The Bully Mnemonic: Difference between revisions

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The seventh step is to select even digits:
The seventh step is to select even digits:


<math display="block"> \begin{matrix} {\color{Red} 1} & \scriptstyle\text{2} & {\color{Red} 3} & \scriptstyle\text{4} & {\color{Red} 5} \end{matrix} </math>
<math display="block"> \begin{matrix} \scriptstyle\text{2} & {\color{Red} 3} & \scriptstyle\text{4} & {\color{Red} 5} \end{matrix} </math>


=== Step 3 ===
=== Step 3 ===

Revision as of 22:20, 2 August 2024

What is the Bully Mnemonic?

A mnemonic device (or memory device) is a technique for retaining information.

The Bully Mnemonic is a technique for remembering the exact number of seconds that occur in Earth's sidereal year, and the approximate relationship that exists between Earth's sidereal year, Earth's Tropical Year, Earth's Great Year, and the Solar System's Galactic year.

Sidereal Years & Galactic Years

Step 1

The first step is to write down the first five digits:

12345

Step 2

The second step is to select odd digits:

12345

Step 3

The third step is to intersperse the odd digits with zeros into the two (almost symmetric) integers shown below: (important to remember that the first integer ends with an extra 0, whereas the second integer ends with 5)

12345

10330 3055

Step 4

Multiply the first integer from Step 3 by itself to get the approximate number of sidereal years required for the Solar System to travel half way around the galactic center.

10330×10330=10670890012GalacticYear1SiderealYear

Step 5

Multiply the two integers from Step 3 together to get the total number of seconds in a sidereal year.

10330×3055=31558150=1SiderealYear1Second

Step 6

This step is an immediate consequence of steps 4 and 5 above:

103303×30553.3675355×101512GalacticYear1Second

Tropical Years & Great Years

Step 7

The seventh step is to select even digits:

2345

Step 3

The third step is to intersperse the odd digits with zeros into the two (almost symmetric) integers shown below: (important to remember that the first integer ends with an extra 0, whereas the second integer ends with 5)

12345

10330 3055