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A phase coordinate is also an address space. This paper counts it. At a readout resolution of 0.0667 rad, one turn holds 94.2 distinguishable addresses, carrying 6.558 bits; four turns of address depth hold 7.874e+07 addresses and 26.231 bits. The thermodynamic floor for handling that information is then computed from the Landauer limit: at 300 K one bit costs at least 2.871e-21 J, so reading one turn's address costs at least 1.883e-20 J, or 1.883e-17 W when performed in a millisecond; at 4 K the per-bit floor falls to 3.828e-23 J. The information floor lies far below any plausible drive energy, which establishes that addressing is thermodynamically cheap and that the cost of transit is set by the drive, not by the address. Computed; not measured. SIMULATED, NOT MEASURED.
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William Alexander Aldred (2026) studied this question.
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