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Four Kepler groups with seasonal gaps retain 58–64% of three-transit phase coverage at 372.5 days for four 13-hour events with at least 50% coverage

We measure the phase coverage lost when a transit rule changes from three events to four. We fix five groups of ten Kepler stars from DR25 quarter flags and stellar cuts before outcome calculation. Four groups have seasonal gaps. The reference group has all 17 quarters. We use 720 public long-cadence files. A primary event lasts 13 hours and needs at least 50% coverage by finite PDC data with SAP_QUALITY = 0. Exact interval integration gives the phase coverage for a uniform event epoch. At 372.5 days, the four seasonal groups retain 57.85–64.15% of their three-event coverage under a four-event rule. A finite-baseline independent model with the same total eligible-center time gives 32.57–35.98%. Exact four-event coverage is 37.69–43.35%; the model gives 19.06–22.99%. At 365.25 days, retained coverage is 59.02–63.05% for the seasonal groups. The exact retained fraction exceeds the independent fraction in all four seasonal groups under four control rules at both periods. The package supplies exact three-event and four-event windows at 302 periods from 300 to 450 days, code, derived records, source hashes, figures, and independent checks. The general effect of recurring Kepler gaps is known. This study adds a fixed-sample comparison of three-event and four-event coverage. These values measure observation geometry. They do not measure signal recovery, planet occurrence, or a new planet detection.

Kepler · transit window · four transits · orbital phase · seasonal gaps · survey selection · public data · reproducible astronomy

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References

5
  1. usesdoi:10.17909/T98304

    We derive observation-support records from 720 public Q1–Q17 long-cadence files. All used files report data release 25.

  2. usesdoi:10.26133/NEA6

    The q1_q17_dr25_stellar delivery supplies stellar cuts and quarter flags for fixed target selection.

  3. doi:10.26133/NEA28

    This report defines the official three-transit window and describes recurring gaps after the loss of Module 3. Our event rule is different.

  4. doi:10.1088/0004-637X/809/1/8

    This work gives the occurrence-rate context for a transit observation window.

  5. usesKepler DR25 recovery near 372.5 days differs by -0.6 percentage points from nearby periods in 1,436 matched pairs at expected MES 6-20 sci:sha256:34c268cc2beba9a24422f05dffa6abc265b5066e17957ebfa60bdf20b6c94087

    Its query provenance helped identify the correct stellar delivery field. We fetch a separate stellar response with quarter flags. We do not use its injection results or code.

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