{
  "schema": "AN02-L145-independent-example-checks147/v1",
  "status": "PASS",
  "checks": [
    {
      "name": "Actual annular error square norm",
      "actual": 4.3551721806072035,
      "expected": 4.355172180607204,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^1 radial norm,q=2,a=0.5",
      "actual": 6.283185307179585,
      "expected": 6.283185307179586,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^1 radial norm,q=2,a=1",
      "actual": 3.141592653589793,
      "expected": 3.141592653589793,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^1 radial norm,q=2,a=2.4",
      "actual": 1.3089969389957472,
      "expected": 1.3089969389957472,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^1 radial norm,q=3,a=0.5",
      "actual": 6.283185307179586,
      "expected": 6.283185307179586,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^1 radial norm,q=3,a=1",
      "actual": 1.5707963267948966,
      "expected": 1.5707963267948966,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^1 radial norm,q=3,a=2.4",
      "actual": 0.272707695624114,
      "expected": 0.272707695624114,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^2 radial norm,q=3,a=0.5",
      "actual": 9.869604401089356,
      "expected": 9.869604401089358,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^2 radial norm,q=3,a=1",
      "actual": 4.934802200544679,
      "expected": 4.934802200544679,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^2 radial norm,q=3,a=2.4",
      "actual": 2.056167583560283,
      "expected": 2.056167583560283,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^2 radial norm,q=6,a=0.5",
      "actual": 7.895683520871486,
      "expected": 7.895683520871486,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^2 radial norm,q=6,a=1",
      "actual": 0.4934802200544679,
      "expected": 0.4934802200544679,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^2 radial norm,q=6,a=2.4",
      "actual": 0.014873897450522883,
      "expected": 0.014873897450522883,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^3 radial norm,q=4,a=0.5",
      "actual": 10.335425560099937,
      "expected": 10.335425560099939,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^3 radial norm,q=4,a=1",
      "actual": 5.167712780049969,
      "expected": 5.167712780049969,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^3 radial norm,q=4,a=2.4",
      "actual": 2.153213658354154,
      "expected": 2.153213658354154,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^3 radial norm,q=9,a=0.5",
      "actual": 5.905957462914249,
      "expected": 5.905957462914251,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^3 radial norm,q=9,a=1",
      "actual": 0.09228058535803514,
      "expected": 0.09228058535803517,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical C^3 radial norm,q=9,a=2.4",
      "actual": 0.0004828840831763665,
      "expected": 0.0004828840831763666,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Radial tangent constant datum norm",
      "actual": 4.622909399163685,
      "expected": 4.622909399163687,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Radial tangent linear datum norm",
      "actual": 32.36036579414581,
      "expected": 32.36036579414581,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Physical radial direct-extension norm on C^2,j=1",
      "actual": 0.7745217401831452,
      "proved_upper_bound": 7.261649103311919,
      "pass": true
    },
    {
      "name": "Physical radial direct-extension norm on C^3,j=2",
      "actual": 0.12032362934236564,
      "proved_upper_bound": 2.2813143475911635,
      "pass": true
    },
    {
      "name": "Physical radial direct-extension norm on C^4,j=3",
      "actual": 0.014798145123414805,
      "proved_upper_bound": 0.42660478541198754,
      "pass": true
    },
    {
      "name": "Physical radial direct-extension norm on C^5,j=4",
      "actual": 0.0014664271661089196,
      "proved_upper_bound": 0.056857752841550604,
      "pass": true
    },
    {
      "name": "Growth example actual C2 norm",
      "actual": 0.8224670334241131,
      "expected": 0.8224670334241132,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Hypothetical rescaled normal pole,epsilon=0.1",
      "actual": 14.467568824830972,
      "expected": 14.46756882483093,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Hypothetical rescaled normal pole,epsilon=0.03",
      "actual": 22.03235305921546,
      "expected": 22.032353059215453,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    },
    {
      "name": "Hypothetical rescaled normal pole,epsilon=0.001",
      "actual": 43.402706474492796,
      "expected": 43.40270647449279,
      "relative_or_absolute_tolerance": 2e-09,
      "pass": true
    }
  ],
  "count": 29,
  "meaning": "Physical radial quadratures supplement the complete exact integration,extension and trace proofs. The hypothetical pole checks do not claim a returned solution has a pole."
}