By Stephen P. Richards
Read or Download A Number for Your Thoughts PDF
Similar occult & paranormal books
This is often the documented autobiography of a sufferer of presidency brain keep watch over. Cathy O'Brien is the one vocal and recovered survivor of the vital Intelligence Agency's MK-Ultra undertaking Monarch brain keep an eye on operation. Chiseled deep into the white stone of the CIA's Langley, Virginia headquarters is a partial verse lifted from the Holy Bible and writings of Saint John.
John Foster addresses the query: what's it to understand a actual item? He rejects the view that we understand such gadgets without delay, and argues for a brand new model of the normal empiricist account, which locates the rapid gadgets of conception within the brain. yet this account turns out to suggest that we don't understand actual items in any respect.
Can technological know-how, psychology, and biology clarify miracles? This three-volume set makes an attempt to respond to that query, proposing the most recent, in addition to vintage, considering and study concerning miracles from fields that come with psychology, psychiatry, theology, biology, and historical past. we have now all heard of what appear incredible occasions, that have surfaced throughout heritage.
The yank BOYS' BOOKOF insects, BUTTERFLIESAND BEETLESF'OR]~ TALICA FORE discuss bugs, BUG-A-BOOS, BUG-BEARS,BUG-HOUSES AND HU)f-BUGSHOW the author realized TIlE lifestyles background OFBEETLES-HOW HE USED THE)! FOR HORSES. j-~:UIO:NG the little folks of this international recognized asthe bugs, ve locate aln10st as nlnny characteristics of characteras 'we do anlong the humans.
Additional info for A Number for Your Thoughts
They must therefore all have a sum of digits equal to 1+ 2 + 3 + . + 8 + 9 = 45 which is exactly divisible by 9. Now there is a simple law of arithmetic which states that any number with a sum of digits which is divisible by 9 is itself divisible by 9. It follows that all ten-digit numbers of this kind are divisible by 9. None of them is therefore prime, emirp or otherwise. This means that the series above, which starts out so confidently with 4, 11, 42, 193, ... must come all the way back down to zero by the tenth term.
Thus, if we are purists and insist that a true emirp must generate a different prime number when reversed, then there is only one known 'cyclic emirp', namely 193,939. We may now speculate whether it is unique among all decimal numbers, or whether out there in the countless number of primes lies another waiting to be discovered. THE PRIME PRIMES Consider for a moment the prime number 73,939,133. There is something quite unusual about it. By dropping successively the rightmost digit, the remaining numbers are still all primes.
As we can see, both horses in that race experienced just such bursts of speed early in the race; at 11, 17, 23, 29 and at 41, 47, 53, 59 for the' 11' row. and at 61, 67, 73, 79 for the '7' row. In order to get truly impressive bursts of sustained speed it is unfortunately necessary to form sequences in which the constant number to be added is quite large. If this number is 210, for example, then the smallest prime number not dividing 210 exactly is 11, so that we might expect 10 consecutive primes of this kind to arise from time to time.