0 then Y, else N ? (so cutting ?)

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In summary, the conversation discusses the concept of exchanging money in a relationship and how it relates to prostitution. The speaker questions if this type of exchange can truly be considered a display of love. They also ask about the difference and significance of a contract between two people in this scenario. The summary then provides a series of steps that the speaker believes lead to happiness in a relationship, including work, money, and presents.
  • #1
kleinwolf
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Does the following make any sense (after : "Is (physical) love worth something ?") :

If you give in any way money to the other party directly, then we call it prostitution, because the money should be stored in a common way, and hence other systems are not indicating true love ?

(How to control the other puts all his/her money in the common basket ?)

What is then the difference and any meaning of any contract of that type between two people, outside changing the imposition regime ?
 
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  • #2
No, it doesn't make any sense. How do you jump from exchanging money in any way to prostitution? :confused: You need to work on explaining the steps of how you get from statement A to statement Z, because there seem to be far too many steps missing in your explanations for us to follow anything you ask here.
 
  • #3
work (difficulty, time) -> money (amount, value)

money (amount, value) -> presents (value) + security (amount)

security (amount) -> biological happiness (less anxiety)
presents (value) -> psychological happiness (feeling special)

bio + psych happiness = happy woman

happy woman = happy man - money (amount, value) + work(difficulty,time)

there he finally done did it.
 

FAQ: 0 then Y, else N ? (so cutting ?)

What is the meaning of "0 then Y, else N" in the context of science?

In scientific terms, "0 then Y, else N" refers to a conditional statement where the value of Y is chosen if the condition of 0 is true, otherwise the value of N is chosen.

How is "0 then Y, else N" used in scientific experiments?

In scientific experiments, "0 then Y, else N" can be used to represent different outcomes or conditions based on certain variables or factors. This allows scientists to analyze and compare the results of the experiment under different conditions.

Can "0 then Y, else N" be applied in different fields of science?

Yes, "0 then Y, else N" can be applied in various fields of science, including mathematics, physics, biology, and computer science. It is a fundamental concept used in many scientific theories and experiments.

Are there any limitations to using "0 then Y, else N" in scientific research?

One limitation of using "0 then Y, else N" in scientific research is that it assumes a binary outcome, meaning there are only two possible values for Y and N. In some cases, this may not accurately represent the complexity of the real world and may lead to oversimplification of results.

How can "0 then Y, else N" be applied in real-world situations outside of scientific research?

"0 then Y, else N" can be applied in real-world situations to make decisions based on certain conditions or variables. For example, it can be used in computer programming to create conditional statements that determine the output or action based on different inputs.

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