Home pageChezTortMinting CollectionCollectible: "Canoe Kids"
"Canoe Kids"

"Canoe Kids"

One of the most historic beaches in São Tomé -- Praia Brasil. --- Artist: "My name is Luis Afonso. I work as a tour agent from São Tomé. I trust the photos. I believe that photos have eternal lives so I try to eternalize every photo scenario I make. The photo for me is the greatest legacy and source of inspiration we can leave for the next generation." https://www.instagram.com/saotomeandprincipofficial/
Last sale
--
HODLed for
3 years

Fees

There were no sales for this token
Details
Created
Nov 22nd, 2021, 21:08
Edition
1 of 1
Blockchain
ETH
Storage
centralized
Token standart
ERC-1155
Metadata
Unlockable content
No
Rarity
Rarity score
N/A
Rarity rank
N/A / 10
Trait count
0

What is the value?

Price
Sales
Sales (All)
N/A
Avg collection sales (All)
N/A
Difference
N/A
Collectible last sale price
--
Collection avg price (All)
--
Difference
N/A
Collectible last sale price
--
Collection min price (All)
--
Difference
N/A
Successful royalty payments
--
Skipped royalty payments
--
Difference
N/A
Activity history
Processing data. Please, come back later.
Critical Risk
Overall Score
Critical Risk
Critical
Critical Risks
5
Medium
Medium Risks
2
Low risks
Low Risks
5

Details

Metadata Storage
Metadata Storage
Centralized storage
External Contract
External Contract
OpenSea Storefront
Artifact Storage
Artifact Storage
Centralized storage
Collection Sales
Collection Sales
0 sales per last month
Editable Metadata
Editable Metadata
Editable metadata stored on a server
Token Type
Token Type
ERC-1155 (0 copies in edition)
Unique Owners
Unique Owners
Collection tokens10 tokens
Unique Owners1 / 10%
Creator Royalty
Creator Royalty
0%
Suspicious Sales
Suspicious Sales
0 potential sales
Missed Royalty Payments
Missed Royalty Payments
0% missed royalty fee
Copymints
Copymints
The original collection.
Found 0 similar collections

More Risks and Alerts parameters coming soon

More from ChezTortMinting Collection
#NFT7D CHANGE
loader
Showing 1-9 out of 9
Rows per page
of 1