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You are given an integer n as input, and, regardless of the current date, must return the calendar year (Gregorian calendar, other calendars not allowed) taking place n seconds from now.

Rules

  • You may not assume that the current year is 2021. In other words, imagine a user testing your solution in five years.
  • Standard loopholes forbidden.
  • Shortest answer in bytes wins.
  • Built-in date functions are allowed.
  • You must also support negative numbers.
  • On the topic of the year zero: Your answer must follow the ISO specifications, meaning there is a year zero.
  • You may assume that the input is always an integer within bounds of your language number system.
  • If your language's date functions take leap seconds into account, then follow your language, otherwise do not take leap seconds into account.

Examples (in this case, measured at the time of writing, which is February 15, 2021)

100000000000 -> 5190 1000 -> 2021 54398643 -> 2022 54398643234 -> 3744 -100000000000 -> -1148

You are given an integer n as input, and, regardless of the current date, must return the calendar year (Gregorian calendar, other calendars not allowed) taking place n seconds from now.

Rules

  • You may not assume that the current year is 2021. In other words, imagine a user testing your solution in five years.
  • Standard loopholes forbidden.
  • Shortest answer in bytes wins.
  • Built-in date functions are allowed.
  • You must also support negative numbers.
  • On the topic of the year zero: Your answer must follow the ISO specifications, meaning there is a year zero.
  • You may assume that the input is always an integer within bounds of your language number system.

Examples (in this case, measured at the time of writing, which is February 15, 2021)

100000000000 -> 5190 1000 -> 2021 54398643 -> 2022 54398643234 -> 3744 -100000000000 -> -1148

You are given an integer n as input, and, regardless of the current date, must return the calendar year (Gregorian calendar, other calendars not allowed) taking place n seconds from now.

Rules

  • You may not assume that the current year is 2021. In other words, imagine a user testing your solution in five years.
  • Standard loopholes forbidden.
  • Shortest answer in bytes wins.
  • Built-in date functions are allowed.
  • You must also support negative numbers.
  • On the topic of the year zero: Your answer must follow the ISO specifications, meaning there is a year zero.
  • You may assume that the input is always an integer within bounds of your language number system.
  • If your language's date functions take leap seconds into account, then follow your language, otherwise do not take leap seconds into account.

Examples (in this case, measured at the time of writing, which is February 15, 2021)

100000000000 -> 5190 1000 -> 2021 54398643 -> 2022 54398643234 -> 3744 -100000000000 -> -1148
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Post Reopened by Wheat Wizard♦
added 118 characters in body
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user100690
user100690

You are given an integer n as input, and, regardless of the current date, must return the calendar year (Gregorian calendar, other calendars not allowed) taking place n seconds from now.

Rules

  • You may not assume that the current year is 2021. In other words, imagine a user testing your solution in five years.
  • Standard loopholes forbidden.
  • Shortest answer in bytes wins.
  • Built-in date functions are allowed.
  • You must also support negative numbers.
  • On the topic of the year zero: Your answer must follow the ISO specifications, meaning there is a year zero.
  • You may assume that the input is always an integer within bounds of your language number system.

Examples (in this case, measured at the time of writing, which is February 15, 2021)

100000000000 -> 5190 1000 -> 2021 54398643 -> 2022 54398643234 -> 3744 -100000000000 -> -1148

You are given an integer n as input, and, regardless of the current date, must return the calendar year (Gregorian calendar, other calendars not allowed) taking place n seconds from now.

Rules

  • You may not assume that the current year is 2021. In other words, imagine a user testing your solution in five years.
  • Standard loopholes forbidden.
  • Shortest answer in bytes wins.
  • Built-in date functions are allowed.
  • You must also support negative numbers.
  • You may assume that the input is always an integer within bounds of your language number system.

Examples (in this case, measured at the time of writing, which is February 15, 2021)

100000000000 -> 5190 1000 -> 2021 54398643 -> 2022 54398643234 -> 3744 -100000000000 -> -1148

You are given an integer n as input, and, regardless of the current date, must return the calendar year (Gregorian calendar, other calendars not allowed) taking place n seconds from now.

Rules

  • You may not assume that the current year is 2021. In other words, imagine a user testing your solution in five years.
  • Standard loopholes forbidden.
  • Shortest answer in bytes wins.
  • Built-in date functions are allowed.
  • You must also support negative numbers.
  • On the topic of the year zero: Your answer must follow the ISO specifications, meaning there is a year zero.
  • You may assume that the input is always an integer within bounds of your language number system.

Examples (in this case, measured at the time of writing, which is February 15, 2021)

100000000000 -> 5190 1000 -> 2021 54398643 -> 2022 54398643234 -> 3744 -100000000000 -> -1148
Post Closed as "Needs details or clarity" by Wheat Wizard♦
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user100690
user100690

You are given an integer n as input, and, regardless of the current date, must return the calendar year (Gregorian calendar, other calendars not allowed) taking place n seconds from now.

Rules

  • You may not assume that the current year is 2021. In other words, imagine a user testing your solution in five years.
  • Standard loopholes forbidden.
  • Shortest answer in bytes wins.
  • Built-in date functions are allowed.
  • You must also support negative numbers.
  • You may assume that the input is always an integer within bounds of your language number system.

Examples (in this case, measured at the time of writing, which is February 15, 2021)

100000000000 -> 5190 1000 -> 2021 54398643 -> 2022 54398643234 -> 3744 -100000000000 -> -1148

You are given an integer n as input, and, regardless of the current date, must return the calendar year (Gregorian calendar, other calendars not allowed) taking place n seconds from now.

Rules

  • You may not assume that the current year is 2021. In other words, imagine a user testing your solution in five years.
  • Standard loopholes forbidden.
  • Shortest answer in bytes wins.
  • Built-in date functions are allowed.
  • You must also support negative numbers.
  • You may assume that the input is always an integer within bounds of your language number system.

Examples (in this case, measured at the time of writing, which is February 15, 2021)

100000000000 -> 5190 1000 -> 2021 54398643 -> 2022 54398643234 -> 3744

You are given an integer n as input, and, regardless of the current date, must return the calendar year (Gregorian calendar, other calendars not allowed) taking place n seconds from now.

Rules

  • You may not assume that the current year is 2021. In other words, imagine a user testing your solution in five years.
  • Standard loopholes forbidden.
  • Shortest answer in bytes wins.
  • Built-in date functions are allowed.
  • You must also support negative numbers.
  • You may assume that the input is always an integer within bounds of your language number system.

Examples (in this case, measured at the time of writing, which is February 15, 2021)

100000000000 -> 5190 1000 -> 2021 54398643 -> 2022 54398643234 -> 3744 -100000000000 -> -1148
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caird coinheringaahing ♦
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