CYAN

NEON SIEGE

WIND 0.0

MAGENTA

NEON SIEGE

Turn-based artillery duel. Carve the terrain. Read the wind.

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VICTORY

How to Play & Controls

Defeat your rival’s tank (100 HP). Each turn: move with A/D or ←/→ (limited fuel), aim with ↑/↓, hold Space and release to fire, or press on the field and drag toward your target (farther = more power), then release. Wind changes every turn. Switch weapons with the bar or Q/E. Quick chat: 1–4. Press Esc or ~ for the boss screen.

Plasma (∞, 25 dmg). Triple Scatter (2): press Space or click mid-air to split into three. Bouncer (2): bounces three times, detonates on the fourth impact (35). Earthquake Drill (1): burrows through terrain, explodes beside a tank (40). Meteor Strike (1): a laser falls where your shot lands (45).

Version Changelog

v1.2 – 4 map themes, bot difficulty, mute button, tutorial, contact page.

v1.1 – New terrain and tank graphics.

v1.0 – Launch: destructible terrain, wind, 5 weapons, online rooms, AI bot, emotes, leaderboard, boss key.

Privacy Policy

This game uses Google AdSense to show ads. Google and its partners may use cookies or device identifiers to serve and measure ads; you can manage ad personalization at adssettings.google.com.

Online play uses Firebase Realtime Database to relay match events (room code, moves, shots, chat emotes) and to store your chosen callsign and win count on the leaderboard. We do not collect your name, email or precise location. Your callsign is saved in your browser’s local storage.

Contact: AAudetofff@gmail.com

Contact

Neon Siege is a free browser artillery game. Found a bug, want a new map or weapon, or just want to say hi? Email AAudetofff@gmail.com and we will do our best to reply.

Scientific Calculator

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AP Physics C & Calculus BC – Study Notes

Kinematics. x = x₀ + v₀t + ½at², v² = v₀² + 2aΔx. Projectile range on flat ground: R = v₀² sin(2θ) / g.

Derivatives. d/dx xⁿ = nxⁿ⁻¹; d/dx sin x = cos x; d/dx eˣ = eˣ; chain rule: (f∘g)′ = f′(g(x))·g′(x).

Integrals. ∫xⁿ dx = xⁿ⁺¹/(n+1) + C; ∫cos x dx = sin x + C; FTC: ∫ₐᵇ f′(x)dx = f(b) − f(a).

Dynamics. ΣF = ma; W = ∫F·dx; KE = ½mv²; p = mv; impulse J = Δp.

Practice. A 2 kg ball is launched at 20 m/s and 40°. Find time of flight and maximum height.