DragonCoin Fair Launch: $NODR
Last updated
Last updated
The token launch is just around the corner! Get ready for an exciting burst of energy!
The fair launch will be held on the official website of
Please note that we may collaborate with a potential partner for certain allocation purposes.
2024.02.06. Tuesday, 20:00 pm UTC+8; snapshot of WL
2024.02.06. Tuesday, 22:00 pm UTC+8: Official Token Sale starts (SOL participation)
2024.02.08. Thursday, 22:00 pm UTC+8: Official Token Sale ends
Before 2024.02.10. Saturday, 22:00 pm UTC+8, refund for the oversubscription
2024.02.12. Monday, 22:00 pm UTC+8, Token listed and trading on #CEX #SolanaDEX, and #OKXWallet
Before 2024.02.13. Tuesday, 22:00 pm UTC+8 Launchpad Sale token distribution
Note: Our partnerβs launchpad timeline may vary depending on their schedule. Please refer to our further notice in the community.
Total Allocation: 300,000,000,000 $NODR tokens, equal to 30% of the total token supply (1,000,000,000,000).
Total Launchpad sale size: $500,000 (5000 SOL )
Launchpad allocations: NodeDragon launchpad: 4500 SOL. Solmash Launchpad: 500 SOL.
Time: 48 hour duration
Participants: Whitelist Only
Presale Price: 0.000000016667 SOL
Minimum deposits at WL round: 0.5 SOL
Participant Options: SOL
Time: 48 hour duration
Participants: Everyone
Public Sale Price: 0.00000002 SOL
Participant Options: SOL
Minimum deposits at Public round: 0.5 SOL
Sale Method: In case of oversubscription, the excess funds will be returned proportionately.
In the event of oversubscription, the amount of $NODR allocated to participants will be determined based on the proportion of their committed SOL relative to the total SOL committed. Any excess funds will be refunded, with the refund process being completed within 48hours following the end of the token sale.
DragonCoin $NODR tokens will be distributed directly to their SOL addresses. Launchpad Token distribution will be completed on or before 2024.02.13. Tuesday, 22:00 pm UTC+8.
However, if the CEX listing coincides with this period, the token distribution might be delayed.