The Planeswalker know Y Ou take the card from the library And bury it when you're done. On the path, you face history. Walk the path, do the math: Start with the prime numbers under 100Whose digits give you 10.Choose the happy median. Add it to: The square root of The cube of five divided by The sum of 3 and 2. Megan Frazer Blakemore
About This Quote

The Planeswalker knowYOu take the card from the libraryAnd bury it when you're done. On the path, you face history. Walk the path, do the math: Start with the prime numbers under 100 Whose digits give you 10. Choose the happy median.

Add it to: The square root of The cube of five divided by The sum of 3 and 2. To understand this quote, you must first understand how numbers work. A number is a mathematical object which can be expressed by a string of symbols (from zero through nine).

For example, zero is not a number; zero is actually an idea called "nothing", or "the absence of something". Zero is written as "0" or "0." Here is how you can write zero as a number: 1 1 1 0 ------------ ------------- ------------- ------------- ------------- -1 ------------ ------------- ------------- ------------- ------------- -1 Now imagine doing this for all numbers up to nine. When you have done so, you have written down all possible numbers that can be expressed within that system.

You have also taken away all numbers that are equal to each other, because any two numbers are equal to each other if they are both written as one followed by their respective digits. This means that no matter which value was chosen for each digit, there are only ten possible values possible for each of those digits excepting zero which has eleven possible values. After 10 possible values are taken away, there are only nine left over. This leaves us with nine possibilities for each of the remaining nine digits which are themselves composed of four decimal places with each decimal place representing one tenth of a decimal place. Let's see how this works out in terms of real life.

If we were to take three balls which represent three different sums, here they are: Sum Sum Sum Sum Sum Sum Sum Sum Sum Sum Sum Sum Sum Sum Sum Sum Sum Sum Sum Sum Now imagine taking away sums until we have only three balls left over instead of five balls as before. Here is what we get: Sum Num Num Num Num Num Num Num Num Num Num Num Num Num Num Num Num Num Num Nom Nom Nom Nom Nom Nom Not much has changed except that we now have nine possibilities for each digit which gives us nine different numbers we could use instead of ten different numbers we could previously use. We haven't found any new numbers yet but we've found some new ways to express quantities and we haven't

Source: The Friendship Riddle

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