Tricky probability question

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In summary, the conversation discusses a tricky probability question where the goal is to pick a word and then follow a specific pattern to end up with the same word, "restore". This pattern is found in various works by Shakespeare and the question asks whether it is just a coincidence or if it holds a deeper meaning. The conversation also mentions a physics forum where people are discussing this question.
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winteroh
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tricky probability question! please help

Pick any word in the first few lines and do the following: Let’s say your choice is the
word “shadows”. This word has seven letters. The seventh word following “shadows”
is “all”. This word has three letters. The third word following “all” is “That”. This
word has four letters, etc. proceed until you come across the word “restore” in the last
line, from where you cannot move any further. Why is it that no matter which word
you choose in the first few lines, you always end up with the same word, “restore”. In
fact, even if you had started somewhere in the middle of A Midsummer Nights Dream
you would have wound up with the same word. And, even stranger, every play by
Shakespeare contains a special word like “restore”. Are these words secret messages left
by Shakespeare, is all this coincidence, or is there another easy explanation?

If we shadows have offended,
Think but this, and all is mended,
That you have but slumber’d here
While these visions did appear.
And this weak and idle theme,
No more yielding but a dream,
Gentles, do not reprehend:
if you pardon, we will mend:
And, as I am an honest Puck,
If we have unearned luck
Now to ’scape the serpent’s tongue,
We will make amends ere long;
Else the Puck a liar call;
So, good night unto you all.
Give me your hands, if we be friends,
And Robin shall restore amends.

i don't know how to apply this with probability... please give me some tips or if u know the answer help me!
 
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What is a tricky probability question?

A tricky probability question is a question that involves probability, or the likelihood of an event occurring, and requires critical thinking and problem-solving skills to solve. These types of questions often have multiple steps and can be challenging to solve.

Why are tricky probability questions important?

Tricky probability questions are important because they help develop critical thinking and problem-solving skills. They also allow scientists to test and analyze data, make predictions, and draw conclusions based on probability.

What are some strategies for solving tricky probability questions?

Some strategies for solving tricky probability questions include breaking the question down into smaller, more manageable parts, drawing diagrams or using visual aids, and considering all possible outcomes and their probabilities.

What are some common mistakes people make when solving tricky probability questions?

Some common mistakes people make when solving tricky probability questions include assuming that all outcomes are equally likely, not considering all possibilities, and not properly interpreting the given information or data.

How can solving tricky probability questions benefit other areas of science?

Solving tricky probability questions can benefit other areas of science by allowing scientists to make accurate predictions and decisions based on data and probability. It also helps in analyzing and interpreting experimental results and making informed conclusions.

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