last-generated=2026-01-08
statistics-simulation=
{
  "linear": " ",
  "nonlinear": " ",
  "numerical Jacobians": "0"
}
time=[0e+00, 1e+00]
rat.y=[0e+00, 1e-02, 2e-02, 3e-02, 4e-02, 5e-02, 6e-02, 7.000000000000001e-02, 8e-02, 9e-02, 1e-01, 1.1e-01, 1.2e-01, 1.3e-01, 1.4e-01, 1.5e-01, 1.6e-01, 1.7e-01, 1.8e-01, 1.9e-01, 2e-01, 2.1e-01, 2.2e-01, 2.3e-01, 2.4e-01, 2.5e-01, 2.6e-01, 2.7e-01, 2.8e-01, 2.9e-01, 3e-01, 3.1e-01, 3.2e-01, 3.3e-01, 3.4e-01, 3.5e-01, 3.6e-01, 3.7e-01, 3.8e-01, 3.9e-01, 4e-01, 4.1e-01, 4.2e-01, 4.3e-01, 4.4e-01, 4.5e-01, 4.6e-01, 4.7e-01, 4.8e-01, 4.9e-01, 5e-01, 5.1e-01, 5.2e-01, 5.3e-01, 5.4e-01, 5.5e-01, 5.600000000000001e-01, 5.7e-01, 5.8e-01, 5.9e-01, 6e-01, 6.1e-01, 6.2e-01, 6.3e-01, 6.4e-01, 6.5e-01, 6.6e-01, 6.7e-01, 6.8e-01, 6.899999999999999e-01, 7e-01, 7.1e-01, 7.2e-01, 7.3e-01, 7.4e-01, 7.5e-01, 7.6e-01, 7.7e-01, 7.8e-01, 7.9e-01, 8e-01, 8.100000000000001e-01, 8.2e-01, 8.3e-01, 8.4e-01, 8.5e-01, 8.6e-01, 8.7e-01, 8.8e-01, 8.9e-01, 9e-01, 9.1e-01, 9.2e-01, 9.3e-01, 9.399999999999999e-01, 9.5e-01, 9.6e-01, 9.7e-01, 9.8e-01, 9.9e-01, 1e+00]
dpCor.y=[1e+00, 1.006955504573535e+00, 1.013959527330075e+00, 1.021012068269699e+00, 1.028113842648068e+00, 1.035264968337787e+00, 1.042465806977089e+00, 1.049716710827613e+00, 1.057018042921773e+00, 1.064370152697867e+00, 1.071773408737221e+00, 1.079228282420977e+00, 1.086734892959544e+00, 1.094293717188854e+00, 1.101905107043245e+00, 1.109569425770398e+00, 1.117287161737602e+00, 1.12505853036762e+00, 1.132883900751875e+00, 1.140763761499524e+00, 1.148698327554283e+00, 1.156688218608526e+00, 1.16473353005402e+00, 1.172834989019115e+00, 1.180992607696558e+00, 1.189207077026367e+00, 1.19747865992211e+00, 1.205807796100207e+00, 1.214194892834401e+00, 1.222640283031907e+00, 1.23114441808746e+00, 1.239707706311411e+00, 1.248330599302351e+00, 1.257013309506087e+00, 1.265756603920259e+00, 1.274560575986587e+00, 1.283425914444902e+00, 1.292352791332527e+00, 1.301341895592932e+00, 1.310393465646401e+00, 1.319507951057102e+00, 1.328685763794177e+00, 1.33792759204842e+00, 1.347233527184712e+00, 1.356604339935724e+00, 1.366040241092838e+00, 1.375541798270407e+00, 1.385109425736386e+00, 1.394743691333496e+00, 1.404444923659658e+00, 1.414213538169861e+00, 1.424050221326365e+00, 1.433955211537656e+00, 1.443929224057767e+00, 1.453972437230188e+00, 1.464085686038777e+00, 1.474269268462135e+00, 1.484523542139857e+00, 1.494849222321639e+00, 1.505246785843005e+00, 1.515716527703799e+00, 1.5262591687613e+00, 1.536875123670001e+00, 1.547564988486299e+00, 1.558329120839766e+00, 1.569168235979605e+00, 1.58008262625012e+00, 1.591072898592755e+00, 1.602139703442808e+00, 1.613283517644482e+00, 1.624504818043079e+00, 1.635804200676759e+00, 1.647181955120102e+00, 1.65863905145912e+00, 1.670175779754191e+00, 1.681792855262756e+00, 1.693490635629738e+00, 1.705269836097232e+00, 1.7171309335041e+00, 1.729074452450087e+00, 1.741101131367445e+00, 1.753211495364999e+00, 1.765406021293381e+00, 1.777685424402101e+00, 1.790050181526271e+00, 1.802500933444086e+00, 1.815038305417736e+00, 1.827662938757032e+00, 1.840375310309081e+00, 1.853176135331326e+00, 1.866066009863676e+00, 1.879045452316868e+00, 1.892115213456266e+00, 1.905275931455964e+00, 1.91852820236876e+00, 1.931872622251617e+00, 1.945309906348619e+00, 1.958840569777951e+00, 1.972465369868573e+00, 1.986184941523442e+00, 2e+00]
