould.org/library/gould_noma.html%20">Nonoverlapping Magisteria 'NoMa</a>'</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: ... and it's surprising who sort-of agrees - Pope John Paul II (1996) "<a href="http://www.newadvent.org/library/docs_jp02tc.htm">Truth Cannot Contradict Truth</a>" and (1998) "<a href="http://w2.vatican.va/content/john-paul-ii/en/encyclicals/documents/hf_jp-ii_enc_14091998_fides-et-ratio.html">Fides et Ratio</a>"</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: ... and the occasional distinguished philosopher agrees too, with only the proviso that 'my truth is actually the right one' - Dennet (2008) '<a href="http://www.irtiqa-blog.com/2008/08/dennett-and-problems-with-goulds-noma.html">Problems with NOMA</a>' (Interview) and - Pigliucci (2010) '<a href="https://www.google.co.uk/search?tbo=p&tbm=bks&q=isbn:0226667871">Nonsense on Stilts</a>'</span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="BELIEF">BELIEF</a></h1>
So this ToC is not so much a theory of Truth, as a theory of Belief. Or possibly a theory of Opinions.<br />
I should be able to use ToC itself to determine which, but when I try to compare these three tricky terms with the real world, or with popular usage or with this book or that pronouncement, I find that there is no sharp distinction out there.<br />
<br />
The best I can do is aggregate the comparisons I find and say that: Truth is found between things which match, it can take many forms, but only ever has one, absolutely definitive, cause. Belief is that particular truth which I - by virtue of the various comparisons I've done in my time - have no choice but to accept. Opinion is usually 'that truth which I am willing to profess, or, to use an old word, 'to opine'' and is therefore a social construct made by comparing effective utterances with the results they get from the others.<br />
<br />
One would hope that a person's Beliefs matched their Opinions, because ToC. But they don't have to, and when we discern they don't match, that person is bad.<br />
<br />
(I've rather conflated 'all good things' v 'all bad things' with ToC when I should be able to tease out 'good' from 'right' or 'true' and 'bad' from 'wrong' or 'failed'. But this whole ToC thing is a very, very simplified system, so it'll have to do for the minute)<br />
<blockquote class="tr_bq">
An aside: It is amusing to speculate that we might all be living in a computer simulation, or a hologram, or that the entire universe and everything in it keeps expanding, or contracting, or pulsating, or in solipsism, or that there is another universe, or that my brain has been transferred to something else, or there are two worlds or that I've been reborn into completely different life, or that time keeps stopping and starting – ToC shows these are unanswerable, because, as they concern 'everything', there is nothing left to compare with.</blockquote>
<h1>
<a href="https://www.blogger.com/null" name="SELF">SELFHOOD</a></h1>
So, you must make a comparison to make a judgement. But what to compare stuff with? Well, there's one thing always available to compare things with - ourselves, our own bodies, our own minds and abilities. This makes the comparison to 'self' most important, and from it we discover not just ourselves but all others. We find that we match features of the creatures around us, and that they with us are correct and true and right. We discover an inter-subjective world, and construct the 'gangs' we are part of.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> Sense of 'self' is not continuous, it is dependent on inputs - Goldberg &.al (2006) '<a href="http://dx.doi.org/10.1016/j.neuron.2006.03.015%20show">When the Brain</a> <a href="http://dx.doi.org/10.1016/j.neuron.2006.03.015%20show">Loses Its Self: Prefrontal Inactivation during Sensorimotor Processing</a>'</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> When contact with other humans is lost, sense of selfhood is substantially lost too - Lisa Guenther (2013) '<a href="https://ndpr.nd.edu/news/57895-solitary-confinement-social-death-and-its-afterlives/">Solitary Confinement, Social Death and Its Afterlives</a>'</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: "We do not have access to other people’s internal experiences, and we may use our own experience to try to simulate what someone might be feeling or thinking" - '<a href="http://sci-hub.tw/https://www.sciencedirect.com/science/article/pii/S0065260119300188">The advantages and disadvantages of self-</a><a href="http://sci-hub.tw/https://www.sciencedirect.com/science/article/pii/S0065260119300188">insight:New psychological and neural perspectives</a>' Jennifer S. Beer, Michelle A. Harris (2019)</span></i></blockquote>
In this way, gang allegiance is always some sort of extension of self, is always available to match things to, and so can be extraordinarily strong. It can be as strong in accepting things which match as it can be violently opposed to things which don't.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> People divide into <b>two</b> groups even when there's no practical difference between the groups - Xin Yang and Yarrow Dunham (2019) "<a href="https://psyarxiv.com/yh9xv">Minimal but Meaningful: Probing the Limits of Randomly Assigned Social Identities</a><a href="https://psyarxiv.com/yh9xv">"</a></span></i></blockquote>
Nations, States, clubs, work-groups, religions, sporting clubs, political parties, academic institutions and 'our culture' are all gangs, all can be constructed in the same way, and with much the same consequences. 'Our Gang' is completely right, not because it has any unusually advantageous features, but simply because it matches what we're used to.<br />
It is often asserted that religion is the cause of wars - this is not the case. Rather religion and war both have the same genesis.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "Thus, we never see the true state of our condition till it is illustrated to us by its contraries, nor know how to value what we enjoy, but by the want of it." Daniel Defoe (1719) '<a href="http://thehundredbooks.com/Robinson_Crusoe.htm">Robinson Crusoe'</a></span></i></blockquote>
Understanding humans is substantially the matter of understanding how they form gangs, and which one each believes they rightly belong to.<br />
<br />
Where the first encounters with other humans are with ones very closely matching oneself, in looks, speech and style, then everything around is 'correct' and 'good'. This circumstance seems to create a wonderfully strong, stable, contented, sense of gang membership and 'belonging', but it can leave people genuinely terrified by the prospect of even slightly different - non-matching - people or manners. It can also leave them prey to Hermann Göring's Principle that; "The people can always be brought to the bidding of the leaders. That is easy. All you have to do is tell them they are being attacked..."<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> Politically 'right' people are more constant, but 'left' people react better to change - Amodio &.al (2007) <a href="http://www.nature.com/neuro/journal/v10/n10/full/nn1979.html">"</a><a href="http://www.nature.com/neuro/journal/v10/n10/full/nn1979.html">Neurocognitive correlates of liberalism and conservatism</a><a href="http://www.nature.com/neuro/journal/v10/n10/full/nn1979.html">"</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> There need be no absolute correlation of poor education with a poor store of knowledge of the world, but there seems to be an intriguingly clear correlation between poor education and strong 'status quo ante' politics - Parameshwaran (2015) "<a href="https://www.lkmco.org/article/ukip-voters-tomorrow-19052015">The UKIP voters of tomorrow</a><a href="https://www.lkmco.org/article/ukip-voters-tomorrow-19052015">"</a> - New Statesman (2014) "<a href="http://www.newstatesman.com/politics/2014/07/ukip-does-well-areas-failing-schools">Ukip does well in</a> <a href="http://www.newstatesman.com/politics/2014/07/ukip-does-well-areas-failing-schools">areas with failing schools</a><a href="http://www.newstatesman.com/politics/2014/07/ukip-does-well-areas-failing-schools">"</a> Pew Research Centre (2015) <a href="http://www.people-press.org/2015/04/07/a-deep-dive-into-party-affiliation/">Democrats lead by 22 points among adults with post-graduate degrees</a> "Probability of voting for Le Pen decreases as the level of education rises" -Vincent Tiberj (2013) "<a href="http://www.champsocial.com/book-des_votes_et_des_voix_de_mitterrand_a_hollande,811.html">Des Votes</a> <a href="http://www.champsocial.com/book-des_votes_et_des_voix_de_mitterrand_a_hollande,811.html">et des Voix</a><a href="http://www.champsocial.com/book-des_votes_et_des_voix_de_mitterrand_a_hollande,811.html">"</a></span></i></blockquote>
If, on the other hand, self comes to be compared to a wide range of different human types, the result is less 'belonging', and so a much stronger sense of individual identity. The 'self' is central and all is compared to it. Such people seem to be significantly insecure but much more adaptable and not so easily frightened or controlled.<br />
<br />
If that sounds a bit like the sociologists old idea of 'socially-actualized' versus 'self-actualized' persons, then so it is, and there you have the mechanism behind it. But pause a moment. As usual, there aren't really just two opposed socialisation types, there's a whole host of fiddly variants. I can't seem to escape from the ToC, even while trying to explain the ToC.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: 'Self-Actualisation' begins with - Kurt Goldstein (1939) "<a href="https://www.questia.com/library/3405915/the-organism-a-holistic-approach-to-biology-derived">The Organism: A Holistic Approach to Biology</a> <a href="https://www.questia.com/library/3405915/the-organism-a-holistic-approach-to-biology-derived">D</a><a href="https://www.questia.com/library/3405915/the-organism-a-holistic-approach-to-biology-derived">erived from Pathological Data in Man</a><a href="https://www.questia.com/library/3405915/the-organism-a-holistic-approach-to-biology-derived">"</a> and goes on with many others, including - Maslow (1943) "<a href="http://psychclassics.yorku.ca/Maslow/motivation.htm">A Theory</a> <a href="http://psychclassics.yorku.ca/Maslow/motivation.htm">of Human Motivation</a><a href="http://psychclassics.yorku.ca/Maslow/motivation.htm">"</a> etc...</span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="LANGUAGE">LANGUAGE</a></h1>
.,. is about noises and symbols which match the world outside of themselves. Nobody (as far as I've seen) thinks language is any sort of thing-in-itself - language is just a way of expressing how things are, it is all about 'match' and 'non match'.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: 'Grammatica una et eadem est secundum substantiam in omnibus linguis, licet accidentaliter varietor' (Grammar is one and the same in all languages, substantially, though it may vary, accidentally, in each of them.) Roger Bacon (1245) 'Summa Grammatica'</span></i></blockquote>
Grammar is demonstrably far too wildly variable for it to be the root cause of language as Bacon (and Chomsky) suggest. But it just 'feels', doesn't it, that there must be some sort of built-in system which 'runs' language? ToC.<br />
<h1>
<a href="https://www.blogger.com/null" name="GENDER">GENDER</a></h1>
We divide things into two classes, of which among the most seemingly definite is males and females. But there are a small, but not insignificant, number of people, perhaps 1 in 1,000 or-so, who are of some sort or other of in-between sex, which seems to be a puzzle, and even an angry puzzle, to some. Why?<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> Children have to learn to separate into two by gender, it is not inborn: <a href="https://journals.sagepub.com/doi/abs/10.1111/j.0963-7214.2004.00276.x">Children's Search for Gender</a> <a href="https://journals.sagepub.com/doi/abs/10.1111/j.0963-7214.2004.00276.x">Cues</a> Martin & Ruble (2004)</span></i></blockquote>
It might well be a better world if those of atypical sexuality could simply be such as they are, but the too desperate human need to divide-to-two <i>and</i> match-to-normal means that even they themselves often feel that it is impossible to identify with anything other than one of the established one-or-the-other, which may then be uncomfortable, because it doesn't actually match the facts.<br />
ToC provides an explanation for why the puzzle exits, and no solution.<br />
<h1>
<a href="https://www.blogger.com/null" name="BIAS">THE COGNITIVE BIASES</a></h1>
Puzzling isn't it? There is an assumption that human decision-making is expected to be directed towards achieving an increase in value of some sort or enhancing survival or improving life chances. So how come people - even good, wise, people - often accept as true things which are palpably wrong, or choose things which damage their survival chances or promote things which worsen their situation?<br />
<br />
One day I may go through the current list of <a href="https://en.wikipedia.org/wiki/List_of_cognitive_biases">177 Cognitive Biases</a>, but, so far, I think pretty much all of them, from the Framing Effect and Berkson's Paradox to Ingroup Bias and Ultimate Attribution Error can be explained by the ToC fact that humans aren't seeking truth or value or goodness - we're simply seeking things which match.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> Jason Collins agrees that the many cognitive biases must have all one, fairly simple, cause, but he goes for - I think needlessly complicated - reproductive biology - Collins (2019) '<a href="https://evonomics.com/please-not-another-bias-the-problem-with-behavioral-economics/?fbclid=IwAR1r22wah1b1BT0JYT8lSD_gLT_pWLBdghqv0yxZYmq94wReh8B526YPZfE%20%20">Please, Not Another Bias! The Problem with Behavioral Economics</a>'</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "So long as an opinion is strongly rooted in the feelings, it gains rather than lose in stability by having a preponderating weight of argument against it. For if it were accepted as a result of argument, the refutation of the argument might shake the solidity of the conviction; but when it rests solely on feeling, the worse it fares in argumentative contest, the more persuaded its adherents are that their feeling must have some deeper ground, which the arguments do not reach ; and while the feeling remains, it is always throwing up fresh entrenchments of argument to repair any breach made in the old."- JS Mill (1869) 'The Subjection of Women'</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Motivated reasoning - When people receive information they are often reminded of what beliefs they currently hold, and what beliefs they aspire to hold (motivated beliefs) - Michael Thaler (2019)<a href="https://scholar.harvard.edu/files/mthaler/files/mthaler_fake-news-effect.pdf">The 'Fake News' Effect: An</a> <a href="https://scholar.harvard.edu/files/mthaler/files/mthaler_fake-news-effect.pdf">Experiment on Motivated Reasoning and Trust in News</a> -</span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="RACE">RACISM AND RACIAL IDENTITY</a></h1>
It has sometimes been suggested that a racial identity, and with it, racism, is 'built-in' to humans. This is not so. Rather, what is built-in is simply that-which-matches is 'good' and that-which-doesn't-match is 'bad'. Just depends what set of people you're accustomed to match against.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> Racial preference can be correlated to neuronal activity, but it is still just familiarity at work - Golby &.al (2001) "<a href="http://www.nature.com/neuro/journal/v4/n8/full/nn0801_845.html">Differential responses in the fusiform region to same-race and other-race faces</a><a href="http://www.nature.com/neuro/journal/v4/n8/full/nn0801_845.html">"</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> This paper, reviewing racial familiarity/preference reports with conclusions about n-plasticity was reviewed as "Racism is hardwired into the brain, say scientists" in the <a href="https://www.dailymail.co.uk/sciencetech/article-2164844/Racism-hardwired-human-brain--people-racists-knowing-it.html">Daily Mail</a> and "Jew scientist outlines brainwashing plans" on 4Chan - Kubota &.al (2012) "<a href="http://scottbarrykaufman.com/wp-content/uploads/2012/09/Kubota-Banaji-Phelps-2012.pdf">The neuroscience of race</a><a href="http://scottbarrykaufman.com/wp-content/uploads/2012/09/Kubota-Banaji-Phelps-2012.pdf">"</a></span></i></blockquote>
Thus the person accustomed to little (or no) variety in humans will crave a world around them of people who look and sound, and think, like themselves. We should not think of such racists as being perniciously nasty - they are genuinely terrified of difference.<br />
<h1>
THE 'CENTRAL MISTAKE'</h1>
A similar process can also lead us, idiot children and distinguished professors alike, to make 'The Central Mistake' of assuming that "everybody knows... what I know".<br />
<blockquote class="tr_bq">
<span style="font-size: x-small;"><i><b>QUOTE</b>: "Every man takes the limits of his own field of vision for the limits of the world. This is an error of the intellect as inevitable as that error of the eye which lets us fancy that on the horizon heaven and earth meet. This explains many things, and among them the fact that everyone measures us with his own standard — generally about as long as a tailor’s tape, and we have to put up with it: as also that no one will allow us to be taller than himself — a supposition which is once for all taken for granted." Arthur Schopenhauer (1890) 'Studies in Pessimism'</i></span></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="ETHICS">ETHICS</a></h1>
People don't approve of things because they are good, but because they are familiar.<br />
Whether something is 'right' or 'wrong' is determined by whether it matches what we have previously come to know. If it is the case that the new thing matches the other known thing then we ought and must accept it as 'correct'. This simple rule is the rule of human conduct.<br />
<br />
My behaviours are 'correct' and 'good' - are 'moral' - when they match the behaviours previously presented to me. This presentation could be behavioural descriptions passed to me in laws or other social rules. It could be by matching what everybody else is doing. Or it could be by observing that other persons match me in many respects, so they should match what seems nice for me.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: People will profess very obviously wrong things as 'right' if people around them do so too - Asch (1951). '<a href="http://psycnet.apa.org/index.cfm?fa=buy.optionToBuy&id=1949-01216-001">Effects of group pressure on the modification and distortion of judgments</a>'</span></i></blockquote>
So strong are such rules that it sometimes seems as if they ought to have some real, definitive and factual basis beyond just the relative correctness of human opinion, a 'universal moral code'. And they do indeed have such an unshakeable and independent basis - it is , as always, the process of comparison and match itself.<br />
So...<br />
<h1>
<a href="https://www.blogger.com/null" name="GRAVITY">ETHICAL GRAVITY</a></h1>
Who shall I behave nicest towards? Well, of course, those who most correctly match what I'm familiar with and who are therefore 'good' and 'right', and those with forms of distress which most closely match my experiences.<br />
This is broadly similar to Walter Isard's principle, in economics, of 'Trade Gravity', and, I suspect, can be predicted using more-or-less the same formula, as it has more-or-less the same ToC cause:<br />
<br />
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<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Isard's famous analysis is in economics, but just as valid in ethics; "..the research has largely been conducted .. in a dimensionless world; and the variables in whose analyses regional scientists are expert have by and large been neglected" - Walter Isard (1954) '<a href="http://sci-hub.tw/https://journals.sagepub.com/doi/10.1068/a191059">The projection of world (multiregional) trade matrices</a>'</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Just one example of many - Paul K. Piff &al. (2012) '<a href="https://www.pnas.org/content/pnas/109/11/4086.full.pdf">Higher social class predicts increased unethical behavior</a>'</span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="GOOD">GOOD</a></h1>
'Good' is what matches, and 'good behaviour' is just that which is customary. Problem is - what to do when a new situation arises which doesn't quite match the usual practice, or which could match more than one custom, and more-than-one won't do. It has to be all or nothing. Then you have a 'moral problem', and just have to pick the solution which nearest matches what everyone around is used to. That's it.<br />
<br />
Human societies have different rules on all sorts of bits of life, but there is no society which does not laud Honesty, Faithfulness, Justice, Diligence, Fairness, Freedom and Courage.<br />
<br />
<table>
<tbody>
<tr>
<td colspan="2"><b>The Seven Necessary Virtues</b></td>
<td><br /></td>
</tr>
<tr>
<td><b>Honesty</b></td>
<td>What I say = What I do</td><td></td>
</tr>
<tr>
<td><b>Faithfulness</b></td>
<td>Allegiance then = Allegiance now</td>
<td><br /></td>
</tr>
<tr>
<td><b>Justice</b></td>
<td>Extent of action = Extent of recompense</td>
<td><br /></td>
</tr>
<tr>
<td><b>Diligence</b></td>
<td>What I begin = What I complete</td>
<td><br /></td>
</tr>
<tr>
<td><b>Fairness</b></td>
<td>What one has = What all have</td>
<td><br /></td>
</tr>
<tr>
<td><b>Freedom</b></td>
<td>That I wish to do = That I may do</td><td></td></tr>
<tr><td><b>Courage</b></td>
<td>Danger presented = Danger confronted</td>
<td><br />
<br /></td>
</tr>
</tbody></table>
Yet there is no technical reason why any of these Necessary Virtues should be considered good. They don't, in themselves, bring any practical advantage either to the individual or to the gang. What they all have in common is that they're about 'it matches' and nothing else - Honesty means "what I say" matches "what I do", Faithfulness means "allegiance now" matches "allegiance then" and so on.<br />
There are some puzzlingly clear demonstrations that humans don't generally act for their advantage, but are led by the absolute need to find a matching thing. Which works all the way up to; "They killed our innocent people, so we are OK to kill their innocent people."<br />
<br />
There are some are traits so prized, simply because they involve accurate matches, that it is even customary to laud those who use them to disadvantage. "They may have made a rubbish job of it, but, hurrah! they diligently carried it out to the end!" Or, "None of us got enough of the stuff to do anything with, but at least it was fairly distributed!" "We didn't want to hear it, and I wish I hadn't, but he did tell the truth!" "It may be rubbish, but it is what we voted for". This is the cause of the 'sunk cost' fallacy.<br />
<br />
Foolish warriors in pointless wars still get given medals.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Creatures get angry if their treatment doesn't match that of their neighbours, even if the treatment is helpful - Brosnan & DeWaal (2003) "<a href="http://www.zo.utexas.edu/courses/kalthoff/bio346/PDF/Readings/21Brosnan_deWaal(1993).pdf">Monkeys reject unequal pay</a><a href="http://www.zo.utexas.edu/courses/kalthoff/bio346/PDF/Readings/21Brosnan_deWaal(1993).pdf">"</a></span></i></blockquote>
Equally oddly, we commonly decry people who do a great and helpful job, but didn't abide by some matching thing. Consider the politician who changes a policy to improve it, and is then, not praised, but shouted down for 'inconsistency' and 'hypocrisy'.<br />
Consider, too, the proponent of some doctrine – say Marxism or Austrian Economics – who require the world to match their plan, even in cases where their plan is demonstrably incompetent. Much harm has come because of this.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "..the search for a single, overarching ideal because it is the one and only true one for humanity, invariably leads to coercion. And then to destruction, blood—eggs are broken, but the omelette is not in sight, there is only an infinite number of eggs, human lives, ready for the breaking. And in the end the passionate idealists forget the omelette, and just go on breaking eggs" - Isaiah Berlin '(1994) A Message to the 21st Century'</span></i></blockquote>
Think for a moment - the dislike of hypocrisy seems to be obvious and intuitive, but, really it is quite puzzling. There is no particular reason why one shouldn't condemn in others the behaviours you approve in yourself. But the two attitudes, when compared, don't match, so it's bad.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> "we are more confident that two people who have committed similar crimes should get a similar sentence than we are confident of what that sentence would be." - Jeremy Waldron (2018) '<a href="http://www.nybooks.com/articles/2018/04/19/jeremy-waldron-more-equal-than-others/">One Another’s Equals: The Basis of</a> <a href="http://www.nybooks.com/articles/2018/04/19/jeremy-waldron-more-equal-than-others/">Human Equality</a>'</span></i></blockquote>
Human value-judgements often seem deeply puzzling. But it isn't necessary to pretend a solution by invoking some mystical origin. Nor is it necessary to try to show that they are derived from any need to create benefit - sometimes they do, but they often don't. The Necessary Virtues are simply embodiments of the neuronal rule that things which match are accepted. That's it.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Ian Morris looks to social interactions to create values, and correctly (according to ToC) guesses that "fairness and justice" must be neuronal hardwiring - Morris (2015) "<a href="http://www.sciencedirect.com/science/article/pii/S0262407915301706">The Unexpected Origin of Human</a> <a href="http://www.sciencedirect.com/science/article/pii/S0262407915301706">Values</a><a href="http://www.sciencedirect.com/science/article/pii/S0262407915301706">"</a></span></i></blockquote>
Were it not for the rule of the ToC, 'fairness' would just be somebody's random preference.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> It has been taken that a child's sense of fairness is 'constructed' from experience and arises about age 8, but this study suggests it is (1) apparent from age 3, (2) children will accept unequal distributions if the procedure gave everyone an equal chance - Jan M.Engelmann and Michael Tomasello (2019) <a href="http://sci-hub.tw/https:/www.cell.com/trends/cognitive-sciences/fulltext/S1364-6613(19)30064-6?dgcid=raven_jbs_etoc_email">Children’s</a> <a href="http://sci-hub.tw/https:/www.cell.com/trends/cognitive-sciences/fulltext/S1364-6613(19)30064-6?dgcid=raven_jbs_etoc_email">Sense of Fairness as Equal Respect</a></span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="ORDERS">FOLLOWING ORDERS</a></h1>
Give a human a clear plan for their behaviour, and they'll make sure their actions match it. Unless it conflicts with some previous plan. There is no need to postulate some 'agentic' state of mind - give a human a plan of behaviour to follow, and they'll think it 'right' if they make their behaviour match it. Because that which matches is correct.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "Obedience is, without doubt, more meritorious than any austerity. And what greater austerity can be thought of than that of keeping one’s will constantly submissive and obedient?" Saint Catherine of Bologna</span></i></blockquote>
The functionary at Nuremberg expecting their "I was only following orders" to be accepted, or the daily irritation of petty officials and parking wardens "only doing their job" are equal instances of precisely the principle that if a thing (my plan of behaviour, my orders) matches (my actual behaviour) then I have done that which is correct and right and good.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: People will do nasty stuff if you clearly tell them to - Milgram (1962) "<a href="http://www.simplypsychology.org/milgram.html">Obedience to Authority: An</a> <a href="http://www.simplypsychology.org/milgram.html">Experimental View</a><a href="http://www.simplypsychology.org/milgram.html">"</a> - Haney &.al (1971) "<a href="http://www.holah.karoo.net/zimbardostudy.htm">The power and pathology of imprisonment</a><a href="http://www.holah.karoo.net/zimbardostudy.htm">"</a> etc...</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: The Milgram Experiments - where volunteers gave dangerous electric shocks to 'victims' have often been presented as showing that humans will 'do as they are told'. In fact, they aren't that simple, though they did show that when other actors volubly 'refused' to comply, the volunteers did so too. The general 'do what matches' is shown - Nissani (1990) " <a href="http://mike-stalkfleet.com/downloads/Jerry_Class/A%20cognitive%20reinterpretation%20of%20Obedience.pdf">A</a> <a href="http://mike-stalkfleet.com/downloads/Jerry_Class/A%20cognitive%20reinterpretation%20of%20Obedience.pdf">C</a><a href="http://mike-stalkfleet.com/downloads/Jerry_Class/A%20cognitive%20reinterpretation%20of%20Obedience.pdf">ognitive Reinterpretation of Stanley Milgram's Observations on</a> <a href="http://mike-stalkfleet.com/downloads/Jerry_Class/A%20cognitive%20reinterpretation%20of%20Obedience.pdf">Obedience to Authority</a><a href="http://mike-stalkfleet.com/downloads/Jerry_Class/A%20cognitive%20reinterpretation%20of%20Obedience.pdf">"</a> - Blass (1999) "<a href="http://neuron4.psych.ubc.ca/~schaller/Psyc591Readings/Blass1999.pdf">The Milgram Paradigm After 35 Years: Some Things We Now Know</a> <a href="http://neuron4.psych.ubc.ca/~schaller/Psyc591Readings/Blass1999.pdf">About Obedience to Authority</a><a href="http://neuron4.psych.ubc.ca/~schaller/Psyc591Readings/Blass1999.pdf">"</a></span></i></blockquote>
What ought to be especially baffling here is that the 'following orders' excuse is often accepted - another demonstration that there is no special moral sense in humans beyond 'it matches'.<br />
<h1>
<a href="https://www.blogger.com/null" name="DREAMS">THE DREAM GO-ROUND</a></h1>
We identify the world about us as 'real', 'genuine', 'true', because every new instance of it substantially matches the previous instance, and the next one, and things which match are correct.<br />
Likewise and conversely, we daily discover that our internal conceptions and beliefs don't always match the imputs and visions we get from outside, so it is clear that our internal world is not a source of correct perceptions and so we are forced to conclude that an outside world exists.<br />
But dreams are identified as not-correct because they don't match other experiences. When we wake from dreaming sleep we find a world around us which correctly matches the world which we left behind when we went to bed. It is then we realise that our dreams didn't match what is around us, and so dreams get marked as 'unreal' and 'not true'.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> Neural activity associated with bizarre dreams is 'loose'; it does not correlate to other n-activity in the way normal recollection does - Benedetti &.al (2015) "<a href="http://onlinelibrary.wiley.com/doi/10.1111/jsr.12299/abstract;jsessionid=C5F9EB0E6D4EDA1EEC5467225ACAEDD0.f04t04">Right hemisphere neural activations in the recall of</a> <a href="http://onlinelibrary.wiley.com/doi/10.1111/jsr.12299/abstract;jsessionid=C5F9EB0E6D4EDA1EEC5467225ACAEDD0.f04t04">waking fantasies and of dreams</a><a href="http://onlinelibrary.wiley.com/doi/10.1111/jsr.12299/abstract;jsessionid=C5F9EB0E6D4EDA1EEC5467225ACAEDD0.f04t04">"</a></span></i></blockquote>
How and why the world of dreams runs into a channel of its own and seems so real and so complete (as long as there is nothing else to compare it with) is closely bound up with the nature of consciousness itself …<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> I've been intrigued by the discovery by Carson Stringer and chums that brain activity in what are taken to be 'dedicated' brain areas continues - to some extent - when stimulus is withdrawn (2018) "<a href="https://www.biorxiv.org/content/early/2018/04/22/306019">Spontaneous</a> <a href="https://www.biorxiv.org/content/early/2018/04/22/306019">behaviors drive multidimensional, brain-wide population activity</a><a href="https://www.biorxiv.org/content/early/2018/04/22/306019">"</a></span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="CONSCIOUSNESS">CONSCIOUSNESS</a></h1>
Consciousness. Everybody knows what it is. It is the absolutely easiest thing to understand, because consciousness is simply we ourselves understanding that we're understanding things. But it is a Hard Problem to find any way of explaining OUR consciousness to other people in words.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: The 'Hard Problem' - Chalmers (1995) "<a href="http://www.imprint.co.uk/chalmers.html">Facing Up to the Problem of Consciousness</a><a href="http://www.imprint.co.uk/chalmers.html">"</a></span></i></blockquote>
Actually, not a just a Hard Problem, but an insoluble problem. Why? Because the essence of consciousness being that it is internal and personal means that there isn't really anything outside itself to compare it with. And, if you can't make a comparison, you can't define a thing. Judgement is the making of comparisons. Everything has to first be like something to be explained.<br />
<br />
All the same, consciousness seems to be important, so it would be handy to know how it arises and what it does.<br />
<br />
About the only thing you can say of consciousness with any concord is that it is more than just 'awareness'. A thermostat is aware of the temperature around it. But our experience of consciousness is set apart by a certain reverberance - I'm aware that I'm aware, I know that I'm knowing, I can 'see' that I'm seeing and so on. How does this arise? And why and when?<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> Conscousness has no single 'seat' in the brain but is characterised by widespread interrelated activity - Gaillard &.al (2009) "<a href="http://journals.plos.org/plosbiology/article?id=10.1371/journal.pbio.1000061">Converging Intracranial Markers of Conscious Access</a><a href="http://journals.plos.org/plosbiology/article?id=10.1371/journal.pbio.1000061">"</a></span></i></blockquote>
Which brings us up against the BIG Problem of Consciousness, the problem of trying to explain it when any explanation is likely to be clouded by the assumptions forced on us by consciousness itself - particularity the assumption that consciousness is frequent or even particularity important to the bureaucracy of mind.<br />
The Big problem is that the resonating back-on-itself nature of consciousness means that the only thing we're ever conscious of is always itself an aspect of consciousness. You'll never find yourself 'just conscious', you're only ever conscious of something.<br />
<blockquote class="tr_bq">
<span style="font-size: x-small;"><i><b>REF:</b> Ordinary brain activity is localised, but consciousness involves neurones distributed across many different regions of the brain - the "global workspace" - Baars (1993) "<a href="https://books.google.co.uk/books?hl=en&lr=&id=7w6IYeJRqyoC&oi=fnd&pg=PR11&ots=CV9I8cY5dN&sig=fNXBiFvLPl91ETzg5vfu_0pK5K8#v=onepage&q&f=false">A cognitive theory of consciousness</a><a href="https://books.google.co.uk/books?hl=en&lr=&id=7w6IYeJRqyoC&oi=fnd&pg=PR11&ots=CV9I8cY5dN&sig=fNXBiFvLPl91ETzg5vfu_0pK5K8#v=onepage&q&f=false">"</a></i></span></blockquote>
<blockquote class="tr_bq">
<span style="font-size: x-small;"><i><b>REF:</b> ... which seems to be confirmed experimentally - Sergent &.al (2005) "<a href="http://www.nature.com/neuro/journal/v8/n10/full/nn1549.html">Timing of the brain events</a> <a href="http://www.nature.com/neuro/journal/v8/n10/full/nn1549.html">underlying access to consciousness during the attentional blink</a><a href="http://www.nature.com/neuro/journal/v8/n10/full/nn1549.html">"</a></i></span></blockquote>
I'll just have to ask you to suspend judgement for a bit. Sort-of try to ditch your consciousness of being conscious for a bit. Which isn't easy.<br />
<br />
Go back to neurones and that rolling ball. What happens if the ball-on-a-track doesn't find a match for itself? It just keep going on. And in going on, it can form a loop where it meets itself. Seeing itself, so to speak, in its own mirror. This unusual loop is how consciousness, the sense of self, arises.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Neuronal activity related to consciousness is differentiated from other n-activity by being long-lasting - Schurger &.al. (2015) "<a href="https://drive.google.com/file/d/0B69EMEm0AvRlaFJQVUh4ejFXWEk/view">Cortical activity is more stable when sensory stimuli are consciously perceived</a><a href="https://drive.google.com/file/d/0B69EMEm0AvRlaFJQVUh4ejFXWEk/view">"</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>EXPERIMENT</b>: The Schurger discoveries do imply this looping mechanism, but an experiment could check this.</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Difficult decisions seem to generate wider-than-expected neuronal activity – Urai, Braun & Donner (2017) '<a href="http://www.nature.com/articles/ncomms14637">Pupil-linked arousal is</a> <a href="http://www.nature.com/articles/ncomms14637">driven by decision uncertainty and alters serial choice bias</a>'</span></i></blockquote>
This, oddly simple, explanation solves a number of puzzles about consciousness, and leads to a number of conclusions which may, at first, seem rather strange...<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> Stuff can be swimming around the brain for 10s or more before consciousness of it arises - Soon, Brass &.al (2008) "<a href="http://www.nature.com/neuro/journal/v11/n5/abs/nn.2112.html">Unconscious determinants of free decisions in the human brain</a><a href="http://www.nature.com/neuro/journal/v11/n5/abs/nn.2112.html">"</a></span></i></blockquote>
<h1>
PAUCITY OF CONSCIOUSNESS</h1>
Consciousness, according to the ToC, only arises where there is not a readily available match. If a new input arrives in the neuronal system which pretty-much exactly matches a thing found before, then the route will have already been 'smoothed out' for it and a match is quickly found. No round-and-round searching is needed, so no consciousness arises.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Ability to react to change is dependent on the extent of difference, not its absolute magnitude - famously observed by Ernst Heinrich Weber (1795–1878) and developed into <a href="http://apps.usd.edu/coglab/WebersLaw.html">Weber's Law of Just</a> <a href="http://apps.usd.edu/coglab/WebersLaw.html">Noticeable Differences</a></span></i></blockquote>
If that seems difficult to comprehend, then try stopping reading for a moment while you consider precisely how conscious you were about the shape and size and position of every letter and word. Everyday reading by an skilled reader gives rose to consciousness only inasmuch ass it present new or unusual stuffs.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Familiar visual inputs fire very few neurones, new inputs fire many - Charles E. Conn (2005) "<a href="https://vis.caltech.edu/~rodri/papers/Connor.pdf">Friends</a> <a href="https://vis.caltech.edu/~rodri/papers/Connor.pdf">and grandmothers</a><a href="https://vis.caltech.edu/~rodri/papers/Connor.pdf">"</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: A spider camouflaged against a branch loses its invisibility once it starts moving. A friend you’re trying to spot in a crowded airport terminal is more distinguishable once they begin waving their hands. (2019) <a href="https://www.nature.com/articles/s41467-019-10653-8">Spatial suppression promotes rapid figure-ground segmentation of moving objects</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "[being a writer] was as natural to me as the taste of water in my mouth – it has no taste because it is always there" George Bernard Shaw (1946) BBC TV interview,</span></i></blockquote>
Consider the way you can travel a familiar root, perhaps even carrying out very complex tasks of walking, cycling or driving, with absolutely no recollection of having done so. Consider the famous 'cheese-in-the-fridge' problem - the piece of Gouda which has puzzlingly been invisible for a year, until a change, foul smell or perhaps some visible fungus, calls it to consciousness.<br />
<blockquote class="tr_bq">
<span style="font-size: x-small;"><b>REF</b>: As long as the performance of a product matches what is customary, the consumer has no consciousness of that aspect. The 'Kano Model' - Kano &.al (1984) "<a href="http://ci.nii.ac.jp/Detail/detail.do?LOCALID=ART0003570680&lang=en">Attractive quality and must-be quality</a><a href="http://ci.nii.ac.jp/Detail/detail.do?LOCALID=ART0003570680&lang=en">"</a></span></blockquote>
Consider; typing, playing a musical instrument with skill, catching a ball, lying, opening a packet, picking-up a dropped thing.<br />
<br />
Or consider the puzzle of prayer. I don't mean the sort of contemplative prayer or communal invocation of sympathy or hope which anyone can rationally join in with. I mean the sort of intercessory prayer where the supplicant petitions a divine being to alter the course of the universe. This just doesn't work, so why do so many people think it does? Especially those who do it a lot, who, you'd have thought, would have the most experience of it not working.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: That intercessory prayer doesn't work has been shown dozens of times, but here's one of the first - Galton (1872) "<a href="http://glynsbox.blogspot.co.uk/2011/10/does-prayer-work.html">Statistical Inquiries into the Efficacy of Prayer</a><a href="http://glynsbox.blogspot.co.uk/2011/10/does-prayer-work.html">"</a></span></i></blockquote>
Do the same thing over and again with the same result and it will soon cease to create consciousness, so that the occasional rare instance of, say, a prayer actually matching what does happen becomes the only occasion you're aware of it. Why does it always rain after I've washed the car? Why does bread always fall butter-side down? Why are coincidences so surprising?<br />
<br />
Which similar reason is why a person may be entirely oblivious to the glorious spectacle of our astonishing planet, and the amazing theatre of its inhabitants right in front of them, while being highly conscious of, and even distressed by, a minor change in the bus timetable.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> ToC provides a mechanism for the central puzzle in economics of 'diminishing marginal value' and the Jevons Paradox- William Stanley Jevons (1866) '<a href="http://socserv2.socsci.mcmaster.ca/~econ/ugcm/3ll3/jevons/mathem.txt">Brief Account of a General Mathematical Theory of Political</a> <a href="http://socserv2.socsci.mcmaster.ca/~econ/ugcm/3ll3/jevons/mathem.txt">Economy</a>'</span></i></blockquote>
I like breaking the rules! No you don't. You like breaking just a very tiny bit of them - enough to make others conscious of your effort.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "Wir sind so eingerichtet, dass wir nur den Kontrast intensiv geniessen können, den Zustand nur sehr wenig" (We are so made, that we can only derive intense enjoyment from a contrast, and only very little from a state of things) - Sigmund Freud (1930) 'Das Unbehagen in der Kultur' (Civilization and Its Discontents)</span></i></blockquote>
So 'no inputs' = 'no consciousness'? Could that be right? Well, if this ToC is right, even with no new inputs, any left-over un-matched bits of old input will carry on busily whizzing round your dreamscape until they find a match. Which, with nothing new coming in, might take a long time, and ought to produce some sort of consciousness, albeit probably a rather mixed-up and shallow one. And this, indeed seems to be what happens if people are either deprived of sensory stimuli, or subjected to a simple, unremitting stimulus.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: The ganzfeld (German = "entire field") experiments were intended to test for telepathy, but instead seem to show that subjects deprived of sensory input consistently hallucinated - <a href="http://www.gestalttheory.net/people/metzger.html">Wolfgang Metzger</a> (1930s) (NTSelf: Although this is widely referenced, I can't find the actual paper)</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: There have been various experiments into forms of <a href="https://en.wikipedia.org/wiki/Sensory_deprivation">Sensory Deprivation</a><a href="https://en.wikipedia.org/wiki/Sensory_deprivation">,</a> which show the same sort of thing. I do not think it is necessary to ascribe these effects to <a href="https://en.wikipedia.org/wiki/Source-monitoring_error">Source-monitoring errors</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: The 'surprising' discovery that the brain is busier when there are no new inputs - Buckner (1991) '<a href="https://www.einstein.yu.edu/uploadedFiles/departments/neurology/Divisions/Child_Neurology/Child_Neurology_References/ADHD/Buckner%202012.pdf">The serendipitous discovery of the brain's default network</a>'</span></i></blockquote>
I think it is the case that only the unusual creates consciousness. But that is something extremely difficult to test externally, because as soon as you ask about it then you've introduced an unusual input. So the answer to the question "are you currently conscious of..." is always "yes", and trying to discover how the mind works by 'introspection' is pointless.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: "Self-insight can fail because people find comfort in the belief that they already know themselves despite evidence to the contrary." - Kwang & Swann (2010). <a href="https://sci-hub.tw/10.1177/1088868310365876">Do People Embrace Praise Even When They Feel Unworthy? A Review of Critical Tests of Self-Enhancement Versus Self-Verification.</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Ten days in a far-off land produces a richer treasury of detailed memories than 10 weeks back home - Tim Hartford (2018) <a href="http://timharford.com/2019/05/why-going-on-holiday-gives-us-more-memories">Why going on holiday gives us more memories</a></span></i></blockquote>
<h1>
IN TWO MINDS</h1>
When trying to navigate the rough landscape of human systems it is tempting to compare and contrast 'Mind' and 'Body' or 'Reason' and 'Emotion', 'Thoughts' and 'Feelings', or the 'Conscious' and 'Unconscious', or, indeed 'Thinking' and 'Thinker'. Processes can be 'Voluntary' or 'Involuntary', we divide the whole nervous system into the 'Central' and 'Peripheral' and then into the 'Somatic' and 'Autonomic', the 'Sympathetic' and 'Parasympathetic'. To <a href="https://en.wikipedia.org/wiki/Thinking,_Fast_and_Slow">Daniel Kahneman</a> thinking can be 'Fast' or 'Slow', according to <a href="https://en.wikipedia.org/wiki/Bicameralism_(psychology)">Julian Jaynes</a> <a href="https://en.wikipedia.org/wiki/Bicameralism_(psychology)"></a>it's two-part 'Bicameral', to <a href="https://www.slideshare.net/ShivaKumarSrinivasan/freud-on-the-two-principles-of-mental-functioning">Freud</a> <a href="https://www.slideshare.net/ShivaKumarSrinivasan/freud-on-the-two-principles-of-mental-functioning"></a>everything comes down to just 'Pleasure' and 'Repression' and to too many psychojunk magazines you are 'Left-Brained' or 'Right-Brained'.<br />
<br />
Why always a process of comparing, and why always two?<br />
<h1>
THE VALUE OF CONSCIOUSNESS</h1>
There is no 'conscious mind' and an underlying 'unconscious mind' or 'subconscious'. There is only 'mind', a function of the brain, which occasionally generates things that lead to behaviours, and parts of which occasionally flicker with consciousness. But why? What is the evolutionary advantage of consciousness?<br />
<br />
Managing to get yourself into a situation where life is secure will tend to mean that things will go much the same every day, so very little ever rises into consciousness. But any change in the world around - bringing a new set of inputs to the brain - may likely represent a danger. Inputs from such possible risks can't find a straightforward match - they have to do a lot of whizzing around the brain, and in the process give rise to the looping instances of consciousness.<br />
Which makes us good at spotting danger; "The vices of others are always before us, but their virtues are not sufficiently remembered".<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> People will much more readily ascribe harm to an action than ascribe help. The 'Knobe effect' from Joshua Knobe (2006) "<a href="https://web.archive.org/web/20110927190920/https:/webspace.utexas.edu/deverj/personal/test/folkpsychology.pdf">Folk Psychology, Folk Morality</a><a href="https://web.archive.org/web/20110927190920/https:/webspace.utexas.edu/deverj/personal/test/folkpsychology.pdf">'</a></span></i></blockquote>
We have big brains, each, hopefully, with a lot of the old stuff we call 'experience' ready and waiting to be found to match new situations. Consciousness is a bit of the procedure of finding out how to cope with change.<br />
<br />
It has always seemed obvious that consciousness is something to do with choosing, but never been quite clear what. By the ToC Model, consciousness is neither the absolute cause nor the effect of human decision making. Rather, it is a part of the decision-making process.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Consciousness doesn't initiate intention - Libet &.al (1983) "<a href="http://trans-techresearch.net/wp-content/uploads/2012/02/Brain-1983-LIBET.pdf">Time of Conscious Intention to Act in</a> <a href="http://trans-techresearch.net/wp-content/uploads/2012/02/Brain-1983-LIBET.pdf">Relation to Onset of Cerebral Activity</a><a href="http://trans-techresearch.net/wp-content/uploads/2012/02/Brain-1983-LIBET.pdf">"</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Electrophysiological signs occur before an apparent decision, whether a positive or a negative one - Trevena & Miller (2009) "<a href="http://www.ncbi.nlm.nih.gov/pubmed/19736023">Brain preparation before a voluntary action: evidence against unconscious</a> <a href="http://www.ncbi.nlm.nih.gov/pubmed/19736023">m</a><a href="http://www.ncbi.nlm.nih.gov/pubmed/19736023">ovement initiation</a><a href="http://www.ncbi.nlm.nih.gov/pubmed/19736023">"</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>EXPERIMENT</b>: These, and similar, experiments have been taken to conflict, but ToC suggests they actually show the same thing. We do need a better experiment though. I can't think of a one.</span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> Work with direct brain implants demonstrate the ToC views that (1) consciousness is a 'middle' part of decision-making and (2) that 'well-worn' tasks form a neural route which does not give rise to consciousness, and suggest the ToC view that (3) consciousness requires a new input - Afllalo &.al (2015) "<a href="http://authors.library.caltech.edu/54866/">Decoding Motor</a> <a href="http://authors.library.caltech.edu/54866/">Imagery from the Posterior Parietal Cortex..."</a></span></i></blockquote>
Which is great for human adaptation. But terribly gloomy for news and gossip, where we discover that the things which get attention do indeed tend to be the dismal and dangerous ones. 'Everything is just normal' isn't noticed, and doesn't make a headline. "No one" as Lord Russell put it, "gossips about other people's secret virtues."<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> "Our algorithms exploit the human brain's attraction to divisiveness.. if left unchecked [Facebook would give] more and more divisive content in an effort to gain user attention & increase time on the platform.</span></i></blockquote>
<br />
The mind is set-up to spot danger, to concentrate on problems and ignore everyday success. Which is great for human survival. But it is also why the memories of all your most embarrassing mistakes and inglorious failures keep bouncing themselves so brightly into your consciousness, while the little victories and occasional successes seem rare and distant. <br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: We barely notice good news - Trussler & Soroka (2014) "<a href="http://hij.sagepub.com/content/19/3/360?etoc">Consumer Demand for Cynical and Negative</a> <a href="http://hij.sagepub.com/content/19/3/360?etoc">News Frames</a><a href="http://hij.sagepub.com/content/19/3/360?etoc">"</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> Mediatization and the Disproportionate Attention to Negative News & The case of airplane crashes - van der Meer &.al (2018) <a href="https://www.tandfonline.com/doi/full/10.1080/1461670X.2018.1423632">https://www.tandfonline.com/doi/full/10.1080/1461670X.2018.1423632</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>EXPERIMENT</b>: Go out and buy a national newspaper</span></i></blockquote>
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJzH8t7lIP_chJmU25VHD4D2qw9nwamP_z4FPPVY6bVdMRGZkyhI66eZ6y5OPn5vR-_aZsmqzy3UlN9gXsQIa21oSn2WYYI8-Ty0VPJr6x4CKNXjXhzMnyUZ0eUmVgprcMxh4LnhyV6KA/s1600/ToC+Update_html_m2d4eba3.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="763" data-original-width="925" height="263" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJzH8t7lIP_chJmU25VHD4D2qw9nwamP_z4FPPVY6bVdMRGZkyhI66eZ6y5OPn5vR-_aZsmqzy3UlN9gXsQIa21oSn2WYYI8-Ty0VPJr6x4CKNXjXhzMnyUZ0eUmVgprcMxh4LnhyV6KA/s320/ToC+Update_html_m2d4eba3.png" width="320" /></a></div>
<div style="text-align: center;">
<i>See what I mean?</i></div>
<br />
Troublesome, too, for management and administrations where both the everyday ordinariness of the excellent, and the true crap of 'we've always done it that way', can both get forgotten alongside the glow of the new thing. And often devastating for the organisation of society when huge resources are misdirected or wasted against trivial (new) problems while really bad (old, familiar) problems are ignored...
<i><b> </b></i><br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> Mental depression is associated with a lack of 'good' 'correct' matches, of awareness and an inability to make decisions - Leykin &.al (2010) "<a href="http://www.ncbi.nlm.nih.gov/pmc/articles/PMC3132433/">Decision-Making and Depressive Symptomatology</a><a href="http://www.ncbi.nlm.nih.gov/pmc/articles/PMC3132433/">"</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Indecisiveness is actually part of the criteria for diagnosing depression - "Diagnostic and statistical manual of mental disorders" (4th edition, Text Revision) Washington, DC, USA.</span></i></blockquote>
Consciousness-free Zombies, were they to exist, would mostly behave normally, but have great difficulty adapting to new situations.<br />
<h1>
<a href="https://www.blogger.com/null" name="UTOPIA">WHY THE CITY OF UTOPIA MUST FALL</a></h1>
The strange, sad, consequence of this neuronal mess is that all perfect systems - a perfect society, say - must fail.<br />
<br />
Utopia would always offer you exactly what you wanted, just what you expected. But the brain only creates awareness in the mind when something unexpected happens. When things happen regular and perfect, they don't create consciousness. So, just as you're completely unaware of the feeling of clothes against your skin until you move, of your bowels while they work fine, completely unaware of the complexity of words until I write something odde, you'd be completely unaware of all that every-single-day perfection in the city of Utopia. Absolute perfection every day, will pass by unnoticed.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "The lowest order of the potentates of mind - the negative or destructive philosophers; those who can perceive what is false, but not what is true..." J.S.Mill (1852) 'Essay on Bentham'</span></i></blockquote>
The only things which raise consciousness is strange things, which usually meanz faults. The nearer perfect a society becomes the more it carries the seed of its own destruction. Utopia's citizens will always be bored and dissatisfied, nit-picking and unhappy, and the real Utopia will always be over the hill to elsewhere. The search for Heaven is both necessary, and impossible.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: In the year 2000, with heating and lighting by electricity, credit cards, universal health care and (most wonderful of all) music chosen from a menu and delivered into your home by wires, everyone will, obviously, be perfectly content and blissfully happy – or so thought Edward Bellamy in his 1889 book <a href="http://www.gutenberg.org/files/624/624-h/624-h.htm">'Looking Backwards'</a>,</span></i></blockquote>
If we were already in paradise, we couldn't know it.<br />
<h1>
<a href="https://www.blogger.com/null" name="RITUAL">RITUALS</a></h1>
Humans expend extraordinary amounts of our time and hard-won resources on, seemingly pointless, rituals. Whether religious, corporate, social or personal, grand ceremonies or little acts, they are immensely important to humans. Why?<i> </i><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYAou3wQQdez7up7HZ9RLQ8qACsB7dCSWwcGCaul5a6FwrG737tBtccV4Q9fGoL3DpWMouKoZ8ZHyWaBIDeLKETT2spLmnNvgyqrxffp14LyHfuIaDxq-ktvFdDkJ9-h9BGAN0f-hOAPU/s1600/ToC+Update_html_43dcb1f2.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="436" data-original-width="620" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYAou3wQQdez7up7HZ9RLQ8qACsB7dCSWwcGCaul5a6FwrG737tBtccV4Q9fGoL3DpWMouKoZ8ZHyWaBIDeLKETT2spLmnNvgyqrxffp14LyHfuIaDxq-ktvFdDkJ9-h9BGAN0f-hOAPU/s320/ToC+Update_html_43dcb1f2.png" width="320" /></a></div>
<br />
<div style="text-align: center;">
<i>Some gangs claim to eschew ritual entirely (independent.ie)</i></div>
<br />
<br />
A ritual is a behaviour which follows a precisely defined formula. A ritual, by definition and of itself, matches precisely 'what is to be done'. It is like stepping into a warm bath of 'correct' and 'true' and 'good' which can often go some way towards compensating for non-matching bad things. Unless of course, it is done not-according-to-plan, in which case it is very, very bad and wrong.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Inducing stress leads to repetitive, ritualised movements. And invoking ritual movement reduces stress. Fascinating! - Martin Lang (2016) "<a href="http://www.cell.com/current-biology/abstract/S0960-9822(15)00652-1?_returnURL=http%3A%2F%2Flinkinghub.elsevier.com%2Fretrieve%2Fpii%2FS0960982215006521%3Fshowall%3Dtrue">Effects of Anxiety on Spontaneous Ritualized Behavior</a><a href="http://www.cell.com/current-biology/abstract/S0960-9822(15)00652-1?_returnURL=http%3A%2F%2Flinkinghub.elsevier.com%2Fretrieve%2Fpii%2FS0960982215006521%3Fshowall%3Dtrue">"</a></span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="TIME">TIME</a></h1>
ToC doesn't explain time. But it does offer an explanation of why time - observed by comparing the frequency of conscious events - seems to slow down when a huge bash of new inputs arrive creating new points of consciousness. This is the 'time seemed to slow down' effect regularly reported when we get a big input of new and surprising data, just before, say, the aircraft crashed. Or possibly why Joshua thought the sun had stopped moving in the sky during the battle of Gibeon.<br />
<blockquote class="tr_bq">
<span style="font-size: x-small;"><i><b>REF</b>: Joshua 10:12–14 "And the sun stood still, and the moon stopped, until the nation took vengeance on their enemies." Well, mine's as good an explanation as any.</i></span></blockquote>
<blockquote class="tr_bq">
<span style="font-size: x-small;"><i><b>REF:</b> Sun-stopping during battles also occurs in the Mahabharata during the fight between Arjuna and Jaydratha</i></span></blockquote>
And ToC offers to explain the 'autumn time perception' effect where a person who has had a long life of often-repeated experiences will find that each one no longer generates consciousness so that incidents of awareness become rare and the days seem to pass quickly...<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> Time seems to speed up as one ages, and it affects how people find meaning in life and plan their future - Landau &.al (2016) '<a href="http://www.tandfonline.com/doi/full/10.1080/15298868.2017.1308878?src=recsys&">Why life speeds up: Chunking and the passage of autobiographical time</a>'</span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="CURMUDGEON">THE CURMUDGEON PARADOX</a></h1>
And while we're on the subject.. why do you get, commonly, the old and dull espousing the bizarrely illogical 'Curmudgeon Paradox' of<br />
<br />
1. Everything is dreadful and we demand that everything be improved<br />
2. But we absolutely refuse to allow anything to be altered<br />
<br />
The chap here is distressed because the world around him has changed so it doesn't match what he is accustomed to any more, so therefore it is bad. But changing things to make them better would involve new things, which would be bad too!<br />
The Curmudgeon may claim that they want to 'get back' to some imagined glorious past against which they are comparing the current horrors. A little questioning tends to reveal that this 'past' was when they were aged about ten, when people gave them sweets and before they had to work for a living.<br />
<h1>
<a href="https://www.blogger.com/null" name="ENEMIES">ENEMIES</a></h1>
The necessity of thinking in matched or non-matched pairs means that 'us' and 'our gang' must necessarily have a 'not-us', 'not our gang' - in other words, an enemy. It equally follows that, once shown an Enemy, then 'We' must realise that we're necessarily by contrast, better.<br />
If you want to control people, to get them to laud you, then give them an enemy.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "The anti-semitism of today.. is no object in itself. It is nothing but a wrench to unscrew, bit by bit, the whole machinery of our civilization. Or, to use an up-to-date simile, Anti-Semitism is like a hand grenade tossed over the wall to work havoc and confusion in the camp of democracy. That is its real and main purpose." - Nobel Prize winning author Thomas Mann (1930) 'Address to the Germans: An Appeal to Reason' (Radio talk)</span></i><br />
<i><span style="font-size: x-small;"><b>QUOTE</b>: "..the people can always be brought to the bidding of the leaders. That is easy. All you have to do is tell them they are being attacked, and denounce the pacifists for lack of patriotism, and exposing the country to greater danger." - Herman Goering to USA psychologist Gustave Gilbert, in interview in Nuremberg jail.(1946)</span></i><br />
<i><span style="font-size: x-small;"><b>QUOTE</b>: "It is always possible to bind together a considerable number of people in love, so long as there are other people left over to receive the manifestations of their aggressiveness. I once discussed the phenomenon that it is precisely communities with adjoining territories, and related to each other in other ways as well, who are engaged in constant feuds and in ridiculing each other—like the Spaniards and Portuguese, for instance, the North Germans and South Germans, the English and Scotch,and so on. I gave this phenomenon the name of 'the narcissism of minor differences', a name which does not do much to explain it." - Sigmund Freud (1930) 'Civilization And Its Discontents'</span></i></blockquote>
Show them how their gang - long-suffering, noble and radiant with virtue - does not match some dangerous enemy. Choose an enemy they don't know, so you can decide what non-matches to offer. And it mustn't be anyone who might 'come round' to your side, because then followers might waste their time proselytising, or even meet the enemy and see humane matches of themselves there. Then you'd have no enemy, and you'd be screwed. So foreigners and homosexuals are a popular choice, or vague out-groups, or distant barely-understood organisations, or even invented chimera - devils, ghosts or witches. Imaginary enemies work better.<br />
<br />
Vague accusations against undefined enemies work best, as your 'marks' will find a matches to their own pre-existing enemy. And I think we all know which filthy liars and cheats we're up against here, don't we?<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: By promoting an 'enemy' it took teacher Ron Jones just 4 days to create a fascist mass-movement - Ron Jones (1976) "<a href="http://www.thewavehome.com/1976_The-Third-Wave_story.htm">The Third Wave</a><a href="http://www.thewavehome.com/1976_The-Third-Wave_story.htm">"</a></span></i><br />
<i><span style="font-size: x-small;"><b>REF:</b> There was one man who was entirely clear about the need to fabricate a supposed opponent "so that the mass of followers ... may see only one common enemy" - Hitler (1929) "<a href="http://gutenberg.net.au/ebooks02/0200601.txt">Mein Kampf</a><a href="http://gutenberg.net.au/ebooks02/0200601.txt">"</a></span></i><br />
<i><span style="font-size: x-small;"><b>REF</b>: The story about Oswald Mosely trying to raise funds for his Fascist party, explaining that he was going to pick the Jews as the random enemy needed to generate the hate necessary to hold his followers... from Lord Rothschild</span></i></blockquote>
The politician who famously said that you can't build a politic just out of opposition was quite wrong. In fact, it is opposition which creates political force and many an 'Enmity Priest' has risen to power solely by promoting hate of the secret enemy - the enemy which their people barely know, but from whom the Priest promises salvation. It is tragically, pitifully simple to create hate, any fool can do it. And it requires a fool to do it. A fool who can lie.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "The problem with hatred however is that, once used casually as an instrument in political discourse it can prove very effective in reproducing itself. And then it has the propensity to spiral out of control." Frans Timmermans discussing Boris Johnson and the Brexit campaign, 2016</span></i></blockquote>
<br />
Lying means saying things which don't match, so it is naturally
repugnant to humanity, and liars are hated. Fortunately it is fairly
rare for someone to rise up with sufficient resistance to the natural
self-loathing of dishonesty to do much damage. But, unfortunately, such
people do arise from time-to-time, and once a liar starts lying this
provides something to be matched against, which makes other lies easier
and rise of other Enmity Priests more likely.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Hate is easily built, while care is readily overlooked. Disturbingly demonstrated in that many a human will rather see their enemies fail than they and their friends prosper - Jonathan Metzl (2019) '<a href="https://www.dyingofwhiteness.com/">Dying of</a> <a href="https://www.dyingofwhiteness.com/">Whiteness'</a></span></i><br />
<i><span style="font-size: x-small;"><b>REF</b>: How news-entertainment entities place events in a false 'problem frame', and handy data on how it is those people who <b>don't</b> know the object of fear who fear it most - David Altheide (1977) '<a href="http://sci-hub.tw/https://www.tandfonline.com/doi/abs/10.1111/j.1533-8525.1997.tb00758.x">The News Media,</a> <a href="http://sci-hub.tw/https://www.tandfonline.com/doi/abs/10.1111/j.1533-8525.1997.tb00758.x">The Problem Frame, And The Production Of Fear</a>'</span></i></blockquote>
Fear is fear of the unknown, and the solution is to stop it being unknown, which is why it is necessary for the would-be controller-of-men to ensure that the enemy remains unknown, if necessary even removing the enemy people from sight, lest contact with them would cause compassion and fellow-feeling . There is good evidence that even a brief encounter with the supposed enemy changes opinions forever.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Results from forcing people together are mixed if they don't like mixing. However... when people of different castes get randomly thrown together as neighbours in a housing project, they largely stop hating each other - Shreya Bhattacharya (2019) <a href="https://bhattashreya.github.io/MyWebsite/ShreyaB_Job%20Market%20Paper.pdf" target="_blank">'Intergroup Contact and its Effects on Discriminatory Attitudes: Evidence from India'</a></span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="GANGS">GANG-GROUP VIOLENCE</a></h1>
Bombings, massacres and random killing of those who have nothing more than a vague connection with the not-us group, seems not only evil, but risible and counter-productive. A form or murder - say of those indulging in sexual activity not approved by the group - is considered foul in one society, but noble in another.<br />
Why do people do these things? Are they intrinsically evil, or morally corrupt or just don't understand?<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: People mostly commit violence because they genuinely feel that it is the morally right thing to do - Tage Shakti Rai, Alan Page Fiske (2014) '<a href="https://www.amazon.co.uk/Virtuous-Violence-Hurting-Killing-Relationships/dp/1107458919">Virtuous Violence</a>'</span></i></blockquote>
There is no puzzle. ToC demonstrates that there are only two states, and if 'We' are All-Good, then 'The Enemy', and anyone even vaguely connected with them, is completely, absolutely and utterly bad and wrong and evil in every respect, entirely and without limit.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "The oldest and strongest emotion of mankind is fear, and the oldest and strongest kind of fear is fear of the unknown." H. P. Lovecraft</span></i></blockquote>
<br />
There is no need to look for a reason above what the IRA or the Shining Path Warriors do - the not-us-people must die because they are not-us. That is all.<br />
<h1>
<a href="https://www.blogger.com/null" name="INVENTION">INNOVATION AND ORIGINALITY</a></h1>
If, as ToC, suggests, humans just process 'match' and 'non-match', how is it that they can sometimes come up with completely new and ingenious ideas?<br />
<br />
It is not necessary to postulate some 'random element' or some innate principle of genius, or invoke Quantum wotnots. Humans discover new ideas by comparing things coming in to their (each unique) system with known problems and then finding matches. The results often seem surprising and unique because each person's fund of comparable experiences is different and unique.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "The discoveries of science, the works of art are explorations — more, are explosions, of a hidden likeness. The discoverer or the artist presents in them two aspects of nature and fuses them into one. This is the act of creation, in which an original thought is born, and it is the same act in original science and original art." - Jacob Bronowski (1956) Science and Human Values (p19)</span></i></blockquote>
I'm not sure it is true that James Watt was inspired to invent the pressure operated steam engine having seen a condensing engine at work and comparing it to the action of steam on the lid of a kettle, but you get the principle.<br />
<br />
Thus it is necessary to have a diversity of ideas presented in order to do the process of comparison which leads to innovation. The more different people you can get together, the better your chances of coming up with solutions to problems. The lone would-be inventor in a shed produces nothing.<br />
<br />
There is a further feature to this; groups of people must necessarily compare their performance with each other. Sameness, as always, = comfort, but diversity throws up new consciousnesses and diverse groups very clearly perform better<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: "Diversity in a group creates awkwardness ... homogenous groups feel more confident ... it is the diverse groups that are more successful" - Phillips, Neale, Liljenquist (2016) 'Better Decisions Through Diversity' <a href="http://insight.kellogg.northwestern.edu/article/better_decisions_through_diversity">http://insight.kellogg.northwestern.edu/article/better_decisions_through_diversity</a></span></i><br />
<i><span style="font-size: x-small;"><b>REF</b>: Racially diverse groups do better legal decision-making - Samuel Sommers (2006) '<a href="https://www.apa.org/pubs/journals/releases/psp-904597.pdf">On Racial Diversity</a> <a href="https://www.apa.org/pubs/journals/releases/psp-904597.pdf">and Group Decision Making</a>'</span></i><br />
<i><span style="font-size: x-small;"><b>REF</b>: Tim Harford (2016) 'Messy: How to Be Creative and Resilient in a Tidy-Minded World'</span></i><br />
<i><span style="font-size: x-small;"><b>QUOTE</b>: "Those who do not want to imitate anything, produce nothing" Salvador Dalí (1904) 'Autobiography'</span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="UNBELIEVABLE">BELIEF IN THE UNBELIEVABLE</a></h1>
How do you get people to believe in things which just don't seem to match anything at all? Some beliefs might not be 'right' because they match the natural world, but are right by matching, say, Holy Writ. Yet, clearly, some people profess strong belief in all sorts of weird things which don't look as if they match anything at all, most notably in the field of politics.<br />
<br />
There is a famous technique for getting people to accept strange political beliefs - you just repeat them over, and over, and over, and over again.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF:</b> Like a placebo, it seems to work even if you know about it "statements that are judged to be repeated are rated as truer than statements judged to be new, regardless of the actual status of the statement" - Frederick T. Bacon (1979) Credibility of Repeated Statements: Memory for Trivia</span></i><br />
<i><span style="font-size: x-small;"><b>REF:</b> "repeated statements are easier to process, and subsequently perceived to be more truthful, than new statements... illusory truth effects occurred even when participants knew better" - Fazio, Brashier, Payne, Marsh (2015) <a href="https://psycnet.apa.org/record/2015-38275-001">Knowledge does not protect</a> <a href="https://psycnet.apa.org/record/2015-38275-001">against illusory truth</a><a href="https://psycnet.apa.org/record/2015-38275-001">.</a></span></i></blockquote>
What happens is - hear it once, you compare it to stuff you know, it doesn't match, so it's wrong. Hear it a second time, and now it does match something you heard before - you may still go down the aggregated route and decide it doesn't match. But, the third time, it now matches TWO things you know from before. So.... you get the idea. By this means the super-lie becomes ordinary. As always, that which matches is true.<br />
<h1>
<a href="https://www.blogger.com/null" name="ART">ART</a></h1>
So far I've sort-of presented the whole comparison-match business as if it consisted of isolated 'inputs' being processed one-at-a-time. Which it isn't. Even just touching something with your fingertip may fire up a dozen sensory neurones or more. And that sort of thing, in turn, because neurones are very distinctly either 'on' or 'off', can initiate a massive cascade of neuronal activity. Observing things, experiencing stuff and whatnot, of course, consists of a myriads of comparisons being made more-or-less simultaneously. There has to be a certain aggregation.<br />
<blockquote class="tr_bq">
<span style="font-size: x-small;"><i><b>QUOTE</b>: "It’s scarcely possible for the artist to write a word (or render an image or make a gesture) that doesn’t remind him of something already achieved." Susan Sontag (1967) 'Aesthetics of Silence '</i></span></blockquote>
Wonderfulness arises when a thing gives rise to enough familiar matches to be 'correct' but enough new bits to enter consciousness and so be 'interesting'. Which is why fascinating things have to have an element of the new. And why there's no perfect art.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "All things excellent are as difficult as they are rare." last line of the Ethics by Benedict De Spinoza. Well, it seems that way, of course, because it is the difficult and rare which create consciousness, but the things truly excellent are so commonplace that we've long since stopped noticing them.</span></i></blockquote>
The ToC would suggest that the most delightful form of a class of thing will be the one with the most matches to other elements of itself and to other things. Which means that the most beautiful form of a class will not be, as you might have supposed, the most outstandingly unusual version but actually be characterised by averageness and symmetry. But with just enough oddness to give rise to consciousness and so make it significant.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: An averaged facial phenotype of the familiar group is always judged the most beautiful - Galton (1878) "<a href="http://www.galton.org/essays/1870-1879/galton-1879-jaigi-composite-portraits.pdf">Composite Portraits</a><a href="http://www.galton.org/essays/1870-1879/galton-1879-jaigi-composite-portraits.pdf">"</a> – nicely confirmed a centuty later - Langlois &.al; Roggman (1990) "<a href="http://pss.sagepub.com/content/1/2/115.abstract">Attractive</a> <a href="http://pss.sagepub.com/content/1/2/115.abstract">Faces Are Only Average</a><a href="http://pss.sagepub.com/content/1/2/115.abstract">"</a></span></i></blockquote>
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: Actually it's the average of the judged best, ie. average but-a-tiny-bit-odd which is always judged the most beautiful - Perrett &.al (1994) "<a href="http://faceresearch.org/students/papers/Perrett_1994.pdf">Facial shape and judgments of female attractiveness</a><a href="http://faceresearch.org/students/papers/Perrett_1994.pdf">"</a></span></i></blockquote>
Think of what poets do - mix ordinary writing up with odd weird stuff. Theme and variation in music.<br />
The ToC shows that the long-held assumption that Truth and Beauty, if not quite the same things, do have the same mental origin, is correct.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: 'Beauty is truth, truth beauty, - that is all. Ye know on earth, and all ye need to know.' Keats (1819) '<a href="http://www.bartleby.com/101/625.html">Ode on a Grecian Urn</a>'</span></i><br />
<i><span style="font-size: x-small;"><b>REF</b>: Stewart (2007) "<a href="http://www.amazon.com/exec/obidos/ASIN/046508236X/scientificameric/">Why Beauty is Truth: a History of Symmetry</a><a href="http://www.amazon.com/exec/obidos/ASIN/046508236X/scientificameric/">"</a></span></i></blockquote>
<h1>
<a href="https://www.blogger.com/null" name="CONTENTMENT">CONTENTMENT</a></h1>
Pure happiness is impossible because without some little confusion or error, it is invisible. You could, perhaps, get happiness by just squirting in the appropriate neurochemical precursor, but that famously doesn't work, does it? The infusion creates happiness while it is new and surprising, but, once familiarity kicks in, it leaves everything worse.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>REF</b>: "..now came a tremendous change, which, unfolding itself slowly like a scroll through many months, promised an abiding torment" - Thomas de Quincey (1821) '<a href="http://thehundredbooks.com/De_Quincy__Opium_Eater.htm">Confessions of an English Opium-Eater</a>'</span></i></blockquote>
Contentment comes in situations where almost everything nicely matches expectations. There needs to be a little non-matching for the system to rise to consciousness. And when contentment can't be found, we can create artificial contentment through the comforting correctness of familiarity, ritual and normality.<br />
<blockquote class="tr_bq">
<i><span style="font-size: x-small;"><b>QUOTE</b>: "Those only are happy (I thought) who have their minds fixed on some object other than their own happiness; on the happiness of others, on the improvement of mankind, even on some art or pursuit, followed not as a means, but as itself an ideal end. Aiming thus at something else, they find happiness by the way." John Stuart Mill (1873) Autobiography</span></i></blockquote>
<h1>
IS ToC WRONG?</h1>
Perhaps all I've done with ToC is just divide-down everything to the simplest form of binary reasoning, and that it is 'just obvious' that all reasoning will end there?<br />
<br />
If a thing seems 'obvious' that's saying "it's because of how our brains make our minds think". The world out there is very definitively not one-one. It is actually full of gradients and wobbly bits and sets of three and strange series and there is absolutely no intrinsic reason why on-off or one-one should be simpler to understand than a gradation.<br />
<br />
Of course the '+' and '-' of electrical charge, which is the basis of this whole thesis, is actually a plain dichotomy? Well, no, not even that. While it is naturally true that differences in charge reach a point where things 'flip' from one state to another, the actual charges are graduations of electronegativity and it is the comparative difference in charge which does the job.<br />
<h1>
USEFUL AND DANGEROUS</h1>
Given time, I think ToC could usefully explain..<br />
<br />
The power of the shared lie and why people will defend a lie more fiercely than they'll promote a truth. Why people direct fear onto risky ventures and onto hate. How comedy works. The search for truth. Envy. Bistable images. The allure of symmetry. Why we dislike paradoxes. Risk-taking and risk aversion. Deference. Hats. 'Reflex-Loop' reasoning. Wonder and Glory. The nonsense bunny-hop. Wabi-Sabi and the Persian Flaw. The source of Free-Will - free as a bird. The terror of being proved wrong. Wonderfulness. Multiple consciousness and the double-entry bookkeeping account of mind. Cognitive Dissonance. Most of the puzzles of behavioural economics - sunk-cost, loss aversion, the endowment effect. The ragged jumble of language. Methods of adjudicating knowledge claims. Why we insult people by analogy. Memory as a route, not an image. The dogmas of empiricism. A new, more compassionate, and much more effective approach to dealing with criminality. The limits of our knowledge.<br />
<br />
...but it seems to be particularly helpful in explaining why it is we sometimes can't explain things, and why we're terribly bothered about trying to explain things which don't really matter.<br />
<br />
There is also a danger. If ToC is really that simple and useful in explaining humans, it could be a powerful tool to control them.<br />
<br />
Which might not necessarily be a good thing.<br />
<br />
END<br />
<br />
<br />
1Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com12tag:blogger.com,1999:blog-6147438245095798314.post-17485234521163465392014-12-20T21:02:00.001+00:002014-12-20T21:02:20.738+00:00My Movies...<b>BIG FISH</b><br />
Like Mr Toad said, the best stories aren't the true ones. They're the 'what-would-have-happened-if-I'd-thought-of-it-then-instead-of-ten-minutes-later' stories, because they are the ones which are truly our own. A movie about truth and falsehood, and why we prefer false.<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/-d-kjzBmz6I?feature=player_embedded' frameborder='0'></iframe><b> </b></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<b>THE NEVERENDING STORY</b></div>
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Truth, it seems, is my thing. Michael Ende's strange tale brought to life in the German-American movie about how stories get into our minds and make their own truths there ...</div>
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<b>CIDER HOUSE RULES</b></div>
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Rachel Portman's magical music and Mr Caine's quirk bring to life this tale of medical ethics, telling how there are different truth-rules for different places</div>
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Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com0tag:blogger.com,1999:blog-6147438245095798314.post-42755636069687287462014-09-24T13:54:00.001+01:002017-05-24T20:28:25.340+01:00Prayers for Everyone'Prayer' originally just meant an entreaty, an earnest request or an appeal. It doesn't need to have any God or gods in it, but it ought to be sincere, and heartfelt. Like these;<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://upload.wikimedia.org/wikipedia/commons/thumb/b/b7/Sunrise_on_the_Dalton_in_Alaska.jpg/800px-Sunrise_on_the_Dalton_in_Alaska.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="https://upload.wikimedia.org/wikipedia/commons/thumb/b/b7/Sunrise_on_the_Dalton_in_Alaska.jpg/800px-Sunrise_on_the_Dalton_in_Alaska.jpg" width="400" /></a></div>
<br />
<br />
<b><span style="font-size: large;">GRACE AT MEALS</span> </b><br />
<b>The Scottish Grace</b> is known in several versions, some from long before Robbie Burns famously used it at a gathering in Selkirk. This version could suit all people;<br />
<blockquote class="tr_bq">
Some hae meat and canna eat,<br />
And some wad eat that want it,<br />
But we hae meat and we can eat,<br />
Sae fae awthings be thankit. </blockquote>
<b>The old grace </b><br />
<blockquote class="tr_bq">
For that which we are about to receive,<br />
May we be truly thankful </blockquote>
<b>"An Atheist Benediction" by Adam Lee</b><br />
<blockquote class="tr_bq">
As
we come together to share this meal, let us first remember how it came
to us and be thankful to the people who made it possible.<br />
This food was born from the bounty of the Earth, in warm sunlight, rich earth and cool rain.<br />
May it nourish us, in body and mind, and provide us with the things that are good for living.<br />
We are grateful to those who cultivated it, those who harvested it, those who brought it to us and those who prepared it.<br />
May its consumption bring about the pleasures of friendship, love and good company.<br />
And
as we partake of this food in each other’s company, as what was once
separate from all of us becomes part of each of us, may we also remember
what we have in common and what brings us all together.<br />
May this
sharing of food foster peace and understanding among us, may it bring us
to the recognition that we depend on each other for all the good we can
ever hope to receive, and that all the good we can hope to accomplish
rests in helping others in turn.<br />
May it remind us that as we reach out to others to brighten their lives, so are our lives brightened in turn.</blockquote>
<br />
<span style="font-size: large;"><b>FOR PEACE</b></span><br />
<b>By Ajahn Chah</b><br />
<blockquote class="tr_bq">
"Do everything with a mind that lets go. Don’t accept praise or gain or anything else. If you let go a little you a will have a little peace; if you let go a lot you will have a lot of peace; if you let go completely you will have complete peace."</blockquote>
<b>'For Luna' by Julia Butterfly Hill</b><br />
<blockquote class="tr_bq">
May we love ever more.<br />
May we motivate ourselves to committed love in Action.<br />
May we motivate ourselves to live the life we wish to see in the world.<br />
May we be the transformation we wish to see in the world.<br />
From the inside out . . .<br />
From the roots branching upwards . . .<br />
From the heart<br />
to thought<br />
to word<br />
to action.<br />
Through life's trials and hardships<br />
we can arise beautiful and free.</blockquote>
<b>The Serenity Prayer of Karl Reinhold Niebuhr </b><br />
<blockquote class="tr_bq">
Grant me the serenity<br />
to accept the things I cannot change,<br />
the courage to change the things I can,<br />
and the wisdom to know the difference. </blockquote>
<b>From the Book of Ecclesiastes (3:1)</b><br />
<blockquote class="tr_bq">
To everything there is a season,<br />
a time for every purpose under the sun.<br />
A time to be born and a time to die;<br />
a time to plant and a time to pluck up that which is planted;<br />
a time to kill and a time to heal ...<br />
a time to weep and a time to laugh;<br />
a time to mourn and a time to dance ...<br />
a time to embrace and a time to refrain from embracing;<br />
a time to lose and a time to seek;<br />
a time to rend and a time to sew;<br />
a time to keep silent and a time to speak;<br />
a time to love and a time to hate;<br />
a time for war and a time for peace.</blockquote>
<b>By Matthew of Rievaulx (c1150)</b><br />
<blockquote class="tr_bq">
The winter will lose its cold,<br />
as the snow will be without whiteness,<br />
The night without darkness,<br />
the heavens without stars,<br />
the day without light,<br />
The flower will lose its beauty,<br />
all fountains their water,<br />
the sea its fish,<br />
the tree its birds,<br />
the forest its beasts,<br />
the earth its harvest -<br />
All these things will pass before<br />
anyone breaks the bonds of our love,<br />
And before I cease caring for you in my heart.<br />
May your days be happy in number as flakes of snow,<br />
May your nights be peaceful,<br />
and may you be without troubles.</blockquote>
<b>By the 'Old Teacher', Lao-Tze (5thCent BCE)</b><br />
<blockquote class="tr_bq">
If there is to be peace in the world, There must be peace in the nations.<br />
If there is to be peace in the nations, There must be peace in the cities.<br />
If there is to be peace in the cities, There must be peace between neighbors.<br />
If there is to be peace between neighbors, There must be peace in the home.<br />
If there is to be peace in the home, There must be peace in the heart.</blockquote>
<br />
<b>By Mahatma Gandhi</b><br />
<blockquote class="tr_bq">
When I despair, I remember that all through history the ways of truth and love have always won. There have been tyrants, and murderers, and for a time they can seem invincible, but in the end they always fall. Think of it - always </blockquote>
<b>From Jennifer Beahan:</b><br />
<blockquote class="tr_bq">
We give thanks to Nature for all it has provided us.<br />
For Family and Friends who walk with us throughout the years.<br />
We give thanks for those who have touched our hearts and made us smile.<br />
We give thanks to those who have alleviated suffering,<br />
Who have championed a cause,<br />
For those who have resisted unjust laws,<br />
Who have fought against oppression and injustice, and have fought for the freedoms we enjoy.<br />
We give thanks for those who have sacrificed their lives to make our world a better place to be.<br />
We give thanks for those who have advanced our understanding of medicine and science.<br />
Who have helped explain the workings of the Universe.<br />
We give thanks to those who have applied paint to canvas in a way that stirs feelings deep within us, <br />
Who have composed songs which make our spirits soar,<br />
To all the people – past, present and future – who strive to better our world and make life worth living, to these people, we give our highest praise and our endless thanks.”</blockquote>
<span style="font-size: small;"><b>From</b><i><b> The Conference of the Birds</b></i> by Attar of Nishapur</span><br />
<blockquote class="tr_bq">
<span style="font-size: small;">
All that you have uttered,</span><br /><span style="font-size: small;">
all that you have heard,</span><br /><span style="font-size: small;">
all that you knew,</span><br /><span style="font-size: small;">
and all that you have seen,</span><br /><span style="font-size: small;">
all of it from the very start</span><br /><span style="font-size: small;">
is just the beginning of the fairy tale.
</span></blockquote>
<blockquote class="tr_bq">
<span style="font-size: small;">
Disappear. This ruin is not your abode.</span><br /><span style="font-size: small;">
What matters is the essence of truth . . .</span><br /><span style="font-size: small;">
When the True Sun shines eternal,</span><br /><span style="font-size: small;">
does it matter if here is an atom</span><br /><span style="font-size: small;">
or here, its shadow?
</span></blockquote>
<span style="font-size: small;">
</span>Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com0tag:blogger.com,1999:blog-6147438245095798314.post-56143487279793582812013-02-24T16:23:00.002+00:002016-05-12T10:07:54.294+01:00The Little History of the Mind-Brain<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb0UN1QOZVCGozYbBwBmDVjn0atG4j2CaYaP-GmmgXwHh3pdX4H6HfySqUKLyUBCYo_LsyhcAcSfT0B15dic85SiGSbAjyvq-nkLL3VvLKezhwXkGS2qWJept6yCDvGcSklDjSu9gPuKA/s1600/glynsbrain.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb0UN1QOZVCGozYbBwBmDVjn0atG4j2CaYaP-GmmgXwHh3pdX4H6HfySqUKLyUBCYo_LsyhcAcSfT0B15dic85SiGSbAjyvq-nkLL3VvLKezhwXkGS2qWJept6yCDvGcSklDjSu9gPuKA/s320/glynsbrain.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">My Brain, courtesy of the <a href="http://www.wbic.cam.ac.uk/" target="_blank">Wolfson Brain Imaging Centre</a>. Thank you.</td></tr>
</tbody></table>
<h3>
The Little History of the Mind-Brain</h3>
<i>...in four thousand words, read it in about half-an-hour</i><br />
<br />
I'm of the opinion that all that thinking and perceiving and decision-making, all that stuff which we call the 'mind', is something which is caused by the brain. I'm also of the opinion that if we could better understand how it works, then we'd be better able to solve a lot of the confusions, fears and dead-ends we humans are prone to. So here we go, the history of the mind and brain, squashed up as best I can...<br />
<br />
That the brain causes the mind is so obvious these days that it hardly seems to need any explanation, let alone proof or defence. After all, don't we say 'use your head' when we mean 'do some thinking', or talk about an ingenious person as having 'a good head', or being 'brainy, and a daft one as 'soft in the head' ? But, even now, there are still large communities who will vigorously deny that the mind comes from the brain.<br />
The essential feature of religion, the one thing which marks it out from other types of thinking, is its assertion that the mind does not arise from a solidly physical cause, but is, at least in part, a mystical material which can commune with the Almighty Power. Not all religions have a God, but every religion holds that some, or all, of the thinking and feeling we do and the personality we have proceeds from a spirit substance and not from the body to which it is only temporarily attached.<br />
Though if the brain is just a sort of telegraph station between body and Soul, that doesn't explain why we big thinkers have such big brains, the brain of a vole would do fine.<br />
But I don't think the religious view will do. The constant correlation between brain events and thought events means there isn't really any doubt that it is the solid, physical brain that causes the mind. So we must look at the brain to find the underlying basic system of the mind. But it is rather complicated - this bit-does that and that bit does, what?<br />
<br />
<h3>
The Ancient Egyptians</h3>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivCE638yhq7F01Ah67xhoHllW99GTmmeLmcbr8JTrtiTdxRq7brxDk2NB5YoEeghVVgszjYsNmOdpMTGA4ykh7bVPOOADj5zLxiisVGdUxEKaaG5ziRm-clBXsAMDhJVKebB6thP_tNdM/s1600/Brain1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivCE638yhq7F01Ah67xhoHllW99GTmmeLmcbr8JTrtiTdxRq7brxDk2NB5YoEeghVVgszjYsNmOdpMTGA4ykh7bVPOOADj5zLxiisVGdUxEKaaG5ziRm-clBXsAMDhJVKebB6thP_tNdM/s320/Brain1.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">An ancient Egyptian's brain.</td></tr>
</tbody></table>
Actual evidence that it is the the brain which does thinking things goes back a long way. Something like three-and-a-half thousand years ago, around 1700BC, the Egyptian medical textbook now known as the '<a href="http://www.nlm.nih.gov/news/turn_page_egyptian.html" target="_blank">Edwin Smith Papyrus</a>' gives several examples of how injuries to the brain can alter intellectual abilities, for instance "If you treat a man for a fracture in his temple … you may call him, but he is dazed and does not speak to you". It says that he may cry tears and move his hands, but that, "this is an ailment for which nothing can be done", and, as if to prove to us that ancient scrolls are not necessarily unpolluted founts of wisdom, it goes on to suggest that you might relieve his symptoms by pouring milk in his ears.<br />
<br />
<h3>
The Greeks, the Psyche and the Pneuma</h3>
A thousand years later and the Greeks seem to have generally come to the idea that life and the stuff that goes with it, like thinking and feeling and reasoning, was caused by a 'life force' or 'psyche', from where we get our word 'psychology'. Sometimes 'psyche' gets translated as 'soul', which is very confusing, because its isn't like the modern idea of 'soul' at all. This was carried around by a fluid, known as the 'breath of life', or 'pneuma', though they weren't quite clear about which bits of the body did what with this supposed 'Vital Fluid'.<br />
<br />
<h3>
Pythagoras and Hippocrates</h3>
To Pythagoras, the mystical geometer, around 500BC, the heart expressed passion, while the brain did reasoning and intelligence. Interestingly, we know that when a comedian of the time, Cratinus, wanted to made fun of Pythagoras and his followers he described them as "Brain-bung'd".<br />
The famous Greek physician Hippocrates, around 400BC, had no doubts: "Man ought to know that from the brain and the brain only arise our pleasures, joys, laughter and jests as well as our sorrows, pains, grief and tears ... It is the same thing that makes us mad or delirious, inspires us with dread and fear."<br />
About the same time Plato of Athens seems to have thought that the brain, heart, liver and bowels all had their share in regulating the Vital Fluid, only the head "having more wisdom and sensation than the rest of the body"i. His pupil, Aristotle, taught that the brain was "one of the organs of sense" and one of "the main governing powers of life". But he was certain, perhaps from reports of head injuries where a person's brain had been exposed, that the brain wasn't the source of sensations "as it is itself utterly without feeling". Instead, Aristotle seems to have thought that the brain received and processed the Vital Fluid, keeping it at the right temperature, to stop us becoming 'hot-headed'. He also wrote a <a href="http://sqapo.com/CompleteText-AristotleontheSoul.htm" target="_blank">treatise on the nature of the psyche</a>, though it's terribly rambling.<br />
<br />
<h3>
The discovery of different brain bits</h3>
A hundred year or so later and the school of Herophilos and Erasistratus, at Alexandria in the Greek bit of Egypt, actually dissected humans - some say while they were still alive - and noticed individual nerve fibres going to the brain, which they described as 'cords', 'ne͂v̱ron' in Greek, from where we get the word 'neuron'. They assumed, of course, that the neurons were tubes carrying the Vital Fluid to open pores - ventricles - in the brain. There's also a fascinating story about Erasistratus' wife, but there's no time for that here.<br />
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Most importantly, the Alexandrian Anatomists seem to have been the first to note that the brain isn't just one uniform organ. They made the distinction between the outer part of the brain, the pinkish wrinkly stuff - the 'Cerebrum' - and the separate smaller Little Brain or 'Cerebellum' at the back, and they saw that the inside of the brain, what is now vaguely called the Limbic System, is a collection of quite different and oddly-shaped objects all slotted together.<br />
They saw that the whole neuronal system is connected, and hinted at a difference between the 'Voluntary' system of the limbs and the 'Involuntary' or 'Autonomic' system controlling everyday necessities like breathing and heart rate.<br />
Four hundred years later the Alexandrian medical school still flourished, one of its pupils being Claudius Galen of Pergamon, who graduated to became the surgeon to a school of gladiators, and in 161AD moved to Rome to seek fame and fortune.<br />
<br />
<h3>
Galen tries hard</h3>
Galen didn't dissect humans, but tried to learn about them by cutting up their close relatives, apes and pigs. There he discovered that nerves run from the brain to the muscles and made the distinction we still use between the 'central' nervous system, inside the bones of the skull and backbone, and the 'peripheral system' in the limbs and and muscles. He went along with the idea that open spaces - ventricles - in the brain were where the Vital Fluid collected, and suggested that it was distributed through the 'Miraculous Net', (Rete Mirabile) a complex of tiny tubes under the brain. Unfortunately, that's the problem with experimenting on animals, the Rete Mirabile, we now know, is to do with regulating the temperature of blood - dogs have one in their necks and sea-birds have them in their legs, but humans don't have one at all. Galen's books were still being used in the Middle Ages.<br />
<br />
<h3>
The birth of 'Soul'</h3>
The ancients do seem to have thought that the Vital Spirit, the Psyche, was a physical thing, even if they weren't sure quite what. So where does the idea of a spirituous non-physical 'soul' come from? There's absolutely no mention of it, or of anything like it, anywhere in the Jewish or Christian Bible. It seems to be Tertullian, a Roman African, the 'Founder of Christian Theology', who came up with the idea. He said that "the soul is itself the spirit as day is the light", that it was "sprung from the breath of God, immortal, possessing body, having form, simple in its substance", it resided in the heart, was what controlled intellect and opinion and was the seat of divination and prophecy. Because the soul was immortal, it could be loosed from the body at death, with its self-knowledge intact, to be tortured in Hell if it so deserved. This grew into Church dogma, was taken up by the emerging Islam and seems to have seeped into other religions too.<br />
<br />
<h3>
Which bit does what?</h3>
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<tr><td class="tr-caption" style="text-align: center;">The Extraction of the Stone of Madness.<br />
Hieronymus Bosch c1494</td></tr>
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Four hundred years into the Christian Era and Saint Nemesius of Emesa (that’s Homs in Syria), possibly on the basis of information from people with brain injuries, began what we might call 'brain mapping'; "The organ of memory is the hinder part of the brain and the Vital Fluid there contained … the senses have their sources and roots in the front ventricles of the brain, that those of the faculty of intellect are in the middle part of the brain."<br />
Then there was Cenn Fáelad MacAilella, a 7th Century Irish scholar who is said to have suffered a head injury and, when he recovered, found he had a prodigious ability to recall information, the sort of thing which is now called 'eidetic memory', but which at the time was ascribed to his 'organ of forgetting' having been damaged, a not dissimilar idea to the concept of madness being caused by a stone in the brain. <br />
Around 1000AD Al-Zahrawi of Al-Andalus in Spain described surgical treatments for neurological disorders. In 1504 Leonardo da Vinci tried squirting hot wax into the hollow brain ventricles of an ox to get casts of the place where those Vital Fluids collected. In 1564 Giulio Cesare Aranzi of Venice described the little curved organ inside the base of the brain, calling it 'hippocampus', from the Greek for seahorse, which it looks a bit like. A few years later Constanzo Varolio did some very detailed brain dissections and named the 'pons' or 'bridge', the knobby bit at the very top of the spinal column.<br />
<br />
<h3>
Descartes and the mind as machine</h3>
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<tr><td class="tr-caption" style="text-align: center;">Descartes' diagram of nerve fibres<br />
from his 'De Homine' of 1662</td></tr>
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Another hundred years and the impressively polymathic René Descartes, following-on from some experiments with clockwork model creatures, was happy to describe the mind and body as "a machine". He claimed to have seen tiny strings inside the nerves which presumably could be pulled to alter the flow of the Vital Fluid in the brain with its organ of 'Common Sense' bringing all the impulse of the senses into one, common, place and so "make it capable of receiving the impressions of external objects". Descartes didn't want to go against the established Christian view, yet what was there left for the soul to do? His solution was to suggest that soul still did "Sense, the Imagination, and the Memory", but then communicated it to the brain through the pineal gland, a little organ right in the middle of the brain.<br />
<br />
<h3>
Enlightenment guesswork</h3>
Of course, if you fed the brain the wrong stuff, it wouldn't work properly, as when, in 1765, the Frenchman PJ. Grosley diagnosed the famous English melancholias; "The English live chiefly upon animal food. . . . Beef is their commonest sort of meat ... beer, their usual drink, must give rise to a chyle, whose viscous heaviness can transmit none but bilious and melancholy juices to the brain."<br />
John Harris 'Technica' of 1765 knew that the brain "is the general Organ of Sense in which the Soul, the Governor of the Body, perceives and judgeth of the Sensations of all the sentient Parts and out of which as out of a Fountain it communicateth the Animal Spirits bred in the Brain by the Ducts and Rivulets the Nerves to all the sentient Parts of the Body and thereby endows them with the Faculty of performing animal Actions."<br />
But how did it actually work? All very puzzling, as the Edinburgh anatomist Alexander Monro commented in 1763 "Some allege that the nervous fibres are all solid cords acting by elasticity or vibration, others maintain that those fibres are small pipes conveying liquors by means of which their effects are produced"<br />
<br />
<h3>
Electric discoveries</h3>
Then, in 1791, something quite unexpected happened. Luigi Galvani, a physician, was skinning a frog on a table where he had previously been conducting experiments with static electricity. His assistant touched an exposed nerve of the frog with a metal scalpel, they saw sparks and the dead frog's leg kick as if in life. This discovery began the realisation that animal movement was not necessarily caused by any Vital Fluid, but might have something to do with electricity.<br />
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Some people, quite a lot of people, went to so far as to assume that this 'Animal Electricity' was the Vital Fluid, the essential spark of life. Mary Shelley certainly took Galvani's book with her on the famous holiday during which she wrote 'Frankenstein', though it was later film-makers who decided that her monster would be recalled to life by electricity.<br />
Galvani's nephew, Giovanni Aldini, made animal electricity into quite a career. He even had a go at poking electrodes into the body of a recently executed murderer at London's Newgate Prison, when; "the jaws of the deceased criminal began to quiver ... and one eye was actually opened."<br />
But then, astonishment beyond astonishment, Alessandro Volta managed to produce electricity with no frog, corpse, or any other animal parts, but using a battery of metal and wet cardboard, "the nearest approach man has made to an experimental organism" said fellow physicist William Grove. It wasn't looking as if animals didn't need any mystical fluids at all.<br />
<br />
<h3>
The mind stops being magic</h3>
In 1819 Sir William Lawrence, Serjeant Surgeon to Queen Victoria and, funnily enough, Mary Shelley's family doctor, published a book of lectures he'd given alongside the wildly pro-Vitalist John Abernethy. Here he came straight out and said that the idea of a vital fluid was, "in opposition to the evidence of our senses and rational faculties", thinking and feeling was done by and in the brain alone. His employers, and the Lord Chancellor, disagreed and required him to recant this 'blasphemy' and suppress the book. Just 200 years ago, and you could be censured by government for suggesting that the mind was caused by the brain<br />
Then in 1828 Friedrich Wöhler managed to synthesise an organic substance, urea, as he put it "without the use of kidneys, either man or dog". It had been thought that organic compounds could only be produced in living things, so this pretty well put paid to the Vitalist idea of life being dependent on a mystic fluid. <br />
But whatever it was that nerve fibres carried, it had been assumed that they carried it along almost instantly. Or perhaps at the speed of electricity, which is about a quarter of a million kilometres per second. But in 1850, Hermann von Helmholtz managed to measure the speed of nerve impulse, it is very slow indeed, only about 70 metres per second, about one four-millionth of the speed of electricity. So whatever a nerve fibre is, it isn't an electric cable.<br />
<br />
<h3>
Feeling the bumps</h3>
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<h3>
</h3>
<h3>
</h3>
About the same time Franz Joseph Gall began going around Austria promoting his 'Cranioscopy'. This was the idea that different bits of brain did different things, and bigger bits would do that thing more, so you could identify personality by looking at the shape of someone's skull. An idea which succeeded in being denounced both by the scientific establishment for lack of evidence, and by the Church for whom the idea that the mind should have a physical seat in brain matter was a monstrous heresy.<br />
Nonetheless, measuring the bumps on your head developed quite a vogue, especially as 'Phrenology' with those handsome porcelain heads marked with maps including 'locus of fortitude', 'seat of mirth' and so on. There was yet more twitty nonsense like this gem from Gall's Scottish follower George Combe: "the head of a Christian is broad behind, and flatted out at the crown; that a Mahomedan's head grows narrow at the top, and, like a monkey's, has a conic form", which provided a handy canvas for racists.<br />
By the 1900's Phrenology still commanded a certain intrigue, as Joseph Conrad tells in his novel 'Heart of Darkness'. The hero is having a medical exam before going off to the deeply dangerous African colonies when the old doctor; "with a certain eagerness asked me whether I would let him measure my head. Rather surprised, I said Yes, when he produced a thing like callipers and got the dimensions back and front and every way, taking notes carefully ... 'Ever any madness in your family?' he asked, in a matter-of-fact tone."<br />
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The callipers could be bought for the purpose, and there was even a semi-automated skull measuring machine. But these theories were rubbish, they did not match actual observations. Yet, just like the Alchemists of the Middle Ages whose forlorn attempts to make gold accidentally gave rise to the science of chemistry, so Cranioscopy and Phrenology opened up a general acceptance of the idea that the mind is caused by the brain and that different bits of brain do different stuff. What was needed was evidence from the real world.<br />
<br />
<h3>
Broca's discovery </h3>
It was in 1861 that the prodigiously clever French physician Paul Broca had conducted a post-mortem on a M. Leborgne, a patient at the Bicêtre Asylum who suffered from just the sort of 'expressive aphasia' the old Egyptian had noted - he could comprehend spoken language and try to reply using hand signs, but the only word he could speak was "tan". Broca found a lesion in the frontal lobe of the cortex of his brain, just behind the left temple, a correlation he went on to confirm in more than a dozen other cases. This bit of brain is now called 'Broca's Area' and is known to be associated with the articulation of language. <br />
Broca's own brain is now in the Musée de l'Homme in Paris, not far from a cast of the skull of another former guest of the Bicêtre, the aristocrat of pornographers, the Marquis de Sade. The Marquis' head was purloined by Johann Spurzheim, a Phrenology pioneer and former partner of Franz Joseph Gall, who wanted to know how its owner's notorious kinkiness related to the shape of his head.<br />
<br />
<h3>
Wernicke's observations</h3>
Not long after Broca, the Prussian Carl Wernicke studied the brain of a patient who had suffered a stroke which left him with the opposite speech problem to Monsieur "tan". Wernicke's patient was able to speak, and his hearing was fine, but he could barely understand language at all, either spoken or written. Wernicke found damage to an area, now named after him, just behind the skull above your left ear, which is associated with language reception. He went on to begin a complete map of the brain and its actions, but was killed in a cycling accident before he could finish it.<br />
<br />
<h3>
Golgi and Cajal - brain cells start to come clear</h3>
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<tr><td class="tr-caption" style="text-align: center;">Sketches made by Santiago Ramón y Cajal<br />
LEFT:Growth of a simple neuron RIGHT: Purkinje neurons (pigeon)</td></tr>
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Which bits of brain did what was becoming evident, but not how the thing worked inside. Then, around 1843, Camillo Golgi developed the reazione nera, the "black reaction", a way of staining brain tissue using silver so that the brain's millions upon millions of individual nerve fibres - neurones - could be seen for the first time. This allowed the sometime science-fiction writer 'Doctor Bacteria', under his real name of Santiago Ramón y Cajal and in his day job as a pathology researcher at the University of Barcelona, through years of painstaking observations cataloguing the many and various types of neuron to establish the fact that, while nerones are all sorts of different shapes and sizes, they all have the same basic structure - a thick 'soma' in the middle with thin dendrites and axons. The dendrites listened for signals from neighbouring neurons, while the axons were the transmitters. <br />
The Golgi stain gave a clear image of individual neurones because it only stained a few here and there. Strangely, the stain didn't seep from one to the next, leading to the remarkable conclusion, now part of what is called the 'Neuronal Doctrine', that neurones aren't actually connected one to the other. There appears to always be a tiny space, called the 'Synaptic Gap', between the branching ends of one neuron and the beginning of the next.<br />
Golgi and Ramón y Cajal shared the 1906 Nobel Prize for their discoveries, Golgi's home village in the Alps was renamed Córteno Golgi in his honour while Ramón y Cajal got an asteroid named after him.<br />
<br />
<h3>
Mr Gage, Mr Molaison and other odd characters.</h3>
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<tr><td class="tr-caption" style="text-align: center;">Mr Gage with spike</td></tr>
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At this point in stories of neuroscience, a small cast of characters usually enters, famous for having got parts of their brains altered, which then altered their ways of thinking. There's Phineas Gage, an American railway engineer who accidentally got a steel spike knocked right through the middle of his brain, supposedly damaging bits of his limbic system and making him grumpy. Then there's Henry Molaison, whose surgeon removed his hippocampus in a desperate attempt to cure his epilepsy, it worked, but lost him his ability to make new memories. The mysterious JW and VP both had a bit across the middle front of their brain, the corpus callosum, severed and developed very odd understandings of left and right. Unfortunately, these tales have grown in the telling. None of them are quite as simple as they are often presented. So we won't bother with them here.<br />
<br />
<h3>
Hodgkin, Huxley and the Giant Squid</h3>
In 1952 Alan Hodgkin and Andrew Huxley, using the relatively big and easy-to-see neuron from a Giant Squid, finally found what it is that travels through neuronal fibres. It isn't a mystic breath, or a fluid. Nor do the nerve fibres work by being pulled like strings. It turns out not to be a substance at all, but a wave, or pulse, of alteration in the concentration of sodium ions, a travelling 'action potential'.<br />
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<tr><td class="tr-caption" style="text-align: center;">Hodgkin and Huxley's diagram of<br />
electical potentials in the neuron</td></tr>
</tbody></table>
<br />
It can only travel in one direction along the neuron and it is rather slow. It can't actually cross the 'synaptic gaps' between the end of one neuron and the start of the next - instead it causes the 'axon' end bits to release neurotransmitter chemicals, which float over the gap and induce a new potential on the 'dendrite' on the other side. (In the process of which, the neurotransmitter chemicals can also float around and affect nearby neuron-ends). It isn't an electrical system at all, except inasmuch as pretty much everything is 'electric', when you look closely enough. Hodgkin and Huxley got Nobel Prizes, though they didn't get anything named after them, as far as I'm aware.<br />
<br />
<h3>
Inside the living brain</h3>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6-et4J1Ho7_BLEWdeCQRzF7HAQCm1yzVtbYUPQd8U-Ta_g1T5em8o_9vqt2kXd7ABrf9zRwK23iGw-ZJLcp6czIvMeOiZuMlTFZOGHfK9gwyXEkoSychdbSRi4JJV9pgWZo5-W2kKC4w/s1600/falsexray.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="187" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6-et4J1Ho7_BLEWdeCQRzF7HAQCm1yzVtbYUPQd8U-Ta_g1T5em8o_9vqt2kXd7ABrf9zRwK23iGw-ZJLcp6czIvMeOiZuMlTFZOGHfK9gwyXEkoSychdbSRi4JJV9pgWZo5-W2kKC4w/s200/falsexray.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A 'false-colour' X-Ray</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<h3>
</h3>
Then, of course, starting with X-rays about 1880, ways were invented of sort-of looking-at what was inside the living brain, which I'll leave you to look them up yourself at <a href="http://en.wikipedia.org/wiki/Brain_scan">http://en.wikipedia.org/wiki/Brain_scan</a> . They confirm, as the Egyptian found out, that particular bits of brain do particular things. Unfortunately, they also conform that most of the interesting things that the brain does involve many different pieces of tissue working together. The brain is a richly interconnected system riddled with feedbacks, with loops and with puzzling dead-ends. Saying that emotion is in the amygdala, or that decision-making is the prefrontal cortex, is at best no more than a very rough shorthand. Comprehending a sentence, say, probably involves Broca’s area, but it also draws in other parts of the temporal lobe, the sensorimotor cortex and the basal ganglia. Nothing is ever just in one spot. It is in many, among which the least active may well be the most significant. To add to the fun of which, there seems to be a degree of plasticity involved - particular bits can sometimes alter their functions, as when blind people seem to use parts of their visual cortex for other sensory purposes or when a stoke patient learns to 'think round' the damaged part of their own brain.<br />
<br />
<h3>
Libet's Spanner</h3>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTK4r72VUaLQIvK40vWrbUoV5SEorXnI7txyySIyKqwypGdeNjNVTUA38iRX1TT-bJ7RD1ZuB4MSD9vdc1dCLDIANc7QWHtWkRVhPdG5QPJXu7l5-ryBReayd4So1GB84zAHN5UMEqqsk/s1600/libetgraph.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTK4r72VUaLQIvK40vWrbUoV5SEorXnI7txyySIyKqwypGdeNjNVTUA38iRX1TT-bJ7RD1ZuB4MSD9vdc1dCLDIANc7QWHtWkRVhPdG5QPJXu7l5-ryBReayd4So1GB84zAHN5UMEqqsk/s400/libetgraph.jpg" width="400" /></a></div>
Oh yes, and in 1964 Benjamin Libet from California threw a bit of a spanner into the works by carrying out some experiments to try and discover how the 'feeling' of wanting to do something related to actually doing it. Subjects were asked to stop an electronic clock at a moment of their choice, and also to note the moment when they first decided to go ahead and stop the clock. Their brain scans seemed to show that a 'readiness potential' for the 'stop' intention first arose in the brain, well before subjects themselves were aware of it. Which either suggests that consciousness is the result not the cause of things and that the brain does things very differently to the way it tell us it is doing, or that Mr Libet's experiments were a bit muddled. Or all of those.<br />
<br />
So, there you go, that's the Little History Of The Mind-Brain. <br />
Now, have I missed anything out, and how are we going to make sense of that lot? Here's <a href="http://glynsbox.blogspot.co.uk/2015/02/on-human-nature.html">My Best Guess</a> as to how it all gets <a href="http://glynsbox.blogspot.co.uk/2015/02/on-human-nature.html">Put Together</a><br />
<br />Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com0tag:blogger.com,1999:blog-6147438245095798314.post-10391292712540941322012-04-08T22:11:00.002+01:002021-01-30T01:33:50.468+00:00The Man who Invented God<br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggKgYZBMN5fOV6cP1wswFIm8djv0NCW88wwJAt5WWKED__dRQJMTNAphz-fsc8mdddatAxpnTYzDMlJnQ4F8mW58b8DZFRCddFd95DsmIwcq_L-F7zbA1kw0D7n4Z4AaHuwFg3ws694MA/s1600/armana.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="262" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggKgYZBMN5fOV6cP1wswFIm8djv0NCW88wwJAt5WWKED__dRQJMTNAphz-fsc8mdddatAxpnTYzDMlJnQ4F8mW58b8DZFRCddFd95DsmIwcq_L-F7zbA1kw0D7n4Z4AaHuwFg3ws694MA/s400/armana.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">What's left of the Temple of the One God at Amarna</td></tr>
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<br />
<b><span style="font-size: small;">Where did the idea of there being </span><span style="font-size: small;">just </span></b><span style="font-size: small;"><b>One God come from?</b> </span><br />
<br />
<span style="font-size: small;">Every idea that <span style="font-size: small;">people have, somebody<span style="font-size: small;">, somewhere, </span>was first to have. So who first cam<span style="font-size: small;">e up with the idea of worshiping one <span style="font-size: small;">all-powerful and invisible God?</span></span></span> </span><br />
<br />
<span style="font-size: small;"><span style="font-size: small;">This little es<span style="font-size: small;">say is about '<span style="font-size: small;">The Amarna Hypothesis' - the remarkable idea that the whole of Western Religion<span style="font-size: small;"> grew out of <span style="font-size: small;">one </span>ingen<span style="font-size: small;">ious trick by an ancient king to give himself more power. </span></span></span></span></span> </span><br />
<br />
<span style="font-size: small;">Mention 'God' and the idea which usually comes up is
that of an all-powerful super-human 'King' who is capable of thinking
and decision-making. A single God who is concerned with the fate and
the actions of humans.</span></div>
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<br /></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;">But this One-God idea is not, I think, an obvious idea.
If it <i>was</i> one of those conclusions we just <i>have</i> to come
to by observing the world around us, or one which is made necessary
by the way human reason works, then many cultures would likely have
come up with it. But they haven't.</span></div>
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<br /></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;">If the first humans really had a direct understanding of
Him which their descendants carried on as a folk-memory, we would
expect the One-God idea to occur in human societies the world over.
But it doesn't. Left to themselves, humans <i>do</i><span style="font-style: normal;">
seem to come up with the idea of religion, but they usually come up
with the idea of a society of Gods, like a human society, with
different people doing different jobs, and with the Heavenly society
living its own life without being much concerned with humans. That's
the way of the court of the Chinese Jade Emperor, or the Greek or Roman or
Aztec or Norse Gods and the rest. Those Gods are not sources of instruction as to
behaviour, there are poets and philosophers to do that. They are Kings
and Queens of Heaven, not of earth. Less usually humans come up with the
idea of
some non-sentient mechanical process of 'Super Nature', like the
Taoist 'Purity', Buddhist 'Karma' or the concept of 'Bhagavan' in
Hinduism.</span></span></div>
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<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://upload.wikimedia.org/wikipedia/commons/0/02/Islamic_Adam_&_Eve.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="http://upload.wikimedia.org/wikipedia/commons/0/02/Islamic_Adam_&_Eve.jpg" width="292" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Adam and Eve from from the 13th Century Iranian Manafi al-Hayawan</td></tr>
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<span style="font-size: small;">This One-God concept is very unusual, and the idea that
the God issues commandments about human behaviour is quite
unique. It is central now to Christianity, Islam and most of the
world's religious sense, yet we trace it to one cultural group only,
to the Jews. Now, once again, everything which people do, someone was first to
do, so where did Judaism get the idea from?</span></div>
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<br /></div>
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<tr><td style="text-align: center;"><a href="http://upload.wikimedia.org/wikipedia/commons/4/4a/Rembrandt_Harmensz._van_Rijn_079.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="http://upload.wikimedia.org/wikipedia/commons/4/4a/Rembrandt_Harmensz._van_Rijn_079.jpg" width="243" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Moses</td></tr>
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<span style="font-size: small;"><b>FROM THE TORAH</b></span></div>
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<span style="font-size: small;">The traditional story is that the people who were to
become the Jews were desert nomads who indentured themselves to the
Egyptian king, The Pharaoh, as builders, in order to gain protection
from famine. They built new cities for the King, but complained of
harsh working conditions, and, following a dispute over mud-brick
quotas, asked to be allowed to leave. A leader arose for them, a man
brought up in the Egyptian priestly royal household. This was Moses.
When The Pharaoh (he's never actually named) still refused to let the
people go, Moses called upon the One God to punish his empire with
plagues. The One God obliged, and Moses and his followers were able
to escape across the desert. There Moses laid down the rules of the
new One-God religion, and violently crushed the worship of the
people's customary gods. He set up a hereditary priesthood and
detailed new ceremonies, including sacrifices with incense, cakes and
bread, and he did something quite new - established a strict moral
code backed by the religion. Oh and there was some stuff about not
eating pork, men being circumcised and what-not.</span></div>
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<br /></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;">That's the story in the Torah, the first books of the
Hebrew Bible. But it still doesn't really explain where the One God
thing came from, so here's a different story...</span></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div align="LEFT" class="western" lang="en-GB" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>OUR GOD AND KING</b></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk8y5QDzNa-OaiKbQktg3Jf1bm47Ls3mGXTZl2ZPKf_qXZn3tGA40kXZKUJpLySlJhGPnOdpjNY3WaZySEZxVmSeN_yvkHu63ToMw17cDzsK-jfEmQ5-Z7JFwhyphenhyphenGeWKhnwpMGud-66r5M/s1600/Aten_disk.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk8y5QDzNa-OaiKbQktg3Jf1bm47Ls3mGXTZl2ZPKf_qXZn3tGA40kXZKUJpLySlJhGPnOdpjNY3WaZySEZxVmSeN_yvkHu63ToMw17cDzsK-jfEmQ5-Z7JFwhyphenhyphenGeWKhnwpMGud-66r5M/s320/Aten_disk.jpg" width="283" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pharaoh Akhenaten and his family adoring the One God,<br />
represented as a disc and accompanied by a note<br />
explaining that this was just an artistic convenience,<br />
the real God could not be represented.</td></tr>
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</div>
<div align="LEFT" class="western" lang="en-GB" style="margin-bottom: 0cm;">
<br /></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;">Round about 1353BC Amenhotep IV inherited the Pharonic
throne of Egypt from his father. He'd been brought up accustomed to getting anything he demanded, and the only thing now stopping him from having
the sort of absolute power kings crave were the various priestly
clans who claimed to have the Heavens behind them. Amenhotep had a simple solution - he declared the various gods
invalid, and himself to be the one and only mediator on earth between
the One Great God and mankind. Who the One Great God, or 'The Aten'
was, was left a bit vague - just declared to be incapable of being
represented. Amenhotep IV required himself to be addressed solely as
"Akhenaten", or 'living embodiment of the One Great God'.
This meant, of course, that the rules of behaviour he issued all had
Divine backing, and could not be opposed.</span><br />
<br />
<span style="font-size: small;">He recruited desert nomads, people free from the
influences he wanted to escape, and had them build him a new capital
at Amarna. There he set up a distinctive
temple to the one unseen god, and recruited priests to preside over
it.</span></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<br />
<span style="font-size: small;">A plague overtook Amarna, and Akhenaten died. After some jostling for power the old elite placed </span><span style="font-size: small;">Akhenaten</span><span style="font-size: small;">'s 9-year old son Tutankhaten, ("Living Image of Aten") on the throne, the capital was moved back to Thebes, the city of Amarna abandoned and the boy-king given the less godly name of Tutankhamun. The </span><span style="font-size: small;">Old Gods were reinstated and their priests </span><span style="font-size: small;">restored to their </span><span style="font-size: small;">traditional privileges.</span><span style="font-size: small;"> The Priests of Aten had to either renounce their faith or
flee. One priest, called Moses, encouraged the, already disaffected,
nomad builders to join him in escaping from Amarna and establishing a
community devoted to continuing the worship of the One-God. They had
a lucky escape over some salt-marshes, and a very
difficult time out in the desert. This led to dissent, and some among
the nomads tried to reinstate their traditional worship of a visible
God, only to have Moses and his supporters kill them. To reinforce
his command Moses had the essential social rules approved by the God
written on tablets of stone. He laid down other rules of behaviour,
including the avoidance of pork, male circumcision, he established a
hereditary priesthood and gave strict instruction about religious practices and
structures. </span><br />
<span style="font-size: small;"> </span>
</div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;">Then they settled down, and told the story to their
children, only adding some bits at the beginning to say that it was
their people who did everything.</span></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div align="LEFT" class="western" lang="en-GB" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>THE TRUER STORY?</b></span></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;">So, is this second story the truer one? That the One-God
idea grew out of a trick by a king to give himself more power? That
the Jewish Religion is the religion of Aten?</span></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://upload.wikimedia.org/wikipedia/commons/thumb/a/ae/Amarna_Akkadian_letter.png/384px-Amarna_Akkadian_letter.png" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="http://upload.wikimedia.org/wikipedia/commons/thumb/a/ae/Amarna_Akkadian_letter.png/384px-Amarna_Akkadian_letter.png" width="204" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">One of the Amarna Letters</td></tr>
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<br />
<span style="font-size: small;">Well, the archaeology and the texts put </span><span style="font-size: small;">Akhenaten</span><span style="font-size: small;">'s death around 1334BC. The Jewish traditional chronology 'Seder Olam Rabbah' puts Moses' birth at 1391BC, which would make him about 58 at the time he led the brick-makers into the desert. So the dates fit nicely. </span><br />
<br />
<span style="font-size: small;">And the psychology fits too. A powerful leader trying to
infer that they are The God has been tried from King Gilgmesh of
Uruk, a thousand years before Moses, through all those Roman
Emperors, right up to Kim Il Sung of North Korea today. Even now
Kings and Queens, from England to Japan, try to claim some sort of
religion-power. And </span><span style="font-size: small;">Akhenaten </span><span style="font-size: small;">did indeed set up a new religion of The
One God, with himself as sole representative on earth, and vigorously
suppressed the traditional Gods. This is clear from surviving artwork
and a few written tablets, though his successors appear to have made
efforts to remove all trace of it. The Aten was considered to be
un-knowable and, to the extent that He was represented at all, it was
merely as a disc, usually with a note explaining that this wasn't His
real appearance.</span></div>
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</div>
</div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;">Akhenaten </span><span style="font-size: small;">did build a new city at Amarna,
much of it of mud bricks, just as the Torah says. The city appears,
from the surviving 'Amarna Letters', to have suffered a plague, a terrible
outbreak of illness of some sort, though it isn't clear what this
was, or whether it was before, after, or the cause of </span><span style="font-size: small;">Akhenaten</span><span style="font-size: small;">'s
death.</span></div>
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<br /></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;">Then there's the linguistic connections. The Hebrew alphabet appears to be based on the </span><span style="font-size: small;">priestly
Southern </span><span style="font-size: small;">Egyptian 'Hieratic' script, unlike Arabic, which seems to be based on the everyday 'Demotic' script of Northern Egypt.</span></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPFSH9rp9SLCYENuy6-Jt0eAgoPMOfD-ZX37k69DMRh4dcwAkZnejQGKCX8wfF2TLjvEFPM4IZGs8ycMUarOdr379oMpxiGZGnREaYm9YzVyshZVDoAXrZts7vuCF2RwNpvtyghvQNIhM/s1600/scriptsx.png" style="margin-left: auto; margin-right: auto;"><img border="0" height="76" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPFSH9rp9SLCYENuy6-Jt0eAgoPMOfD-ZX37k69DMRh4dcwAkZnejQGKCX8wfF2TLjvEFPM4IZGs8ycMUarOdr379oMpxiGZGnREaYm9YzVyshZVDoAXrZts7vuCF2RwNpvtyghvQNIhM/s320/scriptsx.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The Egyptian Priestly script (left) and Old Hebrew (right)</td></tr>
</tbody></table>
<span style="font-size: small;">Both the ancient Jewish historian Josephus and Sigmund
Freud have pointed out that Moses sounds to be an Egyptian name, as in the king Ra-Moses or the sculptor Thut-Moses. And it has been noted that the word used for the One God in the earlier parts of the Jewish bible, 'Ahlohim' or 'Elohim' looks rather like 'Aten' or 'Akhten' or 'Ahthen'. Then there is the fact that the Amarna letters refer to a group of fractious, displaced, people called the 'Habiru' or 'Habiri', who may, or may not, be the Hebrews. You might even like to muse on whether the chief priest of The Aten, called Moryu or Meryre actually <i>was</i> the fleeing Moses - indeed a tomb appears to have been built for Moryu, but never occupied. Though, actually, I'm not sure I'd want to infer anything much from a few syllables transliterated from dead languages of two millennia ago.</span><br />
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<span style="font-size: small;">One name, though, is specially significant. The mud-brick city built by the Hebrews is named in the Torah (Exodus 1.11) as <i>Pithom</i>, which </span><span style="font-size: small;">comes from Hebrew פתם, from the Late Egyptian name Pi-Atōm, 'House of Aten'. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2lJ7zXxUwRiv6CjDaboMPREdO51Lni8QInSmRHU2jmsh5pcFniRxXLk-_g5M-Sojk2lPcqcdfDCei67IimYQPY-r1OTDZrtPJX__PKPWU9RZU2Ms_W_leNksSBfbz0c5dKzUsGla7ZxE/s1600/temples.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="108" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2lJ7zXxUwRiv6CjDaboMPREdO51Lni8QInSmRHU2jmsh5pcFniRxXLk-_g5M-Sojk2lPcqcdfDCei67IimYQPY-r1OTDZrtPJX__PKPWU9RZU2Ms_W_leNksSBfbz0c5dKzUsGla7ZxE/s320/temples.png" width="320" /></a></div>
Reconstructions of the Temples of Aten (left) and at Jerusalem (right)</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<span style="font-size: small;">Much more significant than words is what the Jewish Temple at Jerusalem looked like, or, more what it <i>did not</i> look like - it is <i>not</i>
like the </span><span style="font-size: small;"> the ones known from
Babylonia, nor like the </span><span style="font-size: small;">usual Egyptian temples - it is precisely like the One-God Aten temple, with a huge
empty rectangular, flat, walled courtyard around a small central
compound with towers, open to the sky. </span><br />
<span style="font-size: small;"></span><br />
<span style="font-size: small;"></span>
<span style="font-size: small;">Of course, things could be quite the opposite way round, as more than one Christian apologist has suggested, perhaps Akhenaten got the idea of One God <i>from </i>the Hebrews? But if so, then how come, as the Torah reports, the Hebrews tried to revert to their traditional religion, Golden Calf and all, as soon as Moses wasn't supervising them?</span></div><div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: small;"> </span></div><div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: small;"> Indeed the Greek historian Strabo, around 40BC but claiming to be relating very much older information, tell us that there was "An Egyptian priest named Moses, who .. being dissatisfied with the
established institutions there, left it and came to Judæa with a large
body of people who worshipped the Divinity. He declared and taught that
the Egyptians and Africans entertained erroneous sentiments in representing the Divinity under the likeness of wild beasts and
cattle of the field; that the Greeks also were in error in making images
of their gods after the human form. For God [said he] may be this one
thing which encompasses us all, land and sea, which we call heaven, or
the universe, or the nature of things"</span></div><div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;"><span style="font-size: small;"> </span><br />
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<span style="font-size: small;">The ancient Egyptians were unusual, says Herodotus of
Halicarnassus (around 450BC) <i>"whereas other men have their
members as nature made them, the Egyptians practice circumcision" </i>and <i>"The pig is accounted by the Egyptians an abominable animal; and
first, if any of them in passing by touch a pig, he goes into the
river and dips himself forthwith in the water together with his
garments."</i></span></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div align="LEFT" class="western" lang="en-GB" style="font-style: normal; margin-bottom: 0cm;">
<span style="font-size: small;"><b>AND YE SHALL BE UNTO ME A<span style="text-decoration: none;">
KINGDOM OF PRIESTS</span></b></span></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
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<span style="font-size: small;"><span style="font-style: normal;">Another unusual feature
of the Egyptians was their hereditary priesthood, and the Jewish
'Kohanim' priesthood is also hereditary. Strictly so too, which means
we ought to be able to make a good guess at the historical movement
of Kohens by looking at the concentration of some distinctive feature
in their genetic make-up. By happy chance it turns out that about
half of the Kohenim (and 25% or so of all Jewish men) have DNA
containing 'haplogroup J1a' on the Y Chromosome, which is very
unusual elsewhere. This means that they share a common ancestry on
the male side. A map of the distribution of J1a, looks like this...</span></span></div>
<br />
<br />
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<br />
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;"><span style="font-style: normal;"> </span></span></div>
<div align="LEFT" class="western" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;">Notice that there is only one inland concentration of
the marker, this is likely to be the origin of the group. It is in
what is now Southern Egypt or Northern Sudan.</span></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div align="LEFT" class="western" lang="en-GB" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>SO WHY ISN'T THIS IDEA BETTER KNOWN?</b></span></div>
<div align="LEFT" class="western" lang="en-GB" style="margin-bottom: 0cm;">
<span style="font-size: small;"><span style="font-weight: normal;">I didn't discover this
story, just brought the bits of it together. Long ago the ancient
historians Tacitus and Josephus </span><span style="font-style: normal;"><span style="font-weight: normal;">suggested
that the Jews originated in Egypt, and today there doesn't seem to be any great disagreement
that the cult of Aten is the first known example of monotheism.
</span></span><span style="font-weight: normal;">I've never actually
encountered any authority who disputes the general idea.</span></span><br />
<br />
<span style="font-size: small;"><span style="font-weight: normal;">There's some rather interesting stuff at Wim van den Dungen's <a href="http://www.maat.sofiatopia.org/">www.maat.sofiatopia.org</a>.</span><span style="font-style: normal;"> Sigmund Freud's last
book </span><i>'Moses and Monotheism'</i> follows the One-God/Aten
theory, but then wanders off into psychobabble about Jewish angst.
The German Egyptologist Jan Assmann's '<i>Moses the Egyptian' </i>mixes
fact with pure fantasy. The Russian Psychologist
Immanuel Velikovsky has Akhenaten as the model of legendary King
Oedipus, while the Egyptian ethnologist, Ahmed Osman ("Historian
and Scholar" as he says at <a href="http://www.ahmedosman.com/">www.ahmedosman.com</a>) has proposed that
Moses <i>was</i><span style="font-style: normal;"> King Akhenaten. Unfortunately, alongside the wise, there's also </span></span><span style="font-size: small;"><span style="font-style: normal;">the likes of David Icke and Erich von Daniken, which doesn't really help at all.</span></span></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;"><span style="font-style: normal;"> </span></span>
</div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;">Theologians can't discuss it as it goes against their
basic assumptions, and for ethnology and archaeology it is just a
tiny aside. But the One-God idea must have started <i>somewhere</i>.</span></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;">What do you think?</span></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<br /></div>
<div align="LEFT" class="western" lang="en-GB" style="margin-bottom: 0cm;">
<span style="font-size: small;"><b>Sources:</b></span></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;"><span face=""arial" , sans-serif"><span style="font-size: x-small;">The
Tell El Amarna Tablets:
<a href="http://www.gutenberg.org/files/26145/26145-h/26145-h.html">http://www.gutenberg.org/files/26145/26145-h/26145-h.html</a>
</span></span></span>
</div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;"><span face=""arial" , sans-serif"><span style="font-size: x-small;">The
Great Hymn to Aten: <a href="http://en.wikisource.org/wiki/Great_Hymn_to_Aten">http://en.wikisource.org/wiki/Great_Hymn_to_Aten</a>
</span></span></span>
</div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;"><span face=""arial" , sans-serif"><span style="font-size: x-small;">E.A.W.
Budge, </span></span><span face=""arial" , sans-serif"><span style="font-size: x-small;"><i>Tutankhamen:
Amenism, Atenism and Egyptian Monotheism </i></span></span><span face=""arial" , sans-serif"><span style="font-size: x-small;">(1923):
<a href="http://www.sacred-texts.com/egy/tut/index.htm">http://www.sacred-texts.com/egy/tut/index.htm</a>
</span></span></span>
</div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;"><span face=""arial" , sans-serif"><span style="font-size: x-small;">Flavius
Josephus </span></span><span face=""arial" , sans-serif"><span style="font-size: x-small;"><i>Against
Apion </i></span></span><span face=""arial" , sans-serif"><span style="font-size: x-small;"><span style="font-style: normal;">(includes
extracts from the lost Jewish Historian Manetho)
<a href="http://www.gutenberg.org/files/2849/2849-h/2849-h.htm">http://www.gutenberg.org/files/2849/2849-h/2849-h.htm</a>
</span></span></span></span>
</div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;"><span face=""arial" , sans-serif"><span style="font-size: x-small;">The
Torah: <a href="http://www.gutenberg.org/files/10/10-h/10-h.htm">http://www.gutenberg.org/files/10/10-h/10-h.htm</a>
</span></span></span>
</div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;"><span face=""arial" , sans-serif"><span style="font-size: x-small;">Abridged
Torah: <a href="http://www.btinternet.com/%7Eglynhughes/squashed/torah.htm">http://www.btinternet.com/~glynhughes/squashed/torah.htm</a>
</span></span></span>
</div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;"><span face=""arial" , sans-serif"><span style="font-size: x-small;">Edict
of Augustus on Jewish Rights:
<a href="http://www.fordham.edu/halsall/ancient/roman-jews.asp">http://www.fordham.edu/halsall/ancient/roman-jews.asp</a>
</span></span></span>
</div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;"><span face=""arial" , sans-serif"><span style="font-size: x-small;">Herodotus
on the Egyptians:
<a href="http://www.gutenberg.org/files/2131/2131-h/2131-h.htm">http://www.gutenberg.org/files/2131/2131-h/2131-h.htm</a>
</span></span></span>
</div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;"><span face=""arial" , sans-serif"><span style="font-size: x-small;">Freud
</span></span><span face=""arial" , sans-serif"><span style="font-size: x-small;"><i>Moses
and Monotheism</i></span></span><span face=""arial" , sans-serif"><span style="font-size: x-small;">:
<a href="http://ia600506.us.archive.org/15/items/mosesandmonothei032233mbp/mosesandmonothei032233mbp_djvu.txt">http://ia600506.us.archive.org/15/items/mosesandmonothei032233mbp/mosesandmonothei032233mbp_djvu.txt</a></span></span></span></div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span style="font-size: small;"><span face=""arial" , sans-serif"><span style="font-size: x-small;">Josephus:
<a href="http://www.gutenberg.org/ebooks/search.html/?format=html&default_prefix=all&sort_order=downloads&query=Flavius+Josephus">http://www.gutenberg.org/ebooks/search.html/?format=html&default_prefix=all&sort_order=downloads&query=Flavius+Josephus</a>
</span></span></span>
</div>
<div align="LEFT" class="western" lang="en-GB" style="font-weight: normal; margin-bottom: 0cm;">
<span face=""arial" , sans-serif"><span style="font-size: x-small;">Tacitus'
Histories: <a href="http://www.gutenberg.org/files/16927/16927-8.txt">http://www.gutenberg.org/files/16927/16927-8.txt</a>
</span></span>
</div>
Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com6tag:blogger.com,1999:blog-6147438245095798314.post-202356735741123612011-10-08T21:33:00.001+01:002019-11-07T09:17:14.881+00:00Does Prayer Work?<div class="separator" style="clear: both; text-align: center;">
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Does holy prayer work? In the 1870's Francis Galton found an ingenious way of putting the idea to the test - millions of people keep praying that their kings and queens have a long life, so do kings and queens actually live any longer? If prayer has an effect, presumably they should?<br />
<br />
Here's Mr Galton's original article. It is absolutely fascinating, and spawned a whole series of commentaries and replies, collected in '<i>The Prayer-Gauge Debate</i>', which survives here: <a href="http://www.archive.org/stream/prayergaugedeba00meangoog#page/n2/mode/2up">http://www.archive.org/stream/prayergaugedeba00meangoog#page/n2/mode/2up</a><br />
<br />
<div style="text-align: center;">
<span style="font-size: large;"><b>Statistical Inquiries into the Efficacy of Prayer</b></span><br />
<br />
By Francis Galton<br />
<i>Fortnightly Review</i> vol. 12, 1872</div>
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An eminent authority has recently published a challenge to test the efficacy of prayer by actual experiment. I have been induced, through reading this, to prepare the following memoir for publication, nearly the whole of which I wrote and laid by many years ago, after completing a large collection of data, which I had undertaken for the satisfaction of my own conscience.<br />
<br />
The efficacy of prayer seems to me a simple, as it is a perfectly appropriate and legitimate subject of scientific inquiry. Whether prayer is efficacious or not, in any given sense, is a matter of fact on which each man must form an opinion for himself. His decision will be based upon data more or less justly handled, according to his education and habits. An unscientific reasoner will be guided by a confused recollection of crude experience. A scientific reasoner will scrutinize each separate experience before he admits it as evidence, and will compare all the cases he has selected on a methodical system.<br />
<br />
The doctrine commonly preached by the clergy is well expressed in the most recent, and by far the most temperate and learned of theological encyclopaedias, namely, Smith's Dictionary of the Bible. The article on 'Prayer,' written by the Rev. Dr. Barry, states as follows: 'Its real objective efficacy.., is both implied and expressed (in Scripture) in the plainest terms .... We are encouraged to ask special blessings, both spiritual and temporal, in hopes that thus, and thus only, we may obtain them .... It would seem the intention of Holy Scripture to encourage all prayer, more especially intercession, in all relations and for all righteous objects.' Dr. Hook, the present Dean of Chichester, states in his Church Dictionary, under 'Prayer,' that 'the general providence of God acts through what are called the laws of nature. By this particular providence God interferes with those laws, and he has promised to interfere in behalf of those who pray in the name of Jesus .... We may take it as a general role that we may pray for that for which we may lawfully labour, and for that only.'<br />
<br />
The phrases of our Church service amply countenance this view; and if we look to the practice of the opposed sections of the religious world, we find them consistent in maintaining it. The so-called 'Low Church' notoriously places absolute belief in special providences accorded to pious prayer. This is testified by the biographies of its members, the journals of its missionaries, and the 'united prayer meetings' of the present day. The Roman Catholics offer religious vows to avert danger; they make pilgrimages to shrines; they hang votive offerings and pictorial representations, sometimes by thousands, in their churches, of fatal accidents averted by the manifest interference of a solicited saint.<br />
<br />
A prima facie argument in favour of the efficacy of prayer is therefore to be drawn from the very general use of it. The greater part of mankind, during all the historic ages, have been accustomed to pray for temporal advantages. How vain, it may be urged, must be the reasoning that ventures to oppose this mighty consensus of belief! Not so. The argument of universality either proves too much, or else it is suicidal. It either compels us to admit that the prayers of Pagans, of Fetish worshippers, and of Buddhists who turn praying wheels, are recompensed in the same way as those of orthodox believers; or else the general consensus proves that it has no better foundation than the universal tendency of man to gross credulity.<br />
<br />
The collapse of the argument of universality leaves us solely concerned with a simple statistical question - are prayers answered, or are they not? There are two lines of research, by either of which we may pursue this inquiry. The one that promises the most trustworthy results is to examine large classes of cases, and to be guided by broad averages; the other, which I will not employ in these pages, is to deal with isolated instances. An author who made much use of the latter method might reasonably suspect his own judgement - he would certainly run the risk of being suspected by others - in choosing one-sided examples.<br />
<br />
The principles are broad and simple upon which our inquiry into the efficacy of prayer must be established. We must gather cases for statistical comparison, in which the same object is keenly pursued by two classes similar in their physical but opposite in their spiritual state; the one class being prayerful, the other materialistic. Prudent pious people must be compared with prudent materialistic people, and not with the imprudent nor the vicious. Secondly, we have no regard, in this inquiry, to the course by which the answer to prayers may be supposed to operate. We simply look to the final result -whether those who pray attain their objects more frequently than those who do not pray, but who live in all other respects under similar conditions. Let us now apply our principles to different cases.<br />
<br />
A rapid recovery from disease may be conceived to depend on many causes besides the reparative power of the patient's constitution. A miraculous quelling of the disease may be one of these causes; another is the skill of the physician, or of the nurse; another is the care that the patient takes of himself. In our inquiry, whether prayerful people recover more rapidly than others under similar circumstances, we need not complicate the question by endeavouring to learn the channel through which the patient's prayer may have reached its fulfilment. It is foreign to our present purpose to ask if there be any signs of a miraculous quelling of the disease, or if, through the grace of God, the physician had showed unusual wisdom, or the nurse or the patient unusual discretion. We simply look to the main issue - do sick persons who pray, or are prayed for, recover on the average more rapidly than others?<br />
<br />
It appears that, in all countries and in all creeds, the priests urge the patient to pray for his own recovery, and the patient's friends to aid him with their prayers; but that the doctors make no account whatever of their spiritual agencies, unless the office of priest and medical man be combined in the same individual. The medical works of modern Europe teem with records of individual illnesses and of broad averages of disease, but I have been able to discover hardly any instance in which a medical man of any repute has attributed recovery to the influence of prayer. There is not a single instance, to my knowledge, in which papers read before statistical societies have recognized the agency of prayer either on disease or on anything else. The universal habit of the scientific world to ignore the agency of prayer is a very important fact. To fully appreciate the 'eloquence of the silence' of medical men, we must bear in mind the care with which they endeavour to assign a sanatory value to every influence. Had prayers for the sick any notable effect, it is incredible but that the doctors, who are always on the watch for such things, should have observed it, and added their influence to that of the priests towards obtaining them for every sick man. If they abstain from doing so, it is not because their attention has never been awakened to the possible efficacy of prayer, but, on the contrary, that although they have heard it insisted on from childhood upwards, they are unable to detect its influence. Most people have some general belief in the objective efficacy of prayer, but none seem willing to admit its action in those special cases of which they have scientific cognizance.<br />
<br />
Those who may wish to pursue these inquiries upon the effect of prayers for the restoration of health could obtain abundant materials from hospital cases, and in a different way from that proposed in the challenge to which I referred at the beginning of these pages. There are many common maladies whose course is so thoroughly well understood as to admit of accurate tables of probability being constructed for their duration and result. Such are fractures and amputations. Now it would be perfectly practicable to select out of the patients at different hospitals under treatment for fractures and amputations two considerable groups; the one consisting of markedly religious and piously befriended individuals, the other of those who were remarkably cold-hearted and neglected. An honest comparison of their respective periods of treatment and the results would manifest a distinct proof of the efficacy of prayer, if it existed to even a minute fraction of the amount that religious teachers exhort us to believe.<br />
<br />
An inquiry of a somewhat similar nature may be made into the longevity of persons whose lives are prayed for; also that of the praying classes generally; and in both these cases we can easily obtain statistical facts. The public prayer for the sovereign of every state, Protestant and Catholic, is and has been in the spirit of our own, 'Grant her in health long to live.' Now, as a simple matter of fact, has this prayer any efficacy? There is a memoir by Dr. Guy, in the Journal of the Statistical Society (vol. xxii, p. 355), in which he compares the mean age of sovereigns with that of other classes of persons. His results are expressed in the following table:-<br />
<br />
MEAN AGE ATTAINED BY MALES OF VARIOUS CLASSES WHO HAD SURVIVED THEIR 30TH YEAR, from 1758 to 1843. Deaths by accident or violence are excluded<br />
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<span style="font-size: xx-small;">* The eminent men are those whose lives are recorded in Chalmer's Biography, with some additions from the Annual Register.</span><br />
<br />
The sovereigns are literally the shortest lived of all who have the advantage of affluence. The prayer has therefore no efficacy, unless the very questionable hypothesis be raised, that the conditions of royal life may naturally be yet more fatal, and that their influence is partly, though incompletely, neutralized by the effects of public prayers.<br />
<br />
It will be seen that the same table collates the longevity of clergy, lawyers, and medical men. We are justified in considering the clergy to be a far more prayerful class than either of the other two. It is their profession to pray, and they have the practice of offering morning and evening family prayers in addition to their private devotions, A reference to any of the numerous published collections of family prayers will show that they are full of petitions for temporal benefits. We do not, however, find that the clergy are in any way more tong lived in consequence. It is true that the clergy, as a whole show a life-value of 69.49, as against 68.14 for the lawyers, and 67.31 for the medical men; but the easy country life and family repose of so many of the clergy are obvious sanatory conditions in their favour This difference is reversed when the comparison is made between distinguished members of the three classes - that is to say, between persons of sufficient note to have had their lives recorded in a biographical dictionary. When we examine this category, the value of life among the clergy, lawyers, and medical men is as 66.42, 66.51, and 67.07 respectively, the clergy being the shortest lived of the three. Hence the prayers of the clergy for protection against the perils and dangers of the night, for protection during the day, and for recovery from sickness, appear to be futile in result.<br />
<br />
In my work on Hereditary Genius, and in the chapter on 'Divines,' I have worked out the subject with some minuteness on other data, but with precisely the same result. I show that the divines are not specially favoured in those worldly matters for which they naturally pray, but rather the contrary, a fact which I ascribe in part to their having, as a class, indifferent constitutional vigour. I give abundant reason for all this, and do not care to repeat myself; but I should be glad if such of the readers of this present paper who may be accustomed to statistics would refer to the chapter I have mentioned. They will find it of use in confirming what I say here. They will believe me the more when I say that I have taken considerable pains to get at the truth in the questions raised in this present memoir, and that when I was engaged upon them, I worked, so far as my material went, with as much care as I gave to that chapter on 'Divines'; and lastly, they will understand that, when writing the chapter in question, I had all this material by me unused, which justified me in speaking out as decidedly as I did then.<br />
<br />
A further inquiry may be made into the duration of life among missionaries. We should lay greater stress upon their mortality than upon that of the clergy, because the laudable object of a missionary's career is rendered almost nugatory by his early death. A man goes, say to a tropical climate, in the prime of manhood, who has the probability of many years of useful life before him, had he remained at home. He has the certainty of being able to accomplish sterling good as a missionary, if he should live long enough to learn the language and habits of the country. In the interval he is almost useless. Yet the painful experience of many years shows only too clearly that the missionary is not supernaturally endowed with health. He does not live longer than other people. One missionary after another dies shortly after his arrival. The work that lay almost within the grasp of each of them lingers incompleted.<br />
<br />
It must here be repeated, that comparative immunity from disease compels the suspension of no purely material law, if such an expression be permitted. Tropical fever, for example, is due to many subtle causes which are partly under man's control. A single hour's exposure to sun, or wet, or fatigue, or mental agitation, will determine an attack. Now even if God acted only on the minds of the missionaries his action might be as much to the advantage of their health as if he wrought a physical miracle. He could disincline them to take those courses which might result in mischance, such as the forced march, the wetting, the abstinence from food, or the night exposure, any one of which was competent to develop the fever that struck them down. We must not dwell upon the circumstances of individual cases, and say 'this was a providential escape,' or 'that was a salutary chastisement,' but we must take the broad averages of mortality, and, when we do so, we find that the missionaries do not form a favoured class.<br />
<br />
The efficacy of prayer may yet further be tested by inquiry into the proportion of deaths at the time of birth among the children of the praying and the non-praying classes. The solicitude of parents is so powerfully directed towards the safety of their expected offspring as to leave no room to doubt that pious parents pray fervently for it, especially as death before baptism is considered a most serious evil by many Christians. However, the distribution of still-births appears wholly unaffected by piety. The proportion, for instance, of the still-births published in the Record newspaper and in the Times was found by me, on an examination of a particular period, to bear an identical relation to the total number of deaths. This inquiry might easily be pursued by those who consider that more ample evidence was required.<br />
<br />
When we pray in our Liturgy 'that the Nobility may be endued with grace, wisdom and understanding,' we pray for that which is clearly incompatible with insanity. Does that frightful scourge spare our nobility? Does it spare very religious people more than others? The answer is an emphatic negative to both of these questions, The nobility, probably from their want of the wholesome restraints felt in humbler walks of life, and from their intermarriages, and the very religious people of all denominations, probably from their medita, tions on hell, are peculiarly subject to it. Religious madness is very common indeed.<br />
<br />
As I have already hinted, I do not propose any special inquiry whether the general laws of physical nature are ever suspended in fulfilment of prayer: whether, for instance, success has attended the occasional prayers in the Liturgy when they have been used for rain, for fair weather, for the stilling of the sea in a storm, or for the abatement of a pestilence. I abstain from doing so for two reasons.<br />
<br />
First, if it is proved that God does not answer one large class of prayers at all, it would be of less importance to pursue the inquiry. Secondly, the modern feeling of this country is so opposed to a belief in the occasional suspension of the general laws of nature, that an English reader would merely smile at such an investigation.<br />
<br />
If we are satisfied that the actions of man are not influenced by prayer, even through the subtle influences of his thoughts and will, the only probable form of agency will have been disproved, and no one would care to advance a claim in favour of direct physical interferences.<br />
<br />
Biographies do not show that devotional influences have clustered in any remarkable degree round the youth of those who, whether by their talents or social position, have left a mark upon our English history. Lord Campbell, in his preface to his Lives of the Chancellors, says, 'There is no office in the history of any nation that has been filled with such a long succession of distinguished and interesting men as the office of Lord Chancellor,' and that 'generally speaking, the most eminent men, if not the most virtuous, have been selected to adorn it.' His implied disparagement of their piety is fully sustained by an examination of their respective biographies, and by a taunt of Horace Walpole, quoted in the same preface. An equal absence of remarkable devotional tendencies may be observed in the lives of the leaders of great political parties. The founders of our great families too often owed their advancement to tricky and time-serving court-iership. The belief so frequently expressed in the Psalms, that the descendants of the righteous shall continue, and that those of the wicked shall surely fail, is not fulfilled in the history of our English peerage. Take for instance the highest class, that of the Ducal houses. The influence of social position in this country is so enormous that the possession of a dukedom is a power that can hardly be understood without some sort of calculation. There are, I believe, only twenty-seven dukes to about eight millions of adult male Englishmen, or about three dukes to each million, yet the cabinet of fourteen ministers which governs this country, and India too, commonly contains one duke, often two, and in recent times three. The political privilege inherited with a dukedom in this country is at the lowest estimate many thousand-fold above the average birth-right of Englishmen. What was the origin of these ducal families whose influence on the destiny of England and her dependencies is so enormous? Were their founders the eminently devout children of eminently pious parents? Have they and their ancestors been distinguished among the praying classes? Not so. I give in a footnote * a list of their names, which recalls many a deed of patriotism, valour, and skill, many an instance of eminent merit of the worldly sort, which we Englishmen honour six days out of the seven - many scandals, many a disgrace, but not, on the other hand, a single instance known to me of eminently prayerful qualities. Four at least of the existing ducal houses are unable to claim the title of having been raised into existence through the devout habits of their progenitors, because the families of Buc-cleuch, Grafton, St. Albans, and Richmond were thus highly ennobled solely on the ground of their being descended from Charles II and four of his mistresses, namely, Lucy Walters, Barbara Villiers, Nell Gwynne, and Louise de Querouaille. The dukedom of Cleveland may almost be reckoned as a fifth instance.<br />
<br />
The civil liberty we enjoy in England, and the energy of our race, have given rise to a number of institutions, societies, commercial adventures, political meetings, and combinations of all sorts. Some of these are exclusively clerical, some lay, and others mixed. It is impossible for a person to have taken an active share in social life without having had abundant means of estimating for himself, and of hearing the opinion of others, on the value of a preponderating clerical element in business committees. For my own part, I never heard a favourable one. The procedure of Convocation, which, like all exclusively clerical meetings, is opened with prayer, has not inspired the outer world with much respect. The histories of the great councils of the Church are most painful to read. There is reason to expect that devout and superstitious men should be unreasonable; for a person who believes his thoughts to be inspired, necessarily accredits his prejudices with divine authority. He is therefore little accessible to argument, and he is intolerant of those whose opinions differ from his, especially on first principles. Consequently he is a bad coadjutor in business matters. It is a common weekday opinion of the world that praying people are not practical.<br />
<br />
* Abercorn, Argyll, Athole, Beaufort, Bedford, Buccleuch, Buckingham, Cleveland, Devonshire, Grafton, Hamilton, Leeds, Leinster, Manchester, Marlborough, Montrose, Newcastle, Norfolk, Northumberland, Portland, Richmond, Roxburghe, Rutland, St. Albans, Somerset, Sutherland, Wellington<br />
<br />
Again, there is a large class of instances where an enterprise on behalf of pious people is executed by the agency of the profane. Do such enterprises prosper beyond the average? For instance, a vessel on a missionary errand is navigated by ordinary seamen. A fleet, followed by the prayers of the English nation, carries reinforcements to quell an Indian mutiny. We do not care to ask whether the result of these prayers is to obtain favourable winds, but simply whether they ensue in a propitious voyage, whatever may be the agencies by which that result was obtained. The success of voyages might be due to many other agencies than the suspension of the physical laws that control the winds and currents; just as we showed that a rapid recovery from illness might be due to other causes than direct interference with cosmic order. It might have been put into the captain's heart to navigate in that course and to perform those acts of seamanship which proved links in a chain that led to eventual success. A very small matter would suffice to make a great difference in the end. A vessel navigated by a man who was a good forecaster of weather and an accomplished hydrographer would considerably outstrip another that was deficient in so accomplished a commander, but otherwise similarly equipped. The perfectly instructed navigator would deviate from the most direct course by perhaps some mere trifle, first here, then there, in order to bring his vessel within favouring slants of wind and advantageous currents. A ship commanded by a captain and steered by a sailor whose hearts were miraculously acted upon in answer to prayer would unconsciously, as by instinct, or even as it were by mistake, perform these deviations from routine, which would lead to ultimate success.<br />
<br />
The missionaries who are the most earnestly prayed for are usually those who sail on routes where there is little traffic, and therefore where there is more opportunity for the effects of secret providential overruling to display themselves than among those who sail in ordinary sea voyages. In the usual sea routes a great deal is known of the peculiarities of the seasons and currents, and of the whereabouts of hidden dangers of all kinds; their average risk is small, and the insurance is low. But when vessels are bound to ports like those sought by the missionaries the case is different. The risk that attends their voyages is largely increased, and the insurance is proportionately raised. But is the risk equally increased in respect to missionary vessels and to those of traders and slave-dealers? The comparison between the fortune that attends prayerful and non-prayerful people may here be most happily made. The missionaries are eminently among the former category, and the slave-dealers and traders we speak of in the other. Traders in the unhealthy and barbarous regions to which we refer are notoriously the most godless and reckless (on the broad average) of any of their set. We have, unfortunately, little knowledge of the sea risks of slavers, because the rates of their insurance involve the risk of capture. There is, however, a universal testimony, in the parliamentary reports on slavery, to the excellent and skilful manner in which these vessels are sailed and navigated, which is a prima facie reason for believing their sea risks to be small. As to the relative risks run by ordinary traders and missionary vessels, the insurance offices absolutely ignore the slightest difference between them. They look to the class of the vessel, and to the station to which she is bound, and to nothing else. The notion that a missionary or other pious enterprise carries any immunity from danger has never been entertained by insurance companies.<br />
<br />
To proceed with our inquiry, whether enterprises on behalf of pious people succeed better than others when they are entrusted to profane hands, we may ask - Is a bank or other commercial undertaking more secure when devout men are among its shareholders - or when the funds of pious people, or charities, or of religious bodies are deposited in its keeping, or when its proceedings are opened with prayer, as was the case with the disastrous Royal British Bank? It is impossible to say yes. There are far too many sad experiences of the contrary.<br />
<br />
If prayerful habits had influence on temporal success, it is very probable, as we must again repeat, that insurance offices, of at least some descriptions, would long ago have discovered and made allowance for it. It would be most unwise, from a business point of view, to allow the devout, supposing their greater longevity even probable, to obtain annuities at the same low rates as the profane. Before insurance offices accept a life, they make confidential inquiries into the antecedents of the applicant. But such a question has never been heard of as, 'Does he habitually use family prayers and private devotions?' Insurance offices, so wakeful to sanatory influences, absolutely ignore prayer as one of them. The same is true for insurances of all descriptions, as those connected with fire, ships, lightning, hail, accidental death and cattle sickness. How is it possible to explain why Quakers, who are most devout and most shrewd men of business, have ignored these considerations, except on the ground that they do not really believe in what they and others freely assert about the efficacy of prayer? It was at one time considered an act of mistrust in an over-ruling Providence to put lightning conductors on churches; for it was said that God would surely take care of his own. But Arago's collection of the accidents from lightning showed they were sorely needed; and now lightning conductors are universal. Other kinds of accidents befall churches, equally with other buildings of the same class; such as architectural flaws, resulting in great expenses for repair, fires, earthquakes, and avalanches.<br />
<br />
The cogency of all these arguments is materially increased by the recollection that many items of ancient faith have been successively abandoned by the Christian world to the domain of recognized superstition. It is not two centuries ago, long subsequent to the days of Shakespeare and other great names, that the sovereign of this country was accustomed to lay hands on the sick for their recovery, under the sanction of a regular Church service, which was not omitted from our prayer-books till the time of George II. Witches were unanimously believed in, and were regularly exorcised, and punished by law, up to the beginning of the last century. Ordeals and duels, most reasonable solutions of complicated difficulties according to the popular theory of religion, were found absolutely fallacious in practice. The miraculous power of relics and images, still so general in Southern Europe, is scouted in England. The importance ascribed to dreams, the barely extinct claims of astrology, and auguries of good or evil luck, and many other well-known products of superstition which are found to exist in every country, have ceased to be believed in by us. This is the natural course of events, just as the Waters of Jealousy and the Urim and Thummin of the Mosaic law had become obsolete in the times of the later Jewish kings. The civilized world has already yielded an enormous amount of honest conviction to the inexorable requirements of solid fact; and it seems to me clear that all belief in the efficacy of prayer, in the sense in which I have been considering it, must be yielded also. The evidence I have been able to collect bears wholly and solely in that direction, and in the face of it the onus probandi lies henceforth on the other side.<br />
<br />
Nothing that I have said negatives the fact that the mind may be relieved by the utterance of prayer. The impulse to pour out the feelings in sound is not peculiar to Man. Any mother that has lost her young, and wanders about moaning and looking piteously for sympathy, possesses much of that which prompts men to pray in articulate words. There is a yearning of the heart, a craving for help, it knows not where, certainly from no source that it sees. Of a similar kind is the bitter cry of the hare, when the greyhound is almost upon her; she abandons hope through her own efforts, and screams- but to whom? It is a voice convulsively sent out into space, whose utterance is a physical relief. These feelings of distress and of terror are simple, and an inarticulate cry suffices to give vent to them; but the reason why Man is not satisfied by uttering inarticulate cries (though sometimes they are felt to be the most appropriate) is owing to his superior intellectual powers. His memory travels back through interlacing paths, and dwells on various connected incidents; his emotions are complex, and he prays at length.<br />
<br />
Neither does anything I have said profess to throw light on the question of how far it is possible for Man to commune in his heart with God. We know that many persons of high intellectual gifts and critical minds look upon it as an axiomatic certainty that they possess this power, although it is impossible for them to establish any satisfactory criterion to distinguish between what may really be borne in upon them from without and what arises from within, but which, through a sham of the imagination, appears to be external. A confident sense of communion with God must necessarily rejoice and strengthen the heart, and divert it from petty cares; and it is equally certain that similar benefits are not excluded from those who on conscientious grounds are sceptical as to the reality of a power of communion. These can dwell on the undoubted fact, that there exists a solidarity between themselves and what surrounds them, through the endless reactions of physical laws, among which the hereditary influences are to be included. They know that they are descended from an endless past, that they have a brotherhood with all that is, and have each his own share of responsibility in the parentage of an endless future. The effort to familiarize the imagination with this great idea has much in common with the effort of communing with a God, and its reaction on the mind of the thinker is in many important respects the same. It may not equally rejoice the heart, but it is quite as powerful in ennobling the resolves, and it is found to give serenity during the trials of life and in the shadow of approaching death.<br />
<br />
<br />
(The original can be viewed here: <a href="http://www.galton.org/essays/1870-1879/galton-1872-fort-rev-prayer.pdf">http://www.galton.org/essays/1870-1879/galton-1872-fort-rev-prayer.pdf</a>)Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com3tag:blogger.com,1999:blog-6147438245095798314.post-87469486727696271972011-09-30T22:39:00.001+01:002019-11-07T09:20:11.000+00:00Death and Venice<span style="font-size: large;"><b>Why I went to Venice...</b></span><br />
<br />
On the 12 May 1797 Napoleon ended the thousand-odd history of the island city of Venice as an independent City-State. This used to rather irritate me. Venice, I thought, could have carried on into the present time as one of those charming European anomalies like Monaco or Andorra. It could have survived the unification of Italy and stayed as the finance centre of the world - but, in that case, it would all now be skyscrapers, concrete and €7.99 for a cup of coffee. As it is it is nicely derelict with the shades of doges, wobbly bridges ... though it has maintained a bankers view on coffee pricing. <br />
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<tr><td class="tr-caption" style="text-align: center;">What Venice would look like now without Napoleon - this is the island-city of Malé in the Maldives</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">Birmingham and Venice</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<b>There is no reason to go to Venice.</b> </div>
<br />
The only possible reason you might want to go there is to look at it, and you already know what it looks like. But there seems to be something in humans which makes us want to enter into the physical experience, even when we don't stand to gain anything extra, new, or even good from it. The experience alone seems to be enough. I do not understand this, which may be why we've just come back from Venice, where I did discover some new things.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg12BDeCbJ0h2C6v0w1rlAU7kkBDm7oo8XA4w36lGlGnHJJuV0LzVjtQA1yTqfdE-VX26Ocx5TutU6c6g5yk_s37SWOFD_YCBHwbwX0XqxeWvrryN4JYUVScJa-q_-hQihdjukZC54uZHE/s1600/Glyn+in+Venice+%252825%2529.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg12BDeCbJ0h2C6v0w1rlAU7kkBDm7oo8XA4w36lGlGnHJJuV0LzVjtQA1yTqfdE-VX26Ocx5TutU6c6g5yk_s37SWOFD_YCBHwbwX0XqxeWvrryN4JYUVScJa-q_-hQihdjukZC54uZHE/s200/Glyn+in+Venice+%252825%2529.JPG" width="150" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja9vF2WH8dL1bZO7oycpZLOYSI6Hvs0-0VYgwwWIRCwErVnkKW7K2UtT4_xvocej4wUr-n54MhSVjkDUCdXXaNnc-MzDtg2aULJYlN9QJQwMJ3zpv91tqsTol4GIv-zy99h3frXKOxSkg/s1600/Glyn+in+Venice+%252822%2529.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja9vF2WH8dL1bZO7oycpZLOYSI6Hvs0-0VYgwwWIRCwErVnkKW7K2UtT4_xvocej4wUr-n54MhSVjkDUCdXXaNnc-MzDtg2aULJYlN9QJQwMJ3zpv91tqsTol4GIv-zy99h3frXKOxSkg/s200/Glyn+in+Venice+%252822%2529.JPG" width="200" /></a>
'Decorative decay' is a thing Venice is famous for, but I was astonished at how <i>very </i>derelict the city actually is. Just a few footsteps away from the tourist areas between the Rialto Bridge and St Mark's you'll find street after street of empty, boarded or bricked-up houses, workshops and palaces. Even those that have a room or two in use mostly seem to have abandoned the lower floors to the waters. I suppose this ought to be no surprise; this is a city which, at its height in the 1500's housed a quarter of a million people, but now has only about 60,000, and still falling. No wonder either, because, there's isn't actually much for them to do any more.
Venetian merchant ships stopped dominating the seas when the Portuguese found out how to sail round Africa.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyOCRkMHisOZwev2TUAp9TEgyCaEgpJ2WefM5o8s78MnjLHlJ2HvaktRdW7liySKIdpbXCS_twRycNhFat0W-YdK-hBCgEW2vpN6D7Z-m7wt8FqyukSUuW_pOgyxffwVTu8fM_vApCzy4/s1600/Glyn+in+Venice+%252817%2529.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyOCRkMHisOZwev2TUAp9TEgyCaEgpJ2WefM5o8s78MnjLHlJ2HvaktRdW7liySKIdpbXCS_twRycNhFat0W-YdK-hBCgEW2vpN6D7Z-m7wt8FqyukSUuW_pOgyxffwVTu8fM_vApCzy4/s200/Glyn+in+Venice+%252817%2529.JPG" width="150" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEVcNm8wNq_w6g-sgDOhMUXU6-PwuDT9oa4sunTDKtL-Hk4aB4kycd-6cJ1ZPmnNNmzzal8htoPBkmYAdfZr0bBZnd9dPv-hgRhDE7gwXp0-7Z6MNB9EN1q2yT72-9o4-YQ4BxfCLOD_A/s1600/Glyn+in+Venice.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEVcNm8wNq_w6g-sgDOhMUXU6-PwuDT9oa4sunTDKtL-Hk4aB4kycd-6cJ1ZPmnNNmzzal8htoPBkmYAdfZr0bBZnd9dPv-hgRhDE7gwXp0-7Z6MNB9EN1q2yT72-9o4-YQ4BxfCLOD_A/s200/Glyn+in+Venice.jpg" width="200" /></a>Venice got made because its island location kept it safe from the shenanigans of dark-age Europe, and it got rich above the dreams of any city before or since after working-out that Chinese, Arabs, Indonesians and Africans were willing to swap the worthless stuff they found growing on trees for worthless Very Shiny Things. The stuff on trees was spices, worth as week's wage a pinch in Europe, and the Shiny Things were geegaws of Venetian glass. The spice trade works differently now, but making the Shiny Things is about the only industry Venice has left. Venetian Glassware has raised the concept of 'tawdry' to heights which truly have to be seen to be believed, culminating in that greatest expression of the glass-makers art (and I'm not making this up) – miniatures of Homer Simpson on a Gondola.<br />
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Anyway, Venice is now dead, but it makes the most astonishingly beautiful corpse. My top tourist tips? There is pretty much no point whatever looking at guidebooks. The book will say that such-and-such church has a must-see Tintoretto, or whatever. Fact is every single church in the city, and there are 117 of them, has a must-see Tintoretto, or something similar, or better. The really interesting bits start where the tourists stop – the Jewish Ghetto, the streets behind the backs. Oh, and you don't have to pay the earth for the necessary ride in a gondola powered by a man in a stripey shirt - for just 50 cents you can get one of the public <i>traghetto </i>ferries across the Grand canal.Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com1tag:blogger.com,1999:blog-6147438245095798314.post-77298344301415065692011-09-22T22:45:00.000+01:002019-11-07T09:17:55.214+00:00How to Become a Famous Philosopher<div class="separator" style="clear: both; font-family: inherit; text-align: center;">
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OK, so you want to be a famous philosopher? It doesn't seem to be too difficult, as long as you take care to start off in the right way...<br />
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<a href="http://sqapo.com/wittgenstein.htm" target="_blank">Ludwig Wittgenstein</a> was born into what was probably the richest family in all Austria, his sister died in babyhood and the only one of his four brothers who didn't commit suicide was maimed in the war. Bertrand Russell was actually an Earl, born into one of the richest aristocratic families in Wales, his mother died when he was three, followed by his sister, and, two years later his father also died, from bronchitis following a long period of depression. <br />
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<a href="http://sqapo.com/confucius.htm" target="_blank">Confucius</a>'s father died when he was three. <a href="http://sqapo.com/leibniz.htm" target="_blank">Gottfried Leibniz</a>'s father died when he was six. <a href="http://sqapo.com/emerson.htm" target="_blank">Ralph Waldo Emerson</a>'s father died from stomach cancer less than two weeks before Emerson's eighth birthday and three of his siblings - Phebe, John Clarke, and Mary Caroline - died in childhood. Both of <a href="http://sqapo.com/erasmus.htm" target="_blank">Erasmus</a>' parents died of the plague when Erasmus was only 17. <a href="http://sqapo.com/augustine.htm" target="_blank">Augustine of Hippo</a> was a libertine from an aristocratic family whose mother was an alcoholic. <a href="http://sqapo.com/descartes.htm" target="_blank">René Descartes</a> was rich enough never to have to work, his mother died when he was one. <a href="http://sqapo.com/comte.htm" target="_blank">Auguste Comte</a>, after a spell in an asylum, attempted suicide by jumping off the Pont des Arts. <a href="http://sqapo.com/kant.htm" target="_blank">Immanuel Kant</a> was from a family of stern Scottish descent, five of his brothers and sisters died in childhood.<a href="http://sqapo.com/hume.htm" target="_blank"> David Hume</a>'s father, a leading lawyer, died when he was only two years old, leaving him to be raised by his mother, the daughter of a Lord President of the Court of Session. <a href="http://sqapo.com/kierkegaard.htm" target="_blank">Soren Kierkegaard</a> was born in 1813 to a vastly wealthy family in Copenhagen - his mother, and all but one of his six siblings, died young. <a href="http://sqapo.com/leibniz.htm" target="_blank">Gottfried Leibniz</a> was son of a philosophy professor who died when Gottfried was only six. <a href="http://sqapo.com/marcusa.htm" target="_blank">Marcus Aurelius</a> was emperor of Rome, his father died when he was three. <br />
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<a href="http://sqapo.com/hegelhistory.htm" target="_blank">Hegel</a>'s mother, Maria, died of a "bilious fever" when Hegel was eleven. Hegel and his father also caught the disease but narrowly survived. Hegel's brother, Georg Ludwig was killed in Napoleon's Russian campaign of 1812. <a href="http://sqapo.com/hobbes.htm" target="_blank">Thomas Hobbes</a> was born dangerously prematurely - his father was a priest who abandoned his three children to the care of an older brother, Francis, when he was forced to flee to London after being involved in a fight with another clergyman outside his own church. <a href="http://sqapo.com/mill.htm" target="_blank">John Stuart Mill</a> grew to suffer horrid depression over an upbringing which had forced classical literature, logic, political economy, history and mathematics down him before he was fourteen. <br />
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<a href="http://sqapo.com/nietzsche.htm" target="_blank">Friedrich Nietsche</a>'s father died when he five, and his younger brother died a year later. On September 27, 1759, <a href="http://sqapo.com/paine.htm" target="_blank">Thomas Paine</a> married Mary Lambert, his business collapsed soon after, then Mary became pregnant, they moved to Margate, she went into early labor, in which she and their child died. <a href="http://sqapo.com/pascal.htm" target="_blank">Blaise Pascal</a>'s mother died when he was only seven. <a href="http://sqapo.com/Rousseau-Confessions.htm" target="_blank">Jean-Jacques Rousseau</a>'s mother, Suzanne Bernard Rousseau, the daughter of a Calvinist preacher, died of puerperal fever nine days after his birth. When Jean-Paul Sartre was 15 months old, his father died of a fever.<br />
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Oh, and if being a Famous Philosopher isn't good enough for you - <a href="http://sqapo.com/gospels.htm" target="_blank">Jesus</a> clearly had a <i>serious</i> relationship problem with <i>his </i>parents, and he wasn't alone. <a href="http://sqapo.com/torah.htm" target="_blank">Abraham</a>'s father died following his son's demand that they quit the city of Ur. <a href="http://sqapo.com/quran.htm" target="_blank">Mohammed</a>'s mother died when he was six, while <a href="http://thehundredbooks.com/dhammapada.htm" target="_blank">The Buddha</a>'s mother, according to legend, died giving birth to him. <br />
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You get the idea? <br />
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Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com8tag:blogger.com,1999:blog-6147438245095798314.post-86692082328899379102011-09-09T22:24:00.002+01:002019-11-05T10:29:28.618+00:00The Day After...<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0wnIcRR451XHhYFso5T0sHNFNT00I2zVV2VstA4KHRrzngUlm06Xbp-VN01vBgFerfW2t4AuvovSsFHgrgT6vT0dzejmzteyq8WLUAQ4ywKlyzCUY1r_59vcgEiXfJX7AaMeskHSTsp0/s1600/005_2A.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br /></a><span style="font-family: Arial,Helvetica,sans-serif; font-size: x-small;">Photographs I took after the 9/11 attack on New York</span><br />
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<br />Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com0tag:blogger.com,1999:blog-6147438245095798314.post-1059065151516974372011-08-21T18:16:00.006+01:002012-07-09T09:06:28.741+01:00God, existence of<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmNP9foQ6zwLl98XunQbAsIHR-gnqDd0OqtgwslFMcRqUGUBLUwOOXm8ocPLNMYDxKMPaYc1ZZ2DaHlsEkPf_Jf30jMhle6meFd8pL4Rf_KqX83jUFWRgqK3Zw9ikTlHY1kskmXVnP-1M/s1600/god+tussi+great+ho.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5643370119507863330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmNP9foQ6zwLl98XunQbAsIHR-gnqDd0OqtgwslFMcRqUGUBLUwOOXm8ocPLNMYDxKMPaYc1ZZ2DaHlsEkPf_Jf30jMhle6meFd8pL4Rf_KqX83jUFWRgqK3Zw9ikTlHY1kskmXVnP-1M/s320/god+tussi+great+ho.jpg" style="cursor: hand; cursor: pointer; float: left; height: 219px; margin: 0 10px 10px 0; width: 320px;" /></a>
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<span style="font-family: arial;">I wrote this little summary of the <span style="font-weight: bold;">Six Arguments</span> for (and against) the existence of God yonks ago in response to a question from 'Melanie' on the 'Ask a Philosopher' forum. It has been reproduced here and there quite a lot since, with astonishingly little dissent...</span>
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<span style="color: #666666; font-size: 78%;">The pic is from the 2008 Bollywood film </span><span style="color: #666666; font-size: 78%; font-style: italic;">God Tussi Great Ho</span>
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<span style="font-family: arial; font-weight: bold;">1: The Miracles Argument</span>
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<span style="font-family: arial;">FOR GOD: God runs the universe and controls all its physics, therefore the only entity who can alter the physics is God. Thus, by doing magic miracles which are beyond normal physics, God's prophets prove that He exists and that they carry His authority. (<a href="http://www.btinternet.com/%7Eglynhughes/squashed/hobbes.htm">Thomas Hobbes</a>)</span>
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<span style="font-family: arial;">AGAINST GOD: Reports of miracles always seem to come from uneducated, far distant, ancient people, so they are no more to be trusted than any other such stuff. If miracles prove religion to be true, how come religions which oppose one another (e.g. Sikhism and Shinto, Judaism and Hinduism etc) can all claim to be proved true by miracles? (<a href="http://www.btinternet.com/%7Eglynhughes/squashed/hume.htm">David Hume</a>)</span>
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<span style="font-family: arial; font-weight: bold;">2: The Ontological Argument</span>
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<span style="font-family: arial;">FOR GOD: Everything I know of comes, ultimately, from outside of myself. I know of the existence of a being greater than which nothing can be conceived, namely God. There is nothing in my experience which ought to make me know this, so it must have come from elsewhere, namely from God Himself. (<a href="http://www.btinternet.com/%7Eglynhughes/squashed/descartes.htm">Rene Descartes</a>)</span>
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<span style="font-family: arial;">AGAINST GOD: The fact that you can conceive of something, doesn't make it true. You can imagine all sorts of infinitely great and perfect things — the perfect island, the perfect answer to a philosophy question — but that doesn't make them exist. Furthermore, 'existing' isn't a property of things. It isn't something which they might or might not have, like 'being blue' or 'getting hot', it is something which has to come first to make the concept real — you can't just tag it on after. Quite a lot of modern theologians, Don Cupitt being one, try to get round this by arguing that God doesn't exist as a being, but He does have 'real' existence as the abstract projection of our moral and religious ideals. Though how that differs from 'god doesn't exist' I don't know. (<a href="http://www.btinternet.com/%7Eglynhughes/squashed/kant.htm">Immanuel Kant</a>)</span>
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<span style="font-weight: bold;">3: The Design Argument</span>
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<span style="font-family: arial;">FOR GOD: If you found a watch lying in the road, you would know from the perfect way all its little parts interact that it had not suddenly appeared by chance. You would know that some thinking creature had deliberately designed it. Look at the world around you, isn't it astonishing how all its parts fit and work so perfectly together? Such a magnificent structure must have had a designer behind it. That designer is God. (William Paley)</span>
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<span style="font-family: arial;">AGAINST GOD: I, Glyn Hughes, am by trade and profession a designer, so I think I can speak with some authority here. People with no experience of designing tend not to realise how the process works. They assume that the designer thinks out a grand plan, and then makes the thing from nothing more than the raw materials and his own genius. This is not what happens. Designers never can work alone — which would suggest, at least, a committee of several gods. They begin with prototypes, which are usually faulty. Objects which exist now do not mean that the designer is alive now (Guccio Gucci died in 1972, but you can still buy his watches.) Designers never begin from scratch, they merely make tiny modifications to existing designs. There never was anyone who ever designed a wristwatch. Dr Paley's watch would have been designed by someone who had copied almost every feature from previous watches, and they in turn from clocks, which copy a synthesis of milling equipment and water clocks, which might well have come about from the accidental breaking of a water jug. Such innovations as designers appear to make are invariably the result of either fortunate accidents, of synthesis with other designs. Consider that noted design icon, the Dyson vacuum cleaner. It is a synthesis of the upright vacuum cleaner with a device called a cyclone precipitator, invented decades before to remove dust from industrial chimneys, and itself the result of a chance observation about fans. James Dyson himself says that he 'stumbled' onto the idea, and took five years and 5,127 (yes, 5,127) different versions before the design was ready.</span>
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<span style="font-family: arial;">So, while, in philosophy, analogies are always suspect as arguments, the design analogy is an exceptionally poor one for God. In fact, if the design argument proves anything, it rather proves that gradual, blind, evolution is the better explanation for the harmony of the universe. (Richard Dawkins)</span>
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<span style="font-family: arial; font-weight: bold;">4: The Morality Argument</span>
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<span style="font-family: arial;">FOR GOD: Humans want to each grab as much as they can for themselves. They are naturally selfish, yet humans very often act with care and sensitivity. There is no logical reason why they should do this. Virtue, thus, must be caused by something outside of humanity which itself has a moral sense. This must be God. (John Henry Newman)</span>
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<span style="font-family: arial;">AGAINST GOD: Virtue is no mystery. It is quite true that humans each just want to grab everything they can for themselves, but the best technique for doing precisely that is to be as nice as possible to the people around you. Being moral is a good survival mechanism, it doesn't need God. In any case, what with all the earthquakes, diseases, pestilences, nasal hair and boils, God, if he did exist, doesn't seem to be at all nice Himself. (Matt Ridley)</span>
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<span style="font-family: arial; font-weight: bold;">5: The Experience Argument</span>
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<span style="font-family: arial;">FOR GOD: It just doesn't matter what anyone says, I just KNOW that God exist, and I prove that from nothing other than my own honest knowledge of my own mind. I have studied all the arguments, and I realise that God can't be demonstrated by science or logic. I have made the great 'leap of faith', I have chosen God. (Martin Heidegger)</span>
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<span style="font-family: arial;">AGAINST GOD: This could be a good argument for God, were it not for the fact that different people get totally different, and utterly opposing, inner experiences of God. And, funnily enough, such experiences seem to owe far more to each person's cultural and social influences than to anything outside of themselves. (<a href="http://www.btinternet.com/%7Eglynhughes/squashed/james.htm">William James</a>)</span>
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<span style="font-family: arial; font-weight: bold;">6: The First Cause (or 'cosmological') Argument</span>
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<span style="font-family: arial;">FOR GOD: Everything which happens must have a cause. Everything which is moving must have been started off moving by something else pushing it. That means that there must have been some first thing, a 'prime mover' to start things off. That is God. (St Augustine)</span>
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<span style="font-family: arial;">AGAINST GOD: This argument is both illogical and unjustified. You can't begin by stating as an inviolable principle that '<span style="font-style: italic;">all things must have a cause</span>' and then use that to prove that there is something which doesn't have a cause. The fact that we don't really know how the universe started doesn't prove anything at all, it might have existed forever infinitely backwards in time for all we know. This is a 'God of the gaps' argument, where, when there is a gap in our knowledge, some people are tempted to slot God in. In any case, if all things have a cause, what was the cause of God? Another pre-God God? And what caused that God? (<a href="http://www.btinternet.com/%7Eglynhughes/squashed/ayer.htm">AJ Ayer</a>)</span>
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<span style="font-family: arial;">That's about it for God. There is <a href="http://www.btinternet.com/%7Eglynhughes/squashed/pascal.htm">Blaise Pascal's</a> 'wager', in which he suggests that it is better to profess a belief in God, as it gives you a better chance of eternal life. But that isn't an argument for the existence of God, just a reason why you ought to go to church. And not a very good reason at that; would a thinking God actually want to spend eternity with a bunch of sycophantic believers? Wouldn't an intelligent God rather spend His time with polite unbelievers — they would make for much more productive conversation.</span>
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<span style="font-family: arial;">As for arguments actually against the existence of God, they are few and poor. It is extremely difficult to prove that something ISN'T true, for to 'prove' generally means 'to bring forward evidence for', and it is usually impossible to bring forward 'non evidence' in order to disprove something.</span>
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<span style="font-family: arial;">There are the so-called 'fallacies of omnipotence', like 'could an all-powerful God make a stone to heavy for God to lift up?' But they are rather, shall we say, floppy, as arguments. There is the 'problem of evil' — that the horrid things we find thrown at us by the natural world show that a Good God couldn't possibly exist. But that doesn't in any way disprove the existence of God, it just shows that either He is either vindictive or uncaring, or that we don't really understand Him.</span>
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<span style="font-family: arial;">Then there is the '<a href="http://en.wikipedia.org/wiki/Parable_of_the_Invisible_Gardener">Parable of the Invisible Gardener</a>', a sort of commentary on the design and ontological arguments, which might be neatly summed-up in this question:</span>
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<span style="font-family: arial;">"Could you please tell me what the difference is between:</span>
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<span style="font-family: arial;">1) A God who has no shape, no size, no location, no colour, no form, who cannot be heard, or seen, or smelled, of felt, or touched, who is invisible and unknowable...</span>
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<span style="font-family: arial;">and</span>
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<span style="font-family: arial;">2) A God who doesn't exist?" </span>Glyn Hugheshttp://www.blogger.com/profile/06224531709045026905noreply@blogger.com2