The savings account pays 2.10 percent. Bill still loses money.

The 2.10 percent his account pays is a nominal rate: what the contract pays on the amount deposited. The real rate is what remains once inflation is taken out, and the Fisher relation connects the two: the nominal rate is approximately the real rate plus expected inflation. A held rate holds only the nominal number, not the real one, which moves with inflation regardless of what the central bank does.

The June increase to 2.25 percent was the ECB's first in nearly three years. July's decision was to hold there. But the ECB's own projections put euro area inflation around 3.0 percent for 2026, the horizon that matters for money committed to a twelve month view. Applying Fisher, 2.10 nominal against 3.0 expected inflation leaves a real rate of approximately negative 0.9 percent. On the 3,000 euro, that is roughly 27 euro of purchasing power lost over a year, against the 90 it was losing at zero percent on the current account. The hold does not touch that number: the account earns 2.10 whether the ECB moves or not, and inflation erodes from above whether the headline says hike, cut or unchanged. Holding freezes the gap. It does not close it.

The word also makes Bill reread an older entry. EP.17 recorded the security deposit with his landlord as money held elsewhere, not a cost. It still is. But 1,200 euro held at zero percent has the same problem: the ledger carries it at 1,200 for as long as the lease runs, and purchasing power does not. Nominal amounts are stable by construction. What they buy is not, and the erosion never appears as an entry.

The reallocation was the right move, and his money is still shrinking. Both are true, and neither depends on today's decision. A hold reads like nothing happened, but nothing happening is what keeps the gap open. Net assets do not move: 7,220 before, 7,220 after. A reallocation at delta zero, and a real rate the hold leaves exactly where it was.