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Entity-Adjusted Coin Years Destroyed

Intervall
  • 1M1M
  • 3M3M
  • 6M6M
  • 1Y1Y
  • ALLALL
Skala
  • LineærLineær
  • LogaritmiskLogaritmisk
Siste
4.71B
2026-10-28 · 4,712,999,481.966 · BTC-dager
1D-endring
-0.02%
Forr. 4.71B
7D-endring
+0.18%
Forr. 4.7B
30D-endring
+0.35%
Forr. 4.7B
4Y-persentil
44%
Hele historikken 76%
Høyeste nivå noensinne
7.24B
2018-02-16 · -34.88%
1Y-intervall
4.49B – 5.61B
Siden 2009-01-12
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Entity-Adjusted Coin Years Destroyed sums 365 days of entity-adjusted CDD, excluding identified same-entity transfers from the spending stream. The result is in BTC-days, not BTC-years, and measures a rolling year of age expenditure under entity-based accounting.

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An expanding total shows more age expenditure entering than leaving the annual window; a contracting total shows less. Its historical peak was about 7.24 billion BTC-days on February 16, 2018, while the 2022 minimum was about 3.93 billion, giving a long-window view of changing holder activity.

Entity filtering reduces recognized reshuffle noise but cannot establish whether external transfers were sales, and inferred ownership can be revised. The year-long window delays changes, while an expanding supply still affects the baseline because this version has no supply normalization.

Frekvens
Daglig (UTC 00:00)
Aktiva
BTC
Type
Enkeltverdi
Enhet
BTC-dager
Data siden
2009-01-12
Nyeste data
2026-10-28
Datapunkter
6,499

FAQ

Why can Entity-Adjusted CYD be higher than ordinary CYD?

Entity-based age accounting can preserve age through internal transfers that reset raw output age. Later external transfers can therefore carry more age, so an annual adjusted total need not be a smaller subset of the raw total.

Is Entity-Adjusted CYD adjusted for circulating supply?

No. This version filters internal transfers but remains an absolute BTC-days total. The entity- and supply-adjusted version additionally normalizes the age expenditure for supply.

What is the advantage over daily Entity-Adjusted CDD?

It shows the accumulated scale of activity over a full year rather than one day's spike. That context comes with a delay: a transfer can remain in the curve for 365 days.