Trade up Calculator Cs2

CS2 Trade Up Profit & Float Calculator

1. Input Your 10 Skins

Enter the float value and purchase price for each of the 10 skins used in the contract.

#1
#2
#3
#4
#5
#6
#7
#8
#9
#10

2. Target Outcome Parameters

Trade Up Projection

Average Input Float

0.0000

Resulting Float

0.0000

Total Contract Cost

$0.00

Potential Profit

$0.00

Wear Condition: –

The Ultimate Guide to CS2 Trade Up Contracts

In Counter-Strike 2, the Trade Up Contract is a mechanic that allows players to exchange 10 weapon skins of the same rarity for one weapon skin of the next highest rarity. While it may seem like a simple gamble, the underlying math is governed by specific formulas involving Float Values and Collection Odds.

How the CS2 Trade Up Formula Works

The outcome of a trade-up isn't random. The most critical factor is the Float Value. Every skin in CS2 has a float between 0.00 and 1.00, determining its wear (Factory New, Minimal Wear, etc.).

The Float Formula:
Outcome Float = (Average Float of 10 Inputs) × (Max Float of Outcome - Min Float of Outcome) + Min Float of Outcome

Understanding Wear Ranges

When calculating your trade-up, you must know the float ranges for the potential outcomes. For example, some skins are capped at 0.06 or 0.08, meaning they can never be truly "battle-scarred."

  • Factory New: 0.00 – 0.07
  • Minimal Wear: 0.07 – 0.15
  • Field-Tested: 0.15 – 0.38
  • Well-Worn: 0.38 – 0.45
  • Battle-Scarred: 0.45 – 1.00

Profitability and Probability

A profitable trade-up strategy involves sourcing "low-float" skins at a low price to "force" a Factory New outcome from a collection where the top-tier skin is valuable. Our calculator helps you determine if the 10 skins you've selected will result in the wear condition you desire.

Tips for Successful Trade Ups:

  1. Mix Collections: You can use skins from different collections. The odds of receiving a specific skin are based on the ratio of possible outcomes from the collections used.
  2. Check the Caps: Always verify the minimum and maximum float of the target skin on a database like CS2Stash.
  3. Total Cost vs. Expected Value (EV): If you have a 20% chance of hitting a $100 skin and the other 80% results in a $10 skin, your EV is $28. If your 10 inputs cost more than $28, the trade-up is mathematically "bad."
function calculateTradeUp() { var totalFloat = 0; var totalCost = 0; var inputCount = 0; for (var i = 1; i <= 10; i++) { var fVal = parseFloat(document.getElementById('float' + i).value); var cVal = parseFloat(document.getElementById('cost' + i).value); if (!isNaN(fVal)) { totalFloat += fVal; inputCount++; } if (!isNaN(cVal)) { totalCost += cVal; } } if (inputCount === 0) { alert("Please enter at least one float value."); return; } var avgFloat = totalFloat / inputCount; var targetMax = parseFloat(document.getElementById('targetMax').value) || 1.0; var targetMin = parseFloat(document.getElementById('targetMin').value) || 0.0; var targetValue = parseFloat(document.getElementById('outcomeValue').value) || 0; // Formula: (Avg Float * Range) + Min var outcomeFloat = (avgFloat * (targetMax – targetMin)) + targetMin; // Determine condition var condition = "Unknown"; if (outcomeFloat < 0.07) condition = "Factory New"; else if (outcomeFloat < 0.15) condition = "Minimal Wear"; else if (outcomeFloat < 0.38) condition = "Field-Tested"; else if (outcomeFloat 0) { document.getElementById('resProfit').style.color = '#2ecc71'; } else { document.getElementById('resProfit').style.color = '#e74c3c'; } }

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