Would these be considered magic numbers?

Elinor Strosin asked a question: Would these be considered magic numbers?
Asked By: Elinor Strosin
Date created: Fri, Jun 4, 2021 5:27 AM

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⁉️ C++ - would these be considered magic numbers?

14. Yes, any number other than -1,0 or 1 is probably a magic number. Unless you're a real guru, then you're probably allowed to use powers of two freely as well :-) As an aside, you could probably refactor that code to be a little more understandable, something like: string CalcGrade (int s1, int s2, int s3, double median) { // Grade lookup arrays.

⁉️ What numbers are considered magic?

The conventional magic numbers are {2, 8, 20, 28, 50, 82, 126}. These numbers were found in the case of protons by comparing the number of stable isotopes for different proton numbers. For neutrons the magic numbers were found by comparing the number of stable nuclides with the same neutron numbers.

⁉️ Are there magnetic magic numbers?

Request PDF | Are There Magnetic Magic Numbers? | Magic numbers, related to observed abundances in the mass spectra of atomic clusters, have been explained by the unusual stability gain upon ...

9 other answers

Magic numbers don't necessarily have anything to do with run-time configuration. Anywhere in the code where you use a hardcoded value who's meaning isn't apparent is considered a magic number, and should be replaced by a named constant. Would be great if it was also configurable, but it doesn't need to be by definition. –

For example, 1729 is a magic number. The sum of all digits of the number is 19. Reverse of this number 91. Product of these values is 19 * 91 = 1729. Magic number meaning. Magic number (physics), as of 2019 are 2, 8, 20, 28, 50, 82, and 126 (sequence A018226 in the OEIS). Unnamed numerical constants.

The Magic Numbers for Electrons in Atoms. The noble gases are helium, neon, argon, xenon and radon. The inertness of these elements is a consequence of the stability of the filled shells of electrons. The atomic numbers of the noble gases are 2, 10, 18, 36, 54 and 86. These can be considered magic numbers for electron structure stability.

In some cases there the isotopes can consist of magic numbers for both protons and neutrons; these would be called double magic numbers. The double numbers only occur for isotopes that are heavier, because the repulsion of the forces between the protons. The magic numbers are: proton: 2, 8, 20, 28, 50, 82, 114; neutron: 2, 8, 20, 28, 50, 82 ...

To find Team A’s magic number to win their division, we would take the total number of games played in a season (162 games for MLB), add 1, subtract Team A’s total wins (89), and finally subtract Team B’s total losses (63). The formula looks like: 162 + 1 – 89 – 63 = 11. So in this example scenario, Team A’s magic number is 11. To bring this magic number to 0 and win their division ...

@RossPatterson, the main reason we avoid magic numbers is to make code more legible (That's why we call them "magic" - we don't know what they do in their context). Turning 40 into a constant purely to DRY up the literal is a different, but often overlapping concept, and comes with all of the benefits and pitfalls of DRY code.

A magic number can also be a number with special, hardcoded semantics. For example, I once saw a system where record IDs > 0 were treated normally, 0 itself was "new record", -1 was "this is the root" and -99 was "this was created in the root". 0 and -99 would cause the WebService to supply a new ID.

Magic number, in physics, in the shell models of both atomic and nuclear structure, any of a series of numbers that connote stable structure. The magic numbers for atoms are 2, 10, 18, 36, 54, and 86, corresponding to the total number of electrons in filled electron shells. (Electrons within a

"Magic Number" Nuclei at End of Radioactive Series. Part of the motivation for the shell model of nuclear structure is the existance of "magic numbers" of neutrons and protons at which the nuclei have exceptional stability, implying some kind of "closed shell".Further evidence of the uniqueness of these numbers is the fact that the end points of all four of the natural radioactive series are ...

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