{
  "0": {
    "number": "0.2049755424820002450503074563645378511982427295495321683469595843380988397685068801764624477817558564",
    "comment": "The distinguished origin; see CITE{initial-values}."
  },
  "ai-zero-1": {
    "number": "-0.5784834542745900651035689446248136360258530898589632217294953169791590945514827374510416552598109803",
    "param-latex": "$a_{1}$",
    "comment": "$a_{1}$ is the negative zero of $\\operatorname{Ai}$ with index $n=1$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-2": {
    "number": "0.3203437313758904012662783589236317561434727335104236154900289332045843959556545722714960492032216100",
    "param-latex": "$a_{2}$",
    "comment": "$a_{2}$ is the negative zero of $\\operatorname{Ai}$ with index $n=2$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-3": {
    "number": "-0.4249389112286100674873446693417135588517872579330828570536692100933994888570757952027250851154175388",
    "param-latex": "$a_{3}$",
    "comment": "$a_{3}$ is the negative zero of $\\operatorname{Ai}$ with index $n=3$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-4": {
    "number": "0.3028459394336552231935663873811965900400268232813759101327075025662831954570660292872020711864070960",
    "param-latex": "$a_{4}$",
    "comment": "$a_{4}$ is the negative zero of $\\operatorname{Ai}$ with index $n=4$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-5": {
    "number": "-0.3759198563004782405220865875695739586267351240498486402300292155928929865047506142529586057164398222",
    "param-latex": "$a_{5}$",
    "comment": "$a_{5}$ is the negative zero of $\\operatorname{Ai}$ with index $n=5$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-6": {
    "number": "0.2903105652923748798716953327518465295185894601064861642770802636313283624080725020227496517651124119",
    "param-latex": "$a_{6}$",
    "comment": "$a_{6}$ is the negative zero of $\\operatorname{Ai}$ with index $n=6$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-7": {
    "number": "-0.3485670337037693870839080607648435466475801180651103206495000153437397636153479734237643483682049487",
    "param-latex": "$a_{7}$",
    "comment": "$a_{7}$ is the negative zero of $\\operatorname{Ai}$ with index $n=7$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-8": {
    "number": "0.2808465633757122435850573764740429304532968205662742135305140674621005237344576027989946329906553344",
    "param-latex": "$a_{8}$",
    "comment": "$a_{8}$ is the negative zero of $\\operatorname{Ai}$ with index $n=8$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-9": {
    "number": "-0.3301591042951242407641570934908290944338192126013528142885774534764462873091457483220256515004550249",
    "param-latex": "$a_{9}$",
    "comment": "$a_{9}$ is the negative zero of $\\operatorname{Ai}$ with index $n=9$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-10": {
    "number": "0.2733116120004367131138340417156839239990251962502509985314023009588983708687753625275481610366651688",
    "param-latex": "$a_{10}$",
    "comment": "$a_{10}$ is the negative zero of $\\operatorname{Ai}$ with index $n=10$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-11": {
    "number": "-0.3165220701223017044234169229360979992110793260548437276790924655357690471354531308784519705016898019",
    "param-latex": "$a_{11}$",
    "comment": "$a_{11}$ is the negative zero of $\\operatorname{Ai}$ with index $n=11$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-12": {
    "number": "0.2670812097746480085627070918653716340241129536046655712884228031127161065467461109486777789015608361",
    "param-latex": "$a_{12}$",
    "comment": "$a_{12}$ is the negative zero of $\\operatorname{Ai}$ with index $n=12$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-13": {
    "number": "-0.3058094895925215739379766129666722292728266959494995066925717247520718862958841724991449668104690393",
    "param-latex": "$a_{13}$",
    "comment": "$a_{13}$ is the negative zero of $\\operatorname{Ai}$ with index $n=13$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-14": {
    "number": "0.2617863400692141218879699152944446828996942011112929076836804674512748978214135066330220381476803601",
    "param-latex": "$a_{14}$",
    "comment": "$a_{14}$ is the negative zero of $\\operatorname{Ai}$ with index $n=14$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-15": {
    "number": "-0.2970548537054146288789963704369555312495679462072606975126471082787152798219439571660858530041141163",
    "param-latex": "$a_{15}$",
    "comment": "$a_{15}$ is the negative zero of $\\operatorname{Ai}$ with index $n=15$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-16": {
    "number": "0.2571928899334940142667750423896081642529647858870869103230948017236294843599183073977811381655291202",
    "param-latex": "$a_{16}$",
    "comment": "$a_{16}$ is the negative zero of $\\operatorname{Ai}$ with index $n=16$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-17": {
    "number": "-0.2896937156331373237883387140808743286515167359971761506176456442293029219246189696008157305121571248",
    "param-latex": "$a_{17}$",
    "comment": "$a_{17}$ is the negative zero of $\\operatorname{Ai}$ with index $n=17$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-18": {
    "number": "0.2531437001447870048566092914898487869418370163774854561630671601885626991399568979124301062996732408",
    "param-latex": "$a_{18}$",
    "comment": "$a_{18}$ is the negative zero of $\\operatorname{Ai}$ with index $n=18$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-19": {
    "number": "-0.2833699274325046835088676827855677986702219514584890228448011605347250969327539255721593068964443450",
    "param-latex": "$a_{19}$",
    "comment": "$a_{19}$ is the negative zero of $\\operatorname{Ai}$ with index $n=19$, counted from the origin. See CITE{brownian-application}."
  },
  "ai-zero-20": {
    "number": "0.2495284436285554861223932827042576083259194709376501859715902284815735828951789583889227369944938911",
    "param-latex": "$a_{20}$",
    "comment": "$a_{20}$ is the negative zero of $\\operatorname{Ai}$ with index $n=20$, counted from the origin. See CITE{brownian-application}."
  },
  "gi-critical-0": {
    "number": "0.2457777895495897625085977944497477339043926604400525347536326958537862419628655855241580223348847167",
    "param-latex": "$\\xi_{0}$",
    "comment": "Extremal height, with $\\operatorname{Gi}^{\\prime}(\\xi_{0})=0$; the root convention is CITE{critical-arguments}."
  },
  "gi-critical-1": {
    "number": "-0.5823987884633583494691962382099907162289101700274831026216626412955692276888681705201327453083491588",
    "param-latex": "$\\xi_{1}$",
    "comment": "Extremal height, with $\\operatorname{Gi}^{\\prime}(\\xi_{1})=0$; the root convention is CITE{critical-arguments}."
  },
  "gi-critical-2": {
    "number": "0.3203567175655305358698745766402074488746488003276751139485546256503781856592191397164906728720302296",
    "param-latex": "$\\xi_{2}$",
    "comment": "Extremal height, with $\\operatorname{Gi}^{\\prime}(\\xi_{2})=0$; the root convention is CITE{critical-arguments}."
  },
  "gi-critical-3": {
    "number": "-0.4251134247033368380863074142013619910170745545328960485524173305166671073626326243079272178488525299",
    "param-latex": "$\\xi_{3}$",
    "comment": "Extremal height, with $\\operatorname{Gi}^{\\prime}(\\xi_{3})=0$; the root convention is CITE{critical-arguments}."
  },
  "gi-critical-4": {
    "number": "0.3028537403346461348060731732743482145642804404433940818945961248916184863127398376854710013356716811",
    "param-latex": "$\\xi_{4}$",
    "comment": "Extremal height, with $\\operatorname{Gi}^{\\prime}(\\xi_{4})=0$; the root convention is CITE{critical-arguments}."
  },
  "gi-critical-5": {
    "number": "-0.3759650212436919417544686302965199363300140060213764423194251786019239605962954216740588236417958673",
    "param-latex": "$\\xi_{5}$",
    "comment": "Extremal height, with $\\operatorname{Gi}^{\\prime}(\\xi_{5})=0$; the root convention is CITE{critical-arguments}."
  },
  "gi-critical-6": {
    "number": "0.2903150589618734615337745520137737126409627816831769429568862819145001130634653422511177329976249675",
    "param-latex": "$\\xi_{6}$",
    "comment": "Extremal height, with $\\operatorname{Gi}^{\\prime}(\\xi_{6})=0$; the root convention is CITE{critical-arguments}."
  },
  "gi-critical-7": {
    "number": "-0.3485861137211583246123361742351559905685556381649303258301326090712193484705477170505234425396127329",
    "param-latex": "$\\xi_{7}$",
    "comment": "Extremal height, with $\\operatorname{Gi}^{\\prime}(\\xi_{7})=0$; the root convention is CITE{critical-arguments}."
  },
  "gi-critical-8": {
    "number": "0.2808494247417193924302659073497164965238952358357805141658152667590315062558971224363847447223297171",
    "param-latex": "$\\xi_{8}$",
    "comment": "Extremal height, with $\\operatorname{Gi}^{\\prime}(\\xi_{8})=0$; the root convention is CITE{critical-arguments}."
  },
  "gi-critical-9": {
    "number": "-0.3301692605403158994254634477109070299995974082558936762527097844000125919532724621609833661067662465",
    "param-latex": "$\\xi_{9}$",
    "comment": "Extremal height, with $\\operatorname{Gi}^{\\prime}(\\xi_{9})=0$; the root convention is CITE{critical-arguments}."
  },
  "gi-critical-10": {
    "number": "0.2733135799104154436127654589021028511687385743600706750109112902457417720841480051770745267114579089",
    "param-latex": "$\\xi_{10}$",
    "comment": "Extremal height, with $\\operatorname{Gi}^{\\prime}(\\xi_{10})=0$; the root convention is CITE{critical-arguments}."
  },
  "gi-critical-11": {
    "number": "-0.3165282527851176495235736068906334471804973365740129916356812799831015537576905701117771118292567385",
    "param-latex": "$\\xi_{11}$",
    "comment": "Extremal height, with $\\operatorname{Gi}^{\\prime}(\\xi_{11})=0$; the root convention is CITE{critical-arguments}."
  },
  "gi-critical-12": {
    "number": "0.2670826413255616986766976447834377522037363386764699310199899755304450140089609948462064723368716231",
    "param-latex": "$\\xi_{12}$",
    "comment": "Extremal height, with $\\operatorname{Gi}^{\\prime}(\\xi_{12})=0$; the root convention is CITE{critical-arguments}."
  },
  "-1/2": {
    "comment": "A bounded simple-real reference; see CITE{balanced-simple}.",
    "number": "0.08724360928458474311675656951677720678860953575414109563457920309352730982171551691803521815962225596"
  },
  "1/2": {
    "comment": "A bounded simple-real reference; see CITE{balanced-simple}.",
    "number": "0.2447210432765581976910539273564600237077099951710280901146186319457275054818157509942000895212586013"
  },
  "-1": {
    "comment": "A bounded simple-real reference; see CITE{balanced-simple}.",
    "number": "-0.1166722172960152826494197605031939643874315735693538981048105202911558154780461724829329581482386393"
  },
  "1": {
    "comment": "A bounded simple-real reference; see CITE{balanced-simple}.",
    "number": "0.2352184398104379375986902460186649845769267569597867261803280030100226748152993201979898250945508598"
  },
  "-2": {
    "comment": "A bounded simple-real reference; see CITE{balanced-simple}.",
    "number": "-0.5532515841978896890248519050715128238129371267783249157034723910869735887412018554656929462649339153"
  },
  "2": {
    "comment": "A bounded simple-real reference; see CITE{balanced-simple}.",
    "number": "0.1689535656540103627737236056565543832351363083601390954033429763326931467230488124515484705542292267"
  },
  "-4": {
    "comment": "A bounded simple-real reference; see CITE{balanced-simple}.",
    "number": "0.3146693490272955759649280704033548561046944715372131946949866697816044375854425722786412710519705050"
  },
  "4": {
    "comment": "A bounded simple-real reference; see CITE{balanced-simple}.",
    "number": "0.08283430336376872933792404619335125653144212501055055384124138907566439970031465936542965740788094433"
  },
  "-8": {
    "comment": "A bounded simple-real reference; see CITE{balanced-simple}.",
    "number": "-0.3708904072242625772850981664528535009830171851997930916382860438752803761743872006435107589986232633"
  },
  "8": {
    "comment": "A bounded simple-real reference; see CITE{balanced-simple}.",
    "number": "0.03995113371950890754121959116272127345295274082780519662335612551499510173758101581876417808472075270"
  },
  "-3/cbrt(3)": {
    "param-latex": "$-3/\\sqrt[3]{3}$",
    "comment": "A unit-cubic normalization reference; see CITE{balanced-cubic}.",
    "number": "-0.5686334732765030579222695014817154096353043514043368867694288519345349080836892901915078488632006336"
  },
  "-2/cbrt(3)": {
    "param-latex": "$-2/\\sqrt[3]{3}$",
    "comment": "A unit-cubic normalization reference; see CITE{balanced-cubic}.",
    "number": "-0.3094726274970838905518143846006364389440915917284027130385073310434574598398460466280454260302562155"
  },
  "-1/cbrt(3)": {
    "param-latex": "$-1/\\sqrt[3]{3}$",
    "comment": "A unit-cubic normalization reference; see CITE{balanced-cubic}.",
    "number": "0.01771456495765806490010658323605824255428416821769360566320751494717493678969279479422600898434526719"
  },
  "1/cbrt(3)": {
    "param-latex": "$1/\\sqrt[3]{3}$",
    "comment": "A unit-cubic normalization reference; see CITE{balanced-cubic}.",
    "number": "0.2452031679056050695172067705207961872051505441713737991600963471779796122693272517706021291727968871"
  },
  "2/cbrt(3)": {
    "param-latex": "$2/\\sqrt[3]{3}$",
    "comment": "A unit-cubic normalization reference; see CITE{balanced-cubic}.",
    "number": "0.2119037284172500547506767465321969189247571738676473685714871787807051801854853371612945432741545520"
  },
  "3/cbrt(3)": {
    "param-latex": "$3/\\sqrt[3]{3}$",
    "comment": "A unit-cubic normalization reference; see CITE{balanced-cubic}.",
    "number": "0.1636332561457967963737280448626201403853058437814380386063650507430009075789434226360317349178665096"
  }
}