Paragon: Difference between revisions
m Made the section look a little better |
m Fixed the formula from P = 0, D = 0 to P = 0, D = 1 |
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*Damage/income — 90,000 power max | *Damage/income — 90,000 power max | ||
**1 power per 180 damage dealt by absorbed towers, as shown on their [[damage counter]]s | **1 power per 180 damage dealt by absorbed towers, as shown on their [[damage counter]]s | ||
**1 power per $45 generated by absorbed towers (from [[Merchantman (BTD6)|Merchantmen]], [[Bloon Trap (BTD6)|Bloon Trap]]s, etc.), as shown on their income counters | **1 power per $45 generated by absorbed towers (from [[Merchantman (BTD6)|Merchantmen]], [[Bloon Trap (BTD6)|Bloon Trap]]s, etc.), as shown on their income counters. Note that this doesn't include extra money generated if it doesn't show it, like [[Pirate Lord (BTD6)|Pirate Lord's]] hook ability that gives 2x the normal amount of cash per MOAB-class bloon | ||
*[[Paragon Power Totem]]s — no upper limit | *[[Paragon Power Totem]]s — no upper limit | ||
**2,000 power per totem absorbed | **2,000 power per totem absorbed | ||
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The '''Degree''' of a Paragon determines its stats, affecting its [[attack speed]], [[pierce]], [[damage]], and [[Activated Ability]] cooldowns (if applicable). The Degree is determined by the amount of Paragon power it has, with higher Degrees requiring exponentially more power to reach than lower Degrees. The Degree cannot be changed after the Paragon is created. Cosmetically, Paragons have different models for every multiple of 20 Degrees. The formula to determine how much power is required for each degree is: | The '''Degree''' of a Paragon determines its stats, affecting its [[attack speed]], [[pierce]], [[damage]], and [[Activated Ability]] cooldowns (if applicable). The Degree is determined by the amount of Paragon power it has, with higher Degrees requiring exponentially more power to reach than lower Degrees. The Degree cannot be changed after the Paragon is created. Cosmetically, Paragons have different models for every multiple of 20 Degrees. The formula to determine how much power is required for each degree is: | ||
<math>P = \begin{cases} 0, & D = | <math>P = \begin{cases} 0, & D = 1 \\ \frac{50D^3 + 5065D^2 + 168324D + 843000}{600}, & 2 \leq D \leq 99 \\ 200000, & D = 100\end{cases}</math>, | ||
where P is the power required and D is the target Degree. | where P is the power required and D is the target Degree. | ||