Normal Time


Time of Day

Progress of Year

Date

█████ elapsed

█████ remaining


About Normal Time

To make time inhuman and rational, we must normalize it. For any given unit of time, $0.0$ represents the start and $1.0$ represents the completion of that cycle. Times within that unit fall into the range $[0.0, 1.0]$, which is $0.0$ to $1.0$ inclusive.

Days

Times within or between days (times and time periods that would be expressed in seconds, minutes, or hours using SI units) are expressed as bare fractions of a day, e.g. $0.2$.

Day values are calculated by taking the current time (hours, minutes, seconds) and dividing by total milliseconds in a day $(\sim8640000)$:

$0.0$
midnight
$0.25$
6 AM
$0.5$
12 Noon
$0.75$
6 PM
$1.0$
12 Midnight

Years

Times within and between years (times and time periods that would be expressed as weeks, months, or years) are expressed as fractions followed by a $\circlearrowleft$ symbol, e.g. $0.7732\circlearrowleft$.

Year values are calculated by taking the days elapsed since January 1st divided by 365.25 (accounting for leap years):

$0.0$
January 1st
$\approx0.25$
April 1st
$\approx0.5$
July 1st
$\approx0.75$
October 1st
$\approx0.999$
December 31st

Human Lifetimes

Human lives are expressed relative to an average human life expectency of 76.0 years throughout history.

They are recorded differently for living and deceased individuals.

The age of living individuals is represented as a fraction preceded by a large hollow bullet symbol:

$0.0$
Birth
$0.5$
Half of average
$1.21$
Past average

e.g.:

$\circ{}0.562$
R. Shibe

For deceased individuals, this duration maps into the unit time of their lifespan:

$0.0$
Birth
$1.0$
Death

This means that the dates of events in a deceased individual’s life can be scaled to their normal range.

To both indicate that someone's life is complete and to record how long that life was, the lifespan of deceased individuals is represented as $1.0$, followed by a large filled bullet symbol, followed by their age at death as a fraction relative to average lifespan as before, e.g.:

$1.0\bullet{}0.571$
Mozart
$1.0\bullet{}0.98$
Da Vinci
$1.0\bullet{}1.1672$
Newton

Where bullet characters are unavailable, the at sign "@" may be used instead.

Others

Times relative to planned events can be expressed in terms of their planned duration.

e.g. for a meeting:

$0.0$
start
$1.0$
scheduled end
$2.7$
overrun

Advantages of Normal Time

Normal time makes it easy to compare progress across different time scales by removing artificial human concepts of time. It creates a unified way to express completion of any cyclic or linear time period.

Dehumanizing time in this way has the counterintuitive effect of making it more recognizably natural and intuitive for human beings to express and understime durations.

Furthermore it respects that each human life is complete unto itself, removing the implicit judgment of longer lives being "more complete". It creates a clear distinction between lives that are "in progress" and "complete" without obfuscating the progression of those lives. And it recognizes that all completed lives are equally whole.