Christmas (2.0, -157.5)

At {{d.current.timestamp}} water level is {{`${d.current.height}${d.unit}`}} and it will keep {{d.current.state}} by {{d.current.rest}}{{d.unit}} until the {{d.next.state}} at {{d.next.timestamp}}

The {{d.next.state}} with {{`${d.next.height}${d.unit}`}} is {{`${d.next.percentage}%`}} of the {{`${d.next.state.split(" ")[0]}est`}} astronomical tide ({{`${d.next.max}${d.unit}`}})

The {{d.previous.state}} with {{`${d.previous.height}${d.unit}`}} was at {{d.previous.timestamp}} and was {{d.previous.percentage}}% of the {{`${d.previous.state.split(" ")[0]}est`}} astronomical tide ({{`${d.previous.max}${d.unit}`}})

Christmas

2023

{{d.date}} {{d.time}} {{d.height}}

Right now