SkinsMonkeySkinRave

Snowball Stinger Dota 2 Price

Mythical · GloveGlove
Lowest$0.37Avan.MarketSteam Avg $0.43
PriceValue
Steam Market priceNot confirmed in the last 7 days
Average price7-day change +2.7%$0.43
6 more averages
7-day average7-day change +2.7%$0.43
30-day average30-day change -2.3%$0.42
60-day average60-day change +13.9%$0.42
90-day average90-day change +25.8%$0.42
180-day average180-day change +33.4%$0.43
360-day average360-day change -67.7%$0.42
Units sold (24h)3

Lowest market prices

$0.37Lowest8 markets stocked24 listings · 11:31 UTC · 10 Sep7-day change +2.7%
Third-party market offers for Snowball Stinger, cheapest first
MarketPriceQtyvs avgUpdatedBuy
Avan.Market$0.375-13%11:20 UTC · 10 SepBuy Avan.Market
Lis-Skins$0.385-11%11:25 UTC · 10 SepBuy Lis-Skins
cs.trade$0.381-11%11:23 UTC · 10 SepBuy cs.trade
Waxpeer$0.396-9%11:31 UTC · 10 SepBuy Waxpeer
LOOT.Farm$0.541+26%11:25 UTC · 10 SepBuy LOOT.Farm
DMarket$0.592+38%11:24 UTC · 10 SepBuy DMarket
BitSkins$0.603+41%11:21 UTC · 10 SepBuy BitSkins
Skinport$0.941+120%11:29 UTC · 10 SepBuy Skinport

Offers as of page generation; refreshed hourly.

Price history

Price analysis

24h change-12.5%
7-day change+1.1%
30-day change-4.2%
30-day range$0.88 $1.04
90-day range$0.88 $1.28
1-year range$0.83 $1.35
All-time high · Nov 2018$1.35
All-time low · Mar 2019$0.83
30-day volatility4.7%

Steam Market, daily closes since Oct 2018.

Steam sales

Last 24h3-62%
Last 7 days41+32%
Last 30 days143-3%
Last 90 days456+26%
Per day, 30-day mean4.8
Units sold per day, last 30 days · busiest Jul 2

Popularity

By page views on SteamAnalyst.

Other versions

VersionAverageSteamvs plain7d
Plain · this page$0.43reference7-day change +2.7%
Inscribed$0.62+45%7-day change +0.3%
Corrupted7-day change +105.7%
Heroic$5.88+1276%7-day change -30.9%
Auspicious$0.67+57%7-day change -3.4%
Frozen

Sell this item

Trade sitePays youTheir askGo
cs.trade$0.58$0.38
LOOT.Farm$0.54$0.54

Credit towards a trade on that site, not cash; the site's fee is charged on what you take out, so the credit can exceed its own ask.