Free Download The Lando TrickPublished 8/2023
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz
Language: English | Size: 204.18 MB | Duration: 0h 34m
A novel way to generate a super magic square of a certain sum while an arbitrary numeral is placed in an arbitrary cell
What you'll learn
Master the ability to demonstrate the Lando trick before an audience
Understand how to perform the Lando trick
Understand how much the Lando trick differs from a quite well known math trick
Understand how come the Lando trick works
Requirements
Basic arithmetic in the level of the fourth grade in elementary school
Description
Lando trick is a novel way to surprise friends or an audience by generating a super magic square of a certain sum while an arbitrary numeral is placed in an arbitrary cell. After an introduction in the first section of the course, the second section outlines a recipe for performing the Lando trick in two steps. The square is divided into four corners, and in the first step, two opposite corners are filled. In the second step, the remaining two corners are filled. Finally, four placeholders are replaced by four respective calculated numbers to get the desired sum. This section concludes with several tips for performing the Lando trick in front of an audience. Also, an example is demonstrated. In the last section of the course, The third section of the course justifies the recipe by a discussion of a 4X4 diagonal mutually orthogonal Latin square or MOLS. It is shown that the super magic square implements a diagonal MOLS. Then, relocating an arbitrary entry of the diagonal MOLS to an arbitrary cell is performed in two steps, without recalculation of the entries. It is shown that in the second step, may necessitate flipping of opposite corners. That ability in diagonal MOLS justifies the recipe for Lando trick.
Overview
Section 1: Introduction
Lecture 1 Introduction
Section 2: Performing the Lando trick
Lecture 2 Analysis odf a super magic square
Lecture 3 Performing the trick: step 1
Lecture 4 Performing the Lando trick: step 2
Section 3: How come the trick works
Lecture 5 The super magic square implements a diagonal MOLS
Lecture 6 Relocating entries: a first option
Lecture 7 Relocating entries: a second option
A professional mathematical magician and/or a mentalist.,An amateur recreational mathematician.,A math student in high school, college or university who would like to impress colleagues.
Homepage
https://www.udemy.com/course/the-lando-trick/
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