numeric representation of a thing’s changes via a number’s digits, optionally
prefixed with a +
or -
sign, to enable arithmetic & intuitive, human &
software sensing & interpretation.
-
[+-]publication[.edition[revision]]
- [] means all content within the brackets is optional
- [[]] means optional content within optional content
-
[+-]
- none means full compatibility with previous publication
+
means full compatibility with previous publication-
means incompatibilities with previous publication+-
are optional compatibility signs at prepublication0
-
publication
- may add to, reduce, or change expectations set by a prior publication
0
means it is a prepublication- other numbers mean change(s) since the previous publication
-
edition
- is always fully compatible with its publication & preceeding edition
- may add to but not reduce or change its publication's expectations
0
prefixed edition is a prediction with one or more undecided edit(s)- other numbers mean some decided edit(s) to the stated publication
-
revision
- is always fully compatible with its edition's previous revision(s)
- may not add to, nor reduce, nor change its publication's expectations
0
prefixed revision is a prevision; one or more undecided revision(s)- all other numbers mean some decided revision(s) to the stated edition
-
publications, editions & revisions
- must each range from 1 to 9 or higher
- may have different ranges
-
editions & revisions
- are evaluated as the smallest value with a trailing 0 within their range
- should be specified with all of their digits
- for example, given
- edition range 0 - 9, version 1.0 is publication 1 edition 0
- edition range 0 - 9, version 1.1 is publication 1 edition 1
- edition range 0 - 99, version 1.10 is publication 1 edition 10
- edition range 0 - 99, version 1.1 is publication 1 edition 10
- edition range 0 - 99, version 1.01 is publication 1 edition 1
- for example, given
-
predictions
- are always prefixed by the same number of zeros as the total number of editions
- for example, given
- edition range 0 - 9, version 1.01 is publication 1 prediction 1
- edition range 0 - 99, version 1.01 is publication 1 edition 1
- edition range 0 - 99, version 1.001 is publication 1 prediction 1
- for example, given
- are always prefixed by the same number of zeros as the total number of editions
-
previsions
- are always prefixed by the same number of zeros as the total number of revisions
- for example, given edition range 0 - 9, and
- revision range 0 - 9, version 1.101 is publication 1 edition 1 prevision 1
- revision range 0 - 99, version 1.101 is publication 1 edition 1 prevision 10
- for example, given edition range 0 - 9, and
- are always prefixed by the same number of zeros as the total number of revisions
0.00 0 .0 0
= compatible pre-publication undecided & unrevised
👇🏾
+ 0.00 👇🏾 0 .0 0
= compatible pre-publication undecided & unrevised
👇🏾
- 0.00 👇🏾 0 .0 0
= incompatible pre-publication undecided & unrevised
👇🏾
- 0.01 👇🏾 0 .0 01
= incompatible pre-publication undecided & 1st revised
👇🏾
- 0.10 👇🏾 0 .1 0
= incompatible pre-publication 1st decided & unrevised
👇🏾
+ 0.10 👇🏾 0 .1 0
= compatible pre-publication 1st decided & unrevised
👇🏾
0.10 👇🏾 0 .1 0
= compatible pre-publication 1st decided & unrevised
+ 1.0 1 .0
= the 1st, decided & unrevised, publication
👇🏾
+ 1.1 1 👇🏾 .1
= the 1st decided & compatible revision
👇🏾
1.02 1 👇🏾
= the 1st decided & compatible publication
& its 2nd undecided revision
.0 2
👇🏾
+ 1.010 1 👇🏾
= the 1st decided & compatible publication
& its 10th undecided revision
.0 10
👇🏾
+ 02.0 02 👇🏾
= the 2nd undecided & compatible publication
👇🏾
- 02.0 02 👇🏾
= the 2nd undecided & incompatible publication
👇🏾
+ 2.0 2 👇🏾
= the 2nd decided & compatible publication
👇🏾
- 2.0 2 👇🏾
= the 2nd decided & incompatible publication
👇🏾
+ 2.01 2 👇🏾
= the 2nd decided & compatible publication
& its 1st undecided revision
.0 1
👇🏾
- 3.013 3 👇🏾
= the 3rd, decided & incompatible publication
& its 13th undecided revision
.0 13
👇🏾
4.0 4 👇🏾
= the 4th decided & compatible publication
🙇🏾♂️ through * יהוה * impossible -is- nothing || 🇬🇾👨🏾💻🇺🇸 mike lee & team 🤲🏾