It is normally possible to be much more certain who your children are than who your brothers are. And you can be more certain still who you yourself … - Richard Dawkins

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It is normally possible to be much more certain who your children are than who your brothers are. And you can be more certain still who you yourself are!

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About Richard Dawkins

Richard Dawkins (born 26 March 1941) is a British evolutionary biologist and author. He is known for his advocacy of atheism.

Biography information from Wikiquote

Also Known As

Birth Name: Clinton Richard Dawkins
Alternative Names: C. Dawkins C. Richard Dawkins Clinton Dawkins CR Dawkins R. Dawkins
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Additional quotes by Richard Dawkins

For his purposes (and mine), scientific medicine is defined as the set of practices which submit themselves to the ordeal of being tested. Alternative medicine is defined as that set of practices which cannot be tested, refuse to be tested, or consistently fail tests. If a healing technique is demonstrated to have curative properties in properly controlled double-blind trials, it ceases to be alternative. It simply, as Diamond explains, becomes medicine. Conversely, if a technique devised by the President of the Royal College of Physicians consistently fails in double-blind trials, it will cease to be a part of 'orthodox' medicine. Whether it will then become 'alternative' will depend upon whether it is adopted by a sufficiently ambitious quack (there are always sufficiently gullible patients).

We are going to die, and that makes us the lucky ones. Most people are never going to die because they are never going to be born. The potential people who could have been here in my place but who will in fact never see the light of day outnumber the sand grains of Arabia. Certainly those unborn ghosts include greater poets than Keats, scientists greater than Newton. We know this because the set of possible people allowed by our DNA so massively outnumbers the set of actual people. In the teeth of these stupefying odds it is you and I, in our ordinariness, that are here.

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