The associations you choose to make are up to you. There is no right or wrong answer as long as you continue to make the same associations as you continue to use this technique.

0 - z, s, soft c - “z” is the first letter of zero. The others have a similar sound 1 - d, t - t has one downstroke d has as similar sound (some variants include th) 2 - n - n has two downstrokes. 3 - m - three downstrokes, also “3” looks like “m” on its side 4 - r - last letter of four 5 - l - L is the Roman numeral for 50 6 - j, sh, ch, soft g - a script j has a lower loop / g is almost a 6 rolled around 7 - k, hard c, hard g, q, qu - capital K contains two sevens 8 - f, v - script f looks like a figure-8 (some variants include th) 9 - b, p - P is a mirror-image 9, b sounds similar

“ledge” = 56 (sound rather than spelling) “Editing Memorize Numbers (section)” = 1123340239400762

31415926 (the first 8 digits of pi) = “my turtle, Pancho” 7713370 (a made up phone number) = “cooked mom eggs” Break that into chunks. Try the following game:- Two phone number are given. Say which is easier to remember. After that, remember the following number. It may be hard for you to remember. {“smallUrl”:“https://www. wikihow. com/images/thumb/d/d6/Chunck1. png/460px-Chunck1. png”,“bigUrl”:"/images/thumb/d/d6/Chunck1. png/728px-Chunck1. png",“smallWidth”:460,“smallHeight”:205,“bigWidth”:728,“bigHeight”:325,“licensing”:"<div class="mw-parser-output">

License: <a target="_blank" rel="nofollow noreferrer noopener" class="external text" href="https://creativecommons. org/licenses/by-nc-sa/3. 0/">Creative Commons</a>
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How to Memorize Lists Using the Pure Link System How to Remember Lists of Words With the Roman Room Trick How to Build a Memory Palace

A B C D E S G H N O

When assigning meanings to each pair of numbers, alternate between people and actions.

Of course, this method really only works for numbers that you can choose yourself because not all number sequences will also function as a math equation.

For example, 5420 is easily remembered as 5x4=20 or “five times four equals twenty. " Example: 62311 or 6+2+3=11 Example: 21293 or 21=2x9+3