MD$ (MD$) Metriken
MD$ Preistabelle Live
Preisdiagramm
MD$ (MD$)
MD$ (MD$) FAQ – Schlüsselmetriken & Markteinblicke
Wo kann ich MD$ (MD$) kaufen?
MD$ (MD$) ist weithin verfügbar auf centralized and decentralized Kryptowährungsbörsen.
Was ist das aktuelle tägliche Handelsvolumen von MD$?
In den letzten 24 Stunden beträgt das Handelsvolumen von MD$ $0.00000000 .
Was ist die Preisspanne von MD$ in der Vergangenheit?
Allzeithoch (ATH): $0.000290
Allzeittief (ATL): $0.00000000
MD$ wird derzeit ~99.18% unter seinem ATH gehandelt
.
Wie schneidet MD$ im Vergleich zum breiteren Kryptomarkt ab?
In den letzten 7 Tagen ist MD$ um 0.00% gestiegen und übertraf damit den gesamten Kryptomarkt der einen Rückgang von 2.53% verzeichnete. Dies deutet auf eine starke Performance der Preisentwicklung von MD$ im Vergleich zur breiteren Marktdynamik hin.
Trends Marktübersicht
#1295
89.89%
#456
45.08%
#1941
35.99%
#89
34.93%
#1861
28.75%
#1724
-55.4%
#5195
-33.78%
#2097
-32.51%
#871
-30.26%
#1443
-29.42%
no rank
no data
#7327
no data
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According to our knowledge currently there are no active Exchanges/Markets for MD$.
If you are aware of an active market for this asset, please send us information via our MODIFY PROJECT form.
What is Market depth?
Market depth is a metric, which is showing the real liquidity of the markets. Due to rampant wash-trading and fake activity - volume currently isn't the most reliable indicator in the crypto space.
What is it measuring?
It's measuring 1% or 10% section of the order book from the midpoint price (1%/10% of the buy orders, and 1%/10% of the sell orders).


Why it is important to use only 1% or 10%?
It's important, because measurement of the whole order book is going to give false results due to extreme values, which can make false illusion of liquidity for a given market.
What is showing Historical Market Depth?
Historical Market Depth is showing the history of liquidity from the markets for a given asset. It’s a measure of combined liquidity from all integrated markets on the coinpaprika’s market depth module.
MD$



