Arabesque Collection
 We check the relevance every 3 hours

Arabesque Collection

hellcase.com
Case Price
$5.00
Total EV
$4.40
EV Ratio
0.880×
Skins in case
80
EV Ratio = Total EV / Case Price. A ratio of 0.880× means that statistically, each case opening returns 88.0% of the case cost. Results are random - individual outcomes will vary from statistical estimates.

Simulate openings

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

Skins in Arabesque Collection (16)

About this case

Where Is This Case Available?

The Arabesque Collection case is available on hellcase.com. It contains 80 skins with published drop rate statistics. The Expected Value and drop rate data below reflect current statistical data for this specific case listing on hellcase.com.

Case Overview

The Arabesque Collection combines lower-frequency premium items with a broader group of more common outcomes. This creates an asymmetric distribution in which a limited part of the pool may represent a substantial share of theoretical value. From a market perspective, the case can be assessed through item liquidity, rarity classification, weapon popularity, exterior condition, and the stability of demand for individual finishes. A visually desirable item does not necessarily provide strong economic value if trading activity is limited or market quotations are volatile. Pool concentration is therefore an important metric when comparing this case with other CS2 case structures.

Value and Risk Factors

Expected value, or EV, is calculated by multiplying each item's market value by its stated probability and combining the resulting values across the complete pool. EV should not be interpreted as a guaranteed return from a single opening. Short sequences can differ materially from the statistical average because rare items have low probability but disproportionate value. Relevant risk factors include variance, probability concentration, market liquidity, condition-based valuation, and changes in demand. A stronger analytical profile generally requires transparent probabilities, a diversified item pool, stable secondary-market demand, and limited dependence on a very small number of rare outcomes.