Angel
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Angel

g4skins.com
Case Price
$40.50
Total EV
$35.99
EV Ratio
0.889×
Skins in case
43
EV Ratio = Total EV / Case Price. A ratio of 0.889× means that statistically, each case opening returns 88.9% of the case cost. Results are random - individual outcomes will vary from statistical estimates.

Simulate openings

Roll Angel against its real drop rates and watch the math play out.

Skins in Angel (24)

g4skins.comFive-SeveN | Boost Protocol

Five-SeveN | Boost Protocol

g4skins.comCZ75-Auto | Eco

CZ75-Auto | Eco

g4skins.comAWP | Asiimov

AWP | Asiimov

g4skins.comMAC-10 | Stalker

MAC-10 | Stalker

g4skins.comAK-47 | Case Hardened

AK-47 | Case Hardened

g4skins.comGlock-18 | Synth Leaf

Glock-18 | Synth Leaf

g4skins.comAUG | Akihabara Accept

AUG | Akihabara Accept

About this case

Where Is This Case Available?

The Angel case is available on g4skins.com. It contains 43 skins with published drop rate statistics. The Expected Value and drop rate data below reflect current statistical data for this specific case listing on g4skins.com.

Case Overview

The Angel case uses a tiered item pool rather than a uniform distribution. Common outcomes account for most of the probability mass, while rarer skins occupy smaller portions. Premium items can therefore contribute materially to theoretical expected value even when they occur infrequently. Market positioning depends on the full probability-weighted pool, not on isolated high-value skins. Useful indicators include liquidity, variant dispersion, demand consistency, and the share of total value concentrated in the upper tail.

Value and Risk Factors

Expected value is calculated by multiplying each item's market value by its probability and summing the results. A case may contain high-value skins while still having a lower average return if their probabilities are small and most outcomes are lower-value. Variance also matters: greater concentration in rare items increases dispersion between typical results and the statistical mean. Assessment should include market volatility, transaction liquidity, reference-value accuracy, and changes in demand for individual finishes. Stable mid-tier demand can reduce sensitivity to isolated price shifts, while reliance on scarce items makes expected return more dependent on a narrow part of the distribution.