FurstSystem
= FurstSystem = Created by Dr. Bruno Furst and first published in the 1940s. The course, titled "You . . . == Only uses the MajorSystem, so no alternate NumberSystems need to be memorized. == Bad Points == . . .
2K - last updated 2009-06-01 02:42 UTC by 192.168.1.1
HomePage
= Mentat Wiki = This wiki is a collaborative environment for exploring ways to become a better thinker. . . . Systems: LinkSystem, MemoryPalace, PegSystem, NumberSystems, NumberRhymeSystem, NumberShapeSystem, . . .
4K - last updated 2011-09-07 05:16 UTC by RonHaleEvans
MemorySystems
= MemorySystems = There have been numerous historical and more recent memory systems, most of which follow . . . or a systematic PegSystem developed using NumberSystems or AlphabetSystems. The DominicSystem: . . . created by Kevin Trudeau. Based on several NumberSystems and ad-hoc RomanRoom lists used as peg . . .
3K - last updated 2009-06-01 02:42 UTC by 192.168.1.1
MemoryTechnique
= Memory Techniques = == Mailing list == Various mailing lists are useful to find out more about memory . . . things * UsingCity to memorize a language * NumberSystems different systems to help memorise numbers . . .
3K - last updated 2014-10-17 19:09 UTC by glphon2233w-lp140-01-2925502285.dsl.bell.ca
MnemonicCues
= Selecting Good Mnemonic Cues = Remembering information is more than just storing it as images, rhymes, . . . important than selecting strong images or good NumberSystems. There are a couple good ways to go about . . .
5K - last updated 2009-06-01 02:43 UTC by 192.168.1.1
MnemonicTechniques
= MnemonicTechniques = Techniques are the building-blocks of larger systems. They can be divided into . . . images together in an orderly fashion. * use NumberSystems to convert numbers into images, for inclusion . . .
2K - last updated 2009-06-01 02:43 UTC by 192.168.1.1
NumberSystems
Numbers are particularly difficult to remember, unless you know the trick to them. Fortunately there . . .
1K - last updated 2009-06-01 02:43 UTC by 192.168.1.1
SquaringNumbers
= Introduction = Squaring a number simply means multiplying a number by itself. This page teaches how . . . and remembered, either by rote, or by using NumberSystems. These are relatively simple, but will . . .
11K - last updated 2010-07-29 03:26 UTC by adsl-19-181-158.jan.bellsouth.net
8 pages found.