SkinsMonkeySkinRave

Mecha Boots of Travel Mk III Dota 2 Price

Immortal · BootsBoots
Lowest$0.86SkinportSteam —Avg $1.38
PriceValue
Steam Market priceNot confirmed in the last 7 days
Average price7-day change +14.3%$1.38
6 more averages
7-day average7-day change +14.3%$1.38
30-day average30-day change +2.7%$1.27
60-day average60-day change -5.2%$1.31
90-day average90-day change -7.5%$1.32
180-day average180-day change -5.3%$1.32
360-day average360-day change -4.5%$1.32
Units sold (24h)6

Lowest market prices

$0.86Lowest8 markets stocked494 listings · 22:59 UTC · 3 Nov7-day change +14.3%
Third-party market offers for Mecha Boots of Travel Mk III, cheapest first
MarketPriceQtyvs avgUpdatedBuy
Skinport$0.8629-38%22:59 UTC · 3 NovBuy Skinport
DMarket$0.879-37%22:54 UTC · 3 NovBuy DMarket
Lis-Skins$0.89352-36%22:55 UTC · 3 NovBuy Lis-Skins
Shadowpay$0.897-36%22:57 UTC · 3 NovBuy Shadowpay
cs.trade$0.892-36%22:53 UTC · 3 NovBuy cs.trade
Avan.Market$0.9013-35%22:50 UTC · 3 NovBuy Avan.Market
Waxpeer$0.9179-34%22:37 UTC · 3 NovBuy Waxpeer
LOOT.Farm$1.513+9%22:55 UTC · 3 NovBuy LOOT.Farm

Offers as of page generation; refreshed hourly.

Price history

Price analysis

24h change-2.1%
7-day change+9.2%
30-day change+7.6%
30-day range$1.11 $1.45
90-day range$1.11 $1.53
1-year range$0.99 $1.76
All-time high · Aug 2025$3.42
All-time low · Nov 2014$0.29
30-day volatility8.9%

Steam Market, daily closes since May 2014.

Steam sales

Last 24h6-95%
Last 7 days761-18%
Last 30 days4,162-47%
Last 90 days18,272+42%
Per day, 30-day mean138.7
Units sold per day, last 30 days · busiest Oct 7

Popularity

By page views on SteamAnalyst.

Other versions

VersionAverageSteamvs plain7d
Plain · this page$1.38—reference7-day change +14.3%
Inscribed$1.07—-23%7-day change +14.2%
Autographed$1.25—-10%7-day change -3.8%
Corrupted$10.79—+680%7-day change -30.0%

Sell this item

Trade sitePays youTheir askGo
LOOT.Farm$1.51$1.51
cs.trade$1.29$0.89

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.

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