Mnemonic games |
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Chunking mnemonic memory techniqueChunking is a technique used when remembering numbers, although the idea can be used for remembering other things as well. It is based on the idea that short-term memory is limited in the number of things that can be contained. A common rule is that a person can remember 7 (plus or minus 2) "items" in short-term memory. In other words, people can remember between 5 and 9 things at one time. You may notice that local telephone numbers have 7 digits. This is convenient because it is the average amount of numbers that a person can keep in his or her mind at one time. When you use "chunking" to remember, you decrease the number of items you are holding in memory by increasing the size of each item. In remembering the number string 64831996, you could try to remember each number individually, or you could try thinking about the string as 64 83 19 96 (creating "chunks" of numbers). This breaks the group into a smaller number of "chunks." Instead of remembering 8 individual numbers, you are remembering four larger numbers. This is particularly helpful when you form "chunks" that are meaningful or familiar to you (in this case, the last four numbers in the series are "1996," which can easily be remembered as one chunk of information). Practice your skills with examples in the comfort and privacy of your own home and at your own pace. The Memory games refers to a family of science-based memory training These unique and highly interactive memory training programs help users improve their memory skills by eliminating the three most common reasons for memory training. Many people who want to improve their memory fail to take action because most traditional memory training programs are classroom or seminar-based and typically involve many people. How to memorize PI Memorizing up to 31 digits of Pi can be a great way to impress friends, use as a party piece, or win bar bets.One of the simplest ways to memorize Pi is to memorize sentences in which each word's length represents a digit of Pi. This method can only be used up to 31 digits after the decimal point, because the 32nd digit after the decimal point is 0. Here are some classic sentences of this type:
Pi = 3.1415926535897932384626433832795028841971...The most common type of mnemonic is the word-length mnemonic in which the number of letters in each word corresponds to a digit. This simple one gives pi to seven decimal places: How I wish I could calculate pi.This longer one, giving fifteen decimal places of pi, is popular with students: How I like a drink, alcoholic of course,after the heavy lectures involving quantum mechanics. There is the little rhyme to aid the memorisation of twenty-one digits of pi: Now, I wish I could recollect pi."Eureka," cried the great inventor. Christmas Pudding; Christmas Pie Is the problem`s very center. And if you feel the need for a device for remembering thirty-one decimal places of pi, try this rhyme: Sir, I bear a rhyme excellingIn mystic force, and magic spelling Celestial sprites elucidate All my own striving can`t relate Or locate they who can cogitate And so finally terminate. Finis. There is a problem with this type of mnemonic that does not affect the above examples. It is the question of how to represent the digit zero. Fortunately a zero does not occur in pi until the thirty-second place. Several people have come up with ingenious methods of overcoming this, most commonly using a ten-letter word to represent zero. In other cases a certain piece of punctuation indicates a naught. There are many stories and poems crafted in this way, and at least one encoding over 700 digits of pi. Eidetic Imagery Training CertificationYear I Segment 1 - Five Days 1. Eidetic Imagery: A Consciousness PsychologyYear I, Segment II - Five Days 1. The Mythological Dimension in Imagery of HealingYear II, Segment 1 - Five Days 1. Comprehensive Overview of Ahsen’s Image PsychologyYear II, Segment II - Five Days 1. Imagery and Altered States of Consciousness Project index
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