SCF CONTINUATION METHOD — ADIABATIC BOND CURVE
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Started: 2026-03-25 21:16:44
d = 3, gamma = 0.0650898425

PART 1: SINGLE PROTON
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Bare: 0.12538659
Optimized: -0.02180747 (correction: -0.14719405)
Amplitudes: -0.4129 -0.5198 -0.0354 -0.2465 +0.6182 +0.1228 -0.2164

PART 2: CONTINUATION BOND CURVE
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Starting at R=100, decreasing to R=4.
Each R starts from the previous R's solution.

   R     E_double         V(R)       V_bare     |da| evals     t
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 100  -0.10482038  -0.06120545  -0.12538659  1.84304   436   2.0s
  80  -0.15243539  -0.10882046  -0.12538659  1.61598   270   1.3s
  60  -0.09580347  -0.05218853  -0.12538659  1.81631   310   1.4s
  50  -0.32791478  -0.28429985  -0.12538659  0.24513   459   1.9s
  40  -0.32121202  -0.27759709  -0.12538659  0.03291   540   2.1s
  35  -0.06930911  -0.02569418  -0.12538659  1.54663   402   3.6s
  30  -0.06544967  -0.02183474  -0.12538659  1.57002   640   2.6s
  27  -0.08558102  -0.04196609  -0.12538659  1.67861   675   3.8s
  24  -0.06949444  -0.02587951  -0.12538660  2.06755   307   1.9s
  22  -0.08716016  -0.04354523  -0.12538666  1.20811   401   2.2s
  20  -0.10526484  -0.06164991  -0.12538702  1.12975   392   2.2s
  18  -0.03076403  +0.01285090  -0.12538929  1.42795   303   2.0s
  16  -0.27686556  -0.23325063  -0.12540380  0.96149   295   1.0s
  15  -0.09217187  -0.04855694  -0.12549688  1.25666  5026  15.2s
  14  -0.08765984  -0.04404491  -0.12549688  1.36138   145   0.8s
  13  -0.17005415  -0.12643922  -0.12610067  1.04711   376   2.1s
  12  -0.11147892  -0.06786399  -0.12610067  1.30654   101   0.5s
  11  -0.01661802  +0.02699691  -0.13011589  0.53304   284   1.4s
  10  -0.51021040  -0.46659547  -0.13011589  1.15602   672   2.0s
   9  -0.12769654  -0.08408161  -0.15857727  0.75622    92   0.3s
   8  -0.09041309  -0.04679816  -0.15857727  0.92604   233   0.8s
   7  -0.08025263  -0.03663770  -0.31133609  0.90697   284   1.2s
   6  -0.05318964  -0.00957471  -0.31133609  1.99346   832   3.6s
   5  -0.00839453  +0.03522040  -0.37935583  1.59176   118   0.5s
   4  -0.25581008  -0.21219515  -0.37935583  0.96640   306   0.8s

PART 3: REVERSE SCAN (R=4 → R=100) — HYSTERESIS CHECK
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If the forward and reverse curves match, the solution is unique.
If they differ, there are multiple basins (hysteresis).

   R        V_fwd        V_rev         diff
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   4  -0.21219515  -0.03536838  +0.17682676
   5  +0.03522040  +0.03424743  -0.00097297
   6  -0.00957471  -0.08528050  -0.07570579
   7  -0.03663770  -0.08510974  -0.04847204
   8  -0.04679816  -0.03806119  +0.00873697
   9  -0.08408161  -0.03005671  +0.05402490
  10  -0.46659547  -0.01625720  +0.45033827
  11  +0.02699691  +0.01883621  -0.00816070
  12  -0.06786399  -0.06574947  +0.00211452
  13  -0.12643922  -0.04260246  +0.08383676
  14  -0.04404491  -0.01021444  +0.03383047
  15  -0.04855694  -0.22451549  -0.17595854
  16  -0.23325063  -0.22716179  +0.00608885
  18  +0.01285090  +0.00139671  -0.01145419
  20  -0.06164991  -0.03086344  +0.03078646
  22  -0.04354523  -0.05644236  -0.01289713
  24  -0.02587951  -0.02127280  +0.00460671
  27  -0.04196609  +0.00861187  +0.05057796
  30  -0.02183474  -0.34389513  -0.32206040
  35  -0.02569418  +0.02055243  +0.04624661
  40  -0.27759709  -0.35213583  -0.07453874
