Template:Thirteenth law of worker entropy: Difference between revisions
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The [[JC]]’s ''' [[thirteenth law of worker entropy]]''', also known as the [[optical complication theorem]], states that over time, a given legal template will tend to a point of optimal complication, ''(c)'', which is a function of | The [[JC]]’s ''' [[thirteenth law of worker entropy]]''', also known as the [[optical complication theorem]], states that over time, a given legal template will tend to a point of optimal complication, ''(c)'', which is a function of | ||
:(i) the highest plausibly chargeable fraction of the typical value, ''(v<sub>f</sub>)'', of contracts concluded on that template, | :(i) the highest plausibly chargeable fraction of the typical value, ''(v<sub>f</sub>)'', of contracts concluded on that template, | ||
:(ii) the time, ''(t)'', required to manipulate the template so it reliably works to the satisfaction of one having the patience, skill and hubris to understand it, and | :(ii) the time, ''(t)'', required to manipulate the template so it reliably works to the satisfaction of [[Private practice lawyer|one having the patience, skill and hubris to understand it]], and | ||
:(iii) the professional [[charge-out rate]], ''(r)'', of such an [[Partner|unusually abled person]]. | :(iii) the professional [[charge-out rate]], ''(r)'', of such an [[Partner|unusually abled person]]. | ||
The relationship between ''c'', ''v<sub>f</sub>'', ''t'' and ''r'' is as follows: ''c ↔ v<sub>f</sub> = tr.'' <br> | The relationship between ''c'', ''v<sub>f</sub>'', ''t'' and ''r'' is as follows: ''c ↔ v<sub>f</sub> = tr.'' <br> | ||
Revision as of 16:10, 23 June 2022
The JC’s thirteenth law of worker entropy, also known as the optical complication theorem, states that over time, a given legal template will tend to a point of optimal complication, (c), which is a function of
- (i) the highest plausibly chargeable fraction of the typical value, (vf), of contracts concluded on that template,
- (ii) the time, (t), required to manipulate the template so it reliably works to the satisfaction of one having the patience, skill and hubris to understand it, and
- (iii) the professional charge-out rate, (r), of such an unusually abled person.
The relationship between c, vf, t and r is as follows: c ↔ vf = tr.