Post History
#3: Post edited
by
honnza
·
2024-03-08T13:34:53Z (2 months ago)
12-hour time is weird
- 12-hour time is weird [finalized]
- Your mission for today, should you choose to accept it, is to write a simple [12-hour clock](https://en.m.wikipedia.org/wiki/12-hour_clock) calculator. Your input will always be in the form of `arg op arg`, where `op` is either `+` or `-`, and `arg` is either:
- * Absolute hour, which is one of, in sequence, `12 AM`, `1 AM` through `11 AM`, `12 PM`, or `1 PM` through `11 PM`. The sequence then repeats cyclically.
- * Time offset, which goes from `(-11)` through `(+0)` to `(+12)` inclusive. `(-0)` is not a permitted notation.
- In either case, a leading zero is not permitted.
- Your output shall be:
- * If the input is in the form offset + offset or offset - offset, add/subtract the offsets as indicated. If the value exceeds `(+12)`, subtract 24 from the offset. If the value is lower than `(-11)`, add 24 to the offset.
- E.g. `(-7) + (-5) = (+12)`, `(-7) - (-5) = (-2)`
- * If the input is in the form absolute + offset, absolute - offset or offset + absolute, output the corresponding absolute hour.
- E.g. `7 AM + (-5) = (-5) + 7 AM = 2 AM`, `7 AM - (-5) = 7 AM + (+5) = 12 PM`
- * If the input is in the form absolute - absolute, output the unique offset such that right + offset = left.
- E.g. `12 PM - 1 PM = (-1)`, `11 PM - 1 PM = (+10)`
- * If the input is in the form offset - absolute or absolute + absolute, output `TE` (type error).
- You may assume that the input follows the syntax and range limits defined above. Your output is required to follow the same syntax and range limits that apply to the input arguments.
- Posted: https://codegolf.codidact.com/posts/291018
- Your mission for today, should you choose to accept it, is to write a simple [12-hour clock](https://en.m.wikipedia.org/wiki/12-hour_clock) calculator. Your input will always be in the form of `arg op arg`, where `op` is either `+` or `-`, and `arg` is either:
- * Absolute hour, which is one of, in sequence, `12 AM`, `1 AM` through `11 AM`, `12 PM`, or `1 PM` through `11 PM`. The sequence then repeats cyclically.
- * Time offset, which goes from `(-11)` through `(+0)` to `(+12)` inclusive. `(-0)` is not a permitted notation.
- In either case, a leading zero is not permitted.
- Your output shall be:
- * If the input is in the form offset + offset or offset - offset, add/subtract the offsets as indicated. If the value exceeds `(+12)`, subtract 24 from the offset. If the value is lower than `(-11)`, add 24 to the offset.
- E.g. `(-7) + (-5) = (+12)`, `(-7) - (-5) = (-2)`
- * If the input is in the form absolute + offset, absolute - offset or offset + absolute, output the corresponding absolute hour.
- E.g. `7 AM + (-5) = (-5) + 7 AM = 2 AM`, `7 AM - (-5) = 7 AM + (+5) = 12 PM`
- * If the input is in the form absolute - absolute, output the unique offset such that right + offset = left.
- E.g. `12 PM - 1 PM = (-1)`, `11 PM - 1 PM = (+10)`
- * If the input is in the form offset - absolute or absolute + absolute, output `TE` (type error).
- You may assume that the input follows the syntax and range limits defined above. Your output is required to follow the same syntax and range limits that apply to the input arguments.
#2: Post edited
by
honnza
·
2024-03-06T22:04:28Z (2 months ago)
- Your mission for today, should you choose to accept it, is to write a simple [12-hour clock](https://en.m.wikipedia.org/wiki/12-hour_clock) calculator. Your input will always be in the form of `arg op arg`, where `op` is either `+` or `-`, and `arg` is either:
- * Absolute hour, which is one of, in sequence, `12 AM`, `1 AM` through `11 AM`, `12 PM`, or `1 PM` through `11 PM`. The sequence then repeats cyclically.
- * Time offset, which goes from `(-11)` through `(+0)` to `(+12)` inclusive. `(-0)` is not a permitted notation.
- In either case, a leading zero is not permitted.
- Your output shall be:
- * If the input is in the form offset + offset or offset - offset, add/subtract the offsets as indicated. If the value exceeds `(+12)`, subtract 24 from the offset. If the value is lower than `(-11)`, add 24 to the offset.
- E.g. `(-7) + (-5) = (+12)`, `(-7) - (-5) = (-2)`
- * If the input is in the form absolute + offset, absolute - offset or offset + absolute, output the corresponding absolute hour.
- E.g. `7 AM + (-5) = (-5) + 7 AM = 2 AM`, `7 AM - (-5) = 7 AM + (+5) = 12 PM`
- * If the input is in the form absolute - absolute, output the unique offset such that right + offset = left.
E.g. `12 PM - 1 AM = (-1)`, `11 PM - 1 PM = (+10)`- * If the input is in the form offset - absolute or absolute + absolute, output `TE` (type error).
- You may assume that the input follows the syntax and range limits defined above. Your output is required to follow the same syntax and range limits that apply to the input arguments.
- Your mission for today, should you choose to accept it, is to write a simple [12-hour clock](https://en.m.wikipedia.org/wiki/12-hour_clock) calculator. Your input will always be in the form of `arg op arg`, where `op` is either `+` or `-`, and `arg` is either:
- * Absolute hour, which is one of, in sequence, `12 AM`, `1 AM` through `11 AM`, `12 PM`, or `1 PM` through `11 PM`. The sequence then repeats cyclically.
- * Time offset, which goes from `(-11)` through `(+0)` to `(+12)` inclusive. `(-0)` is not a permitted notation.
- In either case, a leading zero is not permitted.
- Your output shall be:
- * If the input is in the form offset + offset or offset - offset, add/subtract the offsets as indicated. If the value exceeds `(+12)`, subtract 24 from the offset. If the value is lower than `(-11)`, add 24 to the offset.
- E.g. `(-7) + (-5) = (+12)`, `(-7) - (-5) = (-2)`
- * If the input is in the form absolute + offset, absolute - offset or offset + absolute, output the corresponding absolute hour.
- E.g. `7 AM + (-5) = (-5) + 7 AM = 2 AM`, `7 AM - (-5) = 7 AM + (+5) = 12 PM`
- * If the input is in the form absolute - absolute, output the unique offset such that right + offset = left.
- E.g. `12 PM - 1 PM = (-1)`, `11 PM - 1 PM = (+10)`
- * If the input is in the form offset - absolute or absolute + absolute, output `TE` (type error).
- You may assume that the input follows the syntax and range limits defined above. Your output is required to follow the same syntax and range limits that apply to the input arguments.
#1: Initial revision
by
honnza
·
2024-03-06T11:03:13Z (2 months ago)
12-hour time is weird
Your mission for today, should you choose to accept it, is to write a simple [12-hour clock](https://en.m.wikipedia.org/wiki/12-hour_clock) calculator. Your input will always be in the form of `arg op arg`, where `op` is either `+` or `-`, and `arg` is either: * Absolute hour, which is one of, in sequence, `12 AM`, `1 AM` through `11 AM`, `12 PM`, or `1 PM` through `11 PM`. The sequence then repeats cyclically. * Time offset, which goes from `(-11)` through `(+0)` to `(+12)` inclusive. `(-0)` is not a permitted notation. In either case, a leading zero is not permitted. Your output shall be: * If the input is in the form offset + offset or offset - offset, add/subtract the offsets as indicated. If the value exceeds `(+12)`, subtract 24 from the offset. If the value is lower than `(-11)`, add 24 to the offset. E.g. `(-7) + (-5) = (+12)`, `(-7) - (-5) = (-2)` * If the input is in the form absolute + offset, absolute - offset or offset + absolute, output the corresponding absolute hour. E.g. `7 AM + (-5) = (-5) + 7 AM = 2 AM`, `7 AM - (-5) = 7 AM + (+5) = 12 PM` * If the input is in the form absolute - absolute, output the unique offset such that right + offset = left. E.g. `12 PM - 1 AM = (-1)`, `11 PM - 1 PM = (+10)` * If the input is in the form offset - absolute or absolute + absolute, output `TE` (type error). You may assume that the input follows the syntax and range limits defined above. Your output is required to follow the same syntax and range limits that apply to the input arguments.