A game of elements, balance & alchemy for 2–5 players
Drink or Die is a card game where rival alchemists gather ingredients from a shared market to brew the most potent — and best balanced — collection of elements. On your turn you sweep cards from the market into your personal cauldron, taking everything of one element or everything of one value at once. At the end of the game, you score points based on the element cards you've collected and how well-balanced your opposing elements are.
The core tension: you want high-value element cards, but collecting too many of one element without its opposite costs you 3 points per imbalance. Nature cards are worth 0 raw points but reduce your imbalance — making them purely a balancing tool. Everything is face-up: there is no hidden information, so the whole game is about reading the market and timing your grabs.
The game uses a deck of 90 cards across 5 elements:
Elements form two opposing pairs plus one neutral:
Each element has 18 cards with values 1, 2, or 3:
| Element | ×1 | ×2 | ×3 | Total cards | Total value |
|---|---|---|---|---|---|
| 🔥 Fire | 6 | 6 | 6 | 18 | 36 |
| 🧊 Ice | 6 | 6 | 6 | 18 | 36 |
| ✨ Light | 6 | 6 | 6 | 18 | 36 |
| 💀 Shadow | 6 | 6 | 6 | 18 | 36 |
| 🌿 Nature | 6 | 6 | 6 | 18 | 36 |
| Total | 30 | 30 | 30 | 90 | 180 |
Use approximately 20 cards per player, drawn randomly from the shuffled deck:
On your turn you take cards from the 5-card Market using one of these two methods:
You must take at least one card. All the cards you take go straight into your personal cauldron, face-up for everyone to see. You cannot mix methods — it's either one element or one value, not both.
The Market shows 🔥 2 🧊 2 🔥 1 ✨ 3 🌿 2
If you take by element "Fire", you collect 🔥 2 and 🔥 1 (2 cards). If instead you take by value "2", you collect 🔥 2, 🧊 2 and 🌿 2 (3 cards). You decide which grab serves your balance best.
After you take, refill the Market back to 5 cards from the draw pile. Then play passes clockwise to the next player.
If the draw pile runs out, keep playing with whatever cards remain in the Market — it simply gets smaller as players take from it.
The game ends when the draw pile is empty and the Market is empty — there are no more cards to take. Each player then calculates their final score from the cards in their cauldron (see sections 5 and 6).
Every card in the Market and in every cauldron is face-up at all times. There is no bluffing and no hidden hand — the challenge is purely tactical: which element or value to sweep, when to grab Nature to fix your balance, and how to deny useful cards to your opponents before they can take them.
This is the heart of Drink or Die. Understanding how elements interact is essential to winning.
Fire and Ice are opposites. Light and Shadow are opposites. When you collect cards from both sides of a pair, their values work toward balance. What matters is not how much you have of each element, but how far apart the opposing totals are.
For each pair, you calculate the imbalance by taking the higher total minus the lower total. It doesn't matter which element is higher — only the gap counts. If you have more Ice than Fire, or more Shadow than Light, the calculation works exactly the same way.
You have 🔥 3 🔥 2 and 🧊 3 🧊 2
Fire total = 5 Ice total = 5 → higher − lower = 5 − 5 = 0 imbalance ✓
Perfectly balanced! These 4 cards contribute 10 raw points and 0 penalty.
You have 🔥 3 🔥 3 🔥 2 and 🧊 1
Fire total = 8 Ice total = 1 → higher − lower = 8 − 1 = 7 imbalance!
This pair alone would cost 7 × 3 = 21 penalty points. The raw value is only 9. Devastating.
You have 💀 3 💀 3 💀 2 and ✨ 1
Shadow total = 8 Light total = 1 → higher − lower = 8 − 1 = 7 imbalance!
Same result — it doesn't matter which side is higher. Shadow > Light works exactly like Fire > Ice.
Your Delta is the sum of both pairs' imbalances. For each pair, subtract the lower total from the higher total (this is what the absolute value notation means — it's always a positive number):
Delta = |Fire − Ice| + |Light − Shadow|
The | | bars mean "absolute value": always take the higher total minus the lower total.
It doesn't matter which element in a pair is bigger — only the gap matters.
Each point of Delta costs you 3 points. So even a small imbalance adds up quickly.
Fire = 6, Ice = 3, Light = 1, Shadow = 5
Fire/Ice pair: Fire is higher → 6 − 3 = 3
Light/Shadow pair: Shadow is higher → 5 − 1 = 4
Delta = 3 + 4 = 7
Penalty = 7 × 3 = −21 points
Notice that in the second pair, Shadow is higher than Light — that's fine. You always subtract the smaller from the larger.
🌿 Nature is the only tool to reduce your Delta. Each point of Nature reduces your Delta by 1. Nature is worth 0 raw points — it doesn't add to your score, but it doesn't subtract from it either. Its only purpose is to correct imbalance.
This makes Nature a pure balancing tool: each point of Nature saves 3 penalty points (by reducing Delta by 1). Nature is extremely valuable when you're unbalanced — but useless when you're already balanced, and harmful if you have too much (see below).
Final Delta = |Delta − Nature|
Warning: Nature uses absolute value! If your Delta is 2 and you have 5 Nature, your Final Delta is |2 − 5| = 3, not 0. Excess Nature creates new imbalance. You need exactly the right amount.
Delta = 5, Nature = 🌿 3 🌿 2 = 5
Final Delta = |5 − 5| = 0 → Penalty = 0 × 3 = 0
Nature perfectly zeroes out the Delta. You pay 5 raw points instead of 15 penalty points — a net gain of 10!
Delta = 2, Nature = 🌿 3 🌿 2 🌿 1 = 6
Final Delta = |2 − 6| = 4 → Penalty = 4 × 3 = −12
Excess Nature creates a new imbalance of 4, costing 12 penalty points! Nature is free for your raw score, but overshooting your Delta is just as bad as undershooting.
The ideal amount of Nature is exactly equal to your Delta. Less than that, and you're still paying 3 per point of remaining imbalance. More than that, and the excess Nature creates its own imbalance at the same ×3 rate — plus you're already losing the raw points.
At the end of the game, each player calculates their score in 3 steps:
Step 1: Raw = 🔥 + 🧊 + ✨ + 💀 (🌿 = 0 points)
Step 2: Delta = |🔥−🧊| + |✨−💀| → Final Δ = |Delta − 🌿|
Step 3: Score = Raw − (Final Δ × 3)
Remember: | | means "higher minus lower" — always a positive number. It doesn't matter which element in a pair has the bigger total.
🔥 3 🔥 2 🧊 3 🧊 2 ✨ 3 ✨ 1 💀 2 💀 2
Fire=5, Ice=5, Light=4, Shadow=4, Nature=0
Raw = 5+5+4+4 = 18
Delta = |5−5| + |4−4| = 0 + 0 = 0
Final Δ = |0 − 0| = 0 → Penalty = 0
Score = 18 − 0 = 18 points ✨
Perfectly balanced! Every point of raw score is kept.
🔥 3 🔥 3 🔥 2 🧊 1 💀 3 ✨ 1 🌿 3
Fire=8, Ice=1, Light=1, Shadow=3, Nature=3
Raw = 8+1+1+3 = 13
Delta: Fire > Ice → 8−1 = 7. Shadow > Light → 3−1 = 2. Total = 7 + 2 = 9
Final Δ = |9 − 3| = 6 → Penalty = 6 × 3 = 18
Score = 13 − 18 = −5 points 💀
Notice that here Shadow is higher than Light — you always subtract the smaller from the larger. Without Nature: Delta would be 9, Penalty 27. Score = 13−27 = −14. Nature saved 9 penalty points for free!
🔥 3 🔥 2 🧊 2 ✨ 3 ✨ 2 💀 1 🌿 2 🌿 1
Fire=5, Ice=2, Light=5, Shadow=1, Nature=3
Raw = 5+2+5+1 = 13
Delta = |5−2| + |5−1| = 3 + 4 = 7
Final Δ = |7 − 3| = 4 → Penalty = 4 × 3 = 12
Score = 13 − 12 = 1 point
If she'd had Nature = 7 (exactly matching Delta), Penalty = 0 and Score = 13. Nature reduces imbalance for free — the key is having exactly the right amount!
🔥 1 🧊 1 🌿 3 🌿 3 🌿 2
Fire=1, Ice=1, Light=0, Shadow=0, Nature=8
Raw = 1+1+0+0 = 2
Delta = |1−1| + |0−0| = 0
Final Δ = |0 − 8| = 8 → Penalty = 8 × 3 = 24
Score = 2 − 24 = −22 points ☠️
Already balanced, Nature was completely unnecessary. Excess Nature creates a massive phantom imbalance of 8, costing 24 penalty points against only 2 raw!
Taking by element gives you many cards of the same type — great for fueling one side of a pair, dangerous if you can't balance it later. Taking by value lets you scoop high-value cards across several elements at once. A single "take all 3s" can be worth far more raw points than a pile of 1s.
Every grab shifts your Delta. Before sweeping all the Fire, ask yourself whether you'll be able to find matching Ice later. It's often better to take a smaller, balanced grab than a big lopsided one that you'll pay 3 points per imbalance for.
The ideal Nature equals your Delta exactly. Track your Fire/Ice and Light/Shadow gaps as you collect. If your Delta is 4, you want exactly 🌿 4 in Nature — no more, no less. Grab Nature when the Market offers it and you're imbalanced; skip it when you're already even.
Since everything is face-up, you can see exactly what your opponents need. If a rival is loaded with Fire and desperate for Ice, take the Ice yourself — even if you don't need it much — to keep them imbalanced. Denial is as powerful as collection.
Taking many cards triggers a big refill, handing fresh options to the next player. Sometimes a small, surgical grab that barely changes the Market is better than a greedy sweep that sets up your opponent.
As the draw pile thins, plan your last grabs carefully. The final cards in the Market can't be replaced — make sure your closing takes leave your cauldron balanced rather than chasing raw points you'll lose to penalties.
Raw = 🔥+🧊+✨+💀 (🌿 = 0 pts)
Delta = |🔥−🧊| + |✨−💀|
( | | = higher minus lower, always positive )
Final Δ = |Delta − 🌿|
Score = Raw − (Final Δ × 3)
🌿 = 0 raw points, but saves 3 per Delta
Ideal: Nature = Delta exactly
Excess Nature creates new imbalance!
The expansion adds 33 special cards to the deck. Shuffle them into the main deck before dealing, so they appear in the Market alongside normal element cards.
When one or more special cards are in the Market, you gain a third way to take on your turn:
As always, refill the Market to 5 afterward. You still take only once per turn — element, value, or bonuses.
Permanent cards (solid border) go into your cauldron and are scored at the end of the game. One-shot cards (dashed border) trigger their effect the moment you take them, then are discarded from the game.
| Card | Copies | Effect |
|---|---|---|
| ⚡ Amplifier One per element |
3 × 5 | Permanent. At end of game, +1 victory point for each card of the matching element in your cauldron (counting cards, not their values). Exists for all 5 elements: 🔥 🧊 ✨ 💀 🌿 |
| 🧪 Poison | 3 | Permanent. Worth −1 victory point at end of game. |
| 💣 Time Bomb | 3 | Permanent. If your Final Delta is exactly 0: worth +4 points. Otherwise: worth −2 points. |
| 💧 Distillate | 3 | Permanent. At end of game, you may remove any one card of your choice from your cauldron. The Distillate and the removed card are both discarded. |
| ✳️ Purifier | 3 | Permanent. At end of game, reduce your Delta by 1 for free (before applying Nature). |
| 🦹 Thief | 3 | One-shot. When you take this card, immediately steal 1 card from any opponent's cauldron and add it to yours. Then discard the Thief. |
| 🔄 Swap | 3 | One-shot. When you take this card, exchange one card in your cauldron with one card currently in the Market. Then discard the Swap. |
The Market shows 🔥 2 ⚡ 🧊 1 💣 🦹. Instead of taking by element or value, you choose take all bonuses: you collect the ⚡ Amplifier, the 💣 Time Bomb and the 🦹 Thief. The Amplifier and Time Bomb go into your cauldron; the Thief triggers immediately (steal a card), then is discarded. Refill the Market to 5.