Formulae

Note: Page under construction. Feel free to add any additional information. If you don't know how to use the math mode, just put the raw, I (#Sacrezar#9802)'ll modify it.

XP required per level

$XP_{Class}\quad \ \ =\left\lfloor \left(15+{lvl}^{1.9}+11\times lvl\right)\times \left(1.208-\min \left\{0.164,{\frac {0.215\times {lvl}}{{lvl}+100}}\right\}\right)^{lvl}-15\right\rceil$

$XP_{Skill}\quad \ \ \ =\left\lfloor \left(15+{lvl}^{2}+15\times lvl\right)\times \left(1.225-\min \left\{0.164,{\frac {0.135\times {lvl}}{{lvl}+50}}\right\}\right)^{lvl}-30\right\rfloor$

$XP_{Smithing}\ =\left\lfloor \left(15+{lvl}^{2}+13\times lvl\right)\times \left(1.225-\min \left\{0.164,{\frac {0.135\times {lvl}}{{lvl}+50}}\right\}\right)^{lvl}-30\right\rfloor$

Fighting formula

Damage done

${Damage}_{max}=$ [(1/9)*(WP^2)+Flat_Dmg_bonus]*Damage_%

${Damage}_{min}={Damage}_{max}\times Mastery$

Food Consumption

Healing Food

${Consumption}_{Grassland}=$

${Consumption}_{Desert}=$

${Consumption}_{Tundra}=$

Damage taken per hit

$Damage=\left\lceil {\frac {{attack}_{enemy}-2.5\times {defense}^{0.8}}{\max \left\{1,1+{\frac {{defense}^{1.5}}{100}}\times {\frac {defense}{\max \left\{1,{attack}_{enemy}\right\}}}\right\}}}\right\rceil$

Alchemy

P2W Tab

Cauldrons

$regen_{\%}={\frac {16+0.5\times (regenLvl-1)}{15}}\times regenLvl\times 3$

$newBubble=1+{\frac {newBubbleLvl\times 2.5}{newBubbleLvl+100}}$

$boostReqLow_{\%}=70\times {\frac {boostLvl}{100+boostLvl}}$

Liquid

$regen_{\%}=400\times {\frac {regenLvl}{100+regenLvl}}$ $cap=capLvl$

Vials

$cap=capLvl$

$rng=250\times {\frac {rngLvl}{100+rngLvl}}$

Player

$AlchSpeed_{\%}=35\times {\frac {AlchSpeedLvl}{100+AlchSpeedLvl}}$

$ExtraXP_{\%}={\frac {11+0.5\times (ExtraXPLvl-1)}{10}}\times ExtraXPLvl$

Liquid

$liquid_{/hour}=\left(1+{\frac {decant_{\%}+RLP2W_{\%}+vial_{\%}}{100}}\right)\times \left(1+{\frac {stamp_{\%}+\sum \left((alchLvl*2+4)^{0.65}\right)}{100}}\right)$

• $RLP2W_{\%}$ is P2W Liquid Regen

Multiply this by 1.5 if you have the corresponding gem upgrade.

Misc

Teleportation cap

${TP}_{cap}=21(1+n)$

Where 'n' is the number of time you bought Daily Teleports.

Statues

$Cost=\left\lfloor lvl^{1.17}\times 1.35^{\frac {lvl}{10}}+1\right\rceil$

$Bonus=\left\lfloor Base\times lvl\right\rceil$

Stamps

$baseCost_{Coin}=Price_{base}\times (1-{\frac {bribe}{100}})$

As of v1.14, the bribe effect is 8%, not 5%.

${Cost}_{Coin}=\left(1-{\frac {vial_{\%}}{100}}\right)\times \left\lfloor baseCost_{Coin}\times \left(i_{10}-\left({\frac {lvl}{lvl+5*lvlRange}}\times 0.25\right)\right)^{lvl\times {\frac {10}{lvlRange}}}\right\rfloor$

${Cost}_{Material}=\left\lfloor baseCost_{Material}\times {i_{8}}^{\left\lfloor {\frac {lvl}{lvlRange-1}}^{0.8}\right\rceil }\right\rfloor \times \max \left\{0.1,1-{\frac {vial_{\%}}{100}}\right\}$

• $vial_{\%}$ is the Blue Flav vial effect.
• $lvlRange$ is the number of time you can lvl up a stamp before having to pay using materials.
• $i_{8}$ and $i_{10}$ are value you can find in the code or in the wiki, look for data-i in the .stampdiv of the stamp you want to know about.

Worship

w = ((5+highest wave)/10)^2.6

f= Food bonus

Souls from Totem = 5(1+Bonus souls on map)*w*f