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So we're back. Hexagons, am I right?

With 'One More Turn IV' we once again find ourselves studying remote islands of unusual geography. Instead of claiming individual tiles on a larger landmass, this time around we each get our own island to assemble ourselves!

Here's how it all works:

  • Islands are formed of seven tiles in a honeycomb pattern.
  • Tiles have 45 potential layer states - a mix of natural and man-made features painted in meticulous detail.
  • Each layer state has a roughly 2% chance of appearing per tile.
  • There is also a small chance of bees.

All artwork is 3840x3328 pixel resolution, and 6000x5200 'originals' are available to edition owners on request.

One More Turn IV collection image

So we're back. Hexagons, am I right?

With 'One More Turn IV' we once again find ourselves studying remote islands of unusual geography. Instead of claiming individual tiles on a larger landmass, this time around we each get our own island to assemble ourselves!

Here's how it all works:

  • Islands are formed of seven tiles in a honeycomb pattern.
  • Tiles have 45 potential layer states - a mix of natural and man-made features painted in meticulous detail.
  • Each layer state has a roughly 2% chance of appearing per tile.
  • There is also a small chance of bees.

All artwork is 3840x3328 pixel resolution, and 6000x5200 'originals' are available to edition owners on request.

コントラクトのアドレス0x1123...a77c
トヌクン ID20
トヌクン暙準ERC-721
チェヌンEthereum
最終曎新日13日間前
クリ゚むタヌ収益
10%

Honeycomb Island #20

visibility
3 閲芧回数
  • 䟡栌
    米ドル䟡栌
    数量
    有効期限
    送信元
  • 䟡栌
    米ドル䟡栌
    数量
    最䜎䟡栌差
    有効期限
    送信元
keyboard_arrow_down
むベント
䟡栌
開始日
終了日
日付

Honeycomb Island #20

visibility
3 閲芧回数
  • 䟡栌
    米ドル䟡栌
    数量
    有効期限
    送信元
  • 䟡栌
    米ドル䟡栌
    数量
    最䜎䟡栌差
    有効期限
    送信元

So we're back. Hexagons, am I right?

With 'One More Turn IV' we once again find ourselves studying remote islands of unusual geography. Instead of claiming individual tiles on a larger landmass, this time around we each get our own island to assemble ourselves!

Here's how it all works:

  • Islands are formed of seven tiles in a honeycomb pattern.
  • Tiles have 45 potential layer states - a mix of natural and man-made features painted in meticulous detail.
  • Each layer state has a roughly 2% chance of appearing per tile.
  • There is also a small chance of bees.

All artwork is 3840x3328 pixel resolution, and 6000x5200 'originals' are available to edition owners on request.

One More Turn IV collection image

So we're back. Hexagons, am I right?

With 'One More Turn IV' we once again find ourselves studying remote islands of unusual geography. Instead of claiming individual tiles on a larger landmass, this time around we each get our own island to assemble ourselves!

Here's how it all works:

  • Islands are formed of seven tiles in a honeycomb pattern.
  • Tiles have 45 potential layer states - a mix of natural and man-made features painted in meticulous detail.
  • Each layer state has a roughly 2% chance of appearing per tile.
  • There is also a small chance of bees.

All artwork is 3840x3328 pixel resolution, and 6000x5200 'originals' are available to edition owners on request.

コントラクトのアドレス0x1123...a77c
トヌクン ID20
トヌクン暙準ERC-721
チェヌンEthereum
最終曎新日13日間前
クリ゚むタヌ収益
10%
keyboard_arrow_down
むベント
䟡栌
開始日
終了日
日付