UserWiki:Edgarware/Formulae

Active Research
The information on this page represents our current understanding of the gameplay systems, and may be incorrect.

Star Equations

Batting

${\begin{aligned}5\times (&thwackability^{0.35}\times divinity^{0.35}\times moxie^{0.075}\times musclitude^{0.075}\times \ldots \\&(1-patheticism)^{0.05}\times martyrdom^{0.02}\times (1-tragicness)^{0.01})\end{aligned}}$

Pitching

${\begin{aligned}5\times (&unthwackability^{0.5}\times ruthlessness^{0.4}\times overpowerment^{0.15}\times \ldots \\&shakespearianism^{0.1}\times coldness^{0.025})\end{aligned}}$

Baserunning

${\begin{aligned}5\times (&laserlikeness^{0.5}\times continuation^{0.1}\times baseThirst^{0.1}\times \ldots \\&indulgence^{0.1}\times groundFriction^{0.1})\end{aligned}}$

Defense

${\begin{aligned}5\times (&omniscience^{0.2}\times tenaciousness^{0.2}\times watchfulness^{0.1}\times \ldots \\&anticapitalism^{0.1}\times chasiness^{0.1})\end{aligned}}$

Vibes

${\begin{aligned}{\frac {1}{2}}\times [&\left(pressurization+cinnamon\right)\times \ldots \\&cos\left({\frac {2\pi \times day}{6+\lfloor 10\times buoyancy\rceil }}\right)-pressurization+cinnamon]\end{aligned}}$
Where $day$ is 0-indexed.

Reported Vibes	Numerical Range
Most Excellent	> 0.8
Excellent	0.8 to 0.4
Quality	0.4 to 0.1
Neutral	0.1 to -0.1
Less Than Ideal	-0.4 to -0.1
Far Less Than Ideal	-0.8 to -0.4
Honestly Terrible	< -0.8

eDensity

Player

${\begin{aligned}\rho _{player}^{e}=(negative\times -1)(&(totalRating\times 7)+(soul\times 2)+((\#ego-1)^{2}\times 6.5)+\ldots \\&(perk\times 26)+(replica\times 26)+(attractor\times 130))\end{aligned}}$

Team

${\begin{aligned}\rho _{team}^{e}=&\sum {\rho _{player}^{e}}+runs+(wins\times 10)+(netShame\times 5)+\ldots \\&(\#champs\times 33)+(grandiosity\times 100)+(fortification\times 100)+\ldots \\&(filthiness\times 500)+(\#parkmods\times 50)-\#birds\end{aligned}}$

Level

imPosition

$x_{day}^{I}=x_{day-1}^{I}+v_{day}^{e}$
Where $v_{day}^{e}=0.55\times (v_{day-1}^{e}-x_{day-1}^{I}-(noodle\times 0.0388)-{\frac {\rho _{team}^{e}-1101.7398}{2768.5}})$

Level

$level=\lfloor (1-x_{day}^{I})\times 5\rfloor$

Level	Numeric Level
0D	0
1D	1
2D	2
3D	3
C	4
Low A	5
High A	6
AA	7
AAA	8
AAAA	9
AAAAA	10