[Fitmint 1] Fitmint 1 earnings estimates

[Fitmint 1] Fitmint 1 earnings estimates

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@@P@@ Total @@P + D =@@
@@D@@ ratio @@\frac{P}{D} =@@
Stamina
Comfort
@@S = \frac{60\,L}{E}@@ km/h
@@L = \frac{S\,E}{60}@@ km
@@C = S\,E@@ kcal
@@M@@ =
@@E@@ = % of @@M@@
Health lost @@h = \dots@@
Gross earning @@g = \dots@@ FITT= POL= $=
Unity repair cost @@u = \dots@@ FITT= POL= $=
Repair cost @@r = u\,h@@ FITT= POL= $=
Repair ratio @@\frac{r}{g}@@ %
Net earning by minute @@\frac{n}{E}@@ FITT= POL= $=
Net earning by day @@n = g - r@@ FITT= POL= $=
Net earning by week @@7\,n@@ FITT= POL= $=
Net earning by month @@30.5\,n@@ FITT= POL= $=
Net earning by year @@365\,n@@ FITT= POL= $=
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  • @@g = 0.23754\,P^{0.92135}\,S^{0.3028}\,E@@
  • @@u = \left\{\begin{array}{@{}ll@{}} \frac{18.624}{(\frac{P}{D})^{0.848}} & \text{if } \frac{P}{D} \leq 2\\ (\frac{M}{40})^{0.6} (\frac{P}{D})^{1.0618 + 0.0002614 (P + D)} (0.0192 (P + D) + 4.2779) & \text{if } \frac{P}{D} > 2\\ \end{array}\right.@@
  • @@h = \left\lceil 0.06447817654\,P^{0.8957}\,D^{0.01}\,S^{0.17859144}\,E\,\frac{1}{u} \times \left\{\begin{array}{@{}ll@{}} x & \text{if } S \leq 6.5\\ y & \text{if } S > 6.5\\ \end{array}\right.\,\right\rceil@@
  •     @@x = \left\{\begin{array}{@{}ll@{}} \min\left(138, \frac{6.941}{(\frac{P}{D})^{2.795}}\right) & \text{if } \frac{P}{D} \leq 2\\ 1 & \text{if } \frac{P}{D} \leq 2.5\\ 2 \frac{P}{D} - 4 & \text{if } \frac{P}{D} \leq 3\\ 2 & \text{if } \frac{P}{D} > 3\\ \end{array}\right.@@
  •     @@y = \left\{\begin{array}{@{}ll@{}} 1 & \text{if } \frac{P}{D} \leq 2.5\\ \frac{1.33\,P}{D} - 2.325 & \text{if } \frac{P}{D} < 3.25\\ 4.82 - 0.87 \frac{P}{D} & \text{if } \frac{P}{D} < 4.3\\ (\frac{M}{E})^{\frac{M}{100}} \left(0.1561 (\frac{P}{D})^2 - 1.2594 \frac{P}{D} + 3.632\right) & \text{if } \frac{P}{D} \geq 4.3\\ \end{array}\right.@@

⚠️ Initial formulas established by Flotaq (ref) from Fitmint 1 community data. They are not the real Fitmint 1 formulas.

⚠️ Also notice that amounts on week, month and year are computed with the current price. It is not a prediction.
ℹ️ Coin prices come from CoinGecko.

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