Zeno's Bloon

The is a Bloon using the Zeno's paradox (sum of 1/2^n, as n starts from 0 and approaches infinity). The speed until $$1/\frac2N$$ („$$N$$” means the Euclidean length of the track) is 30 BPS, then reduced to 15 BPS until $$\frac{3N}4$$, then 7.5 BPS until $$\frac{7N}8$$, then 3.75 BPS until $$\frac{15N}{16}$$, and so on. If $$2^a-1 \mod 3=1$$, then it's untouchable (unless in range of MIB), and otherwise camo.

Stats

 * HP: $$\frac1{\text{Completed Phases}\mod64}+658\cdot\text{Completed Phases}$$
 * Speed: $$\frac{30}{2^{\text{Completed Phases}}}$$ BPS
 * In what is it strange? He can't reach the end. Instead, when kept in game for >60s, it reduces lives by 0.6/s.
 * Immunities: Everything but things in MIB range if Completed Phases are even. Unless the number is even, Ice and Bombs. (is also camo)
 * Spawns: 2 E.R.G.s, 1 E.R.T. Mk III.

Appearance
The bottom is red, above it are all other colors of 89.132.226.116's rainbow. And it's Zeno-esque divided up.

[[Category:Strange Articles, which are NOT stubs! YOU MAY think they are, but NOT! You may think they're, if and only if you don't know what it's like in reality, which happens if and only if you're a superficial observer]]