Mean DAO (MEAN) #10357

Mean DAO

MEAN
Price of 1 Mean DAO today (24 September)
$ 0.000038
Market Cap
$ 7.5K
+16%
#11753
FDV
$ 8K
Trading Volume, 24h
$ 26.7
+17%
Dominance
0.00000024%
In circulation MEAN
195 799 913 93%
Max supply
210 000 000
Price Min/Max
24 hrs
$ 0.000038
$ 0.000039
30 days
$ 0.000033
$ 0.000039
1 year
$ 0.00002
$ 0.00022
ATH
$ 0.00031
$ 3.69
-100% from ATH·+9634365% to ATH

Exchanges where MEAN is traded

Exchange Pair Price Volume, 24h
1 Orca 1.0 MEAN/USDC
$ 0.000038
USDC 0.0000 spread 0.75%
$ 133d ago Buy

Today Mean DAO (MEAN) only traded on Orca. The maximum trading volume is observed for the trading pair MEAN/USDC and reaches 13 dollars (97% of the total volume across all exchanges). During the week, the minimum price for Mean DAO (MEAN) is fixed on Sunday at 0.000038 cents. Currently, the token Mean DAO is trading in the range of 0.0038 cents or 0.325 kopecks for 1 MEAN.

Calculator MEAN

MEAN
USDT

1 MEAN = 0.000038 USD

Developer activity

mean-dao

What is Mean DAO?

MEAN is the governance token of the Mean DAO. It allows those who hold it to vote on changes to the Mean DAO Protocols and Roadmap, as well as share part of the profits generated by the DAO.

How to add Mean DAO to Metamask?

To add MEAN to the metamask you need:

  1. In the wallet select the desired network and then in the cryptocurrencies section scroll to the bottom - click "Import tokens".
  2. Copy the smart contract address for Mean DAO from the list below.
  3. Paste into the "Smart Contract Address" field.
  4. Click the "Add Custom Token" button.

The MEAN is available on the 4 blockchain networks. Below is a list of Mean DAO smartcontract addresses to add to the metamask:

  • Solana - MEANeD3XDdUmNMsRGjASkSWdC8prLYsoRJ61pPeHctD
  • Ethereum - 0x9b25889c493ae6df34ceef1ecb10d77c1ba73318
  • Polygon POS - 0x4867b60ad7c6adc98653f661f1aea31740986ba5
  • BNB Smart Chain - 0x6c9297be2e3ce9c10c480a25b7157a43fd992942

Official websites and links for Mean DAO

There are currently about 4 official links to Mean DAO websites and social media:

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