Bounded prime gaps: $H_1 \le 236$

$H_1 \le 236$ , between Stadlmann's $240$ of 31 August and Axiom Math's $212$ of 3 September. Superseded within two days, which Kintali noted himself.

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62Significance / 100

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number-theorySep 1, 2026Significance 62/100Registry: unreviewed

Bounded prime gaps: $H_1 \le 236$

Prior state unknown→proved

$H_1 \le 236$ , between Stadlmann's $240$ of 31 August and Axiom Math's $212$ of 3 September. Superseded within two days, which Kintali noted himself.

Source authenticatedBounded prime gaps:

H_1 \le 236

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$H_1 \le 236$ , between Stadlmann's $240$ of 31 August and Axiom Math's $212$ of 3 September. Superseded within two days, which Kintali noted himself.

$H_1 \le 236$ , between Stadlmann's $240$ of 31 August and Axiom Math's $212$ of 3 September. Superseded within two days, which Kintali noted himself.

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$H_1 \le 236$ , between Stadlmann's $240$ of 31 August and Axiom Math's $212$ of 3 September. Superseded within two days, which Kintali noted himself.
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Bounded prime gaps: $H_1 \le 236$
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Bounded prime gaps: H1≤236H_1 \le 236H1​≤236

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Bounded prime gaps: $H_1 \le 236$