Dontopedia

Compiled Step

From Dontopedia, the open, paraconsistent wiki. (Last updated 2026-06-06.)

Compiled Step has 6 facts recorded in Dontopedia across 4 references.

6 facts·6 predicates·4 sources

Mostly:gives throughput improvement(1), improves throughput on(1), achieves byte per sec(1)

Maturity scale raw canonical shape-checked rule-derived certified

Inbound mentions (3)

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attributeOfAttribute of(1)

dependsOnDepends on(1)

incompatibleWithIncompatible With(1)

Other facts (6)

The long tail: predicates that appear too rarely to warrant their own section. Filter or scroll to find a specific one. Each row links to its source.

6 facts
PredicateValueRef
Gives Throughput Improvement~1.5-2x[1]
Improves Throughput onM3 Ultra[1]
Achieves Byte Per Sec17.5[2]
Improves by Factor2.5[2]
Compensates forWindow Truncation[3]
Caused Speed Improvementtrue[4]

Timeline

Timeline axis is valid_time — when each source says the fact was true in the world, not when Dontopedia learned about it. Retracted rows are kept for provenance; coloured stripes indicate the context kind.

givesThroughputImprovementblah/watt-activation/part-105
~1.5-2x
improvesThroughputOnblah/watt-activation/part-105
ex:m3-ultra
achievesBytePerSecblah/watt-activation/part-396
17.5
improvesByFactorblah/watt-activation/part-396
2.5
compensatesForblah/watt-activation/part-397
ex:window-truncation
causedSpeedImprovementblah/watt-activation/395
true

References (4)

4 references
  1. [1]Part 1052 facts
    ctx:discord/blah/watt-activation/part-105
  2. [2]Part 3962 facts
    ctx:discord/blah/watt-activation/part-396
  3. [3]Part 3971 fact
    ctx:discord/blah/watt-activation/part-397
  4. [4]3951 fact
    ctx:discord/blah/watt-activation/395
    • full textwatt-activation-395
      text/plain3 KBdoc:agent/watt-activation-395/c3a4677b-f6e6-421f-a43d-9b98aae6ffdd
      Show excerpt
      [2026-03-19 04:10] xenonfun: On your question about "receptive field is short": Actually I misspoke. The rotor's receptive field is infinite — that's the whole point. The rotation R_t = δR_t ⊗ R_{t-1} ⊗ ... ⊗ R_0 carries information from

See also

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