History of $abc$-triples of high quality

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2026-08-09 09:26 label hoist moved the parameter labels onto the parameter they describe current
2026-08-09 09:13 flattening entries rewritten as records with named parameters
2026-08-09 08:34 data-repository import the current state of the data repository reviewed
2021-05-18 08:36 admin from the data repository, 6b01193a
2021-05-08 07:22 admin from the data repository, 2fd8a5f9
2021-05-06 15:57 admin from the data repository, 642f3bff
2021-05-06 14:42 admin from the data repository, f072f8db
2021-05-06 13:54 admin from the data repository, e1c1ef04

The first version, 2021-05-06 13:54

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+Title: $abc$-triples of high quality+Definition: The list contains all known $abc$-triples quality at least $1.4$. An $abc$-triple+  is a solution of the equation $a+b=c$ with coprime integers $0 < a \leq b < c$.+  The quality of an $abc$-triple is defined as $q = \log(c)/\log\text{rad}(abc)$,  where+  $\text{rad}(abc)$ is the radical of $abc$, that is,  the product over all prime+  divisors of $abc$.+Parameters:+  q:+    type: R+    constraints: $q > 1.4$+  v:+    title: variable+    type: Symbolic+    show-in-parameter-list: 'no'+Comments:+  comment-abc-conjecture: The abc-conjecture CITE{WikiABC} states that $\limsup q+    = 1$, that is, for every $\varepsilon > 0$ there are only finitely many $abc$-triples+    of quality $q > 1+\varepsilon$.+Formulas: {}+Programs: {}+References: {}+Links:+  ABCatHome:+    title: 'Bart de Smit: ABC@home'+    url: https://www.math.leidenuniv.nl/~desmit/abc/+  ABCatHomeHighQ:+    title: 'Bart de Smit: ABC@home: High quality triples'+    url: https://www.math.leidenuniv.nl/~desmit/abc/index.php?set=2+  WikiABC:+    title: 'Wikipedia: abc conjecture'+    url: https://en.wikipedia.org/wiki/Abc_conjecture+Similar tables: ''+Keywords: ''+Tags:+- special values+- algebraic+Data properties:+  type: Z+  complete: unknown+  sources:+  - CITE{ABCatHomeHighQ} and the references therein+  reliability: The quality $q$ is correct up to one ulp (unit of least precision);  see+    HREF{https://www.numberdb.org/help#section-number-types}.+Display properties:+  number-header: value+Numbers:+  '1.62991':+    a:+      param-latex: $a$+      number: '2'+    b:+      param-latex: $b$+      number: '6436341'+    c:+      param-latex: $c$+      number: '6436343'+  '1.62599':+    a:+      param-latex: $a$+      number: '121'+    b:+      param-latex: $b$+      number: '48234375'+    c:+      param-latex: $c$+      number: '48234496'+  '1.62349':+    a:+      param-latex: $a$+      number: '24833'+    b:+      param-latex: $b$+      number: '5020969537415167'+    c:+      param-latex: $c$+      number: '5020969537440000'+  '1.58075':+    a:+      param-latex: $a$+      number: '283'+    b:+      param-latex: $b$+      number: '8251953125'+    c:+      param-latex: $c$+      number: '8251953408'+  '1.56788':+    a:+      param-latex: $a$+      number: '1'+    b:+      param-latex: $b$+      number: '4374'+    c:+      param-latex: $c$+      number: '4375'+  '1.54707':+    a:+      param-latex: $a$+      number: '343'+    b:+      param-latex: $b$+      number: '59049'+    c:+      param-latex: $c$+      number: '59392'+  '1.54443':+    a:+      param-latex: $a$+      number: '2477678547239'+    b:+      param-latex: $b$+      number: '613474843408551921511'+    c:+      param-latex: $c$+      number: '613474845886230468750'+  '1.53671':+    a:+      param-latex: $a$+      number: '125'+    b:+      param-latex: $b$+      number: '11174240024064'+    c:+      param-latex: $c$+      number: '11174240024189'+  '1.52699':+    a:+      param-latex: $a$+      number: '611596453'+    b:+      param-latex: $b$+      number: '5368709120'+    c:+      param-latex: $c$+      number: '5980305573'+  '1.52216':+    a:+      param-latex: $a$+      number: '20218313059443'+    b:+      param-latex: $b$+      number: '121517356341481357'+    c:+      param-latex: $c$+      number: '121537574654540800'+  '1.50943':+    a:+      param-latex: $a$+      number: '188728275341281'+    b:+      param-latex: $b$+      number: '30687043271724658719'+    c:+      param-latex: $c$+      number: '30687232000000000000'+  '1.50331':+    a:+      param-latex: $a$+      number: '10023806115968'+    b:+      param-latex: $b$+      number: '236997656946088771'+    c:+      param-latex: $c$+      number: '237007680752204739'+  '1.50283':+    a:+      param-latex: $a$+      number: '239'+    b:+      param-latex: $b$+      number: '1919140625'+    c:+      param-latex: $c$+      number: '1919140864'+  '1.49762':+    a:+      param-latex: $a$+      number: '198425'+    b:+      param-latex: $b$+      number: '96889010407'+    c:+      param-latex: $c$+      number: '96889208832'+  '1.49243':+    a:+      param-latex: $a$+      number: '44'+    b:+      param-latex: $b$+      number: '14087010572580078081'+    c:+      param-latex: $c$+      number: '14087010572580078125'+  '1.49159':+    a:+      param-latex: $a$+      number: '73'+    b:+      param-latex: $b$+      number: '5973865915867136'+    c:+      param-latex: $c$+      number: '5973865915867209'+  '1.48924':+    a:+      param-latex: $a$+      number: '16777216'+    b:+      param-latex: $b$+      number: '311385505409'+    c:+      param-latex: $c$+      number: '311402282625'+  '1.48886':+    a:+      param-latex: $a$+      number: '121'+    b:+      param-latex: $b$+      number: '255879'+    c:+      param-latex: $c$+      number: '256000'+  '1.48291':+    a:+      param-latex: $a$+      number: '37'+    b:+      param-latex: $b$+      number: '32768'+    c:+      param-latex: $c$+      number: '32805'+  '1.48132':+    a:+      param-latex: $a$+      number: '115966796875'+  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