Detecting an emulator's number representation
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11-18-2019, 11:04 AM
Post: #2
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RE: Detecting an emulator's number representation
You need to try and force a calculation to return a number that can be represented exactly only in decimal, not in binary. Try \(\frac{1}{10^n}\) for various positive integer values of n.
Conversely, there are values that can only be represented exactly in binary, not in decimal with a fixed number of digits available, such as \(\frac{1}{2^n}\). There are only 10 types of people in this world. Those who understand binary and those who don't. |
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Messages In This Thread |
Detecting an emulator's number representation - EdS2 - 11-18-2019, 10:51 AM
RE: Detecting an emulator's number representation - grsbanks - 11-18-2019 11:04 AM
RE: Detecting an emulator's number representation - J-F Garnier - 11-18-2019, 04:54 PM
RE: Detecting an emulator's number representation - EdS2 - 11-19-2019, 09:02 AM
RE: Detecting an emulator's number representation - toml_12953 - 11-18-2019, 06:14 PM
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