{
 "_provenance": "DERIVED vector of the (1,1,3) kite at the seed point s = -5/3 (eps^-2..eps^0 of the 14 masters, 190 digits), computed by kite-boundary-general.py --x 3: closed-form two-loop vacuum seed at s = 0 (tadpole/sunset ring; xi(1,1,3) = -(8/sqrt 3) Cl2(pi/3)) + bounded-branch Frobenius at the regular singular point s = 0, summed at the exit s = -1/40 (the DE pole 7 - 4 sqrt 3 = 0.0718 sits inside the (1,1,2) exit radius 1/10, so the exit is taken at ratio 0.35 to it) + exact-DE Taylor transport to s = -5/3.  NO AMFlow input; the independent reference is kite-reference-x3.json (AMFlow at s = -5/3 and -10/3, gate only).  Regenerable: python3 kite-boundary-general.py --conn kite-connection-A14-x3.json --x 3 --dps 190 --s-exits=-1/40 --points=-5/3 --receipt out.json (the vector under exits['-1/40'].points['-5/3']); the two components below 10^-175 (the top master's eps^-2, eps^-1: analytically zero, the kite is finite) are omitted as in kite-boundary-derived.json.",
 "masses_sq": [
  1,
  1,
  3
 ],
 "s": "-5/3",
 "dps": 190,
 "frobenius_exit": "-1/40",
 "engine_settings": {
  "nmax_frobenius": 245,
  "taylor_order": 385,
  "working_dps": 215,
  "backend": "flint-arb",
  "de_singular_points": [
   "0",
   "7 - 4*sqrt(3)",
   "1",
   "3",
   "4*sqrt(3) + 7"
  ]
 },
 "engine_checks": {
  "xi_check": [
   "xi(1,1,3)+(8/sqrt3)Cl2(pi/3)",
   214.80129698361807
  ],
  "V00M_vs_Gamma": 215.0,
  "top_seed_epsm1_cancel": 214.9832502768437,
  "B0y0_max": 2.5019706358788686e-214
 },
 "masters": [
  [
   [
    1,
    0,
    0,
    0,
    1
   ]
  ],
  [
   [
    1,
    1,
    0,
    0,
    1
   ]
  ],
  [
   [
    1,
    0,
    0,
    1,
    1
   ]
  ],
  [
   [
    1,
    1,
    0,
    1,
    1
   ]
  ],
  [
   [
    1,
    0,
    1,
    0,
    0
   ]
  ],
  [
   [
    0,
    1,
    1,
    1,
    0
   ]
  ],
  [
   [
    -1,
    1,
    1,
    1,
    0
   ]
  ],
  [
   [
    1,
    0,
    1,
    1,
    0
   ]
  ],
  [
   [
    1,
    0,
    1,
    0,
    1
   ]
  ],
  [
   [
    1,
    -1,
    1,
    0,
    1
   ]
  ],
  [
   [
    1,
    -2,
    1,
    0,
    1
   ]
  ],
  [
   [
    0,
    0,
    1,
    1,
    1
   ]
  ],
  [
   [
    0,
    1,
    1,
    1,
    1
   ]
  ],
  [
   [
    1,
    1,
    1,
    1,
    1
   ]
  ]
 ],
 "boundary": {
  "0": {
   "-2": "3.0",
   "-1": "-0.7591308554135262378248082512619917001954276891077899480386864102216892403218149262425296441916767634516987706967160921128670367647108164805034495981713734493304903100077681279641647532886544",
   "0": "8.030848809818157989107372834163522409524628018055412167822138270844338619284436124287858337033360012593376829895051608232019060062893894566928723307630975146396329258899955039825485156145919"
  },
  "1": {
   "-2": "1.0",
   "-1": "-0.4901753248524852614581337120449842543010997249331257588561369814439874619706672477571227660763384913027776514301890971541741515713132632161140201607975058496803976382537297984534147562717354",
   "0": "2.665949329410456270808328822599065768763324264644495347411146447526317151491564382089564750666410827985778861552008258834542177616029251841584723125690705283694711446215737215690424146565172"
  },
  "2": {
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 }
}